diff --git a/.DS_Store b/.DS_Store index c808538..7cee99f 100644 Binary files a/.DS_Store and b/.DS_Store differ diff --git a/README.md b/README.md index c384e48..6a6ae74 100644 --- a/README.md +++ b/README.md @@ -1,10 +1,746 @@ -# Project_Maui +# **Project_Maui** +## **Using News Sentiment to Predict Stoci Price Movements** Program that allows a user to choose a company from the S&P 500 and run a logistic regression model to predict the price movement of this company's stock on the next trading day based on current sentiment (Vader) of Reuters news articles related to this company. +## **UX/UI Showcase** +### _**Choose a Company**_ +![TE Connectivity](project_code/Images/te_connectivity.gif) + +### _**Required Model Accuracy of 20%**_ + +![Costco Buy](project_code/Images/costco_buy.gif) + +### _**Required Model Accuracy of 63%**_ + +_Please wait till the end for modified recommendation. Thank you for your patience!_ +![Costco Adjust](project_code/Images/costco_adjust.gif) + + + +### **Original Goal** + +_Should there be access to hourly data on stock prices and news sentiments_ + +Predict intraday movement in stock price between the current point in time and the end of the trading day to determine if a trade will be profitable by end of day. +Machine learning model to be implemented that took in average news sentiment between h0 and h-24 (h = hour) as features, and intraday change in price between h0 and 4pm as the target on a rolling single-day basis historically . + NOTE: You must have active keys from the following APIs to run this program: -* IEX Finance: https://iexcloud.io/ -* News API: https://newsapi.org/ +* [IEX Finance](https://iexcloud.io/) +* [News API](https://newsapi.org/) + +_**File to run:**_ +**[project_code > master_function](project_code/master_function.ipynb)** + +[_**Link to Project Proposal**_](https://docs.google.com/presentation/d/1oC39MhMv8g4PFlXyPxXt4JyFgs-H_WBuySMOxhCRtT4/edit?usp=sharing) + + +## **Data** + +### _**Cleaning and Curation**_ + +**News Sentiments** + +* Pulled 20 Articles per day from news API + * Could only pull for past 30 days + * Request limitations informed Dataframe Structure + +* Sentiments are placed into four categories: + * compound, positive, negative and neutral + +* Cleaned up articles using Lemmatization and stop word removal + * Marginally affected polarity score + * Applied Vader Sentiment Analyzer to return Polarity Score + +
+ Code (click me) + + + ```python + + # function to tokenize text + def tokenizer(text): + + # cleaning text + sw = set(stopwords.words('english')) + regex = re.compile("[^a-zA-Z ]") + re_clean = regex.sub('', text) + words = word_tokenize(re_clean) + lem = [lemmatizer.lemmatize(word) for word in words] + tokens = [word.lower() for word in lem if word.lower() not in sw] + + # exporting tokenized words as output + return tokens + ``` + +
+ +* Ensure relevancy by including both the company and ticker + +
+ Code (click me) + + + ```python + + # establishing keywords for news pull + keyword = f'{company} AND {ticker}' + ``` + +
+ + +**Stock Prices** + +_**Breaks on weekends and holidays? Here we go!**_ + +
+Code + + +```python + + # iterating through sentiment score / article DataFrame to... + for index, row in dataframe.iterrows(): + + # if daily return is null value for a given day - i.e. a non-trading day, + if pd.isnull(row['return']): + + # then append polarity scores to their respective lists + compound.append(row['compound']) + positive.append(row['positive']) + negative.append(row['negative']) + neutral.append(row['neutral']) + dataframe.drop(index=index, inplace=True) + + # if there was a return value - i.e. it was a trading day + elif pd.notnull(row['return']): + + # The list of compound polarity scores will be empty if the stock was traded + # on the previous day; therefore, move along. + if len(compound) == 0: + pass + + # If the list is not empty, then at least one day prior was a non-trading + # day. Append the current day's scores to the list and calculate the mean + # for each score. Then replace the current day's polarity scores with the + # average scores of today and previous non-trading days. + else: + compound.append(row['compound']) + compound_mean = np.mean(compound) + compound = [] + + positive.append(row['positive']) + positive_mean = np.mean(positive) + positive = [] + + negative.append(row['negative']) + negative_mean = np.mean(negative) + negative = [] + + neutral.append(row['neutral']) + neutral_mean = np.mean(neutral) + neutral = [] + + dataframe.at[index, 'compound'] = compound_mean + dataframe.at[index, 'positive'] = positive_mean + dataframe.at[index, 'negative'] = negative_mean + dataframe.at[index, 'neutral'] = neutral_mean + + else: + pass + +``` + +
+ +_**Sample of Pre-model Dataframe**_ + +![get_model_data](project_code/Images/get_model_data.png) + +_**Featuring Lags**_ + +Lagging days feature is incorporated into the `get_model_data` function: + +
+def get_model_data(company, ticker, lag=0): + + +```python + # shifting the return column up to adjust for a lag in stock reaction to sentiments + final_df = cleaned_df(combined_df) + final_df['return'] = final_df['return'].shift(-lag) + final_df.dropna(inplace=True) +``` + +
+ +**Limitations** + +* Lack of affordable availability of _**historical intraday stock price**_ data + * Had to change scope of project from intraday predictions to day over day + +* News API only allows for _**30 days of historical articles**_ to be pulled in + * Limited training data likely affects the accuracy of our model + +**Sources** + +* _**IEX Finance**_ - historical stock price data +* _**News API / Reuters**_ - historical news articles + + +## **Models** + +We are prediction whether the closing price of a stock would rise (1) or fall (-1) compared to the closing price of the previous trading day. It is _**supervised machine learning**_ as we have a target variable. A _**30% training-and-testing split**_ is applied to fit the models. + +As of models, we used _**Logit regression**_ and _**Balanced Random Forest Classifier**_ to predict the probability of the binary outcome. + +Other models used include _**LSTM Sequential**_ and _**3-Layer Neural Network**_. + +### _**Python Libraries**:_ + +_For Logit and Balanced Random Forest Models:_ + +[scikit-learn](https://scikit-learn.org/stable/) + +_For Neural Network Sequential and LSTM Models:_ + +[keras](https://keras.io/) + +[tensorflow](https://www.tensorflow.org/) + + +### _**Evaluation Results: Which Model Shall We Use?**_ + +_**Based on 31 days of data for Disney (DIS): 3/15/2020 to 4/15/2020**_ + +_Note: Changes on test statistics based on live data may lead to different choice of models._ + +_**a. Logit Regression**_ +* The `balanced accuracy score` is 0.83. + +
+Evaluation (click me) + + +![Logit Evaluation](test/Images/dis_logit_evaluation.png) +![Logit Evaluation on Training vs. Testing Data](test/Images/dis_logit_eval_train_test.png) + +
+ +
+Code (click me) + + +```python +# ********* MODEL FITTING ************* + # --------- Loigt ----------- + # --------Start------------- + +M = 'Logit' +from sklearn import linear_model +lm = linear_model.LogisticRegression(C = 1e5) +lm.fit(X_train, y_train) +lm_pred = lm.predict(X_test) + + + # --------- Logit ------------ + # ---------End ------------- + +``` +
+ + +_**b. Balanced Random Forest Classifier Ensemble Learning**_ +* The `balanced accuracy score` is 0.67. +* Better choice over Decision Tree model as it prevents _**overfitting**_ +
+Evaluation + + +![Balanced Random Forest Evaluation](test/Images/dis_brf_evaluation.png) + +
+ +
+Code + + +```python + +# ********* MODEL FITTING ************* + # -----Balanced Random Forest ------- + # --------Start------------- + +# Resample the training data with the RandomOversampler +# fit Random Forest Classifier +from imblearn.ensemble import BalancedRandomForestClassifier +brf = BalancedRandomForestClassifier(n_estimators=100, random_state=42) +brf.fit(X_train, y_train) +brf_pred = brf.predict(X_test) + + # --- Balanced Random Forest -------- + # --------End------------- + +``` +
+ + + +_**c. Decision Tree Resampling**_ +* The `balanced accuracy score` is 0.67. + +
+Evaluation + + +![Decision Tree Evaluation](test/Images/dis_decision_tree_evaluation.png) + +
+ +
+Code + + +```python + +# ********* MODEL FITTING ************* + # ----- Decision Tree ------- + # --------Start------------- + +from sklearn import tree +# Needed for decision tree visualization +import pydotplus +from IPython.display import Image + +# Creating the decision tree classifier instance +model_tree = tree.DecisionTreeClassifier() +# Fitting the model +model_tree = model_tree.fit(X_train, y_train) +# Making predictions using the testing data +tree_pred = model_tree.predict(X_test) + + # --- Decision Tree -------- + # --------End------------- + +``` + +
+ +
+Image + + +![Decision Tree Visualization](test/Images/DIS_1d_decision_tree_updated.png) + +
+ +#### Data Preparation for Models + +
+Code + + +```python + +# Creating training and testing data sets +from sklearn.model_selection import train_test_split +X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.3, shuffle=False, random_state=42) + +# For neural network sequential, LSTM and ensemble learning +#Create the StandardScaler instance +scaler = StandardScaler() +# Fit the Standard Scaler with the training data +X_scaler = scaler.fit(X_train) + +# Scale the training data - only scale X_train and X_test data +X_train_scaled = X_scaler.transform(X_train) +X_test_scaled = X_scaler.transform(X_test) + + +# Creating validation data sets for deep learning on neural network model training +from sklearn.model_selection import train_test_split +X_train, X_val, y_train, y_val = train_test_split(X_train, y_train, test_size = 0.3, shuffle=False) + + +``` +
+ +#### Model Evaluation + +* Confusion Matrix and Balanced Accuracy Scores for Logit, Supervised Resampling and Ensemble Learning + +
+Code + + + +```python +# Score the accuracy +print("Training vs. Testing - Logit") +print(f"Training Data Score: {lm.score(X_train, y_train):,.04f}") +print(f"Testing Data Score: {lm.score(X_test, y_test):,.04f}") + +# Evaluating the Logit model in a nicer format +# Calculating the confusion matrix +cm_lm = confusion_matrix(y_test, lm_pred) +cm_lm_df = pd.DataFrame( + cm_lm, index=["Actual -1", "Actual 1"], columns=["Predicted -1", "Predicted 1"] +) +# Calculating the accuracy score +acc_lm_score = balanced_accuracy_score(y_test, lm_pred) + +# Displaying results +print("Confusion Matrix - Logit") +display(cm_lm_df) +print(f"Balanced Accuracy Score : {acc_lm_score:,.04f}") +print("Classification Report - Logit") +print(classification_report(y_test, lm_pred)) + +``` +
+ +## **Results: Real vs. Predicted** + +### _**Logit**_ + +![Logit Predictions](project_code/Images/logit_prediction.png) + +### _**Balanced Random Forest**_ +
+Graph + + +![Balanced Random Forest Predictions](project_code/Images/brf_prediction.png) +
+ + +### _**Three-layer Neural Network**_ + +
+Graph + + +![Balanced Random Forest Predictions](project_code/Images/nn_prediction.png) + +
+ +### _For more details on models, please click on the link below:_ +[Test Folder](test) + + +## **Conclusions** + +### **Impact of Positive vs. Negative News Sentiments** +``` +Conclusion: Predictions are more consistent with actual directions of returns based on negative compared to positive sentiments, subject to overfitting. +``` + +**Deep Learning LSTM Model** + +_**Positive News Sentiments**_ + +![LSTM Prediction on Positive Sentiments](test/Images/DIS_positive_lstm.png) + +![LSTM Training Loss on Positive Sentiments](test/Images/DIS_loss_positive_sentiments_lstm.png) + +_**Negative News Sentiments**_ + +![LSTM Prediction on Negative Sentiments](test/Images/DIS_lstm_negative.png) + +![LSTM Training Loss on Negative Sentiments](test/Images/DIS_loss_negative_lstm.png) + +_Note: Potentially overfitting. Needed more data._ + +``` +The plots of parallel categories and OLS regressions below shows consistent conclusion that negative and compound sentiment scores hold higher predictive power on the direction of daily returns. +``` + +![Parallel Categories on Negative Sentiments](project_code/Images/parallel_negative.png) + +![Parallel Categories on Composite Sentiments](project_code/Images/parallel_compound.png) + +
+Compared to positive and neutral sentiments: + + +![Parallel Categories on Positive Sentiments](project_code/Images/parallel_positive.png) + +![Parallel Categories on Neutral Sentiments](project_code/Images/parallel_neutral.png) + +
+ +_**OLS Prediction on Price Move Directions due to News Sentiments in the Past 5 Days**_ + +Actual Returns (_the blue line on top_) in more in tune with the predictions according to negative sentiments (_the purple line, third from the bottom_) and compound sentiments (_the brown line, second from the bottom_) over the past five trading days. + +![Actual vs. Lagged OLS Evaluation](test/Images/actual_vs_outofsample_OLS_news_5d_DIS_1d_5dnews.png) + +
+OLS Predicted Returns on News Sentiments in the Past 5 Days + + +![OLS Predicted Actual vs. Lagged Returns on Sentiment Catogories ](test/Images/actual_vs_outofsample_OLS_news_5d_DIS_1d_return_5dnews.png) +_Note: Inverted due to complications when multiplying positive and negative signs._ +
+ +### _**Snoozed Sentiments? For How Long?**_ +_Impact on Lagged Response to News Sentiments_ + +**Conclusion:** We found that news sentiments over the past five trading days has identical predictive capacity to one-day sentiments. + +##### **OLS with Rolling One-day Training Window** + +![OLS Rolling 1D](test/Images/actual_vs_outofsample_ols_DIS_1d.png) + +
+OLS Returns with Rolling Three-day Training Window + + +![OLS Rolling 2D](test/Images/actual_vs_outofsample_ols_DIS_3d.png) + +
+ +##### **OLS with Rolling Five-day Training Window** + +![OLS Rolling 3D](test/Images/actual_vs_outofsample_OLS_DIS_5d.png) + + + +_**Discussions**_ + +Gradient Boosing Ensemble and SVM Models also provides higher accuracy scores (50%) compared to other models. + +##### **Gradient Boosting Ensemble Learning on News Sentiments** + +![Gradient Boosting Visualization](test/Images/DIS_GradientBoosting_tree_1_updated.png) + +##### **Returns from predicted directions: does multiplication always work?** +What happens when multiplying a prediction of price drop, i.e. _-1_, with a negative actual return? Please click below to see a solution. + +
+Code + + +```python +sigma = (dis['return']/100).std() +all_predic = all_pred +all_predic['OLS_predi'] = 0.7 * sigma * (-all_predic['OLS_pred']) +``` +
+ +![SVM Prediction](test/Images/actual_vs_outofsample_SVM_DIS_1d.png) + + +#### _Interpretation on Test Statistics_ + +> _**Confusion Matrix**_ +> | | Predicted 0 (-1) | Predicted 1 | +> |-------------------|------------------|------------- | +> | Actually 0 (-1) | TN | FP | +> | Actually 1 | FN | TP | + +* **Accuracy = (TP+TN)/(TP+TN+FP+FN)** + * It treats FP and FN equally and would be biased for imbalanced data: + * More weights are put on true negatives (TN)s for COVID-19 tests + * Tests need to focus on minimizing false negatives (FN) + * Therefore, other test statistics need to be considered + +
+Graph Illustration + + +![Accuracy Interpretation](project_code/Images/evaluation_interpretation.png) +
+ +
+Other Model Evaluation Statistics (click me) + + +* **Precision = TP/(TP+FP)** + * Out of all the predictions of "1" for daily price increase, how many are actually increased. + * It focuses on the data on price increase and uses figuress in the second column of the confusion matrix. + +* **Recall = TP/(TP+FN)** + * How many actual daily price increase moves are predicted correctly? + * It features the second row of the confusion matrix + * Recall is also the _**sensitivity**_ of the testing model + +* **Specificity = TN/(TN+FP)** + * How many of the actuall downward price moves are predicted correctly? + * It spotlight the first row of our confusion matrix and examine only the downward price moves in our data. + +* **F1 = 2 x (Precision x Recall)/(Precision + Recall)** + * F1 score is the harmonic mean of precision and recall. + * As precission and recall usually go in opposite directions, f1 score is a good balance between the two. + * F1 leverages the second row and column for actual and predicted upward price moves. + +
+ +## Deployment + +``` +Jupyter Lab, Jupyter Notebook, Visual Studio Code +``` + +## Built With + +* [Ipywidget](https://ipywidgets.readthedocs.io/en/latest/) +* [Panel](https://panel.holoviz.org/) + +## Future Steps +* Our group has been working on several solutions to incorporate _**Buy, Sell and Hold**_ feature into the master function widget. + +
+The original code appears as follows: + + +```python +def signal_column(df): + df['test'] = None + for index, row in df.iterrows(): + if pd.isnull(row['test']): + if df.loc[index]['return'] >= 2: + df.at[index, 'test'] = 1 + elif df.loc[index]['return'] <= -2: + df.at[index, 'test'] = -1 + else: + df.at[index, 'test'] = 0 + return df + +``` + +
+ +Trying to fit it in, we tried three versions below + +
+a. on get_model_data(company, ticker, lag=0) function + + +![Buy Sell Hold on Data](project_code/Images/buysellhold1.png) + +
+ +
+b. on on_button_clicked(b) function + + +![Buy Sell Hold on Button Clicked](project_code/Images/buysellhold2.png) + +
+ + +
+c. on the model(df) function + + + +```python + +# defining model to run Logit logistic regression model on the feature/target DataFrame +# and export predicted price movement and model accuracy +def model(df): + # preparing the dataframe + df['return_sign'] = None + for index, row in df.iterrows(): + if pd.isnull(row['return_sign']): + if df.loc[index]['return'] >= 2: + df.at[index, 'return_sign'] = 1 + elif df.loc[index]['return'] <= -2: + df.at[index, 'return_sign'] = -1 + else: + df.at[index, 'return_sign'] = 0 + df = df.drop(columns=['text']) + # creating the features (X) and target (y) sets + X = df.iloc[:, 0:4] + y = df["return_sign"] + # creating training and testing data sets + X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.3, shuffle=False, random_state=42) + # fitting model + M = 'Logit' + lm = linear_model.LogisticRegression(solver = 'lbfgs') + lm.fit(X_train, y_train) + lm_pred = lm.predict(X_test) + # calculating confusion matrix + cm_lm = confusion_matrix(y_test, lm_pred) + cm_lm_df = pd.DataFrame( + cm_lm, index=["Actual -1", "Actual 1"], columns=["Predicted -1", "Predicted 1"] + ) + # calculating the accuracy score + acc_lm_score = balanced_accuracy_score(y_test, lm_pred) + # exporting model accuracy and predicted price movement float variables as output + return acc_lm_score, lm_pred[-1] + +``` +
+ +APIs ran out as of the date of this readme file. It remains unknown whether the buy-sell-hold feature works. + +[Click here for latest version Featuring Buy Sell and Hold](project_code/future_steps/maui_buy_sell_hold.ipynb) + +Furthermore, we discussed about options based on Black-Scholes Pricing and showcase put-call parity. It features an interactive input function. Outputs include prices on put and calls with greeks to measure price sensitivities. + +[Click here for latest version on options feature](project_code/future_steps/test_options.ipynb) + + +Another topic that we spoke about was an Amazon Lex Bot. + +[Click here for latest version on Lambda function for Amazon Bot](project_code/future_steps/lambda_function.py) + + + +## Contributors + +* Richard Bertrand +* Ava Lee +* Devin Nigro +* Brody Wacker + +# Files +### _**Data**_ +[Dataframe](project_code/df_function.ipynb) + +[Stock Data](project_code/maui_stock_data.ipynb) + +### _**Model**_ +[Models of Good Fit](test/Code/test_models.ipynb) + +[Scikit-learn Classifiers](test/Code/test_supervised.ipynb) + +[Neural Net](test/Code/test_nn.ipynb) + +[LSTM](test/Code/test_lstm_pos_neg.ipynb) + + +### _**Future Steps**_ + +[Future Steps](project_code/future_steps) + + + + + +# References + +* CU Gitlab Repository +* https://machinelearningmastery.com/learning-curves-for-diagnosing-machine-learning-model-performance/ +* https://stackoverflow.com/questions/46040656/binary-keras-lstm-model-does-not-output-binary-predictions +* https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.get_dummies.html +* https://medium.com/@deallen7/managing-date-datetime-and-timestamp-in-python-pandas-cc9d285302ab +* https://stackoverflow.com/questions/38067704/how-to-change-the-datetime-format-in-pandas +* https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.Timestamp.html +* "Stock Market Prediction" by The Python Quants from ML Elective for CQF +* https://imbalanced-learn.readthedocs.io +* https://scikit-learn.org/stable/ +* https://towardsdatascience.com/adaboost-for-dummies-breaking-down-the-math-and-its-equations-into-simple-terms-87f439757dcf +* https://pandas.pydata.org/pandas-docs/version/0.23.4/generated/pandas.get_dummies.html +* https://www.geeksforgeeks.org/python-pandas-series/ +* https://machinelearningmastery.com/random-oversampling-and-undersampling-for-imbalanced-classification/ +* https://machinelearningmastery.com/combine-oversampling-and-undersampling-for-imbalanced-classification/ +* https://machinelearningmastery.com/roc-curves-and-precision-recall-curves-for-classification-in-python/ +* https://towardsdatascience.com/decision-trees-and-random-forests-df0c3123f991 +* https://docs.scipy.org/doc/numpy/reference/generated/numpy.ravel.html#numpy.ravel +* https://www.scikit-yb.org/en/latest/api/classifier/classification_report.html +* https://www.npr.org/sections/health-shots/2020/04/15/834497497/antibody-tests-for-coronavirus-can-miss-the-mark -File to run: -project_code > master_function diff --git a/project_code/.DS_Store b/project_code/.DS_Store index 66f2598..e423500 100644 Binary files a/project_code/.DS_Store and b/project_code/.DS_Store differ diff --git a/project_code/.ipynb_checkpoints/maui_panel-checkpoint.ipynb b/project_code/.ipynb_checkpoints/maui_panel-checkpoint.ipynb index 6afc861..3697f50 100644 --- a/project_code/.ipynb_checkpoints/maui_panel-checkpoint.ipynb +++ b/project_code/.ipynb_checkpoints/maui_panel-checkpoint.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 11, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -24,14 +24,14 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Section 1: Get Model Input Data Function\n", + "# Section 1: News Sentiment and Stock Price Moves on Disney\n", "\n", - "## This section takes the output from the stock selection to pull historical stock data and relevant news. With this data, we calculate daily stock returns for ML model targets, and runan NLP sentiment analysis model for ML model features. " + "## Get Model Input Data Function from `master_function.ipynb`: This section takes the output from the stock selection to pull historical stock data and relevant news. With this data, we calculate daily stock returns for ML model targets, and runan NLP sentiment analysis model for ML model features. " ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -58,7 +58,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -76,7 +76,7 @@ "True" ] }, - "execution_count": 13, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -87,7 +87,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -96,7 +96,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -105,7 +105,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -114,7 +114,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -365,64 +365,6253 @@ "2020-04-15 0.994700 0.150000 0.04100 0.809000 -2.508724 -1.0" ] }, - "execution_count": 17, - "metadata": {}, - "output_type": "execute_result" + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Section 2: Define Plotting Functions \n", + "## _**Machine Learning Models: Logit and Balanced Random Forest**_\n", + "\n", + "_**This section defines a function to take in the news sentiment data as features and the stock price returns as targets, and feeds them into a machine learning model. The figures plotting are on model predictions in dataframes.**_\n", + "\n", + "## _**Parallel Categories**_\n", + "_**These plots shows that negative and composite sentiments has higher power in predicting price move directions.**_" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# importing ML model libraries\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.preprocessing import StandardScaler\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.metrics import confusion_matrix, accuracy_score, classification_report\n", + "from sklearn.metrics import balanced_accuracy_score\n", + "from sklearn.metrics import confusion_matrix\n", + "from sklearn import linear_model \n", + "#from imblearn.metrics import classification_report_imbalanced" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + 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following conditions are met:\n", + " * \n", + " * Redistributions of source code must retain the above copyright notice,\n", + " * this list of conditions and the following disclaimer.\n", + " * \n", + " * Redistributions in binary form must reproduce the above copyright notice,\n", + " * this list of conditions and the following disclaimer in the documentation\n", + " * and/or other materials provided with the distribution.\n", + " * \n", + " * Neither the name of Anaconda nor the names of any contributors\n", + " * may be used to endorse or promote products derived from this software\n", + " * without specific prior written permission.\n", + " * \n", + " * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n", + " * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n", + " * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n", + " * ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n", + " * LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n", + " * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n", + " * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n", + " * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n", + " * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n", + " * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n", + " * THE POSSIBILITY OF SUCH DAMAGE.\n", + " */\n", + " (function(root, factory) {\n", + " root[\"Bokeh\"] = factory();\n", + " })(this, function() {\n", + " var define;\n", + " var parent_require = typeof require === \"function\" && require\n", + " return (function(modules, entry, aliases, externals) {\n", + " if (aliases === undefined) aliases = {};\n", + " if (externals === undefined) externals = {};\n", + "\n", + " var cache = {};\n", + "\n", + " var normalize = function(name) {\n", + " if (typeof name === \"number\")\n", + " return name;\n", + "\n", + " if (name === \"bokehjs\")\n", + " return entry;\n", + "\n", + " var prefix = \"@bokehjs/\"\n", + " if (name.slice(0, prefix.length) === prefix)\n", + " name = name.slice(prefix.length)\n", + "\n", + " var alias = aliases[name]\n", + " if (alias != null)\n", + " return alias;\n", + "\n", + " var trailing = name.length > 0 && name[name.lenght-1] === \"/\";\n", + " var index = aliases[name + (trailing ? \"\" : \"/\") + \"index\"];\n", + " if (index != null)\n", + " return index;\n", + "\n", + " return name;\n", + " }\n", + "\n", + " var require = function(name) {\n", + " var mod = cache[name];\n", + " if (!mod) {\n", + " var id = normalize(name);\n", + "\n", + " mod = cache[id];\n", + " if (!mod) {\n", + " if (!modules[id]) {\n", + " if (externals[id] === false || (externals[id] == true && parent_require)) {\n", + " try {\n", + " mod = {exports: externals[id] ? parent_require(id) : {}};\n", + " cache[id] = cache[name] = mod;\n", + " return mod.exports;\n", + " } catch (e) {}\n", + " }\n", + "\n", + " var err = new Error(\"Cannot find module '\" + name + \"'\");\n", + " err.code = 'MODULE_NOT_FOUND';\n", + " throw err;\n", + " }\n", + "\n", + " mod = {exports: {}};\n", + " cache[id] = cache[name] = mod;\n", + " modules[id].call(mod.exports, require, mod, mod.exports);\n", + " } else\n", + " cache[name] = mod;\n", + " }\n", + "\n", + " return mod.exports;\n", + " }\n", + "\n", + " var main = require(entry);\n", + " main.require = require;\n", + "\n", + " if (typeof Proxy !== \"undefined\") {\n", + " // allow Bokeh.loader[\"@bokehjs/module/name\"] syntax\n", + " main.loader = new Proxy({}, {\n", + " get: function(_obj, module) {\n", + " return require(module);\n", + " }\n", + " });\n", + " }\n", + "\n", + " main.register_plugin = function(plugin_modules, plugin_entry, plugin_aliases, plugin_externals) {\n", + " if (plugin_aliases === undefined) plugin_aliases = {};\n", + " if (plugin_externals === undefined) plugin_externals = {};\n", + "\n", + " for (var name in plugin_modules) {\n", + " modules[name] = plugin_modules[name];\n", + " }\n", + "\n", + " for (var name in plugin_aliases) {\n", + " aliases[name] = plugin_aliases[name];\n", + " }\n", + "\n", + " for (var name in plugin_externals) {\n", + " externals[name] = plugin_externals[name];\n", + " }\n", + "\n", + " var plugin = require(plugin_entry);\n", + "\n", + " for (var name in plugin) {\n", + " main[name] = plugin[name];\n", + " }\n", + "\n", + " return plugin;\n", + " }\n", + "\n", + " return main;\n", + " })\n", + " ([\n", + " function _(e,t,_){Object.defineProperty(_,\"__esModule\",{value:!0}),e(1).__exportStar(e(2),_)},\n", + " function _(t,e,n){\n", + " /*! *****************************************************************************\n", + " Copyright (c) Microsoft Corporation. All rights reserved.\n", + " Licensed under the Apache License, Version 2.0 (the \"License\"); you may not use\n", + " this file except in compliance with the License. You may obtain a copy of the\n", + " License at http://www.apache.org/licenses/LICENSE-2.0\n", + " \n", + " THIS CODE IS PROVIDED ON AN *AS IS* BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY\n", + " KIND, EITHER EXPRESS OR IMPLIED, INCLUDING WITHOUT LIMITATION ANY IMPLIED\n", + " WARRANTIES OR CONDITIONS OF TITLE, FITNESS FOR A PARTICULAR PURPOSE,\n", + " MERCHANTABLITY OR NON-INFRINGEMENT.\n", + " \n", + " See the Apache Version 2.0 License for specific language governing permissions\n", + " and limitations under the License.\n", + " ***************************************************************************** */\n", + " Object.defineProperty(n,\"__esModule\",{value:!0});var r=function(t,e){return(r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var n in e)e.hasOwnProperty(n)&&(t[n]=e[n])})(t,e)};function o(t){var e=\"function\"==typeof Symbol&&Symbol.iterator,n=e&&t[e],r=0;if(n)return n.call(t);if(t&&\"number\"==typeof 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_(e,t,_){Object.defineProperty(_,\"__esModule\",{value:!0});const o=e(1);o.__exportStar(e(6),_),o.__exportStar(e(103),_)},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const o=e(7),n=e(3),i=e(70),r=e(281),_=e(13),l=e(14),a=e(24),c=e(100),d=e(15),h=e(9),f=e(23),u=e(16),m=e(8),g=e(244),v=e(73),p=e(69),w=e(103);class b{constructor(e){this.document=e,this.session=null,this.subscribed_models=new Set}send_event(e){const t=new w.MessageSentEvent(this.document,\"bokeh_event\",e.to_json());this.document._trigger_on_change(t)}trigger(e){for(const t of this.subscribed_models){if(null!=e.origin&&e.origin.id!==t)continue;const s=this.document._all_models[t];null!=s&&s instanceof p.Model&&s._process_event(e)}}}s.EventManager=b,b.__name__=\"EventManager\",s.documents=[],s.DEFAULT_TITLE=\"Bokeh Application\";class 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${e}`),!h.includes(this._roots,e)){this._push_all_models_freeze();try{this._roots.push(e)}finally{this._pop_all_models_freeze()}this._trigger_on_change(new w.RootAddedEvent(this,e,t))}}remove_root(e,t){const s=this._roots.indexOf(e);if(!(s<0)){this._push_all_models_freeze();try{this._roots.splice(s,1)}finally{this._pop_all_models_freeze()}this._trigger_on_change(new w.RootRemovedEvent(this,e,t))}}title(){return this._title}set_title(e,t){e!==this._title&&(this._title=e,this._trigger_on_change(new w.TitleChangedEvent(this,e,t)))}get_model_by_id(e){return e in this._all_models?this._all_models[e]:null}get_model_by_name(e){return this._all_models_by_name.get_one(e,`Multiple models are named '${e}'`)}on_message(e,t){const s=this._message_callbacks.get(e);null==s?this._message_callbacks.set(e,new Set([t])):s.add(t)}remove_on_message(e,t){var s;null===(s=this._message_callbacks.get(e))||void 0===s||s.delete(t)}_trigger_on_message(e,t){const s=this._message_callbacks.get(e);if(null!=s)for(const e of s)e(t)}on_change(e){h.includes(this._callbacks,e)||this._callbacks.push(e)}remove_on_change(e){const t=this._callbacks.indexOf(e);t>=0&&this._callbacks.splice(t,1)}_trigger_on_change(e){for(const t of this._callbacks)t(e)}_notify_change(e,t,s,o,n){\"name\"===t&&(this._all_models_by_name.remove_value(s,e),null!=o&&this._all_models_by_name.add_value(o,e));const i=null!=n?n.setter_id:void 0,r=null!=n?n.hint:void 0;this._trigger_on_change(new w.ModelChangedEvent(this,e,t,s,o,i,r))}static _references_json(e,t=!0){const s=[];for(const o of e){const e=o.struct();e.attributes=o.attributes_as_json(t),delete e.attributes.id,s.push(e)}return s}static _instantiate_object(e,t,s){const n=Object.assign(Object.assign({},s),{id:e,__deferred__:!0});return new(o.Models(t))(n)}static _instantiate_references_json(e,t){const s={};for(const o of e){const e=o.id,n=o.type,i=o.attributes||{};let r;e in 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s=t.to_json(!1);function o(e){const t={};for(const s of e.roots.references)t[s.id]=s;return t}const n=o(e),i={},r=[];for(const t of e.roots.root_ids)i[t]=n[t],r.push(t);const _=o(s),l={},a=[];for(const e of s.roots.root_ids)l[e]=_[e],a.push(e);if(r.sort(),a.sort(),h.difference(r,a).length>0||h.difference(a,r).length>0)throw new Error(\"Not implemented: computing add/remove of document roots\");const c={};let d=[];for(const e in t._all_models)if(e in n){const s=y._events_to_sync_objects(n[e],_[e],t,c);d=d.concat(s)}return{references:y._references_json(f.values(c),!1),events:d}}to_json_string(e=!0){return JSON.stringify(this.to_json(e))}to_json(e=!0){const t=this._roots.map(e=>e.id),s=f.values(this._all_models);return{version:n.version,title:this._title,roots:{root_ids:t,references:y._references_json(s,e)}}}static from_json_string(e){const t=JSON.parse(e);return y.from_json(t)}static from_json(e){i.logger.debug(\"Creating Document from JSON\");const t=e.version,s=-1!==t.indexOf(\"+\")||-1!==t.indexOf(\"-\"),o=`Library versions: JS (${n.version}) / Python (${t})`;s||n.version.replace(/-(dev|rc)\\./,\"$1\")==t?i.logger.debug(o):(i.logger.warn(\"JS/Python version mismatch\"),i.logger.warn(o));const r=e.roots,_=r.root_ids,l=r.references,a=y._instantiate_references_json(l,{});y._initialize_references_json(l,{},a);const c=new y;for(const e of _)c.add_root(a[e]);return c.set_title(e.title),c}replace_with_json(e){y.from_json(e).destructively_move(this)}create_json_patch_string(e){return JSON.stringify(this.create_json_patch(e))}create_json_patch(e){const t={},s=[];for(const o of e){if(o.document!==this)throw i.logger.warn(\"Cannot create a patch using events from a different document, event had \",o.document,\" we are \",this),new Error(\"Cannot create a patch using events from a different document\");s.push(o.json(t))}return{events:s,references:y._references_json(f.values(t))}}apply_json_patch(e,t=[],s){const o=e.references,n=e.events,r=y._instantiate_references_json(o,this._all_models);for(const e of n)switch(e.kind){case\"RootAdded\":case\"RootRemoved\":case\"ModelChanged\":{const t=e.model.id;if(t in this._all_models)r[t]=this._all_models[t];else if(!(t in r))throw i.logger.warn(\"Got an event for unknown model \",e.model),new Error(\"event model wasn't known\");break}}const _={},l={};for(const e in r){const t=r[e];e in this._all_models?_[e]=t:l[e]=t}y._initialize_references_json(o,_,l);for(const e of n)switch(e.kind){case\"MessageSent\":{const{msg_type:s,msg_data:o}=e;let n;if(void 0===o){if(1!=t.length)throw new Error(\"expected exactly one buffer\");{const[[,e]]=t;n=e}}else n=y._resolve_refs(o,_,l);this._trigger_on_message(s,n);break}case\"ModelChanged\":{const o=e.model.id;if(!(o in this._all_models))throw new Error(`Cannot apply patch to ${o} which is not in the document`);const n=this._all_models[o],i=e.attr;if(\"data\"===i&&\"ColumnDataSource\"===n.type){const[o,i]=c.decode_column_data(e.new,t);n.setv({_shapes:i,data:o},{setter_id:s})}else{const t=y._resolve_refs(e.new,_,l);n.setv({[i]:t},{setter_id:s})}break}case\"ColumnDataChanged\":{const o=e.column_source.id;if(!(o in this._all_models))throw new Error(`Cannot stream to ${o} which is not in the document`);const n=this._all_models[o],[i,r]=c.decode_column_data(e.new,t);if(null!=e.cols){for(const e in n.data)e in i||(i[e]=n.data[e]);for(const e in n._shapes)e in r||(r[e]=n._shapes[e])}n.setv({_shapes:r,data:i},{setter_id:s,check_eq:!1});break}case\"ColumnsStreamed\":{const t=e.column_source.id;if(!(t in this._all_models))throw new Error(`Cannot stream to ${t} which is not in the document`);const o=this._all_models[t];if(!(o instanceof v.ColumnDataSource))throw new Error(\"Cannot stream to non-ColumnDataSource\");const n=e.data,i=e.rollover;o.stream(n,i,s);break}case\"ColumnsPatched\":{const t=e.column_source.id;if(!(t in this._all_models))throw new Error(`Cannot patch ${t} which is not in the document`);const o=this._all_models[t];if(!(o instanceof v.ColumnDataSource))throw new Error(\"Cannot patch non-ColumnDataSource\");const n=e.patches;o.patch(n,s);break}case\"RootAdded\":{const t=r[e.model.id];this.add_root(t,s);break}case\"RootRemoved\":{const t=r[e.model.id];this.remove_root(t,s);break}case\"TitleChanged\":this.set_title(e.title,s);break;default:throw new Error(\"Unknown patch event \"+JSON.stringify(e))}}}s.Document=y,y.__name__=\"Document\"},\n", + " function _(e,r,s){Object.defineProperty(s,\"__esModule\",{value:!0});const o=e(1),t=e(8),d=e(13);s.overrides={};const i=new Map;s.Models=e=>{const r=s.overrides[e]||i.get(e);if(null==r)throw new Error(`Model '${e}' does not exist. This could be due to a widget or a custom model not being registered before first usage.`);return r},s.Models.register=(e,r)=>{s.overrides[e]=r},s.Models.unregister=e=>{delete s.overrides[e]},s.Models.register_models=(e,r=!1,s)=>{var o;if(null!=e)for(const l in e){const n=e[l];if(o=n,t.isObject(o)&&o.prototype instanceof d.HasProps){const e=n.__qualified__;r||!i.has(e)?i.set(e,n):null!=s?s(e):console.warn(`Model '${e}' was already registered`)}}},s.register_models=s.Models.register_models,s.Models.registered_names=()=>Array.from(i.keys());const l=o.__importStar(e(27));s.register_models(l)},\n", + " function _(n,t,r){Object.defineProperty(r,\"__esModule\",{value:!0});\n", + " // (c) 2009-2015 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors\n", + " // Underscore may be freely distributed under the MIT license.\n", + " const e=n(9),o=Object.prototype.toString;function i(n){return\"[object Number]\"===o.call(n)}function u(n){const t=typeof 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e=this.properties[t];e.update(),null!=e.spec.transform&&this.connect(e.spec.transform.change,()=>this.transformchange.emit())}this.initialize(),this.connect_signals()}initialize(){}connect_signals(){}disconnect_signals(){n.Signal.disconnectReceiver(this)}destroy(){this.disconnect_signals(),this.destroyed.emit()}clone(){return new this.constructor(this.attributes)}_setv(t,e){const s=e.check_eq,i=e.silent,n=[],r=this._changing;this._changing=!0;const o=this.attributes;for(const e in t){const i=t[e];!1!==s&&p.isEqual(o[e],i)||n.push(e),o[e]=i}if(!i){n.length>0&&(this._pending=!0);for(let t=0;tn.signal===t&&n.slot===e&&n.context===s)}const a=new s.Set;function f(n){0===a.size&&l.defer(h),a.add(n)}function h(){a.forEach(n=>{i.remove_by(n,n=>null==n.signal)}),a.clear()}},\n", + " function _(t,s,e){Object.defineProperty(e,\"__esModule\",{value:!0});const i=t(9),n=t(16),r=t(8);class o{constructor(){this._dict={}}_existing(t){return t in this._dict?this._dict[t]:null}add_value(t,s){const 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s=this._values.indexOf(t);-1===s?this._values.push(t):this._values.splice(s,1)}clear(){this._values=[]}union(t){return t=new a(t),new a(this._values.concat(t._values))}intersect(t){t=new a(t);const s=new a;for(const e of t._values)this.has(e)&&t.has(e)&&s.add(e);return s}diff(t){t=new a(t);const s=new a;for(const e of this._values)t.has(e)||s.add(e);return s}forEach(t,s){for(const e of this._values)t.call(s||this,e,e,this)}}e.Set=a,a.__name__=\"Set\";class h{constructor(t,s,e){this.nrows=t,this.ncols=s,this._matrix=new Array(t);for(let i=0;it(this.at(s,e),s,e))}apply(t){const s=h.from(t),{nrows:e,ncols:i}=this;if(e==s.nrows&&i==s.ncols)return new h(e,i,(t,e)=>s.at(t,e)(this.at(t,e),t,e));throw new Error(\"dimensions don't match\")}to_sparse(){const t=[];for(let s=0;st.length));return new h(s,e,(s,e)=>t[s][e])}}}e.Matrix=h,h.__name__=\"Matrix\"},\n", + " function _(t,e,n){Object.defineProperty(n,\"__esModule\",{value:!0});\n", + " // (c) 2009-2015 Jeremy Ashkenas, DocumentCloud and Investigative Reporters & Editors\n", + " // Underscore may be freely distributed under the MIT license.\n", + " const r=t(8),o=Object.prototype.toString;n.isEqual=function(t,e){return function t(e,n,c,u){if(e===n)return 0!==e||1/e==1/n;if(null==e||null==n)return e===n;const i=o.call(e);if(i!==o.call(n))return!1;switch(i){case\"[object RegExp]\":case\"[object String]\":return\"\"+e==\"\"+n;case\"[object Number]\":return+e!=+e?+n!=+n:0==+e?1/+e==1/n:+e==+n;case\"[object Date]\":case\"[object Boolean]\":return+e==+n}const s=\"[object Array]\"===i;if(!s){if(\"object\"!=typeof e||\"object\"!=typeof n)return!1;const t=e.constructor,o=n.constructor;if(t!==o&&!(r.isFunction(t)&&t instanceof t&&r.isFunction(o)&&o instanceof o)&&\"constructor\"in e&&\"constructor\"in n)return!1}u=u||[];let f=(c=c||[]).length;for(;f--;)if(c[f]===e)return u[f]===n;if(c.push(e),u.push(n),s){if(f=e.length,f!==n.length)return!1;for(;f--;)if(!t(e[f],n[f],c,u))return!1}else{const r=Object.keys(e);let 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function(){return t||(t=!0,e=n()),e}}},\n", + " function _(e,t,n){Object.defineProperty(n,\"__esModule\",{value:!0});const l=e(1).__importStar(e(19)),c=e(23);function o(e,t){const n={};for(const l in e){const c=e[l];n[t+l]=c}return n}const a={line_color:[l.ColorSpec,\"black\"],line_width:[l.NumberSpec,1],line_alpha:[l.NumberSpec,1],line_join:[l.LineJoin,\"bevel\"],line_cap:[l.LineCap,\"butt\"],line_dash:[l.Array,[]],line_dash_offset:[l.Number,0]};n.line=(e=\"\")=>o(a,e);const r={fill_color:[l.ColorSpec,\"gray\"],fill_alpha:[l.NumberSpec,1]};n.fill=(e=\"\")=>o(r,e);const i={hatch_color:[l.ColorSpec,\"black\"],hatch_alpha:[l.NumberSpec,1],hatch_scale:[l.NumberSpec,12],hatch_pattern:[l.StringSpec,null],hatch_weight:[l.NumberSpec,1],hatch_extra:[l.Any,{}]};n.hatch=(e=\"\")=>o(i,e);const 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_(P,_,e){Object.defineProperty(e,\"__esModule\",{value:!0}),e.PJD_3PARAM=1,e.PJD_7PARAM=2,e.PJD_WGS84=4,e.PJD_NODATUM=5,e.SEC_TO_RAD=484813681109536e-20,e.HALF_PI=Math.PI/2,e.SIXTH=.16666666666666666,e.RA4=.04722222222222222,e.RA6=.022156084656084655,e.EPSLN=1e-10,e.D2R=.017453292519943295,e.R2D=57.29577951308232,e.FORTPI=Math.PI/4,e.TWO_PI=2*Math.PI,e.SPI=3.14159265359},\n", + " function _(e,o,r){Object.defineProperty(r,\"__esModule\",{value:!0});var a={};r.default=a,a.greenwich=0,a.lisbon=-9.131906111111,a.paris=2.337229166667,a.bogota=-74.080916666667,a.madrid=-3.687938888889,a.rome=12.452333333333,a.bern=7.439583333333,a.jakarta=106.807719444444,a.ferro=-17.666666666667,a.brussels=4.367975,a.stockholm=18.058277777778,a.athens=23.7163375,a.oslo=10.722916666667},\n", + " function _(e,t,f){Object.defineProperty(f,\"__esModule\",{value:!0}),f.default={ft:{to_meter:.3048},\"us-ft\":{to_meter:1200/3937}}},\n", + " function _(e,r,t){Object.defineProperty(t,\"__esModule\",{value:!0});var o=/[\\s_\\-\\/\\(\\)]/g;t.default=function(e,r){if(e[r])return e[r];for(var t,a=Object.keys(e),n=r.toLowerCase().replace(o,\"\"),f=-1;++f0?90:-90),e.lat_ts=e.lat1)}(l),l}},\n", + " function _(t,e,r){Object.defineProperty(r,\"__esModule\",{value:!0}),r.default=function(t){return new a(t).output()};var i=/\\s/,s=/[A-Za-z]/,h=/[A-Za-z84]/,o=/[,\\]]/,n=/[\\d\\.E\\-\\+]/;function a(t){if(\"string\"!=typeof t)throw new Error(\"not a string\");this.text=t.trim(),this.level=0,this.place=0,this.root=null,this.stack=[],this.currentObject=null,this.state=1}a.prototype.readCharicter=function(){var t=this.text[this.place++];if(4!==this.state)for(;i.test(t);){if(this.place>=this.text.length)return;t=this.text[this.place++]}switch(this.state){case 1:return this.neutral(t);case 2:return this.keyword(t);case 4:return this.quoted(t);case 5:return this.afterquote(t);case 3:return this.number(t);case-1:return}},a.prototype.afterquote=function(t){if('\"'===t)return this.word+='\"',void(this.state=4);if(o.test(t))return this.word=this.word.trim(),void this.afterItem(t);throw new Error(\"havn't handled \\\"\"+t+'\" in afterquote yet, index '+this.place)},a.prototype.afterItem=function(t){return\",\"===t?(null!==this.word&&this.currentObject.push(this.word),this.word=null,void(this.state=1)):\"]\"===t?(this.level--,null!==this.word&&(this.currentObject.push(this.word),this.word=null),this.state=1,this.currentObject=this.stack.pop(),void(this.currentObject||(this.state=-1))):void 0},a.prototype.number=function(t){if(!n.test(t)){if(o.test(t))return this.word=parseFloat(this.word),void this.afterItem(t);throw new Error(\"havn't handled \\\"\"+t+'\" in number yet, index '+this.place)}this.word+=t},a.prototype.quoted=function(t){'\"'!==t?this.word+=t:this.state=5},a.prototype.keyword=function(t){if(h.test(t))this.word+=t;else{if(\"[\"===t){var e=[];return 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t.x=i,t.y=s,t}function f(t){var i,s,h=t.x-this.x0,a=t.y-this.y0;if(this.sphere)s=l.HALF_PI-2*Math.atan(Math.exp(-a/(this.a*this.k0)));else{var r=Math.exp(-a/(this.a*this.k0));if(-9999===(s=n.default(this.e,r)))return null}return i=e.default(this.long0+h/(this.a*this.k0)),t.x=i,t.y=s,t}s.init=u,s.forward=o,s.inverse=f,s.names=[\"Mercator\",\"Popular Visualisation Pseudo Mercator\",\"Mercator_1SP\",\"Mercator_Auxiliary_Sphere\",\"merc\"],s.default={init:u,forward:o,inverse:f,names:s.names}},\n", + " function _(e,t,n){Object.defineProperty(n,\"__esModule\",{value:!0}),n.default=function(e,t,n){var r=e*t;return n/Math.sqrt(1-r*r)}},\n", + " function _(e,t,u){Object.defineProperty(u,\"__esModule\",{value:!0});const n=e(1),a=e(37),f=n.__importDefault(e(49));u.default=function(e){return Math.abs(e)<=a.SPI?e:e-f.default(e)*a.TWO_PI}},\n", + " function _(e,n,t){Object.defineProperty(t,\"__esModule\",{value:!0}),t.default=function(e){return e<0?-1:1}},\n", + " function 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a.datum_type===t.datum_type&&(!(a.a!==t.a||Math.abs(a.es-t.es)>5e-11)&&(a.datum_type===e.PJD_3PARAM?a.datum_params[0]===t.datum_params[0]&&a.datum_params[1]===t.datum_params[1]&&a.datum_params[2]===t.datum_params[2]:a.datum_type!==e.PJD_7PARAM||a.datum_params[0]===t.datum_params[0]&&a.datum_params[1]===t.datum_params[1]&&a.datum_params[2]===t.datum_params[2]&&a.datum_params[3]===t.datum_params[3]&&a.datum_params[4]===t.datum_params[4]&&a.datum_params[5]===t.datum_params[5]&&a.datum_params[6]===t.datum_params[6]))},r.geodeticToGeocentric=function(a,t,r){var m,u,s,_,n=a.x,d=a.y,i=a.z?a.z:0;if(d<-e.HALF_PI&&d>-1.001*e.HALF_PI)d=-e.HALF_PI;else if(d>e.HALF_PI&&d<1.001*e.HALF_PI)d=e.HALF_PI;else{if(d<-e.HALF_PI)return{x:-1/0,y:-1/0,z:a.z};if(d>e.HALF_PI)return{x:1/0,y:1/0,z:a.z}}return n>Math.PI&&(n-=2*Math.PI),u=Math.sin(d),_=Math.cos(d),s=u*u,{x:((m=r/Math.sqrt(1-t*s))+i)*_*Math.cos(n),y:(m+i)*_*Math.sin(n),z:(m*(1-t)+i)*u}},r.geocentricToGeodetic=function(a,t,r,m){var u,s,_,n,d,i,p,P,o,y,M,z,c,A,x,f=a.x,h=a.y,I=a.z?a.z:0;if(u=Math.sqrt(f*f+h*h),s=Math.sqrt(f*f+h*h+I*I),u/r<1e-12){if(A=0,s/r<1e-12)return e.HALF_PI,x=-m,{x:a.x,y:a.y,z:a.z}}else A=Math.atan2(h,f);_=I/s,P=(n=u/s)*(1-t)*(d=1/Math.sqrt(1-t*(2-t)*n*n)),o=_*d,c=0;do{c++,i=t*(p=r/Math.sqrt(1-t*o*o))/(p+(x=u*P+I*o-p*(1-t*o*o))),z=(M=_*(d=1/Math.sqrt(1-i*(2-i)*n*n)))*P-(y=n*(1-i)*d)*o,P=y,o=M}while(z*z>1e-24&&c<30);return{x:A,y:Math.atan(M/Math.abs(y)),z:x}},r.geocentricToWgs84=function(a,t,r){if(t===e.PJD_3PARAM)return{x:a.x+r[0],y:a.y+r[1],z:a.z+r[2]};if(t===e.PJD_7PARAM){var m=r[0],u=r[1],s=r[2],_=r[3],n=r[4],d=r[5],i=r[6];return{x:i*(a.x-d*a.y+n*a.z)+m,y:i*(d*a.x+a.y-_*a.z)+u,z:i*(-n*a.x+_*a.y+a.z)+s}}},r.geocentricFromWgs84=function(a,t,r){if(t===e.PJD_3PARAM)return{x:a.x-r[0],y:a.y-r[1],z:a.z-r[2]};if(t===e.PJD_7PARAM){var m=r[0],u=r[1],s=r[2],_=r[3],n=r[4],d=r[5],i=r[6],p=(a.x-m)/i,P=(a.y-u)/i,o=(a.z-s)/i;return{x:p+d*P-n*o,y:-d*p+P+_*o,z:n*p-_*P+o}}}},\n", + " function _(e,a,r){Object.defineProperty(r,\"__esModule\",{value:!0}),r.default=function(e,a,r){var c,s,u,i=r.x,n=r.y,t=r.z||0,d={};for(u=0;u<3;u++)if(!a||2!==u||void 0!==r.z)switch(0===u?(c=i,s=\"x\"):1===u?(c=n,s=\"y\"):(c=t,s=\"z\"),e.axis[u]){case\"e\":d[s]=c;break;case\"w\":d[s]=-c;break;case\"n\":d[s]=c;break;case\"s\":d[s]=-c;break;case\"u\":void 0!==r[s]&&(d.z=c);break;case\"d\":void 0!==r[s]&&(d.z=-c);break;default:return null}return d}},\n", + " function _(e,n,t){Object.defineProperty(t,\"__esModule\",{value:!0}),t.default=function(e){var n={x:e[0],y:e[1]};return e.length>2&&(n.z=e[2]),e.length>3&&(n.m=e[3]),n}},\n", + " function _(e,i,n){function t(e){if(\"function\"==typeof Number.isFinite){if(Number.isFinite(e))return;throw new TypeError(\"coordinates must be finite numbers\")}if(\"number\"!=typeof e||e!=e||!isFinite(e))throw new TypeError(\"coordinates must be finite numbers\")}Object.defineProperty(n,\"__esModule\",{value:!0}),n.default=function(e){t(e.x),t(e.y)}},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const r=e(1),n=e(64),s=r.__importStar(e(68)),_=r.__importStar(e(19)),l=e(69);class o extends n.DOMView{initialize(){super.initialize(),this.visuals=new s.Visuals(this.model),this._has_finished=!0}get plot_view(){return this.parent}get plot_model(){return this.parent.model}request_render(){this.plot_view.request_render()}map_to_screen(e,t){return this.plot_view.map_to_screen(e,t,this.model.x_range_name,this.model.y_range_name)}get needs_clip(){return!1}notify_finished(){this.plot_view.notify_finished()}get has_webgl(){return!1}}i.RendererView=o,o.__name__=\"RendererView\";class d extends l.Model{constructor(e){super(e)}static init_Renderer(){this.define({level:[_.RenderLevel],visible:[_.Boolean,!0]})}}i.Renderer=d,d.__name__=\"Renderer\",d.init_Renderer()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(1),r=e(65),n=i.__importStar(e(66)),_=e(67);class a extends r.View{initialize(){super.initialize(),this._has_finished=!1,this.el=this._createElement()}remove(){n.removeElement(this.el),super.remove()}css_classes(){return[]}cursor(e,t){return null}render(){}renderTo(e){e.appendChild(this.el),this.render()}has_finished(){return this._has_finished}get _root_element(){return n.parent(this.el,`.${_.bk_root}`)||document.body}get is_idle(){return this.has_finished()}_createElement(){return n.createElement(this.tagName,{class:this.css_classes()})}}s.DOMView=a,a.__name__=\"DOMView\",a.prototype.tagName=\"div\"},\n", + " function _(t,e,i){Object.defineProperty(i,\"__esModule\",{value:!0});const r=t(14),n=t(8),o=t(25);class s{constructor(t){if(this.removed=new r.Signal0(this,\"removed\"),this._ready=Promise.resolve(void 0),null==t.model)throw new Error(\"model of a view wasn't configured\");this.model=t.model,this._parent=t.parent,this.id=t.id||o.uniqueId()}get ready(){return this._ready}connect(t,e){return t.connect((t,i)=>{const r=Promise.resolve(e.call(this,t,i));this._ready=this._ready.then(()=>r)},this)}disconnect(t,e){return t.disconnect(e,this)}initialize(){}async lazy_initialize(){}remove(){this._parent=void 0,this.disconnect_signals(),this.removed.emit()}toString(){return`${this.model.type}View(${this.id})`}serializable_state(){return{type:this.model.type}}get parent(){if(void 0!==this._parent)return this._parent;throw new Error(\"parent of a view wasn't configured\")}get is_root(){return null===this.parent}get root(){return this.is_root?this:this.parent.root}assert_root(){if(!this.is_root)throw new Error(`${this.toString()} is not a root layout`)}connect_signals(){}disconnect_signals(){r.Signal.disconnectReceiver(this)}on_change(t,e){for(const i of n.isArray(t)?t:[t])this.connect(i.change,e)}}i.View=s,s.__name__=\"View\"},\n", + " function _(t,e,n){Object.defineProperty(n,\"__esModule\",{value:!0});const i=t(8),s=t=>(e={},...n)=>{const s=document.createElement(t);s.classList.add(\"bk\");for(const t in 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e=getComputedStyle(t);return{border:{top:c(e.borderTopWidth),bottom:c(e.borderBottomWidth),left:c(e.borderLeftWidth),right:c(e.borderRightWidth)},margin:{top:c(e.marginTop),bottom:c(e.marginBottom),left:c(e.marginLeft),right:c(e.marginRight)},padding:{top:c(e.paddingTop),bottom:c(e.paddingBottom),left:c(e.paddingLeft),right:c(e.paddingRight)}}}function h(t){const e=t.getBoundingClientRect();return{width:Math.ceil(e.width),height:Math.ceil(e.height)}}n.createElement=function(t,e,...n){return s(t)(e,...n)},n.div=s(\"div\"),n.span=s(\"span\"),n.canvas=s(\"canvas\"),n.link=s(\"link\"),n.style=s(\"style\"),n.a=s(\"a\"),n.p=s(\"p\"),n.i=s(\"i\"),n.pre=s(\"pre\"),n.button=s(\"button\"),n.label=s(\"label\"),n.input=s(\"input\"),n.select=s(\"select\"),n.option=s(\"option\"),n.optgroup=s(\"optgroup\"),n.textarea=s(\"textarea\"),n.nbsp=function(){return document.createTextNode(\" \")},n.append=function(t,...e){for(const n of e)t.appendChild(n)},n.remove=o,n.removeElement=o,n.replaceWith=function(t,e){const n=t.parentNode;null!=n&&n.replaceChild(e,t)},n.prepend=l,n.empty=function(t){let e;for(;e=t.firstChild;)t.removeChild(e)},n.display=function(t){t.style.display=\"\"},n.undisplay=function(t){t.style.display=\"none\"},n.show=function(t){t.style.visibility=\"\"},n.hide=function(t){t.style.visibility=\"hidden\"},n.offset=function(t){const e=t.getBoundingClientRect();return{top:e.top+window.pageYOffset-document.documentElement.clientTop,left:e.left+window.pageXOffset-document.documentElement.clientLeft}},n.matches=r,n.parent=function(t,e){let n=t;for(;n=n.parentElement;)if(r(n,e))return n;return null},n.extents=a,n.size=h,n.scroll_size=function(t){return{width:Math.ceil(t.scrollWidth),height:Math.ceil(t.scrollHeight)}},n.outer_size=function(t){const{margin:{left:e,right:n,top:i,bottom:s}}=a(t),{width:o,height:l}=h(t);return{width:Math.ceil(o+e+n),height:Math.ceil(l+i+s)}},n.content_size=function(t){const{left:e,top:n}=t.getBoundingClientRect(),{padding:i}=a(t);let s=0,o=0;for(const l of t.children){const t=l.getBoundingClientRect();s=Math.max(s,Math.ceil(t.left-e-i.left+t.width)),o=Math.max(o,Math.ceil(t.top-n-i.top+t.height))}return{width:s,height:o}},n.position=function(t,e,n){const{style:i}=t;if(i.left=`${e.x}px`,i.top=`${e.y}px`,i.width=`${e.width}px`,i.height=`${e.height}px`,null==n)i.margin=\"\";else{const{top:t,right:e,bottom:s,left:o}=n;i.margin=`${t}px ${e}px ${s}px ${o}px`}},n.children=function(t){return Array.from(t.children)};class d{constructor(t){this.el=t,this.classList=t.classList}get values(){const t=[];for(let e=0;e\":case\"vertical_wave\":_.moveTo(n,0),_.lineTo(3*n,o),_.lineTo(n,l),_.stroke();break;case\"*\":case\"criss_cross\":h(_,l),c(_,l,o),i(_,l,o)}return r}class n{constructor(e,t=\"\"){this.obj=e,this.prefix=t,this.cache={};for(const a of this.attrs)this[a]=e.properties[t+a]}warm_cache(e){for(const t of this.attrs){const a=this.obj.properties[this.prefix+t];if(void 0!==a.spec.value)this.cache[t]=a.spec.value;else{if(null==e)throw new Error(\"source is required with a vectorized visual property\");this.cache[t+\"_array\"]=a.array(e)}}}cache_select(e,t){const a=this.obj.properties[this.prefix+e];let s;return void 0!==a.spec.value?this.cache[e]=s=a.spec.value:this.cache[e]=s=this.cache[e+\"_array\"][t],s}set_vectorize(e,t){null!=this.all_indices?this._set_vectorize(e,this.all_indices[t]):this._set_vectorize(e,t)}}a.ContextProperties=n,n.__name__=\"ContextProperties\";class r extends n{set_value(e){e.strokeStyle=this.line_color.value(),e.globalAlpha=this.line_alpha.value(),e.lineWidth=this.line_width.value(),e.lineJoin=this.line_join.value(),e.lineCap=this.line_cap.value(),e.setLineDash(this.line_dash.value()),e.setLineDashOffset(this.line_dash_offset.value())}get doit(){return!(null===this.line_color.spec.value||0==this.line_alpha.spec.value||0==this.line_width.spec.value)}_set_vectorize(e,t){this.cache_select(\"line_color\",t),e.strokeStyle!==this.cache.line_color&&(e.strokeStyle=this.cache.line_color),this.cache_select(\"line_alpha\",t),e.globalAlpha!==this.cache.line_alpha&&(e.globalAlpha=this.cache.line_alpha),this.cache_select(\"line_width\",t),e.lineWidth!==this.cache.line_width&&(e.lineWidth=this.cache.line_width),this.cache_select(\"line_join\",t),e.lineJoin!==this.cache.line_join&&(e.lineJoin=this.cache.line_join),this.cache_select(\"line_cap\",t),e.lineCap!==this.cache.line_cap&&(e.lineCap=this.cache.line_cap),this.cache_select(\"line_dash\",t),e.getLineDash()!==this.cache.line_dash&&e.setLineDash(this.cache.line_dash),this.cache_select(\"line_dash_offset\",t),e.getLineDashOffset()!==this.cache.line_dash_offset&&e.setLineDashOffset(this.cache.line_dash_offset)}color_value(){const[e,t,a,s]=l.color2rgba(this.line_color.value(),this.line_alpha.value());return`rgba(${255*e},${255*t},${255*a},${s})`}}a.Line=r,r.__name__=\"Line\",r.prototype.attrs=Object.keys(s.line());class _ extends n{set_value(e){e.fillStyle=this.fill_color.value(),e.globalAlpha=this.fill_alpha.value()}get doit(){return!(null===this.fill_color.spec.value||0==this.fill_alpha.spec.value)}_set_vectorize(e,t){this.cache_select(\"fill_color\",t),e.fillStyle!==this.cache.fill_color&&(e.fillStyle=this.cache.fill_color),this.cache_select(\"fill_alpha\",t),e.globalAlpha!==this.cache.fill_alpha&&(e.globalAlpha=this.cache.fill_alpha)}color_value(){const[e,t,a,s]=l.color2rgba(this.fill_color.value(),this.fill_alpha.value());return`rgba(${255*e},${255*t},${255*a},${s})`}}a.Fill=_,_.__name__=\"Fill\",_.prototype.attrs=Object.keys(s.fill());class p extends n{cache_select(e,t){let a;if(\"pattern\"==e){this.cache_select(\"hatch_color\",t),this.cache_select(\"hatch_scale\",t),this.cache_select(\"hatch_pattern\",t),this.cache_select(\"hatch_weight\",t);const{hatch_color:e,hatch_scale:a,hatch_pattern:s,hatch_weight:l,hatch_extra:c}=this.cache;if(null!=c&&c.hasOwnProperty(s)){const t=c[s];this.cache.pattern=t.get_pattern(e,a,l)}else this.cache.pattern=t=>{const c=o(s,e,a,l);return t.createPattern(c,\"repeat\")}}else a=super.cache_select(e,t);return a}_try_defer(e){const{hatch_pattern:t,hatch_extra:a}=this.cache;if(null!=a&&a.hasOwnProperty(t)){a[t].onload(e)}}get doit(){return!(null===this.hatch_color.spec.value||0==this.hatch_alpha.spec.value||\" \"==this.hatch_pattern.spec.value||\"blank\"==this.hatch_pattern.spec.value||null===this.hatch_pattern.spec.value)}doit2(e,t,a,s){if(!this.doit)return;this.cache_select(\"pattern\",t),null==this.cache.pattern(e)?this._try_defer(s):(this.set_vectorize(e,t),a())}_set_vectorize(e,t){this.cache_select(\"pattern\",t),e.fillStyle=this.cache.pattern(e),this.cache_select(\"hatch_alpha\",t),e.globalAlpha!==this.cache.hatch_alpha&&(e.globalAlpha=this.cache.hatch_alpha)}color_value(){const[e,t,a,s]=l.color2rgba(this.hatch_color.value(),this.hatch_alpha.value());return`rgba(${255*e},${255*t},${255*a},${s})`}}a.Hatch=p,p.__name__=\"Hatch\",p.prototype.attrs=Object.keys(s.hatch());class u extends n{cache_select(e,t){let a;if(\"font\"==e){super.cache_select(\"text_font_style\",t),super.cache_select(\"text_font_size\",t),super.cache_select(\"text_font\",t);const{text_font_style:e,text_font_size:s,text_font:l}=this.cache;this.cache.font=a=`${e} ${s} ${l}`}else a=super.cache_select(e,t);return a}font_value(){const e=this.text_font.value(),t=this.text_font_size.value();return this.text_font_style.value()+\" \"+t+\" \"+e}color_value(){const[e,t,a,s]=l.color2rgba(this.text_color.value(),this.text_alpha.value());return`rgba(${255*e},${255*t},${255*a},${s})`}set_value(e){e.font=this.font_value(),e.fillStyle=this.text_color.value(),e.globalAlpha=this.text_alpha.value(),e.textAlign=this.text_align.value(),e.textBaseline=this.text_baseline.value()}get doit(){return!(null===this.text_color.spec.value||0==this.text_alpha.spec.value)}_set_vectorize(e,t){this.cache_select(\"font\",t),e.font!==this.cache.font&&(e.font=this.cache.font),this.cache_select(\"text_color\",t),e.fillStyle!==this.cache.text_color&&(e.fillStyle=this.cache.text_color),this.cache_select(\"text_alpha\",t),e.globalAlpha!==this.cache.text_alpha&&(e.globalAlpha=this.cache.text_alpha),this.cache_select(\"text_align\",t),e.textAlign!==this.cache.text_align&&(e.textAlign=this.cache.text_align),this.cache_select(\"text_baseline\",t),e.textBaseline!==this.cache.text_baseline&&(e.textBaseline=this.cache.text_baseline)}}a.Text=u,u.__name__=\"Text\",u.prototype.attrs=Object.keys(s.text());class f{constructor(e){for(const t of e.mixins){const[a,s=\"\"]=t.split(\":\");let l;switch(a){case\"line\":l=r;break;case\"fill\":l=_;break;case\"hatch\":l=p;break;case\"text\":l=u;break;default:throw new Error(`unknown visual: ${a}`)}this[s+a]=new l(e,s)}}warm_cache(e){for(const t in this)if(this.hasOwnProperty(t)){const a=this[t];a instanceof n&&a.warm_cache(e)}}set_all_indices(e){for(const t in this)if(this.hasOwnProperty(t)){const a=this[t];a instanceof n&&(a.all_indices=e)}}}a.Visuals=f,f.__name__=\"Visuals\"},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const n=e(1),c=e(13),r=n.__importStar(e(19)),a=e(8),i=e(23),o=e(70);class _ extends c.HasProps{constructor(e){super(e)}static init_Model(){this.define({tags:[r.Array,[]],name:[r.String],js_property_callbacks:[r.Any,{}],js_event_callbacks:[r.Any,{}],subscribed_events:[r.Array,[]]})}connect_signals(){super.connect_signals(),this._update_property_callbacks(),this.connect(this.properties.js_property_callbacks.change,()=>this._update_property_callbacks()),this.connect(this.properties.js_event_callbacks.change,()=>this._update_event_callbacks()),this.connect(this.properties.subscribed_events.change,()=>this._update_event_callbacks())}_process_event(e){for(const t of this.js_event_callbacks[e.event_name]||[])t.execute(e);null!=this.document&&this.subscribed_events.some(t=>t==e.event_name)&&this.document.event_manager.send_event(e)}trigger_event(e){null!=this.document&&(e.origin=this,this.document.event_manager.trigger(e))}_update_event_callbacks(){null!=this.document?this.document.event_manager.subscribed_models.add(this.id):o.logger.warn(\"WARNING: Document not defined for updating event callbacks\")}_update_property_callbacks(){const e=e=>{const[t,s=null]=e.split(\":\");return null!=s?this.properties[s][t]:this[t]};for(const t in this._js_callbacks){const s=this._js_callbacks[t],n=e(t);for(const e of s)this.disconnect(n,e)}this._js_callbacks={};for(const t in this.js_property_callbacks){const s=this.js_property_callbacks[t].map(e=>()=>e.execute(this));this._js_callbacks[t]=s;const n=e(t);for(const e of s)this.connect(n,e)}}_doc_attached(){i.isEmpty(this.js_event_callbacks)&&i.isEmpty(this.subscribed_events)||this._update_event_callbacks()}select(e){if(a.isString(e))return this.references().filter(t=>t instanceof _&&t.name===e);if(e.prototype instanceof c.HasProps)return this.references().filter(t=>t instanceof e);throw new Error(\"invalid selector\")}select_one(e){const t=this.select(e);switch(t.length){case 0:return null;case 1:return t[0];default:throw new Error(\"found more than one object matching given selector\")}}}s.Model=_,_.__name__=\"Model\",_.init_Model()},\n", + " function _(e,l,o){Object.defineProperty(o,\"__esModule\",{value:!0});const n=e(8),t={};class s{constructor(e,l){this.name=e,this.level=l}}o.LogLevel=s,s.__name__=\"LogLevel\";class g{constructor(e,l=g.INFO){this._name=e,this.set_level(l)}static get levels(){return Object.keys(g.log_levels)}static get(e,l=g.INFO){if(e.length>0){let o=t[e];return null==o&&(t[e]=o=new g(e,l)),o}throw new TypeError(\"Logger.get() expects a non-empty string name and an optional log-level\")}get level(){return this.get_level()}get_level(){return this._log_level}set_level(e){if(e instanceof s)this._log_level=e;else{if(!n.isString(e)||null==g.log_levels[e])throw new Error(\"Logger.set_level() expects a log-level object or a string name of a log-level\");this._log_level=g.log_levels[e]}const l=`[${this._name}]`;for(const e in g.log_levels){g.log_levels[e].levelthis.set_data(this.model.source)),this.connect(this.model.source.streaming,()=>this.set_data(this.model.source)),this.connect(this.model.source.patching,()=>this.set_data(this.model.source))}set_data(t){super.set_data(t),this.visuals.warm_cache(t),this.plot_view.request_render()}_map_data(){const{frame:t}=this.plot_view;let e,s,i,a;return\"data\"==this.model.start_units?(e=t.xscales[this.model.x_range_name].v_compute(this._x_start),s=t.yscales[this.model.y_range_name].v_compute(this._y_start)):(e=t.xview.v_compute(this._x_start),s=t.yview.v_compute(this._y_start)),\"data\"==this.model.end_units?(i=t.xscales[this.model.x_range_name].v_compute(this._x_end),a=t.yscales[this.model.y_range_name].v_compute(this._y_end)):(i=t.xview.v_compute(this._x_end),a=t.yview.v_compute(this._y_end)),[[e,s],[i,a]]}render(){if(!this.model.visible)return;const{ctx:t}=this.plot_view.canvas_view;t.save();const[e,s]=this._map_data();null!=this.model.end&&this._arrow_head(t,\"render\",this.model.end,e,s),null!=this.model.start&&this._arrow_head(t,\"render\",this.model.start,s,e),t.beginPath();const{x:i,y:a,width:n,height:r}=this.plot_view.frame.bbox;t.rect(i,a,n,r),null!=this.model.end&&this._arrow_head(t,\"clip\",this.model.end,e,s),null!=this.model.start&&this._arrow_head(t,\"clip\",this.model.start,s,e),t.closePath(),t.clip(),this._arrow_body(t,e,s),t.restore()}_arrow_head(t,e,s,i,a){for(let n=0,r=this._x_start.length;nnew n.OpenHead({})],source:[o.Instance],x_range_name:[o.String,\"default\"],y_range_name:[o.String,\"default\"]})}}s.Arrow=h,h.__name__=\"Arrow\",h.init_Arrow()},\n", + " function _(i,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const t=i(1),l=i(29),n=i(68),o=t.__importStar(i(19));class h extends l.Annotation{constructor(i){super(i)}static init_ArrowHead(){this.define({size:[o.Number,25]})}initialize(){super.initialize(),this.visuals=new n.Visuals(this)}}s.ArrowHead=h,h.__name__=\"ArrowHead\",h.init_ArrowHead();class a extends h{constructor(i){super(i)}static init_OpenHead(){this.mixins([\"line\"])}clip(i,e){this.visuals.line.set_vectorize(i,e),i.moveTo(.5*this.size,this.size),i.lineTo(.5*this.size,-2),i.lineTo(-.5*this.size,-2),i.lineTo(-.5*this.size,this.size),i.lineTo(0,0),i.lineTo(.5*this.size,this.size)}render(i,e){this.visuals.line.doit&&(this.visuals.line.set_vectorize(i,e),i.beginPath(),i.moveTo(.5*this.size,this.size),i.lineTo(0,0),i.lineTo(-.5*this.size,this.size),i.stroke())}}s.OpenHead=a,a.__name__=\"OpenHead\",a.init_OpenHead();class r extends h{constructor(i){super(i)}static init_NormalHead(){this.mixins([\"line\",\"fill\"]),this.override({fill_color:\"black\"})}clip(i,e){this.visuals.line.set_vectorize(i,e),i.moveTo(.5*this.size,this.size),i.lineTo(.5*this.size,-2),i.lineTo(-.5*this.size,-2),i.lineTo(-.5*this.size,this.size),i.lineTo(.5*this.size,this.size)}render(i,e){this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(i,e),this._normal(i,e),i.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(i,e),this._normal(i,e),i.stroke())}_normal(i,e){i.beginPath(),i.moveTo(.5*this.size,this.size),i.lineTo(0,0),i.lineTo(-.5*this.size,this.size),i.closePath()}}s.NormalHead=r,r.__name__=\"NormalHead\",r.init_NormalHead();class z extends h{constructor(i){super(i)}static init_VeeHead(){this.mixins([\"line\",\"fill\"]),this.override({fill_color:\"black\"})}clip(i,e){this.visuals.line.set_vectorize(i,e),i.moveTo(.5*this.size,this.size),i.lineTo(.5*this.size,-2),i.lineTo(-.5*this.size,-2),i.lineTo(-.5*this.size,this.size),i.lineTo(0,.5*this.size),i.lineTo(.5*this.size,this.size)}render(i,e){this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(i,e),this._vee(i,e),i.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(i,e),this._vee(i,e),i.stroke())}_vee(i,e){i.beginPath(),i.moveTo(.5*this.size,this.size),i.lineTo(0,0),i.lineTo(-.5*this.size,this.size),i.lineTo(0,.5*this.size),i.closePath()}}s.VeeHead=z,z.__name__=\"VeeHead\",z.init_VeeHead();class _ extends h{constructor(i){super(i)}static init_TeeHead(){this.mixins([\"line\"])}render(i,e){this.visuals.line.doit&&(this.visuals.line.set_vectorize(i,e),i.beginPath(),i.moveTo(.5*this.size,0),i.lineTo(-.5*this.size,0),i.stroke())}clip(i,e){}}s.TeeHead=_,_.__name__=\"TeeHead\",_.init_TeeHead()},\n", + " function _(t,e,n){Object.defineProperty(n,\"__esModule\",{value:!0});const s=t(1),a=t(74),o=t(13),i=s.__importStar(t(19)),r=t(15),l=t(100),u=t(8),c=s.__importStar(t(102)),_=t(23),h=t(103);function d(t,e,n){if(u.isArray(t)){const s=t.concat(e);return null!=n&&s.length>n?s.slice(-n):s}if(u.isTypedArray(t)){const s=t.length+e.length;if(null!=n&&s>n){const a=s-n,o=t.length;let i;t.lengthnew _.UnionRenderers]}),this.internal({selection_manager:[l.Instance,t=>new c.SelectionManager({source:t})],inspected:[l.Instance,()=>new g.Selection],_shapes:[l.Any,{}]})}initialize(){super.initialize(),this._select=new i.Signal0(this,\"select\"),this.inspect=new i.Signal(this,\"inspect\"),this.streaming=new i.Signal0(this,\"streaming\"),this.patching=new i.Signal(this,\"patching\")}get_column(t){const n=this.data[t];return null!=n?n:null}columns(){return h.keys(this.data)}get_length(t=!0){const n=u.uniq(h.values(this.data).map(t=>t.length));switch(n.length){case 0:return null;case 1:return n[0];default:{const e=\"data source has columns of inconsistent lengths\";if(t)return r.logger.warn(e),n.sort()[0];throw new Error(e)}}}get_indices(){const t=this.get_length();return u.range(0,null!=t?t:1)}clear(){const t={};for(const n of this.columns())t[n]=new this.data[n].constructor(0);this.data=t}}e.ColumnarDataSource=d,d.__name__=\"ColumnarDataSource\",d.init_ColumnarDataSource()},\n", + " function _(e,t,a){Object.defineProperty(a,\"__esModule\",{value:!0});const c=e(1),n=e(69),o=e(76),i=c.__importStar(e(19));class r extends n.Model{constructor(e){super(e)}static init_DataSource(){this.define({selected:[i.Instance,()=>new o.Selection]})}}a.DataSource=r,r.__name__=\"DataSource\",r.init_DataSource()},\n", + " function _(i,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const t=i(1),n=i(69),l=t.__importStar(i(19)),_=i(9),h=i(23);class c extends n.Model{constructor(i){super(i)}static init_Selection(){this.define({indices:[l.Array,[]],line_indices:[l.Array,[]],multiline_indices:[l.Any,{}]}),this.internal({final:[l.Boolean],selected_glyphs:[l.Array,[]],get_view:[l.Any],image_indices:[l.Array,[]]})}initialize(){super.initialize(),this.get_view=()=>null}get selected_glyph(){return this.selected_glyphs.length>0?this.selected_glyphs[0]:null}add_to_selected_glyphs(i){this.selected_glyphs.push(i)}update(i,e,s){this.final=e,s?this.update_through_union(i):(this.indices=i.indices,this.line_indices=i.line_indices,this.selected_glyphs=i.selected_glyphs,this.get_view=i.get_view,this.multiline_indices=i.multiline_indices,this.image_indices=i.image_indices)}clear(){this.final=!0,this.indices=[],this.line_indices=[],this.multiline_indices={},this.get_view=()=>null,this.selected_glyphs=[]}is_empty(){return 0==this.indices.length&&0==this.line_indices.length&&0==this.image_indices.length}update_through_union(i){this.indices=_.union(i.indices,this.indices),this.selected_glyphs=_.union(i.selected_glyphs,this.selected_glyphs),this.line_indices=_.union(i.line_indices,this.line_indices),this.get_view()||(this.get_view=i.get_view),this.multiline_indices=h.merge(i.multiline_indices,this.multiline_indices)}update_through_intersection(i){this.indices=_.intersection(i.indices,this.indices),this.selected_glyphs=_.union(i.selected_glyphs,this.selected_glyphs),this.line_indices=_.union(i.line_indices,this.line_indices),this.get_view()||(this.get_view=i.get_view),this.multiline_indices=h.merge(i.multiline_indices,this.multiline_indices)}}s.Selection=c,c.__name__=\"Selection\",c.init_Selection()},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),n=e(13),o=e(76),c=e(78),r=e(97),l=s.__importStar(e(19));class _ extends n.HasProps{constructor(e){super(e),this.inspectors={}}static init_SelectionManager(){this.internal({source:[l.Any]})}select(e,t,i,s=!1){const n=[],o=[];for(const t of e)t instanceof c.GlyphRendererView?n.push(t):t instanceof r.GraphRendererView&&o.push(t);let l=!1;for(const e of o){const n=e.model.selection_policy.hit_test(t,e);l=l||e.model.selection_policy.do_selection(n,e.model,i,s)}if(n.length>0){const e=this.source.selection_policy.hit_test(t,n);l=l||this.source.selection_policy.do_selection(e,this.source,i,s)}return l}inspect(e,t){let i=!1;if(e instanceof c.GlyphRendererView){const s=e.hit_test(t);if(null!=s){i=!s.is_empty();const n=this.get_or_create_inspector(e.model);n.update(s,!0,!1),this.source.setv({inspected:n},{silent:!0}),this.source.inspect.emit([e,{geometry:t}])}}else if(e instanceof r.GraphRendererView){const s=e.model.inspection_policy.hit_test(t,e);i=i||e.model.inspection_policy.do_inspection(s,t,e,!1,!1)}return i}clear(e){this.source.selected.clear(),null!=e&&this.get_or_create_inspector(e.model).clear()}get_or_create_inspector(e){return null==this.inspectors[e.id]&&(this.inspectors[e.id]=new o.Selection),this.inspectors[e.id]}}i.SelectionManager=_,_.__name__=\"SelectionManager\",_.init_SelectionManager()},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),l=e(79),n=e(80),h=e(91),o=e(92),a=e(94),r=e(95),_=e(70),d=s.__importStar(e(19)),c=e(12),g=e(9),p=e(23),y=e(96),u=e(88),m={fill:{},line:{}},v={fill:{fill_alpha:.3,fill_color:\"grey\"},line:{line_alpha:.3,line_color:\"grey\"}},f={fill:{fill_alpha:.2},line:{}};class w extends l.DataRendererView{async lazy_initialize(){await super.lazy_initialize();const e=this.model.glyph,t=g.includes(e.mixins,\"fill\"),i=g.includes(e.mixins,\"line\"),s=p.clone(e.attributes);function l(l){const n=p.clone(s);return t&&p.extend(n,l.fill),i&&p.extend(n,l.line),new e.constructor(n)}delete s.id,this.glyph=await this.build_glyph_view(e);let{selection_glyph:n}=this.model;null==n?n=l({fill:{},line:{}}):\"auto\"===n&&(n=l(m)),this.selection_glyph=await this.build_glyph_view(n);let{nonselection_glyph:h}=this.model;null==h?h=l({fill:{},line:{}}):\"auto\"===h&&(h=l(f)),this.nonselection_glyph=await this.build_glyph_view(h);const{hover_glyph:o}=this.model;null!=o&&(this.hover_glyph=await this.build_glyph_view(o));const{muted_glyph:a}=this.model;null!=a&&(this.muted_glyph=await this.build_glyph_view(a));const r=l(v);this.decimated_glyph=await this.build_glyph_view(r),this.xscale=this.plot_view.frame.xscales[this.model.x_range_name],this.yscale=this.plot_view.frame.yscales[this.model.y_range_name],this.set_data(!1)}async build_glyph_view(e){return y.build_view(e,{parent:this})}remove(){var e,t;this.glyph.remove(),this.selection_glyph.remove(),this.nonselection_glyph.remove(),null===(e=this.hover_glyph)||void 0===e||e.remove(),null===(t=this.muted_glyph)||void 0===t||t.remove(),this.decimated_glyph.remove(),super.remove()}connect_signals(){super.connect_signals(),this.connect(this.model.change,()=>this.request_render()),this.connect(this.model.glyph.change,()=>this.set_data()),this.connect(this.model.data_source.change,()=>this.set_data()),this.connect(this.model.data_source.streaming,()=>this.set_data()),this.connect(this.model.data_source.patching,e=>this.set_data(!0,e)),this.connect(this.model.data_source.selected.change,()=>this.request_render()),this.connect(this.model.data_source._select,()=>this.request_render()),null!=this.hover_glyph&&this.connect(this.model.data_source.inspect,()=>this.request_render()),this.connect(this.model.properties.view.change,()=>this.set_data()),this.connect(this.model.view.change,()=>this.set_data()),this.connect(this.model.properties.visible.change,()=>this.plot_view.update_dataranges());const{x_ranges:e,y_ranges:t}=this.plot_view.frame;for(const t in e){const i=e[t];i instanceof u.FactorRange&&this.connect(i.change,()=>this.set_data())}for(const e in t){const i=t[e];i instanceof u.FactorRange&&this.connect(i.change,()=>this.set_data())}this.connect(this.model.glyph.transformchange,()=>this.set_data())}have_selection_glyphs(){return null!=this.selection_glyph&&null!=this.nonselection_glyph}set_data(e=!0,t=null){const i=Date.now(),s=this.model.data_source;this.all_indices=this.model.view.indices,this.glyph.model.setv({x_range_name:this.model.x_range_name,y_range_name:this.model.y_range_name},{silent:!0}),this.glyph.set_data(s,this.all_indices,t),this.glyph.set_visuals(s),this.decimated_glyph.set_visuals(s),this.have_selection_glyphs()&&(this.selection_glyph.set_visuals(s),this.nonselection_glyph.set_visuals(s)),null!=this.hover_glyph&&this.hover_glyph.set_visuals(s),null!=this.muted_glyph&&this.muted_glyph.set_visuals(s);const{lod_factor:l}=this.plot_model;this.decimated=[];for(let e=0,t=Math.floor(this.all_indices.length/l);e!u||u.is_empty()?[]:u.selected_glyph?this.model.view.convert_indices_from_subset(l):u.indices.length>0?u.indices:c.map(Object.keys(u.multiline_indices),e=>parseInt(e)))()),v=c.filter(l,e=>m.has(this.all_indices[e])),{lod_threshold:f}=this.plot_model;let w,b,x;null!=this.model.document&&this.model.document.interactive_duration()>0&&!t&&null!=f&&this.all_indices.length>f?(l=this.decimated,w=this.decimated_glyph,b=this.decimated_glyph,x=this.selection_glyph):(w=this.model.muted&&null!=this.muted_glyph?this.muted_glyph:this.glyph,b=this.nonselection_glyph,x=this.selection_glyph),null!=this.hover_glyph&&v.length&&(l=g.difference(l,v));let D,R=null;if(y.length&&this.have_selection_glyphs()){const e=Date.now(),t={};for(const e of y)t[e]=!0;const i=new Array,s=new Array;if(this.glyph instanceof n.LineView)for(const e of this.all_indices)null!=t[e]?i.push(e):s.push(e);else for(const e of l)null!=t[this.all_indices[e]]?i.push(e):s.push(e);R=Date.now()-e,D=Date.now(),b.render(d,s,this.glyph),x.render(d,i,this.glyph),null!=this.hover_glyph&&(this.glyph instanceof n.LineView?this.hover_glyph.render(d,this.model.view.convert_indices_from_subset(v),this.glyph):this.hover_glyph.render(d,v,this.glyph))}else if(D=Date.now(),this.glyph instanceof n.LineView)this.hover_glyph&&v.length?this.hover_glyph.render(d,this.model.view.convert_indices_from_subset(v),this.glyph):w.render(d,this.all_indices,this.glyph);else if(this.glyph instanceof h.PatchView||this.glyph instanceof o.HAreaView||this.glyph instanceof a.VAreaView)if(0==u.selected_glyphs.length||null==this.hover_glyph)w.render(d,this.all_indices,this.glyph);else for(const e of u.selected_glyphs)e.id==this.glyph.model.id&&this.hover_glyph.render(d,this.all_indices,this.glyph);else w.render(d,l,this.glyph),this.hover_glyph&&v.length&&this.hover_glyph.render(d,v,this.glyph);const V=Date.now()-D;this.last_dtrender=V;const $=Date.now()-e;_.logger.debug(`${this.glyph.model.type} GlyphRenderer (${this.model.id}): render finished in ${$}ms`),_.logger.trace(` - map_data finished in : ${i}ms`),_.logger.trace(` - mask_data finished in : ${r}ms`),null!=R&&_.logger.trace(` - selection mask finished in : ${R}ms`),_.logger.trace(` - glyph renders finished in : ${V}ms`),d.restore()}draw_legend(e,t,i,s,l,n,h,o){null==o&&(o=this.model.get_reference_point(n,h)),this.glyph.draw_legend_for_index(e,{x0:t,x1:i,y0:s,y1:l},o)}hit_test(e){if(!this.model.visible)return null;const t=this.glyph.hit_test(e);return null==t?null:this.model.view.convert_selection_from_subset(t)}}i.GlyphRendererView=w,w.__name__=\"GlyphRendererView\";class b extends l.DataRenderer{constructor(e){super(e)}static init_GlyphRenderer(){this.prototype.default_view=w,this.define({data_source:[d.Instance],view:[d.Instance,()=>new r.CDSView],glyph:[d.Instance],hover_glyph:[d.Instance],nonselection_glyph:[d.Any,\"auto\"],selection_glyph:[d.Any,\"auto\"],muted_glyph:[d.Instance],muted:[d.Boolean,!1]})}initialize(){super.initialize(),null==this.view.source&&(this.view.source=this.data_source,this.view.compute_indices())}get_reference_point(e,t){let i=0;if(null!=e){const s=this.data_source.get_column(e);if(null!=s){const e=c.indexOf(s,t);-1!=e&&(i=e)}}return i}get_selection_manager(){return this.data_source.selection_manager}}i.GlyphRenderer=b,b.__name__=\"GlyphRenderer\",b.init_GlyphRenderer()},\n", + " function _(e,r,n){Object.defineProperty(n,\"__esModule\",{value:!0});const t=e(1),a=e(63),_=t.__importStar(e(19));class i extends a.RendererView{}n.DataRendererView=i,i.__name__=\"DataRendererView\";class d extends a.Renderer{constructor(e){super(e)}static init_DataRenderer(){this.define({x_range_name:[_.String,\"default\"],y_range_name:[_.String,\"default\"]}),this.override({level:\"glyph\"})}}n.DataRenderer=d,d.__name__=\"DataRenderer\",d.init_DataRenderer()},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),n=e(81),_=e(90),l=s.__importStar(e(87));class r extends n.XYGlyphView{_render(e,t,{sx:i,sy:s}){let n=!1,_=null;this.visuals.line.set_value(e);for(const l of t){if(n){if(!isFinite(i[l]+s[l])){e.stroke(),e.beginPath(),n=!1,_=l;continue}null!=_&&l-_>1&&(e.stroke(),n=!1)}n?e.lineTo(i[l],s[l]):(e.beginPath(),e.moveTo(i[l],s[l]),n=!0),_=l}n&&e.stroke()}_hit_point(e){const t=l.create_empty_hit_test_result(),i={x:e.sx,y:e.sy};let s=9999;const n=Math.max(2,this.visuals.line.line_width.value()/2);for(let e=0,_=this.sx.length-1;e<_;e++){const _={x:this.sx[e],y:this.sy[e]},r={x:this.sx[e+1],y:this.sy[e+1]},h=l.dist_to_segment(i,_,r);hthis,t.line_indices=[e])}return t}_hit_span(e){const{sx:t,sy:i}=e,s=l.create_empty_hit_test_result();let n,_;\"v\"==e.direction?(n=this.renderer.yscale.invert(i),_=this._y):(n=this.renderer.xscale.invert(t),_=this._x);for(let e=0,t=_.length-1;ethis,s.line_indices.push(e));return s}get_interpolation_hit(e,t){const[i,s,n,l]=[this._x[e],this._y[e],this._x[e+1],this._y[e+1]];return _.line_interpolation(this.renderer,t,i,s,n,l)}draw_legend_for_index(e,t,i){_.generic_line_legend(this.visuals,e,t,i)}}i.LineView=r,r.__name__=\"LineView\";class h extends n.XYGlyph{constructor(e){super(e)}static init_Line(){this.prototype.default_view=r,this.mixins([\"line\"])}}i.Line=h,h.__name__=\"Line\",h.init_Line()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(82),n=e(86);class _ extends n.GlyphView{_index_data(){const e=[];for(let t=0,s=this._x.length;t0){this.index=new e.default(n.length);for(const t of n){const{x0:n,y0:i,x1:e,y1:s}=t;this.index.add(n,i,e,s)}this.index.finish()}}_normalize(n){let{x0:t,y0:i,x1:e,y1:s}=n;return t>e&&([t,e]=[e,t]),i>s&&([i,s]=[s,i]),{x0:t,y0:i,x1:e,y1:s}}get bbox(){if(null==this.index)return s.empty();{const{minX:n,minY:t,maxX:i,maxY:e}=this.index;return{x0:n,y0:t,x1:i,y1:e}}}search(n){if(null==this.index)return[];{const{x0:t,y0:i,x1:e,y1:s}=this._normalize(n);return this.index.search(t,i,e,s).map(n=>this.points[n])}}indices(n){return this.search(n).map(({i:n})=>n)}}i.SpatialIndex=r,r.__name__=\"SpatialIndex\"},\n", + " function _(t,s,i){Object.defineProperty(i,\"__esModule\",{value:!0});const e=t(1).__importDefault(t(84)),h=[Int8Array,Uint8Array,Uint8ClampedArray,Int16Array,Uint16Array,Int32Array,Uint32Array,Float32Array,Float64Array];class n{static from(t){if(!(t instanceof ArrayBuffer))throw new Error(\"Data must be an instance of ArrayBuffer.\");const[s,i]=new Uint8Array(t,0,2);if(251!==s)throw new Error(\"Data does not appear to be in a Flatbush format.\");if(i>>4!=3)throw new Error(`Got v${i>>4} data when expected v3.`);const[e]=new Uint16Array(t,2,1),[o]=new Uint32Array(t,4,1);return new n(o,e,h[15&i],t)}constructor(t,s=16,i=Float64Array,n){if(void 0===t)throw new Error(\"Missing required argument: numItems.\");if(isNaN(t)||t<=0)throw new Error(`Unpexpected numItems value: ${t}.`);this.numItems=+t,this.nodeSize=Math.min(Math.max(+s,2),65535);let o=t,r=o;this._levelBounds=[4*o];do{o=Math.ceil(o/this.nodeSize),r+=o,this._levelBounds.push(4*r)}while(1!==o);this.ArrayType=i||Float64Array,this.IndexArrayType=r<16384?Uint16Array:Uint32Array;const a=h.indexOf(this.ArrayType),_=4*r*this.ArrayType.BYTES_PER_ELEMENT;if(a<0)throw new Error(`Unexpected typed array class: ${i}.`);n&&n instanceof ArrayBuffer?(this.data=n,this._boxes=new this.ArrayType(this.data,8,4*r),this._indices=new this.IndexArrayType(this.data,8+_,r),this._pos=4*r,this.minX=this._boxes[this._pos-4],this.minY=this._boxes[this._pos-3],this.maxX=this._boxes[this._pos-2],this.maxY=this._boxes[this._pos-1]):(this.data=new ArrayBuffer(8+_+r*this.IndexArrayType.BYTES_PER_ELEMENT),this._boxes=new this.ArrayType(this.data,8,4*r),this._indices=new this.IndexArrayType(this.data,8+_,r),this._pos=0,this.minX=1/0,this.minY=1/0,this.maxX=-1/0,this.maxY=-1/0,new Uint8Array(this.data,0,2).set([251,48+a]),new Uint16Array(this.data,2,1)[0]=s,new Uint32Array(this.data,4,1)[0]=t),this._queue=new e.default}add(t,s,i,e){const h=this._pos>>2;return this._indices[h]=h,this._boxes[this._pos++]=t,this._boxes[this._pos++]=s,this._boxes[this._pos++]=i,this._boxes[this._pos++]=e,tthis.maxX&&(this.maxX=i),e>this.maxY&&(this.maxY=e),h}finish(){if(this._pos>>2!==this.numItems)throw new Error(`Added ${this._pos>>2} items when expected ${this.numItems}.`);const t=this.maxX-this.minX,s=this.maxY-this.minY,i=new Uint32Array(this.numItems);for(let e=0;e=n)return;const o=s[h+n>>1];let r=h-1,_=n+1;for(;;){do{r++}while(s[r]o);if(r>=_)break;a(s,i,e,r,_)}t(s,i,e,h,_),t(s,i,e,_+1,n)}(i,this._boxes,this._indices,0,this.numItems-1);for(let t=0,s=0;th&&(h=r),a>n&&(n=a)}this._indices[this._pos>>2]=o,this._boxes[this._pos++]=t,this._boxes[this._pos++]=e,this._boxes[this._pos++]=h,this._boxes[this._pos++]=n}}}search(t,s,i,e,h){if(this._pos!==this._boxes.length)throw new Error(\"Data not yet indexed - call index.finish().\");let n=this._boxes.length-4,o=this._levelBounds.length-1;const r=[],a=[];for(;void 0!==n;){const _=Math.min(n+4*this.nodeSize,this._levelBounds[o]);for(let d=n;d<_;d+=4){const _=0|this._indices[d>>2];ithis._boxes[d+2]||s>this._boxes[d+3]||(n<4*this.numItems?(void 0===h||h(_))&&a.push(_):(r.push(_),r.push(o-1))))}o=r.pop(),n=r.pop()}return a}neighbors(t,s,i=1/0,e=1/0,h){if(this._pos!==this._boxes.length)throw new Error(\"Data not yet indexed - call index.finish().\");let n=this._boxes.length-4;const a=this._queue,_=[],d=e*e;for(;void 0!==n;){const e=Math.min(n+4*this.nodeSize,r(n,this._levelBounds));for(let i=n;i>2],r=o(t,this._boxes[i],this._boxes[i+2]),_=o(s,this._boxes[i+1],this._boxes[i+3]),d=r*r+_*_;n<4*this.numItems?(void 0===h||h(e))&&a.push(-e-1,d):a.push(e,d)}for(;a.length&&a.peek()<0;){if(a.peekValue()>d)return a.clear(),_;if(_.push(-a.pop()-1),_.length===i)return a.clear(),_}n=a.pop()}return a.clear(),_}}function o(t,s,i){return t>1;s[h]>t?e=h:i=h+1}return s[i]}function a(t,s,i,e,h){const n=t[e];t[e]=t[h],t[h]=n;const o=4*e,r=4*h,a=s[o],_=s[o+1],d=s[o+2],l=s[o+3];s[o]=s[r],s[o+1]=s[r+1],s[o+2]=s[r+2],s[o+3]=s[r+3],s[r]=a,s[r+1]=_,s[r+2]=d,s[r+3]=l;const u=i[e];i[e]=i[h],i[h]=u}function _(t,s){let i=t^s,e=65535^i,h=65535^(t|s),n=t&(65535^s),o=i|e>>1,r=i>>1^i,a=h>>1^e&n>>1^h,_=i&h>>1^n>>1^n;i=o,e=r,h=a,n=_,o=i&i>>2^e&e>>2,r=i&e>>2^e&(i^e)>>2,a^=i&h>>2^e&n>>2,_^=e&h>>2^(i^e)&n>>2,i=o,e=r,h=a,n=_,o=i&i>>4^e&e>>4,r=i&e>>4^e&(i^e)>>4,a^=i&h>>4^e&n>>4,_^=e&h>>4^(i^e)&n>>4,i=o,e=r,h=a,n=_,a^=i&h>>8^e&n>>8,_^=e&h>>8^(i^e)&n>>8,i=a^a>>1,e=_^_>>1;let d=t^s,l=e|65535^(d|i);return d=16711935&(d|d<<8),d=252645135&(d|d<<4),d=858993459&(d|d<<2),d=1431655765&(d|d<<1),l=16711935&(l|l<<8),l=252645135&(l|l<<4),l=858993459&(l|l<<2),l=1431655765&(l|l<<1),(l<<1|d)>>>0}i.default=n},\n", + " function _(s,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});i.default=class{constructor(){this.ids=[],this.values=[],this.length=0}clear(){this.length=0}push(s,t){let i=this.length++;for(this.ids[i]=s,this.values[i]=t;i>0;){const s=i-1>>1,e=this.values[s];if(t>=e)break;this.ids[i]=this.ids[s],this.values[i]=e,i=s}this.ids[i]=s,this.values[i]=t}pop(){if(0===this.length)return;const s=this.ids[0];if(this.length--,this.length>0){const s=this.ids[0]=this.ids[this.length],t=this.values[0]=this.values[this.length],i=this.length>>1;let e=0;for(;e=t)break;this.ids[e]=h,this.values[e]=l,e=s}this.ids[e]=s,this.values[e]=t}return s}peek(){return this.ids[0]}peekValue(){return this.values[0]}}},\n", + " function _(t,i,e){Object.defineProperty(e,\"__esModule\",{value:!0});const{min:h,max:r}=Math;e.empty=function(){return{x0:1/0,y0:1/0,x1:-1/0,y1:-1/0}},e.positive_x=function(){return{x0:Number.MIN_VALUE,y0:-1/0,x1:1/0,y1:1/0}},e.positive_y=function(){return{x0:-1/0,y0:Number.MIN_VALUE,x1:1/0,y1:1/0}},e.union=function(t,i){return{x0:h(t.x0,i.x0),x1:r(t.x1,i.x1),y0:h(t.y0,i.y0),y1:r(t.y1,i.y1)}};class s{constructor(t){if(null==t)this.x0=0,this.y0=0,this.x1=0,this.y1=0;else if(\"x0\"in t){const{x0:i,y0:e,x1:h,y1:r}=t;if(!(i<=h&&e<=r))throw new Error(`invalid bbox {x0: ${i}, y0: ${e}, x1: ${h}, y1: ${r}}`);this.x0=i,this.y0=e,this.x1=h,this.y1=r}else if(\"x\"in t){const{x:i,y:e,width:h,height:r}=t;if(!(h>=0&&r>=0))throw new Error(`invalid bbox {x: ${i}, y: ${e}, width: ${h}, height: ${r}}`);this.x0=i,this.y0=e,this.x1=i+h,this.y1=e+r}else{let i,e,h,r;if(\"width\"in t)if(\"left\"in t)i=t.left,e=i+t.width;else if(\"right\"in t)e=t.right,i=e-t.width;else{const h=t.width/2;i=t.hcenter-h,e=t.hcenter+h}else i=t.left,e=t.right;if(\"height\"in t)if(\"top\"in t)h=t.top,r=h+t.height;else if(\"bottom\"in t)r=t.bottom,h=r-t.height;else{const i=t.height/2;h=t.vcenter-i,r=t.vcenter+i}else h=t.top,r=t.bottom;if(!(i<=e&&h<=r))throw new Error(`invalid bbox {left: ${i}, top: ${h}, right: ${e}, bottom: ${r}}`);this.x0=i,this.y0=h,this.x1=e,this.y1=r}}toString(){return`BBox({left: ${this.left}, top: ${this.top}, width: ${this.width}, height: ${this.height}})`}get left(){return this.x0}get top(){return this.y0}get right(){return this.x1}get bottom(){return this.y1}get p0(){return[this.x0,this.y0]}get p1(){return[this.x1,this.y1]}get x(){return this.x0}get y(){return this.y0}get width(){return this.x1-this.x0}get height(){return this.y1-this.y0}get rect(){return{x0:this.x0,y0:this.y0,x1:this.x1,y1:this.y1}}get box(){return{x:this.x,y:this.y,width:this.width,height:this.height}}get h_range(){return{start:this.x0,end:this.x1}}get v_range(){return{start:this.y0,end:this.y1}}get ranges(){return[this.h_range,this.v_range]}get aspect(){return this.width/this.height}get hcenter(){return(this.left+this.right)/2}get vcenter(){return(this.top+this.bottom)/2}contains(t,i){return t>=this.x0&&t<=this.x1&&i>=this.y0&&i<=this.y1}clip(t,i){return tthis.x1&&(t=this.x1),ithis.y1&&(i=this.y1),[t,i]}union(t){return new s({x0:h(this.x0,t.x0),y0:h(this.y0,t.y0),x1:r(this.x1,t.x1),y1:r(this.y1,t.y1)})}equals(t){return this.x0==t.x0&&this.y0==t.y0&&this.x1==t.x1&&this.y1==t.y1}get xview(){return{compute:t=>this.left+t,v_compute:t=>{const i=new Float64Array(t.length),e=this.left;for(let h=0;hthis.bottom-t,v_compute:t=>{const i=new Float64Array(t.length),e=this.bottom;for(let h=0;hi.__importStar(t(358)))}catch(t){if(\"MODULE_NOT_FOUND\"!==t.code)throw t;c.logger.warn(\"WebGL was requested and is supported, but bokeh-gl(.min).js is not available, falling back to 2D rendering.\")}if(null!=s){const t=s[this.model.type+\"GLGlyph\"];null!=t&&(this.glglyph=new t(e.gl,this))}}}set_visuals(t){this.visuals.warm_cache(t),null!=this.glglyph&&this.glglyph.set_visuals_changed()}render(t,e,s){t.beginPath(),null!=this.glglyph&&this.glglyph.render(t,e,s)||this._render(t,e,s)}has_finished(){return!0}notify_finished(){this.renderer.notify_finished()}_bounds(t){return t}bounds(){return this._bounds(this.index.bbox)}log_bounds(){const t=a.empty(),e=this.index.search(a.positive_x());for(const s of e)s.x0t.x1&&(t.x1=s.x1);const s=this.index.search(a.positive_y());for(const e of s)e.y0t.y1&&(t.y1=e.y1);return this._bounds(t)}get_anchor_point(t,e,[s,i]){switch(t){case\"center\":return{x:this.scenterx(e,s,i),y:this.scentery(e,s,i)};default:return null}}sdist(t,e,s,i=\"edge\",n=!1){let r,a;const _=e.length;if(\"center\"==i){const t=d.map(s,t=>t/2);r=new Float64Array(_);for(let s=0;s<_;s++)r[s]=e[s]-t[s];a=new Float64Array(_);for(let s=0;s<_;s++)a[s]=e[s]+t[s]}else{r=e,a=new Float64Array(_);for(let t=0;t<_;t++)a[t]=r[t]+s[t]}const l=t.v_compute(r),o=t.v_compute(a);return n?d.map(l,(t,e)=>Math.ceil(Math.abs(o[e]-l[e]))):d.map(l,(t,e)=>Math.abs(o[e]-l[e]))}draw_legend_for_index(t,e,s){}hit_test(t){switch(t.type){case\"point\":if(null!=this._hit_point)return this._hit_point(t);break;case\"span\":if(null!=this._hit_span)return this._hit_span(t);break;case\"rect\":if(null!=this._hit_rect)return this._hit_rect(t);break;case\"poly\":if(null!=this._hit_poly)return this._hit_poly(t)}return this._nohit_warned.has(t.type)||(c.logger.debug(`'${t.type}' selection not available for ${this.model.type}`),this._nohit_warned.add(t.type)),null}_hit_rect_against_index(t){const{sx0:e,sx1:s,sy0:i,sy1:r}=t,[a,_]=this.renderer.xscale.r_invert(e,s),[l,o]=this.renderer.yscale.r_invert(i,r),h=n.create_empty_hit_test_result();return h.indices=this.index.indices({x0:a,x1:_,y0:l,y1:o}),h}set_data(t,e,s){let i=this.model.materialize_dataspecs(t);if(this.visuals.set_all_indices(e),e&&!(this instanceof u.LineView)){const t={};for(const s in i){const n=i[s];\"_\"===s.charAt(0)?t[s]=e.map(t=>n[t]):t[s]=n}i=t}const n=this;if(p.extend(n,i),this.renderer.plot_view.model.use_map&&(null!=n._x&&([n._x,n._y]=_.project_xy(n._x,n._y)),null!=n._xs&&([n._xs,n._ys]=_.project_xsys(n._xs,n._ys)),null!=n._x0&&([n._x0,n._y0]=_.project_xy(n._x0,n._y0)),null!=n._x1&&([n._x1,n._y1]=_.project_xy(n._x1,n._y1))),null!=this.renderer.plot_view.frame.x_ranges){const t=this.renderer.plot_view.frame.x_ranges[this.model.x_range_name],e=this.renderer.plot_view.frame.y_ranges[this.model.y_range_name];for(let[s,i]of this.model._coords)s=`_${s}`,i=`_${i}`,null!=n._xs?(t instanceof g.FactorRange&&(n[s]=d.map(n[s],e=>t.v_synthetic(e))),e instanceof g.FactorRange&&(n[i]=d.map(n[i],t=>e.v_synthetic(t)))):(t instanceof g.FactorRange&&(n[s]=t.v_synthetic(n[s])),e instanceof g.FactorRange&&(n[i]=e.v_synthetic(n[i])))}null!=this.glglyph&&this.glglyph.set_data_changed(n._x.length),this._set_data(s),this.index_data()}_set_data(t){}index_data(){this.index=this._index_data()}mask_data(t){return null!=this.glglyph||null==this._mask_data?t:this._mask_data()}map_data(){const t=this;for(let[e,s]of this.model._coords){const i=`s${e}`,n=`s${s}`;if(e=`_${e}`,s=`_${s}`,null!=t[e]&&(y.isArray(t[e][0])||y.isTypedArray(t[e][0]))){const r=t[e].length;t[i]=new Array(r),t[n]=new Array(r);for(let a=0;a1?e:{x:n.x+r*(e.x-n.x),y:n.y+r*(e.y-n.y)})}e.point_in_poly=function(t,n,e,i){let r=!1,s=e[e.length-1],o=i[i.length-1];for(let c=0;cn).map(([t,n])=>t),n},e.dist_2_pts=o,e.dist_to_segment_squared=c,e.dist_to_segment=function(t,n,e){return Math.sqrt(c(t,n,e))},e.check_2_segments_intersect=function(t,n,e,i,r,s,o,c){const u=(c-s)*(e-t)-(o-r)*(i-n);if(0==u)return{hit:!1,x:null,y:null};{let _=n-s,l=t-r;const h=(e-t)*_-(i-n)*l;return _=((o-r)*_-(c-s)*l)/u,l=h/u,{hit:_>0&&_<1&&l>0&&l<1,x:t+_*(e-t),y:n+_*(i-n)}}}},\n", + " function _(t,n,e){Object.defineProperty(e,\"__esModule\",{value:!0});const i=t(1),s=t(89),r=i.__importStar(t(19)),a=t(12),o=t(9),p=t(8),h=t(11);function g(t,n,e=0){const i={};for(let s=0;sa[t].value));s[t]={value:u/i,mapping:a},p+=i+n+c}return[s,a,(a.length-1)*n+h]}function u(t,n,e,i,s=0){const r={},a={},p=[];for(const[n,e,i]of t)n in a||(a[n]=[],p.push(n)),a[n].push([e,i]);const h=[];let g=s,u=0;for(const t of p){const s=a[t].length,[p,l,_]=c(a[t],e,i,g);for(const n of l)h.push([t,n]);u+=_;const d=o.sum(a[t].map(([t])=>p[t].value));r[t]={value:d/s,mapping:p},g+=s+n+_}return[r,p,h,(p.length-1)*n+u]}e.map_one_level=g,e.map_two_levels=c,e.map_three_levels=u;class l extends s.Range{constructor(t){super(t)}static init_FactorRange(){this.define({factors:[r.Array,[]],factor_padding:[r.Number,0],subgroup_padding:[r.Number,.8],group_padding:[r.Number,1.4],range_padding:[r.Number,0],range_padding_units:[r.PaddingUnits,\"percent\"],start:[r.Number],end:[r.Number]}),this.internal({levels:[r.Number],mids:[r.Array],tops:[r.Array],tops_groups:[r.Array]})}get min(){return this.start}get max(){return this.end}initialize(){super.initialize(),this._init(!0)}connect_signals(){super.connect_signals(),this.connect(this.properties.factors.change,()=>this.reset()),this.connect(this.properties.factor_padding.change,()=>this.reset()),this.connect(this.properties.group_padding.change,()=>this.reset()),this.connect(this.properties.subgroup_padding.change,()=>this.reset()),this.connect(this.properties.range_padding.change,()=>this.reset()),this.connect(this.properties.range_padding_units.change,()=>this.reset())}reset(){this._init(!1),this.change.emit()}_lookup(t){if(1==t.length){const n=this._mapping;return n.hasOwnProperty(t[0])?n[t[0]].value:NaN}if(2==t.length){const n=this._mapping;return n.hasOwnProperty(t[0])&&n[t[0]].mapping.hasOwnProperty(t[1])?n[t[0]].mapping[t[1]].value:NaN}if(3==t.length){const n=this._mapping;return n.hasOwnProperty(t[0])&&n[t[0]].mapping.hasOwnProperty(t[1])&&n[t[0]].mapping[t[1]].mapping.hasOwnProperty(t[2])?n[t[0]].mapping[t[1]].mapping[t[2]].value:NaN}h.unreachable()}synthetic(t){if(p.isNumber(t))return t;if(p.isString(t))return this._lookup([t]);let n=0;const e=t[t.length-1];return p.isNumber(e)&&(n=e,t=t.slice(0,-1)),this._lookup(t)+n}v_synthetic(t){return a.map(t,t=>this.synthetic(t))}_init(t){let n,e;if(o.every(this.factors,p.isString))n=1,[this._mapping,e]=g(this.factors,this.factor_padding);else if(o.every(this.factors,t=>p.isArray(t)&&2==t.length&&p.isString(t[0])&&p.isString(t[1])))n=2,[this._mapping,this.tops,e]=c(this.factors,this.group_padding,this.factor_padding);else{if(!o.every(this.factors,t=>p.isArray(t)&&3==t.length&&p.isString(t[0])&&p.isString(t[1])&&p.isString(t[2])))throw new Error(\"???\");n=3,[this._mapping,this.tops,this.mids,e]=u(this.factors,this.group_padding,this.subgroup_padding,this.factor_padding)}let i=0,s=this.factors.length+e;if(\"percent\"==this.range_padding_units){const t=(s-i)*this.range_padding/2;i-=t,s+=t}else i-=this.range_padding,s+=this.range_padding;this.setv({start:i,end:s,levels:n},{silent:t}),\"auto\"==this.bounds&&this.setv({bounds:[i,s]},{silent:!0})}}e.FactorRange=l,l.__name__=\"FactorRange\",l.init_FactorRange()},\n", + " function _(e,t,n){Object.defineProperty(n,\"__esModule\",{value:!0});const i=e(1),a=e(69),r=i.__importStar(e(19));class s extends a.Model{constructor(e){super(e),this.have_updated_interactively=!1}static init_Range(){this.define({bounds:[r.Any],min_interval:[r.Any],max_interval:[r.Any]}),this.internal({plots:[r.Array,[]]})}get is_reversed(){return this.start>this.end}}n.Range=s,s.__name__=\"Range\",s.init_Range()},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=e(1).__importStar(e(87));i.generic_line_legend=function(e,t,{x0:i,x1:n,y0:c,y1:o},r){t.save(),t.beginPath(),t.moveTo(i,(c+o)/2),t.lineTo(n,(c+o)/2),e.line.doit&&(e.line.set_vectorize(t,r),t.stroke()),t.restore()},i.generic_area_legend=function(e,t,{x0:i,x1:n,y0:c,y1:o},r){const l=.1*Math.abs(n-i),a=.1*Math.abs(o-c),s=i+l,_=n-l,h=c+a,v=o-a;e.fill.doit&&(e.fill.set_vectorize(t,r),t.fillRect(s,h,_-s,v-h)),null!=e.hatch&&e.hatch.doit&&(e.hatch.set_vectorize(t,r),t.fillRect(s,h,_-s,v-h)),e.line&&e.line.doit&&(t.beginPath(),t.rect(s,h,_-s,v-h),e.line.set_vectorize(t,r),t.stroke())},i.line_interpolation=function(e,t,i,c,o,r){const{sx:l,sy:a}=t;let s,_,h,v;\"point\"==t.type?([h,v]=e.yscale.r_invert(a-1,a+1),[s,_]=e.xscale.r_invert(l-1,l+1)):\"v\"==t.direction?([h,v]=e.yscale.r_invert(a,a),[s,_]=[Math.min(i-1,o-1),Math.max(i+1,o+1)]):([s,_]=e.xscale.r_invert(l,l),[h,v]=[Math.min(c-1,r-1),Math.max(c+1,r+1)]);const{x:x,y:y}=n.check_2_segments_intersect(s,h,_,v,i,c,o,r);return[x,y]}},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),l=e(81),_=e(90),n=s.__importStar(e(87));class a extends l.XYGlyphView{_inner_loop(e,t,i,s,l){for(const _ of t)0!=_?isNaN(i[_]+s[_])?(e.closePath(),l.apply(e),e.beginPath()):e.lineTo(i[_],s[_]):(e.beginPath(),e.moveTo(i[_],s[_]));e.closePath(),l.call(e)}_render(e,t,{sx:i,sy:s}){this.visuals.fill.doit&&(this.visuals.fill.set_value(e),this._inner_loop(e,t,i,s,e.fill)),this.visuals.hatch.doit2(e,0,()=>this._inner_loop(e,t,i,s,e.fill),()=>this.renderer.request_render()),this.visuals.line.doit&&(this.visuals.line.set_value(e),this._inner_loop(e,t,i,s,e.stroke))}draw_legend_for_index(e,t,i){_.generic_area_legend(this.visuals,e,t,i)}_hit_point(e){const t=n.create_empty_hit_test_result();return n.point_in_poly(e.sx,e.sy,this.sx,this.sy)&&(t.add_to_selected_glyphs(this.model),t.get_view=()=>this),t}}i.PatchView=a,a.__name__=\"PatchView\";class o extends l.XYGlyph{constructor(e){super(e)}static init_Patch(){this.prototype.default_view=a,this.mixins([\"line\",\"fill\",\"hatch\"])}}i.Patch=o,o.__name__=\"Patch\",o.init_Patch()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(1),r=e(93),n=e(82),_=i.__importStar(e(87)),a=i.__importStar(e(19));class h extends r.AreaView{_index_data(){const e=[];for(let t=0,s=this._x1.length;t=0;t--)e.lineTo(s[t],i[t]);e.closePath(),r.call(e)}_render(e,t,{sx1:s,sx2:i,sy:r}){this.visuals.fill.doit&&(this.visuals.fill.set_value(e),this._inner(e,s,i,r,e.fill)),this.visuals.hatch.doit2(e,0,()=>this._inner(e,s,i,r,e.fill),()=>this.renderer.request_render())}_hit_point(e){const t=_.create_empty_hit_test_result(),s=this.sy.length,i=new Float64Array(2*s),r=new Float64Array(2*s);for(let e=0,t=s;ethis),t}scenterx(e){return(this.sx1[e]+this.sx2[e])/2}scentery(e){return 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r.AreaView{_index_data(){const e=[];for(let t=0,s=this._x.length;t=0;s--)e.lineTo(t[s],i[s]);e.closePath(),r.call(e)}_render(e,t,{sx:s,sy1:i,sy2:r}){this.visuals.fill.doit&&(this.visuals.fill.set_value(e),this._inner(e,s,i,r,e.fill)),this.visuals.hatch.doit2(e,0,()=>this._inner(e,s,i,r,e.fill),()=>this.renderer.request_render())}scenterx(e){return this.sx[e]}scentery(e){return(this.sy1[e]+this.sy2[e])/2}_hit_point(e){const t=_.create_empty_hit_test_result(),s=this.sx.length,i=new Float64Array(2*s),r=new Float64Array(2*s);for(let e=0,t=s;ethis),t}_map_data(){this.sx=this.renderer.xscale.v_compute(this._x),this.sy1=this.renderer.yscale.v_compute(this._y1),this.sy2=this.renderer.yscale.v_compute(this._y2)}}s.VAreaView=h,h.__name__=\"VAreaView\";class l extends r.Area{constructor(e){super(e)}static init_VArea(){this.prototype.default_view=h,this.define({x:[a.CoordinateSpec],y1:[a.CoordinateSpec],y2:[a.CoordinateSpec]})}}s.VArea=l,l.__name__=\"VArea\",l.init_VArea()},\n", + " function _(i,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const t=i(1),n=i(69),c=t.__importStar(i(19)),o=i(76),r=i(9),_=i(74);class h extends n.Model{constructor(i){super(i)}static init_CDSView(){this.define({filters:[c.Array,[]],source:[c.Instance]}),this.internal({indices:[c.Array,[]],indices_map:[c.Any,{}]})}initialize(){super.initialize(),this.compute_indices()}connect_signals(){super.connect_signals(),this.connect(this.properties.filters.change,()=>{this.compute_indices(),this.change.emit()});const i=()=>{const i=()=>this.compute_indices();null!=this.source&&(this.connect(this.source.change,i),this.source instanceof _.ColumnarDataSource&&(this.connect(this.source.streaming,i),this.connect(this.source.patching,i)))};let e=null!=this.source;e?i():this.connect(this.properties.source.change,()=>{e||(i(),e=!0)})}compute_indices(){const i=this.filters.map(i=>i.compute_indices(this.source)).filter(i=>null!=i);i.length>0?this.indices=r.intersection.apply(this,i):this.source instanceof 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n of s)e[n].remove(),delete e[n];const a=[],l=n.filter(n=>null==e[n.id]);for(const n of l){const i=await o(c(n),n,t);e[n.id]=i,a.push(i)}for(const e of a)e.connect_signals();return a},t.remove_views=function(e){for(const n in e)e[n].remove(),delete e[n]}},\n", + " function _(e,t,n){Object.defineProperty(n,\"__esModule\",{value:!0});const s=e(1),r=e(79),a=e(98),i=s.__importStar(e(19)),d=e(96);class _ extends r.DataRendererView{initialize(){super.initialize(),this.xscale=this.plot_view.frame.xscales.default,this.yscale=this.plot_view.frame.yscales.default,this._renderer_views={}}async lazy_initialize(){[this.node_view,this.edge_view]=await d.build_views(this._renderer_views,[this.model.node_renderer,this.model.edge_renderer],{parent:this.parent}),this.set_data()}connect_signals(){super.connect_signals(),this.connect(this.model.layout_provider.change,()=>this.set_data()),this.connect(this.model.node_renderer.data_source._select,()=>this.set_data()),this.connect(this.model.node_renderer.data_source.inspect,()=>this.set_data()),this.connect(this.model.node_renderer.data_source.change,()=>this.set_data()),this.connect(this.model.edge_renderer.data_source._select,()=>this.set_data()),this.connect(this.model.edge_renderer.data_source.inspect,()=>this.set_data()),this.connect(this.model.edge_renderer.data_source.change,()=>this.set_data());const{x_ranges:e,y_ranges:t}=this.plot_view.frame;for(const t in e){const n=e[t];this.connect(n.change,()=>this.set_data())}for(const e in t){const n=t[e];this.connect(n.change,()=>this.set_data())}}set_data(e=!0){this.node_view.glyph.model.setv({x_range_name:this.model.x_range_name,y_range_name:this.model.y_range_name},{silent:!0}),this.edge_view.glyph.model.setv({x_range_name:this.model.x_range_name,y_range_name:this.model.y_range_name},{silent:!0});const t=this.node_view.glyph;[t._x,t._y]=this.model.layout_provider.get_node_coordinates(this.model.node_renderer.data_source);const n=this.edge_view.glyph;[n._xs,n._ys]=this.model.layout_provider.get_edge_coordinates(this.model.edge_renderer.data_source),t.index_data(),n.index_data(),e&&this.request_render()}render(){this.edge_view.render(),this.node_view.render()}}n.GraphRendererView=_,_.__name__=\"GraphRendererView\";class o extends r.DataRenderer{constructor(e){super(e)}static init_GraphRenderer(){this.prototype.default_view=_,this.define({layout_provider:[i.Instance],node_renderer:[i.Instance],edge_renderer:[i.Instance],selection_policy:[i.Instance,()=>new 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s.update(e,d,n),t.node_renderer.data_source._select.emit(),!s.is_empty()}do_inspection(e,t,d,n,s){if(null==e)return!1;const o=d.model.get_selection_manager().get_or_create_inspector(d.node_view.model);return o.update(e,n,s),d.node_view.model.data_source.setv({inspected:o},{silent:!0}),d.node_view.model.data_source.inspect.emit([d.node_view,{geometry:t}]),!o.is_empty()}}d.NodesOnly=r,r.__name__=\"NodesOnly\";class c extends i{constructor(e){super(e)}hit_test(e,t){return this._hit_test_nodes(e,t)}get_linked_edges(e,t,d){let n=[];\"selection\"==d?n=e.selected.indices.map(t=>e.data.index[t]):\"inspection\"==d&&(n=e.inspected.indices.map(t=>e.data.index[t]));const s=[];for(let e=0;es.indexOf(e.data.index,t)),c=_.create_empty_hit_test_result();return c.indices=r,c}do_selection(e,t,d,n){if(null==e)return!1;const s=t.edge_renderer.data_source.selected;s.update(e,d,n);const 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o{constructor(e,t,s){super(e),this.column_source=t,this.patches=s}json(e){return{kind:\"ColumnsPatched\",column_source:this.column_source,patches:this.patches}}}s.ColumnsPatchedEvent=i,i.__name__=\"ColumnsPatchedEvent\";class _ extends o{constructor(e,t,s,n){super(e),this.column_source=t,this.data=s,this.rollover=n}json(e){return{kind:\"ColumnsStreamed\",column_source:this.column_source,data:this.data,rollover:this.rollover}}}s.ColumnsStreamedEvent=_,_.__name__=\"ColumnsStreamedEvent\";class a extends o{constructor(e,t,s){super(e),this.title=t,this.setter_id=s}json(e){return{kind:\"TitleChanged\",title:this.title}}}s.TitleChangedEvent=a,a.__name__=\"TitleChangedEvent\";class l extends o{constructor(e,t,s){super(e),this.model=t,this.setter_id=s}json(e){return n.HasProps._value_record_references(this.model,e,!0),{kind:\"RootAdded\",model:this.model.ref()}}}s.RootAddedEvent=l,l.__name__=\"RootAddedEvent\";class h extends o{constructor(e,t,s){super(e),this.model=t,this.setter_id=s}json(e){return{kind:\"RootRemoved\",model:this.model.ref()}}}s.RootRemovedEvent=h,h.__name__=\"RootRemovedEvent\"},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(1),_=e(29),o=e(73),l=i.__importStar(e(19));class a extends _.AnnotationView{initialize(){super.initialize(),this.set_data(this.model.source)}connect_signals(){super.connect_signals(),this.connect(this.model.source.streaming,()=>this.set_data(this.model.source)),this.connect(this.model.source.patching,()=>this.set_data(this.model.source)),this.connect(this.model.source.change,()=>this.set_data(this.model.source))}set_data(e){super.set_data(e),this.visuals.warm_cache(e),this.plot_view.request_render()}_map_data(){const{frame:e}=this.plot_view,t=this.model.dimension,s=e.xscales[this.model.x_range_name],i=e.yscales[this.model.y_range_name],_=\"height\"==t?i:s,o=\"height\"==t?s:i,l=\"height\"==t?e.yview:e.xview,a=\"height\"==t?e.xview:e.yview;let n,h,r;n=\"data\"==this.model.properties.lower.units?_.v_compute(this._lower):l.v_compute(this._lower),h=\"data\"==this.model.properties.upper.units?_.v_compute(this._upper):l.v_compute(this._upper),r=\"data\"==this.model.properties.base.units?o.v_compute(this._base):a.v_compute(this._base);const[c,p]=\"height\"==t?[1,0]:[0,1],u=[n,r],d=[h,r];this._lower_sx=u[c],this._lower_sy=u[p],this._upper_sx=d[c],this._upper_sy=d[p]}render(){if(!this.model.visible)return;this._map_data();const{ctx:e}=this.plot_view.canvas_view;e.beginPath(),e.moveTo(this._lower_sx[0],this._lower_sy[0]);for(let t=0,s=this._lower_sx.length;t=0;t--)e.lineTo(this._upper_sx[t],this._upper_sy[t]);e.closePath(),this.visuals.fill.doit&&(this.visuals.fill.set_value(e),e.fill()),e.beginPath(),e.moveTo(this._lower_sx[0],this._lower_sy[0]);for(let t=0,s=this._lower_sx.length;tnew o.ColumnDataSource],x_range_name:[l.String,\"default\"],y_range_name:[l.String,\"default\"]}),this.override({fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_alpha:.3})}}s.Band=n,n.__name__=\"Band\",n.init_Band()},\n", + " function _(t,e,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=t(1),l=t(29),o=t(14),n=t(66),a=s.__importStar(t(19)),h=t(85),r=t(106);i.EDGE_TOLERANCE=2.5;class d extends l.AnnotationView{initialize(){super.initialize(),this.plot_view.canvas_view.add_overlay(this.el),this.el.classList.add(r.bk_shading),n.undisplay(this.el)}connect_signals(){super.connect_signals(),\"css\"==this.model.render_mode?(this.connect(this.model.change,()=>this.render()),this.connect(this.model.data_update,()=>this.render())):(this.connect(this.model.change,()=>this.plot_view.request_render()),this.connect(this.model.data_update,()=>this.plot_view.request_render()))}render(){if(this.model.visible||\"css\"!=this.model.render_mode||n.undisplay(this.el),!this.model.visible)return;if(null==this.model.left&&null==this.model.right&&null==this.model.top&&null==this.model.bottom)return void n.undisplay(this.el);const{frame:t}=this.plot_view,e=t.xscales[this.model.x_range_name],i=t.yscales[this.model.y_range_name],s=(t,e,i,s,l)=>{let o;return o=null!=t?this.model.screen?t:\"data\"==e?i.compute(t):s.compute(t):l,o};this.sleft=s(this.model.left,this.model.left_units,e,t.xview,t._left.value),this.sright=s(this.model.right,this.model.right_units,e,t.xview,t._right.value),this.stop=s(this.model.top,this.model.top_units,i,t.yview,t._top.value),this.sbottom=s(this.model.bottom,this.model.bottom_units,i,t.yview,t._bottom.value),(\"css\"==this.model.render_mode?this._css_box.bind(this):this._canvas_box.bind(this))(this.sleft,this.sright,this.sbottom,this.stop)}_css_box(t,e,i,s){const l=this.model.properties.line_width.value(),o=Math.floor(e-t)-l,a=Math.floor(i-s)-l;this.el.style.left=`${t}px`,this.el.style.width=`${o}px`,this.el.style.top=`${s}px`,this.el.style.height=`${a}px`,this.el.style.borderWidth=`${l}px`,this.el.style.borderColor=this.model.properties.line_color.value(),this.el.style.backgroundColor=this.model.properties.fill_color.value(),this.el.style.opacity=this.model.properties.fill_alpha.value();const h=this.model.properties.line_dash.value().length<2?\"solid\":\"dashed\";this.el.style.borderStyle=h,n.display(this.el)}_canvas_box(t,e,i,s){const{ctx:l}=this.plot_view.canvas_view;l.save(),l.beginPath(),l.rect(t,s,e-t,i-s),this.visuals.fill.set_value(l),l.fill(),this.visuals.line.set_value(l),l.stroke(),l.restore()}interactive_bbox(){const t=this.model.properties.line_width.value()+i.EDGE_TOLERANCE;return new h.BBox({x0:this.sleft-t,y0:this.stop-t,x1:this.sright+t,y1:this.sbottom+t})}interactive_hit(t,e){if(null==this.model.in_cursor)return!1;return this.interactive_bbox().contains(t,e)}cursor(t,e){return Math.abs(t-this.sleft)<3||Math.abs(t-this.sright)<3?this.model.ew_cursor:Math.abs(e-this.sbottom)<3||Math.abs(e-this.stop)<3?this.model.ns_cursor:t>this.sleft&&tthis.stop&&ethis.plot_view.request_render()),this.connect(this.model.ticker.change,()=>this.plot_view.request_render()),this.connect(this.model.formatter.change,()=>this.plot_view.request_render()),null!=this.model.color_mapper&&this.connect(this.model.color_mapper.change,()=>{this._set_canvas_image(),this.plot_view.request_render()})}_get_size(){if(null==this.model.color_mapper)return{width:0,height:0};{const{width:t,height:e}=this.compute_legend_dimensions();return{width:t,height:e}}}_set_canvas_image(){if(null==this.model.color_mapper)return;let t,e,{palette:i}=this.model.color_mapper;switch(\"vertical\"==this.model.orientation&&(i=c.reversed(i)),this.model.orientation){case\"vertical\":[t,e]=[1,i.length];break;case\"horizontal\":[t,e]=[i.length,1]}const o=document.createElement(\"canvas\");o.width=t,o.height=e;const s=o.getContext(\"2d\"),a=s.getImageData(0,0,t,e),l=new r.LinearColorMapper({palette:i}).rgba_mapper.v_compute(c.range(0,i.length));a.data.set(l),s.putImageData(a,0,0),this.image=o}compute_legend_dimensions(){const t=this._computed_image_dimensions(),[e,i]=[t.height,t.width],o=this._get_label_extent(),s=this._title_extent(),a=this._tick_extent(),{padding:l}=this.model;let r,n;switch(this.model.orientation){case\"vertical\":r=e+s+2*l,n=i+a+o+2*l;break;case\"horizontal\":r=e+s+a+o+2*l,n=i+2*l}return{width:n,height:r}}compute_legend_location(){const t=this.compute_legend_dimensions(),[e,i]=[t.height,t.width],o=this.model.margin,s=null!=this.panel?this.panel:this.plot_view.frame,[a,l]=s.bbox.ranges,{location:r}=this.model;let n,_;if(g.isString(r))switch(r){case\"top_left\":n=a.start+o,_=l.start+o;break;case\"top_center\":n=(a.end+a.start)/2-i/2,_=l.start+o;break;case\"top_right\":n=a.end-o-i,_=l.start+o;break;case\"bottom_right\":n=a.end-o-i,_=l.end-o-e;break;case\"bottom_center\":n=(a.end+a.start)/2-i/2,_=l.end-o-e;break;case\"bottom_left\":n=a.start+o,_=l.end-o-e;break;case\"center_left\":n=a.start+o,_=(l.end+l.start)/2-e/2;break;case\"center\":n=(a.end+a.start)/2-i/2,_=(l.end+l.start)/2-e/2;break;case\"center_right\":n=a.end-o-i,_=(l.end+l.start)/2-e/2}else if(g.isArray(r)&&2==r.length){const[t,i]=r;n=s.xview.compute(t),_=s.yview.compute(i)-e}else f.unreachable();return{sx:n,sy:_}}render(){if(!this.model.visible||null==this.model.color_mapper)return;const{ctx:t}=this.plot_view.canvas_view;t.save();const{sx:e,sy:i}=this.compute_legend_location();t.translate(e,i),this._draw_bbox(t);const o=this._get_image_offset();if(t.translate(o.x,o.y),this._draw_image(t),null!=this.model.color_mapper.low&&null!=this.model.color_mapper.high){const e=this.tick_info();this._draw_major_ticks(t,e),this._draw_minor_ticks(t,e),this._draw_major_labels(t,e)}this.model.title&&this._draw_title(t),t.restore()}_draw_bbox(t){const e=this.compute_legend_dimensions();t.save(),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fillRect(0,0,e.width,e.height)),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.strokeRect(0,0,e.width,e.height)),t.restore()}_draw_image(t){const e=this._computed_image_dimensions();t.save(),t.setImageSmoothingEnabled(!1),t.globalAlpha=this.model.scale_alpha,t.drawImage(this.image,0,0,e.width,e.height),this.visuals.bar_line.doit&&(this.visuals.bar_line.set_value(t),t.strokeRect(0,0,e.width,e.height)),t.restore()}_draw_major_ticks(t,e){if(!this.visuals.major_tick_line.doit)return;const[i,o]=this._normals(),s=this._computed_image_dimensions(),[a,l]=[s.width*i,s.height*o],[r,n]=e.coords.major,_=this.model.major_tick_in,h=this.model.major_tick_out;t.save(),t.translate(a,l),this.visuals.major_tick_line.set_value(t);for(let e=0,s=r.length;ei.measureText(t.toString()).width));break;case\"horizontal\":e=d.measure_font(this.visuals.major_label_text.font_value()).height}e+=this.model.label_standoff,i.restore()}return e}_get_image_offset(){return{x:this.model.padding,y:this.model.padding+this._title_extent()}}_normals(){return\"vertical\"==this.model.orientation?[1,0]:[0,1]}_title_extent(){const t=this.model.title_text_font+\" \"+this.model.title_text_font_size+\" \"+this.model.title_text_font_style;return this.model.title?d.measure_font(t).height+this.model.title_standoff:0}_tick_extent(){return null!=this.model.color_mapper.low&&null!=this.model.color_mapper.high?c.max([this.model.major_tick_out,this.model.minor_tick_out]):0}_computed_image_dimensions(){const t=this.plot_view.frame._height.value,e=this.plot_view.frame._width.value,i=this._title_extent();let o,s;switch(this.model.orientation){case\"vertical\":\"auto\"==this.model.height?null!=this.panel?o=t-2*this.model.padding-i:(o=c.max([25*this.model.color_mapper.palette.length,.3*t]),o=c.min([o,.8*t-2*this.model.padding-i])):o=this.model.height,s=\"auto\"==this.model.width?25:this.model.width;break;case\"horizontal\":o=\"auto\"==this.model.height?25:this.model.height,\"auto\"==this.model.width?null!=this.panel?s=e-2*this.model.padding:(s=c.max([25*this.model.color_mapper.palette.length,.3*e]),s=c.min([s,.8*e-2*this.model.padding])):s=this.model.width}return{width:s,height:o}}_tick_coordinate_scale(t){const e={source_range:new h.Range1d({start:this.model.color_mapper.low,end:this.model.color_mapper.high}),target_range:new h.Range1d({start:0,end:t})};switch(this.model.color_mapper.type){case\"LinearColorMapper\":return new n.LinearScale(e);case\"LogColorMapper\":return new _.LogScale(e);default:f.unreachable()}}_format_major_labels(t,e){const i=this.model.formatter.doFormat(t,null);for(let t=0,o=e.length;tl||(h[o].push(n[t]),h[s].push(0));for(let t=0,e=_.length;tl||(m[o].push(_[t]),m[s].push(0));const d={major:this._format_major_labels(h[o],n)},c={major:[[],[]],minor:[[],[]]};return c.major[o]=i.v_compute(h[o]),c.minor[o]=i.v_compute(m[o]),c.major[s]=h[s],c.minor[s]=m[s],\"vertical\"==this.model.orientation&&(c.major[o]=u.map(c.major[o],t=>e-t),c.minor[o]=u.map(c.minor[o],t=>e-t)),{coords:c,labels:d}}}i.ColorBarView=b,b.__name__=\"ColorBarView\";class v extends s.Annotation{constructor(t){super(t)}static init_ColorBar(){this.prototype.default_view=b,this.mixins([\"text:major_label_\",\"text:title_\",\"line:major_tick_\",\"line:minor_tick_\",\"line:border_\",\"line:bar_\",\"fill:background_\"]),this.define({location:[m.Any,\"top_right\"],orientation:[m.Orientation,\"vertical\"],title:[m.String],title_standoff:[m.Number,2],width:[m.Any,\"auto\"],height:[m.Any,\"auto\"],scale_alpha:[m.Number,1],ticker:[m.Instance,()=>new a.BasicTicker],formatter:[m.Instance,()=>new l.BasicTickFormatter],major_label_overrides:[m.Any,{}],color_mapper:[m.Instance],label_standoff:[m.Number,5],margin:[m.Number,30],padding:[m.Number,10],major_tick_in:[m.Number,5],major_tick_out:[m.Number,0],minor_tick_in:[m.Number,0],minor_tick_out:[m.Number,0]}),this.override({background_fill_color:\"#ffffff\",background_fill_alpha:.95,bar_line_color:null,border_line_color:null,major_label_text_align:\"center\",major_label_text_baseline:\"middle\",major_label_text_font_size:\"8pt\",major_tick_line_color:\"#ffffff\",minor_tick_line_color:null,title_text_font_size:\"10pt\",title_text_font_style:\"italic\"})}}i.ColorBar=v,v.__name__=\"ColorBar\",v.init_ColorBar()},\n", + " function _(e,c,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(109);class r extends i.AdaptiveTicker{constructor(e){super(e)}}s.BasicTicker=r,r.__name__=\"BasicTicker\"},\n", + " function _(t,i,a){Object.defineProperty(a,\"__esModule\",{value:!0});const e=t(1),s=t(110),n=t(9),r=e.__importStar(t(19));class _ extends s.ContinuousTicker{constructor(t){super(t)}static init_AdaptiveTicker(){this.define({base:[r.Number,10],mantissas:[r.Array,[1,2,5]],min_interval:[r.Number,0],max_interval:[r.Number]})}initialize(){super.initialize();const t=n.nth(this.mantissas,-1)/this.base,i=n.nth(this.mantissas,0)*this.base;this.extended_mantissas=[t,...this.mantissas,i],this.base_factor=0===this.get_min_interval()?1:this.get_min_interval()}get_interval(t,i,a){const e=i-t,s=this.get_ideal_interval(t,i,a),r=Math.floor(function(t,i=Math.E){return Math.log(t)/Math.log(i)}(s/this.base_factor,this.base)),_=Math.pow(this.base,r)*this.base_factor,h=this.extended_mantissas,m=h.map(t=>Math.abs(a-e/(t*_))),o=h[n.argmin(m)];return c=o*_,l=this.get_min_interval(),u=this.get_max_interval(),Math.max(l,Math.min(u,c));var c,l,u}}a.AdaptiveTicker=_,_.__name__=\"AdaptiveTicker\",_.init_AdaptiveTicker()},\n", + " function _(t,i,e){Object.defineProperty(e,\"__esModule\",{value:!0});const n=t(1),r=t(111),s=n.__importStar(t(19)),o=t(9),_=t(8);class c extends r.Ticker{constructor(t){super(t)}static init_ContinuousTicker(){this.define({num_minor_ticks:[s.Number,5],desired_num_ticks:[s.Number,6]})}get_ticks(t,i,e,n,r){return this.get_ticks_no_defaults(t,i,n,this.desired_num_ticks)}get_ticks_no_defaults(t,i,e,n){const r=this.get_interval(t,i,n),s=Math.floor(t/r),c=Math.ceil(i/r);let u;u=_.isStrictNaN(s)||_.isStrictNaN(c)?[]:o.range(s,c+1);const a=u.map(t=>t*r).filter(e=>t<=e&&e<=i),l=this.num_minor_ticks,m=[];if(l>0&&a.length>0){const e=r/l,n=o.range(0,l).map(t=>t*e);for(const e of n.slice(1)){const n=a[0]-e;t<=n&&n<=i&&m.push(n)}for(const e of a)for(const r of n){const n=e+r;t<=n&&n<=i&&m.push(n)}}return{major:a,minor:m}}get_min_interval(){return this.min_interval}get_max_interval(){return null!=this.max_interval?this.max_interval:1/0}get_ideal_interval(t,i,e){return(i-t)/e}}e.ContinuousTicker=c,c.__name__=\"ContinuousTicker\",c.init_ContinuousTicker()},\n", + " function _(e,c,n){Object.defineProperty(n,\"__esModule\",{value:!0});const o=e(69);class r extends o.Model{constructor(e){super(e)}}n.Ticker=r,r.__name__=\"Ticker\"},\n", + " function _(i,t,e){Object.defineProperty(e,\"__esModule\",{value:!0});const r=i(1),o=i(113),s=r.__importStar(i(19));class n extends o.TickFormatter{constructor(i){super(i),this.last_precision=3}static init_BasicTickFormatter(){this.define({precision:[s.Any,\"auto\"],use_scientific:[s.Boolean,!0],power_limit_high:[s.Number,5],power_limit_low:[s.Number,-3]})}get scientific_limit_low(){return Math.pow(10,this.power_limit_low)}get scientific_limit_high(){return Math.pow(10,this.power_limit_high)}_need_sci(i){if(!this.use_scientific)return!1;const{scientific_limit_high:t}=this,{scientific_limit_low:e}=this,r=i.length<2?0:Math.abs(i[1]-i[0])/1e4;for(const o of i){const i=Math.abs(o);if(!(i<=r)&&(i>=t||i<=e))return!0}return!1}_format_with_precision(i,t,e){const r=new Array(i.length);if(t)for(let t=0,o=i.length;t=1;r?o++:o--){if(t){e[0]=i[0].toExponential(o);for(let t=1;tu?null!=s?s:l[u]:l[f]}}}l.LinearColorMapper=i,i.__name__=\"LinearColorMapper\"},\n", + " function _(o,r,l){Object.defineProperty(l,\"__esModule\",{value:!0});const i=o(1),t=o(116),e=i.__importStar(o(19));class s extends t.ColorMapper{constructor(o){super(o)}static init_ContinuousColorMapper(){this.define({high:[e.Number],low:[e.Number],high_color:[e.Color],low_color:[e.Color]})}_colors(o){return Object.assign(Object.assign({},super._colors(o)),{low_color:null!=this.low_color?o(this.low_color):void 0,high_color:null!=this.high_color?o(this.high_color):void 0})}}l.ContinuousColorMapper=s,s.__name__=\"ContinuousColorMapper\",s.init_ContinuousColorMapper()},\n", + " function _(t,e,r){Object.defineProperty(r,\"__esModule\",{value:!0});const n=t(1),o=t(117),_=n.__importStar(t(19)),i=t(8),l=t(21),c=t(101);function a(t){return i.isNumber(t)?t:(\"#\"!=t[0]&&(t=l.color2hex(t)),9!=t.length&&(t+=\"ff\"),parseInt(t.slice(1),16))}function s(t){const e=new Uint32Array(t.length);for(let r=0,n=t.length;rt)),e}get rgba_mapper(){const t=this,e=s(this.palette),r=this._colors(a);return{v_compute(n){const o=new Uint32Array(n.length);return t._v_compute(n,o,e,r),p(o)}}}_colors(t){return{nan_color:t(this.nan_color)}}}r.ColorMapper=u,u.__name__=\"ColorMapper\",u.init_ColorMapper()},\n", + " function _(e,r,n){Object.defineProperty(n,\"__esModule\",{value:!0});const o=e(118);class s extends o.Transform{constructor(e){super(e)}compute(e){throw new Error(\"mapping single values is not supported\")}}n.Mapper=s,s.__name__=\"Mapper\"},\n", + " function _(e,n,o){Object.defineProperty(o,\"__esModule\",{value:!0});const r=e(69);class s extends r.Model{constructor(e){super(e)}}o.Transform=s,s.__name__=\"Transform\"},\n", + " function _(e,t,n){Object.defineProperty(n,\"__esModule\",{value:!0});const r=e(120);class _ extends r.ContinuousScale{constructor(e){super(e)}compute(e){return this._linear_compute(e)}v_compute(e){return this._linear_v_compute(e)}invert(e){return this._linear_invert(e)}v_invert(e){return this._linear_v_invert(e)}}n.LinearScale=_,_.__name__=\"LinearScale\"},\n", + " function _(e,n,o){Object.defineProperty(o,\"__esModule\",{value:!0});const c=e(121);class s extends c.Scale{constructor(e){super(e)}}o.ContinuousScale=s,s.__name__=\"ContinuousScale\"},\n", + " function _(t,e,r){Object.defineProperty(r,\"__esModule\",{value:!0});const n=t(1),_=t(122),s=n.__importStar(t(19));class i extends _.Transform{constructor(t){super(t)}static init_Scale(){this.internal({source_range:[s.Any],target_range:[s.Any]})}r_compute(t,e){return this.target_range.is_reversed?[this.compute(e),this.compute(t)]:[this.compute(t),this.compute(e)]}r_invert(t,e){return this.target_range.is_reversed?[this.invert(e),this.invert(t)]:[this.invert(t),this.invert(e)]}_linear_compute(t){const[e,r]=this._linear_compute_state();return e*t+r}_linear_v_compute(t){const[e,r]=this._linear_compute_state(),n=new Float64Array(t.length);for(let _=0;_this._sorted_dirty=!0)}v_compute(t){const e=new Float64Array(t.length);for(let r=0;rt.x>e.x?-1:t.x==e.x?0:1):s.sort((t,e)=>t.xthis._x_sorted[this._x_sorted.length-1])return NaN}else{if(tthis._x_sorted[this._x_sorted.length-1])return this._y_sorted[this._y_sorted.length-1]}if(t==this._x_sorted[0])return this._y_sorted[0];const s=_.find_last_index(this._x_sorted,s=>sthis._x_sorted[this._x_sorted.length-1])return NaN}else{if(tthis._x_sorted[this._x_sorted.length-1])return this._y_sorted[this._y_sorted.length-1]}let e;switch(this.mode){case\"after\":e=i.find_last_index(this._x_sorted,e=>t>=e);break;case\"before\":e=i.find_index(this._x_sorted,e=>t<=e);break;case\"center\":{const r=this._x_sorted.map(e=>Math.abs(e-t)),s=i.min(r);e=i.find_index(r,t=>s===t);break}default:throw new Error(`unknown mode: ${this.mode}`)}return-1!=e?this._y_sorted[e]:NaN}}r.StepInterpolator=n,n.__name__=\"StepInterpolator\",n.init_StepInterpolator()},\n", + " function _(t,e,o){Object.defineProperty(o,\"__esModule\",{value:!0});const a=t(120);class s extends a.ContinuousScale{constructor(t){super(t)}compute(t){const[e,o,a,s]=this._compute_state();let n;if(0==a)n=0;else{const r=(Math.log(t)-s)/a;n=isFinite(r)?r*e+o:NaN}return n}v_compute(t){const[e,o,a,s]=this._compute_state(),n=new Float64Array(t.length);if(0==a)for(let e=0;ethis.render()):this.connect(this.model.change,()=>this.plot_view.request_render())}_calculate_text_dimensions(e,t){const{width:s}=e.measureText(t),{height:i}=o.measure_font(this.visuals.text.font_value());return[s,i]}_calculate_bounding_box_dimensions(e,t){const[s,i]=this._calculate_text_dimensions(e,t);let l,a;switch(e.textAlign){case\"left\":l=0;break;case\"center\":l=-s/2;break;case\"right\":l=-s;break;default:_.unreachable()}switch(e.textBaseline){case\"top\":a=0;break;case\"middle\":a=-.5*i;break;case\"bottom\":a=-1*i;break;case\"alphabetic\":a=-.8*i;break;case\"hanging\":a=-.17*i;break;case\"ideographic\":a=-.83*i;break;default:_.unreachable()}return[l,a,s,i]}_canvas_text(e,t,s,i,l){this.visuals.text.set_value(e);const a=this._calculate_bounding_box_dimensions(e,t);e.save(),e.beginPath(),e.translate(s,i),l&&e.rotate(l),e.rect(a[0],a[1],a[2],a[3]),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(e),e.fill()),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(e),e.stroke()),this.visuals.text.doit&&(this.visuals.text.set_value(e),e.fillText(t,0,0)),e.restore()}_css_text(e,t,s,i,l){a.undisplay(this.el),this.visuals.text.set_value(e);const n=this._calculate_bounding_box_dimensions(e,t),o=this.visuals.border_line.line_dash.value().length<2?\"solid\":\"dashed\";this.visuals.border_line.set_value(e),this.visuals.background_fill.set_value(e),this.el.style.position=\"absolute\",this.el.style.left=`${s+n[0]}px`,this.el.style.top=`${i+n[1]}px`,this.el.style.color=`${this.visuals.text.text_color.value()}`,this.el.style.opacity=`${this.visuals.text.text_alpha.value()}`,this.el.style.font=`${this.visuals.text.font_value()}`,this.el.style.lineHeight=\"normal\",l&&(this.el.style.transform=`rotate(${l}rad)`),this.visuals.background_fill.doit&&(this.el.style.backgroundColor=`${this.visuals.background_fill.color_value()}`),this.visuals.border_line.doit&&(this.el.style.borderStyle=`${o}`,this.el.style.borderWidth=`${this.visuals.border_line.line_width.value()}px`,this.el.style.borderColor=`${this.visuals.border_line.color_value()}`),this.el.textContent=t,a.display(this.el)}}s.TextAnnotationView=h,h.__name__=\"TextAnnotationView\";class c extends l.Annotation{constructor(e){super(e)}static init_TextAnnotation(){this.define({render_mode:[n.RenderMode,\"canvas\"]})}}s.TextAnnotation=c,c.__name__=\"TextAnnotation\",c.init_TextAnnotation()},\n", + " function _(t,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=t(1),l=t(133),o=t(73),a=t(66),n=i.__importStar(t(19)),r=t(106);class _ extends l.TextAnnotationView{initialize(){if(super.initialize(),this.set_data(this.model.source),\"css\"==this.model.render_mode)for(let t=0,e=this._text.length;t{this.set_data(this.model.source),this.render()}),this.connect(this.model.source.streaming,()=>{this.set_data(this.model.source),this.render()}),this.connect(this.model.source.patching,()=>{this.set_data(this.model.source),this.render()}),this.connect(this.model.source.change,()=>{this.set_data(this.model.source),this.render()})):(this.connect(this.model.change,()=>{this.set_data(this.model.source),this.plot_view.request_render()}),this.connect(this.model.source.streaming,()=>{this.set_data(this.model.source),this.plot_view.request_render()}),this.connect(this.model.source.patching,()=>{this.set_data(this.model.source),this.plot_view.request_render()}),this.connect(this.model.source.change,()=>{this.set_data(this.model.source),this.plot_view.request_render()}))}set_data(t){super.set_data(t),this.visuals.warm_cache(t)}_map_data(){const t=this.plot_view.frame.xscales[this.model.x_range_name],e=this.plot_view.frame.yscales[this.model.y_range_name],s=null!=this.panel?this.panel:this.plot_view.frame;return[\"data\"==this.model.x_units?t.v_compute(this._x):s.xview.v_compute(this._x),\"data\"==this.model.y_units?e.v_compute(this._y):s.yview.v_compute(this._y)]}render(){if(this.model.visible||\"css\"!=this.model.render_mode||a.undisplay(this.el),!this.model.visible)return;const t=\"canvas\"==this.model.render_mode?this._v_canvas_text.bind(this):this._v_css_text.bind(this),{ctx:e}=this.plot_view.canvas_view,[s,i]=this._map_data();for(let l=0,o=this._text.length;lnew o.ColumnDataSource],x_range_name:[n.String,\"default\"],y_range_name:[n.String,\"default\"]}),this.override({background_fill_color:null,border_line_color:null})}}s.LabelSet=h,h.__name__=\"LabelSet\",h.init_LabelSet()},\n", + " function _(t,e,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=t(1),l=t(29),n=s.__importStar(t(19)),h=t(14),a=t(131),_=t(85),o=t(9),r=t(23),d=t(8),c=t(11);class m extends l.AnnotationView{cursor(t,e){return\"none\"==this.model.click_policy?null:\"pointer\"}get legend_padding(){return null!=this.visuals.border_line.line_color.value()?this.model.padding:0}connect_signals(){super.connect_signals(),this.connect(this.model.change,()=>this.plot_view.request_render()),this.connect(this.model.item_change,()=>this.plot_view.request_render())}compute_legend_bbox(){const t=this.model.get_legend_names(),{glyph_height:e,glyph_width:i}=this.model,{label_height:s,label_width:l}=this.model;this.max_label_height=o.max([a.measure_font(this.visuals.label_text.font_value()).height,s,e]);const{ctx:n}=this.plot_view.canvas_view;n.save(),this.visuals.label_text.set_value(n),this.text_widths={};for(const e of t)this.text_widths[e]=o.max([n.measureText(e).width,l]);this.visuals.title_text.set_value(n),this.title_height=this.model.title?a.measure_font(this.visuals.title_text.font_value()).height+this.model.title_standoff:0,this.title_width=this.model.title?n.measureText(this.model.title).width:0,n.restore();const h=Math.max(o.max(r.values(this.text_widths)),0),m=this.model.margin,{legend_padding:g}=this,b=this.model.spacing,{label_standoff:f}=this.model;let u,x;if(\"vertical\"==this.model.orientation)u=t.length*this.max_label_height+Math.max(t.length-1,0)*b+2*g+this.title_height,x=o.max([h+i+f+2*g,this.title_width+2*g]);else{let e=2*g+Math.max(t.length-1,0)*b;for(const t in this.text_widths){const s=this.text_widths[t];e+=o.max([s,l])+i+f}x=o.max([this.title_width+2*g,e]),u=this.max_label_height+this.title_height+2*g}const p=null!=this.panel?this.panel:this.plot_view.frame,[v,w]=p.bbox.ranges,{location:y}=this.model;let k,N;if(d.isString(y))switch(y){case\"top_left\":k=v.start+m,N=w.start+m;break;case\"top_center\":k=(v.end+v.start)/2-x/2,N=w.start+m;break;case\"top_right\":k=v.end-m-x,N=w.start+m;break;case\"bottom_right\":k=v.end-m-x,N=w.end-m-u;break;case\"bottom_center\":k=(v.end+v.start)/2-x/2,N=w.end-m-u;break;case\"bottom_left\":k=v.start+m,N=w.end-m-u;break;case\"center_left\":k=v.start+m,N=(w.end+w.start)/2-u/2;break;case\"center\":k=(v.end+v.start)/2-x/2,N=(w.end+w.start)/2-u/2;break;case\"center_right\":k=v.end-m-x,N=(w.end+w.start)/2-u/2}else if(d.isArray(y)&&2==y.length){const[t,e]=y;k=p.xview.compute(t),N=p.yview.compute(e)-u}else c.unreachable();return new _.BBox({left:k,top:N,width:x,height:u})}interactive_bbox(){return this.compute_legend_bbox()}interactive_hit(t,e){return this.interactive_bbox().contains(t,e)}on_hit(t,e){let i;const{glyph_width:s}=this.model,{legend_padding:l}=this,n=this.model.spacing,{label_standoff:h}=this.model;let a=i=l;const o=this.compute_legend_bbox(),r=\"vertical\"==this.model.orientation;for(const d of this.model.items){const c=d.get_labels_list_from_label_prop();for(const m of c){const c=o.x+a,g=o.y+i+this.title_height;let b,f;if([b,f]=r?[o.width-2*l,this.max_label_height]:[this.text_widths[m]+s+h,this.max_label_height],new _.BBox({left:c,top:g,width:b,height:f}).contains(t,e)){switch(this.model.click_policy){case\"hide\":for(const t of d.renderers)t.visible=!t.visible;break;case\"mute\":for(const t of d.renderers)t.muted=!t.muted}return!0}r?i+=this.max_label_height+n:a+=this.text_widths[m]+s+h+n}}return!1}render(){if(!this.model.visible)return;if(0==this.model.items.length)return;for(const t of this.model.items)t.legend=this.model;const{ctx:t}=this.plot_view.canvas_view,e=this.compute_legend_bbox();t.save(),this._draw_legend_box(t,e),this._draw_legend_items(t,e),this.model.title&&this._draw_title(t,e),t.restore()}_draw_legend_box(t,e){t.beginPath(),t.rect(e.x,e.y,e.width,e.height),this.visuals.background_fill.set_value(t),t.fill(),this.visuals.border_line.doit&&(this.visuals.border_line.set_value(t),t.stroke())}_draw_legend_items(t,e){const{glyph_width:i,glyph_height:s}=this.model,{legend_padding:l}=this,n=this.model.spacing,{label_standoff:h}=this.model;let a=l,_=l;const r=\"vertical\"==this.model.orientation;for(const d of this.model.items){const c=d.get_labels_list_from_label_prop(),m=d.get_field_from_label_prop();if(0==c.length)continue;const g=(()=>{switch(this.model.click_policy){case\"none\":return!0;case\"hide\":return o.every(d.renderers,t=>t.visible);case\"mute\":return o.every(d.renderers,t=>!t.muted)}})();for(const o of c){const c=e.x+a,b=e.y+_+this.title_height,f=c+i,u=b+s;r?_+=this.max_label_height+n:a+=this.text_widths[o]+i+h+n,this.visuals.label_text.set_value(t),t.fillText(o,f+h,b+this.max_label_height/2);for(const e of d.renderers){this.plot_view.renderer_views[e.id].draw_legend(t,c,f,b,u,m,o,d.index)}if(!g){let s,n;[s,n]=r?[e.width-2*l,this.max_label_height]:[this.text_widths[o]+i+h,this.max_label_height],t.beginPath(),t.rect(c,b,s,n),this.visuals.inactive_fill.set_value(t),t.fill()}}}}_draw_title(t,e){this.visuals.title_text.doit&&(t.save(),t.translate(e.x0,e.y0+this.title_height),this.visuals.title_text.set_value(t),t.fillText(this.model.title,this.legend_padding,this.legend_padding-this.model.title_standoff),t.restore())}_get_size(){const{width:t,height:e}=this.compute_legend_bbox();return{width:t+2*this.model.margin,height:e+2*this.model.margin}}}i.LegendView=m,m.__name__=\"LegendView\";class g extends l.Annotation{constructor(t){super(t)}initialize(){super.initialize(),this.item_change=new h.Signal0(this,\"item_change\")}static init_Legend(){this.prototype.default_view=m,this.mixins([\"text:label_\",\"text:title_\",\"fill:inactive_\",\"line:border_\",\"fill:background_\"]),this.define({orientation:[n.Orientation,\"vertical\"],location:[n.Any,\"top_right\"],title:[n.String],title_standoff:[n.Number,5],label_standoff:[n.Number,5],glyph_height:[n.Number,20],glyph_width:[n.Number,20],label_height:[n.Number,20],label_width:[n.Number,20],margin:[n.Number,10],padding:[n.Number,10],spacing:[n.Number,3],items:[n.Array,[]],click_policy:[n.Any,\"none\"]}),this.override({border_line_color:\"#e5e5e5\",border_line_alpha:.5,border_line_width:1,background_fill_color:\"#ffffff\",background_fill_alpha:.95,inactive_fill_color:\"white\",inactive_fill_alpha:.7,label_text_font_size:\"10pt\",label_text_baseline:\"middle\",title_text_font_size:\"10pt\",title_text_font_style:\"italic\"})}get_legend_names(){const t=[];for(const e of this.items){const i=e.get_labels_list_from_label_prop();t.push(...i)}return t}}i.Legend=g,g.__name__=\"Legend\",g.init_Legend()},\n", + " function _(e,r,n){Object.defineProperty(n,\"__esModule\",{value:!0});const t=e(1),l=e(69),i=e(74),s=e(137),_=t.__importStar(e(19)),o=e(70),a=e(9);class u extends l.Model{constructor(e){super(e)}static init_LegendItem(){this.define({label:[_.StringSpec,null],renderers:[_.Array,[]],index:[_.Number,null]})}_check_data_sources_on_renderers(){if(null!=this.get_field_from_label_prop()){if(this.renderers.length<1)return!1;const e=this.renderers[0].data_source;if(null!=e)for(const r of this.renderers)if(r.data_source!=e)return!1}return!0}_check_field_label_on_data_source(){const e=this.get_field_from_label_prop();if(null!=e){if(this.renderers.length<1)return!1;const r=this.renderers[0].data_source;if(null!=r&&!a.includes(r.columns(),e))return!1}return!0}initialize(){super.initialize(),this.legend=null,this.connect(this.change,()=>{null!=this.legend&&this.legend.item_change.emit()}),this._check_data_sources_on_renderers()||o.logger.error(\"Non matching data sources on legend item renderers\"),this._check_field_label_on_data_source()||o.logger.error(`Bad column name on label: ${this.label}`)}get_field_from_label_prop(){const{label:e}=this;return s.isField(e)?e.field:null}get_labels_list_from_label_prop(){if(s.isValue(this.label)){const{value:e}=this.label;return null!=e?[e]:[]}const e=this.get_field_from_label_prop();if(null!=e){let r;if(!this.renderers[0]||null==this.renderers[0].data_source)return[\"No source found\"];if(r=this.renderers[0].data_source,r instanceof i.ColumnarDataSource){const n=r.get_column(e);return null!=n?a.uniq(Array.from(n)):[\"Invalid field\"]}}return[]}}n.LegendItem=u,u.__name__=\"LegendItem\",u.init_LegendItem()},\n", + " function _(e,i,n){Object.defineProperty(n,\"__esModule\",{value:!0});const t=e(8);n.isValue=function(e){return t.isPlainObject(e)&&\"value\"in e},n.isField=function(e){return t.isPlainObject(e)&&\"field\"in e}},\n", + " function _(t,e,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=t(1),s=t(29),l=t(14),o=n.__importStar(t(19));class a extends s.AnnotationView{connect_signals(){super.connect_signals(),this.connect(this.model.change,()=>this.plot_view.request_render()),this.connect(this.model.data_update,()=>this.plot_view.request_render())}render(){if(!this.model.visible)return;const{xs:t,ys:e}=this.model;if(t.length!=e.length)return;if(t.length<3||e.length<3)return;const{frame:i}=this.plot_view,{ctx:n}=this.plot_view.canvas_view;for(let s=0,l=t.length;sthis.plot_view.request_render())}render(){this.model.visible&&this._draw_slope()}_draw_slope(){const e=this.model.gradient,t=this.model.y_intercept;if(null==e||null==t)return;const{frame:i}=this.plot_view,n=i.xscales[this.model.x_range_name],s=i.yscales[this.model.y_range_name],l=i._top.value,o=l+i._height.value,a=(s.invert(l)-t)/e,_=(s.invert(o)-t)/e,r=n.compute(a),c=n.compute(_),{ctx:u}=this.plot_view.canvas_view;u.save(),u.beginPath(),this.visuals.line.set_value(u),u.moveTo(r,l),u.lineTo(c,o),u.stroke(),u.restore()}}i.SlopeView=o,o.__name__=\"SlopeView\";class a extends s.Annotation{constructor(e){super(e)}static init_Slope(){this.prototype.default_view=o,this.mixins([\"line\"]),this.define({gradient:[l.Number,null],y_intercept:[l.Number,null],x_range_name:[l.String,\"default\"],y_range_name:[l.String,\"default\"]}),this.override({line_color:\"black\"})}}i.Slope=a,a.__name__=\"Slope\",a.init_Slope()},\n", + " function _(e,i,t){Object.defineProperty(t,\"__esModule\",{value:!0});const s=e(1),o=e(29),n=e(66),l=s.__importStar(e(19));class a extends o.AnnotationView{initialize(){super.initialize(),this.plot_view.canvas_view.add_overlay(this.el),this.el.style.position=\"absolute\",n.undisplay(this.el)}connect_signals(){super.connect_signals(),this.model.for_hover?this.connect(this.model.properties.computed_location.change,()=>this._draw_span()):\"canvas\"==this.model.render_mode?(this.connect(this.model.change,()=>this.plot_view.request_render()),this.connect(this.model.properties.location.change,()=>this.plot_view.request_render())):(this.connect(this.model.change,()=>this.render()),this.connect(this.model.properties.location.change,()=>this._draw_span()))}render(){this.model.visible||\"css\"!=this.model.render_mode||n.undisplay(this.el),this.model.visible&&this._draw_span()}_draw_span(){const e=this.model.for_hover?this.model.computed_location:this.model.location;if(null==e)return void n.undisplay(this.el);const{frame:i}=this.plot_view,t=i.xscales[this.model.x_range_name],s=i.yscales[this.model.y_range_name],o=(i,t)=>this.model.for_hover?this.model.computed_location:\"data\"==this.model.location_units?i.compute(e):t.compute(e);let l,a,h,d;if(\"width\"==this.model.dimension?(h=o(s,i.yview),a=i._left.value,d=i._width.value,l=this.model.properties.line_width.value()):(h=i._top.value,a=o(t,i.xview),d=this.model.properties.line_width.value(),l=i._height.value),\"css\"==this.model.render_mode)this.el.style.top=`${h}px`,this.el.style.left=`${a}px`,this.el.style.width=`${d}px`,this.el.style.height=`${l}px`,this.el.style.backgroundColor=this.model.properties.line_color.value(),this.el.style.opacity=this.model.properties.line_alpha.value(),n.display(this.el);else if(\"canvas\"==this.model.render_mode){const{ctx:e}=this.plot_view.canvas_view;e.save(),e.beginPath(),this.visuals.line.set_value(e),e.moveTo(a,h),\"width\"==this.model.dimension?e.lineTo(a+d,h):e.lineTo(a,h+l),e.stroke(),e.restore()}}}t.SpanView=a,a.__name__=\"SpanView\";class h extends o.Annotation{constructor(e){super(e)}static init_Span(){this.prototype.default_view=a,this.mixins([\"line\"]),this.define({render_mode:[l.RenderMode,\"canvas\"],x_range_name:[l.String,\"default\"],y_range_name:[l.String,\"default\"],location:[l.Number,null],location_units:[l.SpatialUnits,\"data\"],dimension:[l.Dimension,\"width\"]}),this.override({line_color:\"black\"}),this.internal({for_hover:[l.Boolean,!1],computed_location:[l.Number,null]})}}t.Span=h,h.__name__=\"Span\",h.init_Span()},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const l=e(1),a=e(133),s=e(66),n=e(68),o=l.__importStar(e(19));class r extends a.TextAnnotationView{initialize(){super.initialize(),this.visuals.text=new n.Text(this.model)}_get_location(){const e=this.panel,t=this.model.offset;let i,l;switch(e.side){case\"above\":case\"below\":switch(this.model.vertical_align){case\"top\":l=e._top.value+5;break;case\"middle\":l=e._vcenter.value;break;case\"bottom\":l=e._bottom.value-5}switch(this.model.align){case\"left\":i=e._left.value+t;break;case\"center\":i=e._hcenter.value;break;case\"right\":i=e._right.value-t}break;case\"left\":switch(this.model.vertical_align){case\"top\":i=e._left.value-5;break;case\"middle\":i=e._hcenter.value;break;case\"bottom\":i=e._right.value+5}switch(this.model.align){case\"left\":l=e._bottom.value-t;break;case\"center\":l=e._vcenter.value;break;case\"right\":l=e._top.value+t}break;case\"right\":switch(this.model.vertical_align){case\"top\":i=e._right.value-5;break;case\"middle\":i=e._hcenter.value;break;case\"bottom\":i=e._left.value+5}switch(this.model.align){case\"left\":l=e._top.value+t;break;case\"center\":l=e._vcenter.value;break;case\"right\":l=e._bottom.value-t}}return[i,l]}render(){if(!this.model.visible)return void(\"css\"==this.model.render_mode&&s.undisplay(this.el));const{text:e}=this.model;if(null==e||0==e.length)return;this.model.text_baseline=this.model.vertical_align,this.model.text_align=this.model.align;const[t,i]=this._get_location(),l=this.panel.get_label_angle_heuristic(\"parallel\");(\"canvas\"==this.model.render_mode?this._canvas_text.bind(this):this._css_text.bind(this))(this.plot_view.canvas_view.ctx,e,t,i,l)}_get_size(){const{text:e}=this.model;if(null==e||0==e.length)return{width:0,height:0};{this.visuals.text.set_value(this.ctx);const{width:t,ascent:i}=this.ctx.measureText(e);return{width:t,height:i*this.visuals.text.text_line_height.value()+10}}}}i.TitleView=r,r.__name__=\"TitleView\";class c extends a.TextAnnotation{constructor(e){super(e)}static init_Title(){this.prototype.default_view=r,this.mixins([\"line:border_\",\"fill:background_\"]),this.define({text:[o.String],text_font:[o.Font,\"helvetica\"],text_font_size:[o.FontSizeSpec,\"10pt\"],text_font_style:[o.FontStyle,\"bold\"],text_color:[o.ColorSpec,\"#444444\"],text_alpha:[o.NumberSpec,1],text_line_height:[o.Number,1],vertical_align:[o.VerticalAlign,\"bottom\"],align:[o.TextAlign,\"left\"],offset:[o.Number,0]}),this.override({background_fill_color:null,border_line_color:null}),this.internal({text_align:[o.TextAlign,\"left\"],text_baseline:[o.TextBaseline,\"bottom\"]})}}i.Title=c,c.__name__=\"Title\",c.init_Title()},\n", + " function _(e,i,t){Object.defineProperty(t,\"__esModule\",{value:!0});const o=e(1),l=e(29),s=e(96),a=e(66),n=o.__importStar(e(19));class r extends l.AnnotationView{constructor(){super(...arguments),this.rotate=!0}initialize(){super.initialize(),this.plot_view.canvas_view.add_event(this.el)}async lazy_initialize(){this._toolbar_view=await s.build_view(this.model.toolbar,{parent:this}),this.plot_view.visibility_callbacks.push(e=>this._toolbar_view.set_visibility(e))}remove(){this._toolbar_view.remove(),super.remove()}render(){super.render(),this.model.visible?(this.el.style.position=\"absolute\",this.el.style.overflow=\"hidden\",a.position(this.el,this.panel.bbox),this._toolbar_view.render(),a.empty(this.el),this.el.appendChild(this._toolbar_view.el),a.display(this.el)):a.undisplay(this.el)}_get_size(){const{tools:e,logo:i}=this.model.toolbar;return{width:30*e.length+(null!=i?25:0),height:30}}}t.ToolbarPanelView=r,r.__name__=\"ToolbarPanelView\";class _ extends l.Annotation{constructor(e){super(e)}static init_ToolbarPanel(){this.prototype.default_view=r,this.define({toolbar:[n.Instance]})}}t.ToolbarPanel=_,_.__name__=\"ToolbarPanel\",_.init_ToolbarPanel()},\n", + " function _(t,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=t(1),l=t(29),o=t(66),a=i.__importStar(t(19)),h=t(144),n=t(145);function c(t,e,s,i,l){switch(t){case\"horizontal\":return ethis._draw_tips())}css_classes(){return super.css_classes().concat(h.bk_tooltip)}render(){this.model.visible&&this._draw_tips()}_draw_tips(){const{data:t}=this.model;if(o.empty(this.el),o.undisplay(this.el),this.model.custom?this.el.classList.add(h.bk_tooltip_custom):this.el.classList.remove(h.bk_tooltip_custom),0==t.length)return;const{frame:e}=this.plot_view;for(const[s,i,l]of t){if(this.model.inner_only&&!e.bbox.contains(s,i))continue;const t=o.div({},l);this.el.appendChild(t)}const[s,i]=t[t.length-1],l=c(this.model.attachment,s,i,e._hcenter.value,e._vcenter.value);this.el.classList.remove(n.bk_right),this.el.classList.remove(n.bk_left),this.el.classList.remove(n.bk_above),this.el.classList.remove(n.bk_below);let a;o.display(this.el);let r=0,d=0;switch(l){case\"right\":this.el.classList.add(n.bk_left),r=s+(this.el.offsetWidth-this.el.clientWidth)+10,a=i-this.el.offsetHeight/2;break;case\"left\":this.el.classList.add(n.bk_right),d=this.plot_view.layout.bbox.width-s+10,a=i-this.el.offsetHeight/2;break;case\"below\":this.el.classList.add(n.bk_above),a=i+(this.el.offsetHeight-this.el.clientHeight)+10,r=Math.round(s-this.el.offsetWidth/2);break;case\"above\":this.el.classList.add(n.bk_below),a=i-this.el.offsetHeight-10,r=Math.round(s-this.el.offsetWidth/2)}this.model.show_arrow&&this.el.classList.add(h.bk_tooltip_arrow),this.el.childNodes.length>0?(this.el.style.top=`${a}px`,this.el.style.left=r?`${r}px`:\"auto\",this.el.style.right=d?`${d}px`:\"auto\"):o.undisplay(this.el)}}s.TooltipView=r,r.__name__=\"TooltipView\";class d extends l.Annotation{constructor(t){super(t)}static init_Tooltip(){this.prototype.default_view=r,this.define({attachment:[a.TooltipAttachment,\"horizontal\"],inner_only:[a.Boolean,!0],show_arrow:[a.Boolean,!0]}),this.override({level:\"overlay\"}),this.internal({data:[a.Any,[]],custom:[a.Any]})}clear(){this.data=[]}add(t,e,s){this.data=this.data.concat([[t,e,s]])}}s.Tooltip=d,d.__name__=\"Tooltip\",d.init_Tooltip()},\n", + " function _(o,t,n){Object.defineProperty(n,\"__esModule\",{value:!0});const r=o(1);o(67),r.__importStar(o(66)).styles.append('.bk-root {\\n /* Same border color used everywhere */\\n /* Gray of icons */\\n}\\n.bk-root .bk-tooltip {\\n font-weight: 300;\\n font-size: 12px;\\n position: absolute;\\n padding: 5px;\\n border: 1px solid #e5e5e5;\\n color: #2f2f2f;\\n background-color: white;\\n pointer-events: none;\\n opacity: 0.95;\\n z-index: 100;\\n}\\n.bk-root .bk-tooltip > div:not(:first-child) {\\n /* gives space when multiple elements are being hovered over */\\n margin-top: 5px;\\n border-top: #e5e5e5 1px dashed;\\n}\\n.bk-root .bk-tooltip.bk-left.bk-tooltip-arrow::before {\\n position: absolute;\\n margin: -7px 0 0 0;\\n top: 50%;\\n width: 0;\\n height: 0;\\n border-style: solid;\\n border-width: 7px 0 7px 0;\\n border-color: transparent;\\n content: \" \";\\n display: block;\\n left: -10px;\\n border-right-width: 10px;\\n border-right-color: #909599;\\n}\\n.bk-root .bk-tooltip.bk-left::before {\\n left: -10px;\\n border-right-width: 10px;\\n border-right-color: #909599;\\n}\\n.bk-root .bk-tooltip.bk-right.bk-tooltip-arrow::after {\\n position: absolute;\\n margin: -7px 0 0 0;\\n top: 50%;\\n width: 0;\\n height: 0;\\n border-style: solid;\\n border-width: 7px 0 7px 0;\\n border-color: transparent;\\n content: \" \";\\n display: block;\\n right: -10px;\\n border-left-width: 10px;\\n border-left-color: #909599;\\n}\\n.bk-root .bk-tooltip.bk-right::after {\\n right: -10px;\\n border-left-width: 10px;\\n border-left-color: #909599;\\n}\\n.bk-root .bk-tooltip.bk-above::before {\\n position: absolute;\\n margin: 0 0 0 -7px;\\n left: 50%;\\n width: 0;\\n height: 0;\\n border-style: solid;\\n border-width: 0 7px 0 7px;\\n border-color: transparent;\\n content: \" \";\\n display: block;\\n top: -10px;\\n border-bottom-width: 10px;\\n border-bottom-color: #909599;\\n}\\n.bk-root .bk-tooltip.bk-below::after {\\n position: absolute;\\n margin: 0 0 0 -7px;\\n left: 50%;\\n width: 0;\\n height: 0;\\n border-style: solid;\\n border-width: 0 7px 0 7px;\\n border-color: transparent;\\n content: \" \";\\n display: block;\\n bottom: -10px;\\n border-top-width: 10px;\\n border-top-color: #909599;\\n}\\n.bk-root .bk-tooltip-row-label {\\n text-align: right;\\n color: #26aae1;\\n /* blue from toolbar highlighting */\\n}\\n.bk-root .bk-tooltip-row-value {\\n color: default;\\n /* seems to be necessary for notebook */\\n}\\n.bk-root .bk-tooltip-color-block {\\n width: 12px;\\n height: 12px;\\n margin-left: 5px;\\n margin-right: 5px;\\n outline: #dddddd solid 1px;\\n display: inline-block;\\n}\\n'),n.bk_tooltip=\"bk-tooltip\",n.bk_tooltip_arrow=\"bk-tooltip-arrow\",n.bk_tooltip_custom=\"bk-tooltip-custom\",n.bk_tooltip_row_label=\"bk-tooltip-row-label\",n.bk_tooltip_row_value=\"bk-tooltip-row-value\",n.bk_tooltip_color_block=\"bk-tooltip-color-block\"},\n", + " function _(e,b,t){Object.defineProperty(t,\"__esModule\",{value:!0}),e(1).__importStar(e(66)).styles.append(\"\"),t.bk_active=\"bk-active\",t.bk_inline=\"bk-inline\",t.bk_left=\"bk-left\",t.bk_right=\"bk-right\",t.bk_above=\"bk-above\",t.bk_below=\"bk-below\",t.bk_up=\"bk-up\",t.bk_down=\"bk-down\",t.bk_side=function(e){switch(e){case\"above\":return t.bk_above;case\"below\":return t.bk_below;case\"left\":return t.bk_left;case\"right\":return t.bk_right}}},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(1),r=e(29),o=e(73),a=e(72),n=i.__importStar(e(19));class h extends r.AnnotationView{initialize(){super.initialize(),this.set_data(this.model.source)}connect_signals(){super.connect_signals(),this.connect(this.model.source.streaming,()=>this.set_data(this.model.source)),this.connect(this.model.source.patching,()=>this.set_data(this.model.source)),this.connect(this.model.source.change,()=>this.set_data(this.model.source))}set_data(e){super.set_data(e),this.visuals.warm_cache(e),this.plot_view.request_render()}_map_data(){const{frame:e}=this.plot_view,t=this.model.dimension,s=e.xscales[this.model.x_range_name],i=e.yscales[this.model.y_range_name],r=\"height\"==t?i:s,o=\"height\"==t?s:i,a=\"height\"==t?e.yview:e.xview,n=\"height\"==t?e.xview:e.yview;let h,_,l;h=\"data\"==this.model.properties.lower.units?r.v_compute(this._lower):a.v_compute(this._lower),_=\"data\"==this.model.properties.upper.units?r.v_compute(this._upper):a.v_compute(this._upper),l=\"data\"==this.model.properties.base.units?o.v_compute(this._base):n.v_compute(this._base);const[d,p]=\"height\"==t?[1,0]:[0,1],c=[h,l],u=[_,l];this._lower_sx=c[d],this._lower_sy=c[p],this._upper_sx=u[d],this._upper_sy=u[p]}render(){if(!this.model.visible)return;this._map_data();const{ctx:e}=this.plot_view.canvas_view;if(this.visuals.line.doit)for(let t=0,s=this._lower_sx.length;tnew a.TeeHead({level:\"underlay\",size:10})],upper:[n.DistanceSpec],upper_head:[n.Instance,()=>new a.TeeHead({level:\"underlay\",size:10})],base:[n.DistanceSpec],dimension:[n.Dimension,\"height\"],source:[n.Instance,()=>new o.ColumnDataSource],x_range_name:[n.String,\"default\"],y_range_name:[n.String,\"default\"]}),this.override({level:\"underlay\"})}}s.Whisker=_,_.__name__=\"Whisker\",_.init_Whisker()},\n", + " function _(i,a,e){Object.defineProperty(e,\"__esModule\",{value:!0});var r=i(148);e.Axis=r.Axis;var s=i(150);e.CategoricalAxis=s.CategoricalAxis;var x=i(153);e.ContinuousAxis=x.ContinuousAxis;var A=i(154);e.DatetimeAxis=A.DatetimeAxis;var o=i(155);e.LinearAxis=o.LinearAxis;var t=i(168);e.LogAxis=t.LogAxis;var n=i(171);e.MercatorAxis=n.MercatorAxis},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),a=e(149),l=s.__importStar(e(19)),n=e(9),o=e(8),r=e(88),{abs:_,min:h,max:c}=Math;class m extends a.GuideRendererView{constructor(){super(...arguments),this.rotate=!0}get panel(){return this.layout}render(){if(!this.model.visible)return;const e={tick:this._tick_extent(),tick_label:this._tick_label_extents(),axis_label:this._axis_label_extent()},t=this.tick_coords,i=this.plot_view.canvas_view.ctx;i.save(),this._draw_rule(i,e),this._draw_major_ticks(i,e,t),this._draw_minor_ticks(i,e,t),this._draw_major_labels(i,e,t),this._draw_axis_label(i,e,t),null!=this._render&&this._render(i,e,t),i.restore()}connect_signals(){super.connect_signals(),this.connect(this.model.change,()=>this.plot_view.request_paint());const e=this.model.properties;this.on_change(e.visible,()=>this.plot_view.request_layout())}get_size(){if(this.model.visible&&null==this.model.fixed_location){const e=this._get_size();return{width:0,height:Math.round(e)}}return{width:0,height:0}}_get_size(){return this._tick_extent()+this._tick_label_extent()+this._axis_label_extent()}get needs_clip(){return null!=this.model.fixed_location}_draw_rule(e,t){if(!this.visuals.axis_line.doit)return;const[i,s]=this.rule_coords,[a,l]=this.plot_view.map_to_screen(i,s,this.model.x_range_name,this.model.y_range_name),[n,o]=this.normals,[r,_]=this.offsets;this.visuals.axis_line.set_value(e),e.beginPath(),e.moveTo(Math.round(a[0]+n*r),Math.round(l[0]+o*_));for(let t=1;tc&&(c=o)}return c>0&&(c+=s),c}get normals(){return this.panel.normals}get dimension(){return this.panel.dimension}compute_labels(e){const t=this.model.formatter.doFormat(e,this);for(let i=0;i_(n-o)?(e=c(h(a,l),n),s=h(c(a,l),o)):(e=h(a,l),s=c(a,l)),[e,s]}throw new Error(`user bounds '${t}' not understood`)}get rule_coords(){const e=this.dimension,t=(e+1)%2,[i]=this.ranges,[s,a]=this.computed_bounds,l=[new Array(2),new Array(2)];return l[e][0]=Math.max(s,i.min),l[e][1]=Math.min(a,i.max),l[e][0]>l[e][1]&&(l[e][0]=l[e][1]=NaN),l[t][0]=this.loc,l[t][1]=this.loc,l}get tick_coords(){const e=this.dimension,t=(e+1)%2,[i]=this.ranges,[s,a]=this.computed_bounds,l=this.model.ticker.get_ticks(s,a,i,this.loc,{}),n=l.major,o=l.minor,r=[[],[]],_=[[],[]],[h,c]=[i.min,i.max];for(let i=0;ic||(r[e].push(n[i]),r[t].push(this.loc));for(let i=0;ic||(_[e].push(o[i]),_[t].push(this.loc));return{major:r,minor:_}}get loc(){const{fixed_location:e}=this.model;if(null!=e){if(o.isNumber(e))return e;const[,t]=this.ranges;if(t instanceof r.FactorRange)return t.synthetic(e);throw new Error(\"unexpected\")}const[,t]=this.ranges;switch(this.panel.side){case\"left\":case\"below\":return t.start;case\"right\":case\"above\":return t.end}}serializable_state(){return Object.assign(Object.assign({},super.serializable_state()),{bbox:this.layout.bbox.box})}}i.AxisView=m,m.__name__=\"AxisView\";class d extends a.GuideRenderer{constructor(e){super(e)}static init_Axis(){this.prototype.default_view=m,this.mixins([\"line:axis_\",\"line:major_tick_\",\"line:minor_tick_\",\"text:major_label_\",\"text:axis_label_\"]),this.define({bounds:[l.Any,\"auto\"],ticker:[l.Instance],formatter:[l.Instance],x_range_name:[l.String,\"default\"],y_range_name:[l.String,\"default\"],axis_label:[l.String,\"\"],axis_label_standoff:[l.Int,5],major_label_standoff:[l.Int,5],major_label_orientation:[l.Any,\"horizontal\"],major_label_overrides:[l.Any,{}],major_tick_in:[l.Number,2],major_tick_out:[l.Number,6],minor_tick_in:[l.Number,0],minor_tick_out:[l.Number,4],fixed_location:[l.Any,null]}),this.override({axis_line_color:\"black\",major_tick_line_color:\"black\",minor_tick_line_color:\"black\",major_label_text_font_size:\"8pt\",major_label_text_align:\"center\",major_label_text_baseline:\"alphabetic\",axis_label_text_font_size:\"10pt\",axis_label_text_font_style:\"italic\"})}}i.Axis=d,d.__name__=\"Axis\",d.init_Axis()},\n", + " function _(e,r,d){Object.defineProperty(d,\"__esModule\",{value:!0});const n=e(63);class i extends n.RendererView{}d.GuideRendererView=i,i.__name__=\"GuideRendererView\";class t extends n.Renderer{constructor(e){super(e)}static init_GuideRenderer(){this.override({level:\"overlay\"})}}d.GuideRenderer=t,t.__name__=\"GuideRenderer\",t.init_GuideRenderer()},\n", + " function _(t,s,o){Object.defineProperty(o,\"__esModule\",{value:!0});const e=t(1),i=t(148),r=t(151),a=t(152),l=e.__importStar(t(19));class _ extends i.AxisView{_render(t,s,o){this._draw_group_separators(t,s,o)}_draw_group_separators(t,s,o){const[e]=this.ranges,[i,r]=this.computed_bounds;if(!e.tops||e.tops.length<2||!this.visuals.separator_line.doit)return;const a=this.dimension,l=(a+1)%2,_=[[],[]];let n=0;for(let t=0;ti&&ht[1]),s=this.model.formatter.doFormat(t,this);a.push([s,r.major,this.model.major_label_orientation,this.visuals.major_label_text]),a.push([i.tops,r.tops,this.model.group_label_orientation,this.visuals.group_text])}else if(3==t.levels){const t=i.major.map(t=>t[2]),s=this.model.formatter.doFormat(t,this),o=i.mids.map(t=>t[1]);a.push([s,r.major,this.model.major_label_orientation,this.visuals.major_label_text]),a.push([o,r.mids,this.model.subgroup_label_orientation,this.visuals.subgroup_text]),a.push([i.tops,r.tops,this.model.group_label_orientation,this.visuals.group_text])}return a}get tick_coords(){const t=this.dimension,s=(t+1)%2,[o]=this.ranges,[e,i]=this.computed_bounds,r=this.model.ticker.get_ticks(e,i,o,this.loc,{}),a={major:[[],[]],mids:[[],[]],tops:[[],[]],minor:[[],[]]};return a.major[t]=r.major,a.major[s]=r.major.map(t=>this.loc),3==o.levels&&(a.mids[t]=r.mids,a.mids[s]=r.mids.map(t=>this.loc)),o.levels>1&&(a.tops[t]=r.tops,a.tops[s]=r.tops.map(t=>this.loc)),a}}o.CategoricalAxisView=_,_.__name__=\"CategoricalAxisView\";class n extends i.Axis{constructor(t){super(t)}static init_CategoricalAxis(){this.prototype.default_view=_,this.mixins([\"line:separator_\",\"text:group_\",\"text:subgroup_\"]),this.define({group_label_orientation:[l.Any,\"parallel\"],subgroup_label_orientation:[l.Any,\"parallel\"]}),this.override({ticker:()=>new r.CategoricalTicker,formatter:()=>new a.CategoricalTickFormatter,separator_line_color:\"lightgrey\",separator_line_width:2,group_text_font_style:\"bold\",group_text_font_size:\"8pt\",group_text_color:\"grey\",subgroup_text_font_style:\"bold\",subgroup_text_font_size:\"8pt\"})}}o.CategoricalAxis=n,n.__name__=\"CategoricalAxis\",n.init_CategoricalAxis()},\n", + " function _(t,c,e){Object.defineProperty(e,\"__esModule\",{value:!0});const o=t(111);class s extends o.Ticker{constructor(t){super(t)}get_ticks(t,c,e,o,s){return{major:this._collect(e.factors,e,t,c),minor:[],tops:this._collect(e.tops||[],e,t,c),mids:this._collect(e.mids||[],e,t,c)}}_collect(t,c,e,o){const s=[];for(const r of t){const t=c.synthetic(r);t>e&&tnew r.DatetimeTicker,formatter:()=>new a.DatetimeTickFormatter})}}i.DatetimeAxis=_,_.__name__=\"DatetimeAxis\",_.init_DatetimeAxis()},\n", + " function _(e,i,s){Object.defineProperty(s,\"__esModule\",{value:!0});const t=e(148),n=e(153),r=e(112),a=e(108);class _ extends t.AxisView{}s.LinearAxisView=_,_.__name__=\"LinearAxisView\";class c extends n.ContinuousAxis{constructor(e){super(e)}static init_LinearAxis(){this.prototype.default_view=_,this.override({ticker:()=>new a.BasicTicker,formatter:()=>new r.BasicTickFormatter})}}s.LinearAxis=c,c.__name__=\"LinearAxis\",c.init_LinearAxis()},\n", + " function _(t,s,e){Object.defineProperty(e,\"__esModule\",{value:!0});const r=t(1),i=r.__importDefault(t(157)),n=t(113),o=t(70),a=r.__importStar(t(19)),c=t(158),m=t(9),u=t(8);function h(t){return i.default(t,\"%Y %m %d %H %M %S\").split(/\\s+/).map(t=>parseInt(t,10))}function d(t,s){if(u.isFunction(s))return s(t);{const e=c.sprintf(\"$1%06d\",function(t){return 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this[this.locale].month.abbrev[e.getUTCMonth()]},b:function(e){return this[this.locale].month.abbrev[e.getUTCMonth()]},B:function(e){return this[this.locale].month.full[e.getUTCMonth()]},P:function(e){return this[this.locale].meridiem[Math.floor(e.getUTCHours()/12)].toLowerCase()},p:function(e){return this[this.locale].meridiem[Math.floor(e.getUTCHours()/12)]},R:function(e,t){return this.convert([t,\"%H:%M\"])},T:function(e,t){return this.convert([t,\"%H:%M:%S\"])},D:function(e,t){return this.convert([t,\"%m/%d/%y\"])},F:function(e,t){return this.convert([t,\"%Y-%m-%d\"])},x:function(e,t){return this.convert([t,this[this.locale].date])},r:function(e,t){return this.convert([t,this[this.locale].time12||\"%I:%M:%S\"])},X:function(e,t){return this.convert([t,this[this.locale].time24])},c:function(e,t){return this.convert([t,this[this.locale].dateTime])},convert:function(e){if(!e.length)return\"1.0.23\";var t,a,u,l,s,c=Object.create(this),f=[];for(t=0;t=o?Math.floor((n-o)/7)+1:0}function 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r,a,l=n,u=l.indexOf(\"$\"),c=l.indexOf(\"(\"),s=l.indexOf(\"+\"),f=l.indexOf(\"-\"),d=\"\",p=\"\";-1===l.indexOf(\"$\")?\"infix\"===i[o].currency.position?(p=i[o].currency.symbol,i[o].currency.spaceSeparated&&(p=\" \"+p+\" \")):i[o].currency.spaceSeparated&&(d=\" \"):l.indexOf(\" $\")>-1?(d=\" \",l=l.replace(\" $\",\"\")):l.indexOf(\"$ \")>-1?(d=\" \",l=l.replace(\"$ \",\"\")):l=l.replace(\"$\",\"\");if(a=h(e,l,t,p),-1===n.indexOf(\"$\"))switch(i[o].currency.position){case\"postfix\":a.indexOf(\")\")>-1?((a=a.split(\"\")).splice(-1,0,d+i[o].currency.symbol),a=a.join(\"\")):a=a+d+i[o].currency.symbol;break;case\"infix\":break;case\"prefix\":a.indexOf(\"(\")>-1||a.indexOf(\"-\")>-1?(a=a.split(\"\"),r=Math.max(c,f)+1,a.splice(r,0,i[o].currency.symbol+d),a=a.join(\"\")):a=i[o].currency.symbol+d+a;break;default:throw Error('Currency position should be among [\"prefix\", \"infix\", \"postfix\"]')}else 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e={not_string:/[^s]/,not_bool:/[^t]/,not_type:/[^T]/,not_primitive:/[^v]/,number:/[diefg]/,numeric_arg:/[bcdiefguxX]/,json:/[j]/,not_json:/[^j]/,text:/^[^\\x25]+/,modulo:/^\\x25{2}/,placeholder:/^\\x25(?:([1-9]\\d*)\\$|\\(([^)]+)\\))?(\\+)?(0|'[^$])?(-)?(\\d+)?(?:\\.(\\d+))?([b-gijostTuvxX])/,key:/^([a-z_][a-z_\\d]*)/i,key_access:/^\\.([a-z_][a-z_\\d]*)/i,index_access:/^\\[(\\d+)\\]/,sign:/^[+-]/};function n(e){return i(a(e),arguments)}function r(e,t){return n.apply(null,[e].concat(t||[]))}function i(t,r){var 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t=this.days;t.length>1?this.interval=(t[1]-t[0])*a.ONE_DAY:this.interval=31*a.ONE_DAY}get_ticks_no_defaults(t,e,n,i){const s=function(t,e){const n=a.last_month_no_later_than(new Date(t)),i=a.last_month_no_later_than(new Date(e));i.setUTCMonth(i.getUTCMonth()+1);const s=[],o=n;for(;s.push(a.copy_date(o)),o.setUTCMonth(o.getUTCMonth()+1),!(o>i););return s}(t,e),o=this.days,_=this.interval;return{major:r.concat(s.map(t=>((t,e)=>{const n=t.getUTCMonth(),i=[];for(const s of o){const o=a.copy_date(t);o.setUTCDate(s),new Date(o.getTime()+e/2).getUTCMonth()==n&&i.push(o)}return i})(t,_))).map(t=>t.getTime()).filter(n=>t<=n&&n<=e),minor:[]}}}n.DaysTicker=_,_.__name__=\"DaysTicker\",_.init_DaysTicker()},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=e(1),r=e(110),l=n.__importStar(e(19));class a extends r.ContinuousTicker{constructor(e){super(e)}static init_SingleIntervalTicker(){this.define({interval:[l.Number]})}get_interval(e,t,i){return this.interval}get min_interval(){return this.interval}get max_interval(){return this.interval}}i.SingleIntervalTicker=a,a.__name__=\"SingleIntervalTicker\",a.init_SingleIntervalTicker()},\n", + " function _(t,e,n){function _(t){return new Date(t.getTime())}function O(t){const e=_(t);return e.setUTCDate(1),e.setUTCHours(0),e.setUTCMinutes(0),e.setUTCSeconds(0),e.setUTCMilliseconds(0),e}Object.defineProperty(n,\"__esModule\",{value:!0}),n.ONE_MILLI=1,n.ONE_SECOND=1e3,n.ONE_MINUTE=60*n.ONE_SECOND,n.ONE_HOUR=60*n.ONE_MINUTE,n.ONE_DAY=24*n.ONE_HOUR,n.ONE_MONTH=30*n.ONE_DAY,n.ONE_YEAR=365*n.ONE_DAY,n.copy_date=_,n.last_month_no_later_than=O,n.last_year_no_later_than=function(t){const e=O(t);return e.setUTCMonth(0),e}},\n", + " function _(t,e,n){Object.defineProperty(n,\"__esModule\",{value:!0});const r=t(1),i=t(164),s=t(165),a=r.__importStar(t(19)),o=t(9);class _ extends i.SingleIntervalTicker{constructor(t){super(t)}static 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r,i=this.__document.createElementNS(\"http://www.w3.org/2000/svg\",\"pattern\"),s=l(this.__ids);return i.setAttribute(\"id\",s),i.setAttribute(\"width\",t.width),i.setAttribute(\"height\",t.height),\"CANVAS\"===t.nodeName||\"IMG\"===t.nodeName?((r=this.__document.createElementNS(\"http://www.w3.org/2000/svg\",\"image\")).setAttribute(\"width\",t.width),r.setAttribute(\"height\",t.height),r.setAttributeNS(\"http://www.w3.org/1999/xlink\",\"xlink:href\",\"CANVAS\"===t.nodeName?t.toDataURL():t.getAttribute(\"src\")),i.appendChild(r),this.__defs.appendChild(i)):t instanceof n&&(i.appendChild(t.__root.childNodes[1]),this.__defs.appendChild(i)),new a(i,this)},n.prototype.setLineDash=function(t){t&&t.length>0?this.lineDash=t.join(\",\"):this.lineDash=null},n.prototype.drawFocusRing=function(){},n.prototype.createImageData=function(){},n.prototype.getImageData=function(){},n.prototype.putImageData=function(){},n.prototype.globalCompositeOperation=function(){},n.prototype.setTransform=function(){},r.default=n},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const a=e(184),_=e(120),n=e(129),r=e(130),i=e(185),g=e(88),c=e(187);class h extends c.LayoutItem{constructor(e,t,s,a,_={},n={}){super(),this.x_scale=e,this.y_scale=t,this.x_range=s,this.y_range=a,this.extra_x_ranges=_,this.extra_y_ranges=n,this._configure_scales()}map_to_screen(e,t,s=\"default\",a=\"default\"){return[this.xscales[s].v_compute(e),this.yscales[a].v_compute(t)]}_get_ranges(e,t){return Object.assign(Object.assign({},t),{default:e})}_get_scales(e,t,s){const c={};for(const h in t){const o=t[h];if((o instanceof i.DataRange1d||o instanceof r.Range1d)&&!(e instanceof _.ContinuousScale))throw new Error(`Range ${o.type} is incompatible is Scale ${e.type}`);if(o instanceof g.FactorRange&&!(e instanceof a.CategoricalScale))throw new Error(`Range ${o.type} is incompatible is Scale ${e.type}`);e instanceof n.LogScale&&o instanceof i.DataRange1d&&(o.scale_hint=\"log\");const l=e.clone();l.setv({source_range:o,target_range:s}),c[h]=l}return c}_configure_frame_ranges(){this._h_target=new r.Range1d({start:this._left.value,end:this._right.value}),this._v_target=new r.Range1d({start:this._bottom.value,end:this._top.value})}_configure_scales(){this._configure_frame_ranges(),this._x_ranges=this._get_ranges(this.x_range,this.extra_x_ranges),this._y_ranges=this._get_ranges(this.y_range,this.extra_y_ranges),this._xscales=this._get_scales(this.x_scale,this._x_ranges,this._h_target),this._yscales=this._get_scales(this.y_scale,this._y_ranges,this._v_target)}_update_scales(){this._configure_frame_ranges();for(const e in this._xscales){this._xscales[e].target_range=this._h_target}for(const e in this._yscales){this._yscales[e].target_range=this._v_target}}_set_geometry(e,t){super._set_geometry(e,t),this._update_scales()}get x_ranges(){return this._x_ranges}get y_ranges(){return this._y_ranges}get xscales(){return this._xscales}get yscales(){return this._yscales}}s.CartesianFrame=h,h.__name__=\"CartesianFrame\"},\n", + " function _(e,r,t){Object.defineProperty(t,\"__esModule\",{value:!0});const n=e(121);class _ extends n.Scale{constructor(e){super(e)}compute(e){return super._linear_compute(this.source_range.synthetic(e))}v_compute(e){return super._linear_v_compute(this.source_range.v_synthetic(e))}invert(e){return this._linear_invert(e)}v_invert(e){return this._linear_v_invert(e)}}t.CategoricalScale=_,_.__name__=\"CategoricalScale\"},\n", + " function _(t,i,n){Object.defineProperty(n,\"__esModule\",{value:!0});const e=t(1),a=t(186),s=t(78),l=t(70),_=e.__importStar(t(19)),o=e.__importStar(t(85)),r=t(9);class d extends a.DataRange{constructor(t){super(t),this._plot_bounds={},this.have_updated_interactively=!1}static init_DataRange1d(){this.define({start:[_.Number],end:[_.Number],range_padding:[_.Number,.1],range_padding_units:[_.PaddingUnits,\"percent\"],flipped:[_.Boolean,!1],follow:[_.StartEnd],follow_interval:[_.Number],default_span:[_.Number,2],only_visible:[_.Boolean,!1]}),this.internal({scale_hint:[_.String,\"auto\"]})}initialize(){super.initialize(),this._initial_start=this.start,this._initial_end=this.end,this._initial_range_padding=this.range_padding,this._initial_range_padding_units=this.range_padding_units,this._initial_follow=this.follow,this._initial_follow_interval=this.follow_interval,this._initial_default_span=this.default_span}get min(){return Math.min(this.start,this.end)}get max(){return Math.max(this.start,this.end)}computed_renderers(){const t=this.names;let i=this.renderers;if(0==i.length)for(const t of this.plots){const n=t.renderers.filter(t=>t instanceof s.GlyphRenderer);i=i.concat(n)}t.length>0&&(i=i.filter(i=>r.includes(t,i.name))),l.logger.debug(`computed ${i.length} renderers for DataRange1d ${this.id}`);for(const t of i)l.logger.trace(` - ${t.type} ${t.id}`);return i}_compute_plot_bounds(t,i){let n=o.empty();for(const e of t)null==i[e.id]||!e.visible&&this.only_visible||(n=o.union(n,i[e.id]));return n}adjust_bounds_for_aspect(t,i){const n=o.empty();let e=t.x1-t.x0;e<=0&&(e=1);let a=t.y1-t.y0;a<=0&&(a=1);const s=.5*(t.x1+t.x0),l=.5*(t.y1+t.y0);return e_&&(\"start\"==this.follow?a=e+s*_:\"end\"==this.follow&&(e=a-s*_)),[e,a]}update(t,i,n,e){if(this.have_updated_interactively)return;const a=this.computed_renderers();let s=this._compute_plot_bounds(a,t);null!=e&&(s=this.adjust_bounds_for_aspect(s,e)),this._plot_bounds[n]=s;const[l,_]=this._compute_min_max(this._plot_bounds,i);let[o,r]=this._compute_range(l,_);null!=this._initial_start&&(\"log\"==this.scale_hint?this._initial_start>0&&(o=this._initial_start):o=this._initial_start),null!=this._initial_end&&(\"log\"==this.scale_hint?this._initial_end>0&&(r=this._initial_end):r=this._initial_end);const[d,h]=[this.start,this.end];if(o!=d||r!=h){const t={};o!=d&&(t.start=o),r!=h&&(t.end=r),this.setv(t)}\"auto\"==this.bounds&&this.setv({bounds:[o,r]},{silent:!0}),this.change.emit()}reset(){this.have_updated_interactively=!1,this.setv({range_padding:this._initial_range_padding,range_padding_units:this._initial_range_padding_units,follow:this._initial_follow,follow_interval:this._initial_follow_interval,default_span:this._initial_default_span},{silent:!0}),this.change.emit()}}n.DataRange1d=d,d.__name__=\"DataRange1d\",d.init_DataRange1d()},\n", + " function _(e,a,t){Object.defineProperty(t,\"__esModule\",{value:!0});const n=e(1),r=e(89),s=n.__importStar(e(19));class _ extends r.Range{constructor(e){super(e)}static init_DataRange(){this.define({names:[s.Array,[]],renderers:[s.Array,[]]})}}t.DataRange=_,_.__name__=\"DataRange\",_.init_DataRange()},\n", + " function _(a,o,t){Object.defineProperty(t,\"__esModule\",{value:!0});var e=a(188);t.Sizeable=e.Sizeable;var r=a(189);t.Layoutable=r.Layoutable,t.LayoutItem=r.LayoutItem;var n=a(190);t.HStack=n.HStack,t.VStack=n.VStack,t.AnchorLayout=n.AnchorLayout;var u=a(191);t.Grid=u.Grid,t.Row=u.Row,t.Column=u.Column;var c=a(192);t.ContentBox=c.ContentBox,t.VariadicBox=c.VariadicBox},\n", + " function _(h,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const{min:e,max:w}=Math;class d{constructor(h={}){this.width=null!=h.width?h.width:0,this.height=null!=h.height?h.height:0}bounded_to({width:h,height:t}){return new d({width:this.width==1/0&&null!=h?h:this.width,height:this.height==1/0&&null!=t?t:this.height})}expanded_to({width:h,height:t}){return new d({width:h!=1/0?w(this.width,h):this.width,height:t!=1/0?w(this.height,t):this.height})}expand_to({width:h,height:t}){this.width=w(this.width,h),this.height=w(this.height,t)}narrowed_to({width:h,height:t}){return new d({width:e(this.width,h),height:e(this.height,t)})}narrow_to({width:h,height:t}){this.width=e(this.width,h),this.height=e(this.height,t)}grow_by({left:h,right:t,top:i,bottom:e}){const w=this.width+h+t,s=this.height+i+e;return new d({width:w,height:s})}shrink_by({left:h,right:t,top:i,bottom:e}){const s=w(this.width-h-t,0),n=w(this.height-i-e,0);return new d({width:s,height:n})}map(h,t){return new d({width:h(this.width),height:(null!=t?t:h)(this.height)})}}i.Sizeable=d,d.__name__=\"Sizeable\"},\n", + " function _(i,t,h){Object.defineProperty(h,\"__esModule\",{value:!0});const e=i(188),s=i(85),{min:n,max:g,round:a}=Math;class r{constructor(){this._bbox=new s.BBox,this._inner_bbox=new s.BBox;const i=this;this._top={get value(){return i.bbox.top}},this._left={get value(){return i.bbox.left}},this._width={get value(){return i.bbox.width}},this._height={get value(){return i.bbox.height}},this._right={get value(){return i.bbox.right}},this._bottom={get value(){return i.bbox.bottom}},this._hcenter={get value(){return i.bbox.hcenter}},this._vcenter={get value(){return i.bbox.vcenter}}}get bbox(){return this._bbox}get inner_bbox(){return this._inner_bbox}get sizing(){return this._sizing}set_sizing(i){const t=i.width_policy||\"fit\",h=i.width,e=null!=i.min_width?i.min_width:0,s=null!=i.max_width?i.max_width:1/0,n=i.height_policy||\"fit\",g=i.height,a=null!=i.min_height?i.min_height:0,r=null!=i.max_height?i.max_height:1/0,l=i.aspect,_=i.margin||{top:0,right:0,bottom:0,left:0},d=!1!==i.visible,o=i.halign||\"start\",u=i.valign||\"start\";this._sizing={width_policy:t,min_width:e,width:h,max_width:s,height_policy:n,min_height:a,height:g,max_height:r,aspect:l,margin:_,visible:d,halign:o,valign:u,size:{width:h,height:g},min_size:{width:e,height:a},max_size:{width:s,height:r}},this._init()}_init(){}_set_geometry(i,t){this._bbox=i,this._inner_bbox=t}set_geometry(i,t){this._set_geometry(i,t||i)}is_width_expanding(){return\"max\"==this.sizing.width_policy}is_height_expanding(){return\"max\"==this.sizing.height_policy}apply_aspect(i,{width:t,height:h}){const{aspect:e}=this.sizing;if(null!=e){const{width_policy:s,height_policy:n}=this.sizing,g=(i,t)=>{const h={max:4,fit:3,min:2,fixed:1};return h[i]>h[t]};if(\"fixed\"!=s&&\"fixed\"!=n)if(s==n){const s=t,n=a(t/e),g=a(h*e),r=h;Math.abs(i.width-s)+Math.abs(i.height-n)<=Math.abs(i.width-g)+Math.abs(i.height-r)?(t=s,h=n):(t=g,h=r)}else g(s,n)?h=a(t/e):t=a(h*e);else\"fixed\"==s?h=a(t/e):\"fixed\"==n&&(t=a(h*e))}return{width:t,height:h}}measure(i){if(!this.sizing.visible)return{width:0,height:0};const t=i=>\"fixed\"==this.sizing.width_policy&&null!=this.sizing.width?this.sizing.width:i,h=i=>\"fixed\"==this.sizing.height_policy&&null!=this.sizing.height?this.sizing.height:i,s=new e.Sizeable(i).shrink_by(this.sizing.margin).map(t,h),n=this._measure(s),g=this.clip_size(n),a=t(g.width),r=h(g.height),l=this.apply_aspect(s,{width:a,height:r});return Object.assign(Object.assign({},n),l)}compute(i={}){const t=this.measure({width:null!=i.width&&this.is_width_expanding()?i.width:1/0,height:null!=i.height&&this.is_height_expanding()?i.height:1/0}),{width:h,height:e}=t,n=new s.BBox({left:0,top:0,width:h,height:e});let g=void 0;if(null!=t.inner){const{left:i,top:n,right:a,bottom:r}=t.inner;g=new s.BBox({left:i,top:n,right:h-a,bottom:e-r})}this.set_geometry(n,g)}get xview(){return this.bbox.xview}get yview(){return this.bbox.yview}clip_width(i){return g(this.sizing.min_width,n(i,this.sizing.max_width))}clip_height(i){return g(this.sizing.min_height,n(i,this.sizing.max_height))}clip_size({width:i,height:t}){return{width:this.clip_width(i),height:this.clip_height(t)}}}h.Layoutable=r,r.__name__=\"Layoutable\";class l extends r{_measure(i){const{width_policy:t,height_policy:h}=this.sizing;let e,s;if(i.width==1/0)e=null!=this.sizing.width?this.sizing.width:0;else switch(t){case\"fixed\":e=null!=this.sizing.width?this.sizing.width:0;break;case\"min\":e=null!=this.sizing.width?n(i.width,this.sizing.width):0;break;case\"fit\":e=null!=this.sizing.width?n(i.width,this.sizing.width):i.width;break;case\"max\":e=null!=this.sizing.width?g(i.width,this.sizing.width):i.width}if(i.height==1/0)s=null!=this.sizing.height?this.sizing.height:0;else switch(h){case\"fixed\":s=null!=this.sizing.height?this.sizing.height:0;break;case\"min\":s=null!=this.sizing.height?n(i.height,this.sizing.height):0;break;case\"fit\":s=null!=this.sizing.height?n(i.height,this.sizing.height):i.height;break;case\"max\":s=null!=this.sizing.height?g(i.height,this.sizing.height):i.height}return{width:e,height:s}}}h.LayoutItem=l,l.__name__=\"LayoutItem\";class _ extends r{_measure(i){const t=this._content_size(),h=i.bounded_to(this.sizing.size).bounded_to(t);return{width:(()=>{switch(this.sizing.width_policy){case\"fixed\":return null!=this.sizing.width?this.sizing.width:t.width;case\"min\":return t.width;case\"fit\":return h.width;case\"max\":return Math.max(t.width,h.width)}})(),height:(()=>{switch(this.sizing.height_policy){case\"fixed\":return null!=this.sizing.height?this.sizing.height:t.height;case\"min\":return t.height;case\"fit\":return h.height;case\"max\":return Math.max(t.height,h.height)}})()}}}h.ContentLayoutable=_,_.__name__=\"ContentLayoutable\"},\n", + " function _(t,e,h){Object.defineProperty(h,\"__esModule\",{value:!0});const o=t(189),r=t(85);class i extends o.Layoutable{constructor(){super(...arguments),this.children=[]}}h.Stack=i,i.__name__=\"Stack\";class s extends i{_measure(t){let e=0,h=0;for(const t of this.children){const o=t.measure({width:0,height:0});e+=o.width,h=Math.max(h,o.height)}return{width:e,height:h}}_set_geometry(t,e){super._set_geometry(t,e);const{top:h,bottom:o}=t;let{left:i}=t;for(const t of this.children){const{width:e}=t.measure({width:0,height:0});t.set_geometry(new r.BBox({left:i,width:e,top:h,bottom:o})),i+=e}}}h.HStack=s,s.__name__=\"HStack\";class n extends i{_measure(t){let e=0,h=0;for(const t of this.children){const o=t.measure({width:0,height:0});e=Math.max(e,o.width),h+=o.height}return{width:e,height:h}}_set_geometry(t,e){super._set_geometry(t,e);const{left:h,right:o}=t;let{top:i}=t;for(const t of this.children){const{height:e}=t.measure({width:0,height:0});t.set_geometry(new r.BBox({top:i,height:e,left:h,right:o})),i+=e}}}h.VStack=n,n.__name__=\"VStack\";class c extends o.Layoutable{constructor(){super(...arguments),this.children=[]}_measure(t){let e=0,h=0;for(const{layout:o}of this.children){const r=o.measure(t);e=Math.max(e,r.width),h=Math.max(h,r.height)}return{width:e,height:h}}_set_geometry(t,e){super._set_geometry(t,e);for(const{layout:e,anchor:h,margin:o}of this.children){const{left:i,right:s,top:n,bottom:c,hcenter:a,vcenter:_}=t,{width:g,height:d}=e.measure(t);let m;switch(h){case\"top_left\":m=new r.BBox({left:i+o,top:n+o,width:g,height:d});break;case\"top_center\":m=new r.BBox({hcenter:a,top:n+o,width:g,height:d});break;case\"top_right\":m=new r.BBox({right:s-o,top:n+o,width:g,height:d});break;case\"bottom_right\":m=new r.BBox({right:s-o,bottom:c-o,width:g,height:d});break;case\"bottom_center\":m=new r.BBox({hcenter:a,bottom:c-o,width:g,height:d});break;case\"bottom_left\":m=new r.BBox({left:i+o,bottom:c-o,width:g,height:d});break;case\"center_left\":m=new r.BBox({left:i+o,vcenter:_,width:g,height:d});break;case\"center\":m=new r.BBox({hcenter:a,vcenter:_,width:g,height:d});break;case\"center_right\":m=new r.BBox({right:s-o,vcenter:_,width:g,height:d})}e.set_geometry(m)}}}h.AnchorLayout=c,c.__name__=\"AnchorLayout\"},\n", + " function _(t,i,s){Object.defineProperty(s,\"__esModule\",{value:!0});const e=t(188),o=t(189),n=t(8),r=t(85),h=t(9),{max:l,round:c}=Math;class a{constructor(t){this.def=t,this._map=new Map}get(t){let i=this._map.get(t);return void 0===i&&(i=this.def(),this._map.set(t,i)),i}apply(t,i){const s=this.get(t);this._map.set(t,i(s))}}a.__name__=\"DefaultMap\";class g{constructor(){this._items=[],this._nrows=0,this._ncols=0}get nrows(){return this._nrows}get ncols(){return this._ncols}add(t,i){const{r1:s,c1:e}=t;this._nrows=l(this._nrows,s+1),this._ncols=l(this._ncols,e+1),this._items.push({span:t,data:i})}at(t,i){return this._items.filter(({span:s})=>s.r0<=t&&t<=s.r1&&s.c0<=i&&i<=s.c1).map(({data:t})=>t)}row(t){return this._items.filter(({span:i})=>i.r0<=t&&t<=i.r1).map(({data:t})=>t)}col(t){return this._items.filter(({span:i})=>i.c0<=t&&t<=i.c1).map(({data:t})=>t)}foreach(t){for(const{span:i,data:s}of this._items)t(i,s)}map(t){const i=new g;for(const{span:s,data:e}of this._items)i.add(s,t(s,e));return i}}g.__name__=\"Container\";class p extends o.Layoutable{constructor(t=[]){super(),this.items=t,this.rows=\"auto\",this.cols=\"auto\",this.spacing=0,this.absolute=!1}is_width_expanding(){if(super.is_width_expanding())return!0;if(\"fixed\"==this.sizing.width_policy)return!1;const{cols:t}=this._state;return h.some(t,t=>\"max\"==t.policy)}is_height_expanding(){if(super.is_height_expanding())return!0;if(\"fixed\"==this.sizing.height_policy)return!1;const{rows:t}=this._state;return h.some(t,t=>\"max\"==t.policy)}_init(){super._init();const t=new g;for(const{layout:i,row:s,col:e,row_span:o,col_span:n}of this.items)if(i.sizing.visible){const r=s,h=e,l=s+(null!=o?o:1)-1,c=e+(null!=n?n:1)-1;t.add({r0:r,c0:h,r1:l,c1:c},i)}const{nrows:i,ncols:s}=t,e=new Array(i);for(let s=0;s{const t=n.isPlainObject(this.rows)?this.rows[s]||this.rows[\"*\"]:this.rows;return null==t?{policy:\"auto\"}:n.isNumber(t)?{policy:\"fixed\",height:t}:n.isString(t)?{policy:t}:t})(),o=i.align||\"auto\";if(\"fixed\"==i.policy)e[s]={policy:\"fixed\",height:i.height,align:o};else if(\"min\"==i.policy)e[s]={policy:\"min\",align:o};else if(\"fit\"==i.policy||\"max\"==i.policy)e[s]={policy:i.policy,flex:i.flex||1,align:o};else{if(\"auto\"!=i.policy)throw new Error(\"unrechable\");h.some(t.row(s),t=>t.is_height_expanding())?e[s]={policy:\"max\",flex:1,align:o}:e[s]={policy:\"min\",align:o}}}const o=new Array(s);for(let i=0;i{const t=n.isPlainObject(this.cols)?this.cols[i]||this.cols[\"*\"]:this.cols;return null==t?{policy:\"auto\"}:n.isNumber(t)?{policy:\"fixed\",width:t}:n.isString(t)?{policy:t}:t})(),e=s.align||\"auto\";if(\"fixed\"==s.policy)o[i]={policy:\"fixed\",width:s.width,align:e};else if(\"min\"==s.policy)o[i]={policy:\"min\",align:e};else if(\"fit\"==s.policy||\"max\"==s.policy)o[i]={policy:s.policy,flex:s.flex||1,align:e};else{if(\"auto\"!=s.policy)throw new Error(\"unrechable\");h.some(t.col(i),t=>t.is_width_expanding())?o[i]={policy:\"max\",flex:1,align:e}:o[i]={policy:\"min\",align:e}}}const[r,l]=n.isNumber(this.spacing)?[this.spacing,this.spacing]:this.spacing;this._state={items:t,nrows:i,ncols:s,rows:e,cols:o,rspacing:r,cspacing:l}}_measure_totals(t,i){const{nrows:s,ncols:e,rspacing:o,cspacing:n}=this._state;return{height:h.sum(t)+(s-1)*o,width:h.sum(i)+(e-1)*n}}_measure_cells(t){const{items:i,nrows:s,ncols:o,rows:n,cols:r,rspacing:h,cspacing:a}=this._state,p=new Array(s);for(let t=0;t{const{r0:o,c0:g,r1:d,c1:w}=i,u=(d-o)*h,m=(w-g)*a;let y=0;for(let i=o;i<=d;i++)y+=t(i,g).height;y+=u;let x=0;for(let i=g;i<=w;i++)x+=t(o,i).width;x+=m;const b=s.measure({width:x,height:y});f.add(i,{layout:s,size_hint:b});const z=new e.Sizeable(b).grow_by(s.sizing.margin);z.height-=u,z.width-=m;const j=[];for(let t=o;t<=d;t++){const i=n[t];\"fixed\"==i.policy?z.height-=i.height:j.push(t)}if(z.height>0){const t=c(z.height/j.length);for(const i of j)p[i]=l(p[i],t)}const O=[];for(let t=g;t<=w;t++){const i=r[t];\"fixed\"==i.policy?z.width-=i.width:O.push(t)}if(z.width>0){const t=c(z.width/O.length);for(const i of O)_[i]=l(_[i],t)}}),{size:this._measure_totals(p,_),row_heights:p,col_widths:_,size_hints:f}}_measure_grid(t){const{nrows:i,ncols:s,rows:e,cols:o,rspacing:n,cspacing:r}=this._state,h=this._measure_cells((t,i)=>{const s=e[t],n=o[i];return{width:\"fixed\"==n.policy?n.width:1/0,height:\"fixed\"==s.policy?s.height:1/0}});let a;a=\"fixed\"==this.sizing.height_policy&&null!=this.sizing.height?this.sizing.height:t.height!=1/0&&this.is_height_expanding()?t.height:h.size.height;let g,p=0;for(let t=0;t0)for(let t=0;ti?i:e,t--}}}g=\"fixed\"==this.sizing.width_policy&&null!=this.sizing.width?this.sizing.width:t.width!=1/0&&this.is_width_expanding()?t.width:h.size.width;let _=0;for(let t=0;t0)for(let t=0;ts?s:o,t--}}}const{row_heights:f,col_widths:d,size_hints:w}=this._measure_cells((t,i)=>({width:h.col_widths[i],height:h.row_heights[t]}));return{size:this._measure_totals(f,d),row_heights:f,col_widths:d,size_hints:w}}_measure(t){const{size:i}=this._measure_grid(t);return i}_set_geometry(t,i){super._set_geometry(t,i);const{nrows:s,ncols:e,rspacing:o,cspacing:n}=this._state,{row_heights:h,col_widths:g,size_hints:p}=this._measure_grid(t),_=this._state.rows.map((t,i)=>Object.assign(Object.assign({},t),{top:0,height:h[i],get bottom(){return this.top+this.height}})),f=this._state.cols.map((t,i)=>Object.assign(Object.assign({},t),{left:0,width:g[i],get right(){return this.left+this.width}})),d=p.map((t,i)=>Object.assign(Object.assign({},i),{outer:new r.BBox,inner:new r.BBox}));for(let i=0,e=this.absolute?t.top:0;i{const{layout:l,size_hint:a}=h,{sizing:g}=l,{width:p,height:d}=a,w=function(t,i){let s=(i-t)*n;for(let e=t;e<=i;e++)s+=f[e].width;return s}(i,e),u=function(t,i){let s=(i-t)*o;for(let e=t;e<=i;e++)s+=_[e].height;return s}(t,s),m=i==e&&\"auto\"!=f[i].align?f[i].align:g.halign,y=t==s&&\"auto\"!=_[t].align?_[t].align:g.valign;let x=f[i].left;\"start\"==m?x+=g.margin.left:\"center\"==m?x+=c((w-p)/2):\"end\"==m&&(x+=w-g.margin.right-p);let b=_[t].top;\"start\"==y?b+=g.margin.top:\"center\"==y?b+=c((u-d)/2):\"end\"==y&&(b+=u-g.margin.bottom-d),h.outer=new r.BBox({left:x,top:b,width:p,height:d})});const w=_.map(()=>({start:new a(()=>0),end:new a(()=>0)})),u=f.map(()=>({start:new a(()=>0),end:new a(()=>0)}));d.foreach(({r0:t,c0:i,r1:s,c1:e},{size_hint:o,outer:n})=>{const{inner:r}=o;null!=r&&(w[t].start.apply(n.top,t=>l(t,r.top)),w[s].end.apply(_[s].bottom-n.bottom,t=>l(t,r.bottom)),u[i].start.apply(n.left,t=>l(t,r.left)),u[e].end.apply(f[e].right-n.right,t=>l(t,r.right)))}),d.foreach(({r0:t,c0:i,r1:s,c1:e},o)=>{const{size_hint:n,outer:h}=o;function l({left:t,right:i,top:s,bottom:e}){const o=h.width-t-i,n=h.height-s-e;return new r.BBox({left:t,top:s,width:o,height:n})}if(null!=n.inner){let r=l(n.inner);if(!1!==n.align){const o=w[t].start.get(h.top),n=w[s].end.get(_[s].bottom-h.bottom),c=u[i].start.get(h.left),a=u[e].end.get(f[e].right-h.right);try{r=l({top:o,bottom:n,left:c,right:a})}catch(t){}}o.inner=r}else o.inner=h}),d.foreach((t,{layout:i,outer:s,inner:e})=>{i.set_geometry(s,e)})}}s.Grid=p,p.__name__=\"Grid\";class _ extends p{constructor(t){super(),this.items=t.map((t,i)=>({layout:t,row:0,col:i})),this.rows=\"fit\"}}s.Row=_,_.__name__=\"Row\";class f extends p{constructor(t){super(),this.items=t.map((t,i)=>({layout:t,row:i,col:0})),this.cols=\"fit\"}}s.Column=f,f.__name__=\"Column\"},\n", + " function _(e,t,n){Object.defineProperty(n,\"__esModule\",{value:!0});const s=e(189),i=e(188),o=e(66);class r extends s.ContentLayoutable{constructor(e){super(),this.content_size=o.unsized(e,()=>new i.Sizeable(o.size(e)))}_content_size(){return this.content_size}}n.ContentBox=r,r.__name__=\"ContentBox\";class a extends s.Layoutable{constructor(e){super(),this.el=e}_measure(e){const t=new i.Sizeable(e).bounded_to(this.sizing.size);return o.sized(this.el,t,()=>{const e=new i.Sizeable(o.content_size(this.el)),{border:t,padding:n}=o.extents(this.el);return e.grow_by(t).grow_by(n).map(Math.ceil)})}}n.VariadicBox=a,a.__name__=\"VariadicBox\"},\n", + " function _(e,r,u){Object.defineProperty(u,\"__esModule\",{value:!0});var a=e(194);u.Expression=a.Expression;var n=e(195);u.Stack=n.Stack;var o=e(196);u.CumSum=o.CumSum},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(69);class n extends s.Model{constructor(e){super(e),this._connected={},this._result={}}initialize(){super.initialize(),this._connected={},this._result={}}v_compute(e){null==this._connected[e.id]&&(this.connect(e.change,()=>delete this._result[e.id]),this.connect(e.patching,()=>delete this._result[e.id]),this.connect(e.streaming,()=>delete this._result[e.id]),this._connected[e.id]=!0);let t=this._result[e.id];return null==t&&(this._result[e.id]=t=this._v_compute(e)),t}}i.Expression=n,n.__name__=\"Expression\"},\n", + " function _(t,e,n){Object.defineProperty(n,\"__esModule\",{value:!0});const i=t(1),o=t(194),r=i.__importStar(t(19));class s extends o.Expression{constructor(t){super(t)}static init_Stack(){this.define({fields:[r.Array,[]]})}_v_compute(t){var e;const n=null!==(e=t.get_length())&&void 0!==e?e:0,i=new Float64Array(n);for(const e of this.fields){const o=t.data[e];if(null!=o)for(let t=0,e=Math.min(n,o.length);t0?a.every(o,s.isBoolean)?(o.length!==e.get_length()&&r.logger.warn(`BooleanFilter ${this.id}: length of booleans doesn't match data source`),a.range(0,o.length).filter(e=>!0===o[e])):(r.logger.warn(`BooleanFilter ${this.id}: booleans should be array of booleans, defaulting to no filtering`),null):(null!=o&&0==o.length?r.logger.warn(`BooleanFilter ${this.id}: booleans is empty, defaulting to no filtering`):r.logger.warn(`BooleanFilter ${this.id}: booleans was not set, defaulting to no filtering`),null)}}l.BooleanFilter=g,g.__name__=\"BooleanFilter\",g.init_BooleanFilter()},\n", + " function _(e,t,r){Object.defineProperty(r,\"__esModule\",{value:!0});const i=e(1),l=e(69),n=i.__importStar(e(19)),o=e(8),s=e(9),a=e(70);class f extends l.Model{constructor(e){super(e)}static init_Filter(){this.define({filter:[n.Array,null]})}compute_indices(e){const t=this.filter;return null!=t&&t.length>=0?o.isArrayOf(t,o.isBoolean)?s.range(0,t.length).filter(e=>!0===t[e]):o.isArrayOf(t,o.isInteger)?t:(a.logger.warn(`Filter ${this.id}: filter should either be array of only booleans or only integers, defaulting to no filtering`),null):(a.logger.warn(`Filter ${this.id}: filter was not set to be an array, defaulting to no filtering`),null)}}r.Filter=f,f.__name__=\"Filter\",f.init_Filter()},\n", + " function _(t,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=t(1),r=t(199),n=i.__importStar(t(19)),u=t(23),c=t(25);class o extends r.Filter{constructor(t){super(t)}static init_CustomJSFilter(){this.define({args:[n.Any,{}],code:[n.String,\"\"]})}get names(){return u.keys(this.args)}get values(){return u.values(this.args)}get func(){const t=c.use_strict(this.code);return new Function(...this.names,\"source\",t)}compute_indices(t){return this.filter=this.func(...this.values,t),super.compute_indices(t)}}s.CustomJSFilter=o,o.__name__=\"CustomJSFilter\",o.init_CustomJSFilter()},\n", + " function _(t,n,i){Object.defineProperty(i,\"__esModule\",{value:!0});const e=t(1),r=t(199),o=e.__importStar(t(19)),u=t(70),l=t(9);class s extends r.Filter{constructor(t){super(t),this.indices=null}static init_GroupFilter(){this.define({column_name:[o.String],group:[o.String]})}compute_indices(t){const n=t.get_column(this.column_name);return null==n?(u.logger.warn(\"group filter: groupby column not found in data source\"),null):(this.indices=l.range(0,t.get_length()||0).filter(t=>n[t]===this.group),0===this.indices.length&&u.logger.warn(`group filter: group '${this.group}' did not match any values in column '${this.column_name}'`),this.indices)}}i.GroupFilter=s,s.__name__=\"GroupFilter\",s.init_GroupFilter()},\n", + " function _(e,i,n){Object.defineProperty(n,\"__esModule\",{value:!0});const t=e(1),r=e(199),s=t.__importStar(e(19)),l=e(70),d=e(8),o=e(9);class c extends r.Filter{constructor(e){super(e)}static init_IndexFilter(){this.define({indices:[s.Array,null]})}compute_indices(e){return null!=this.indices&&this.indices.length>=0?o.every(this.indices,d.isInteger)?this.indices:(l.logger.warn(`IndexFilter ${this.id}: indices should be array of integers, defaulting to no filtering`),null):(l.logger.warn(`IndexFilter ${this.id}: indices was not set, defaulting to no filtering`),null)}}n.IndexFilter=c,c.__name__=\"IndexFilter\",c.init_IndexFilter()},\n", + " function _(r,t,a){Object.defineProperty(a,\"__esModule\",{value:!0});var e=r(112);a.BasicTickFormatter=e.BasicTickFormatter;var c=r(152);a.CategoricalTickFormatter=c.CategoricalTickFormatter;var i=r(156);a.DatetimeTickFormatter=i.DatetimeTickFormatter;var o=r(204);a.FuncTickFormatter=o.FuncTickFormatter;var m=r(169);a.LogTickFormatter=m.LogTickFormatter;var F=r(172);a.MercatorTickFormatter=F.MercatorTickFormatter;var k=r(205);a.NumeralTickFormatter=k.NumeralTickFormatter;var T=r(206);a.PrintfTickFormatter=T.PrintfTickFormatter;var v=r(113);a.TickFormatter=v.TickFormatter},\n", + " function _(t,e,n){Object.defineProperty(n,\"__esModule\",{value:!0});const r=t(1),s=t(113),i=r.__importStar(t(19)),c=t(23),a=t(25);class u extends s.TickFormatter{constructor(t){super(t)}static init_FuncTickFormatter(){this.define({args:[i.Any,{}],code:[i.String,\"\"]})}get names(){return c.keys(this.args)}get values(){return c.values(this.args)}_make_func(){const t=a.use_strict(this.code);return new Function(\"tick\",\"index\",\"ticks\",...this.names,t)}doFormat(t,e){const n=this._make_func().bind({});return t.map((t,e,r)=>n(t,e,r,...this.values))}}n.FuncTickFormatter=u,u.__name__=\"FuncTickFormatter\",u.init_FuncTickFormatter()},\n", + " function _(r,t,n){Object.defineProperty(n,\"__esModule\",{value:!0});const e=r(1),o=e.__importStar(r(159)),a=r(113),i=e.__importStar(r(19));class u extends a.TickFormatter{constructor(r){super(r)}static init_NumeralTickFormatter(){this.define({format:[i.String,\"0,0\"],language:[i.String,\"en\"],rounding:[i.RoundingFunction,\"round\"]})}get _rounding_fn(){switch(this.rounding){case\"round\":case\"nearest\":return Math.round;case\"floor\":case\"rounddown\":return Math.floor;case\"ceil\":case\"roundup\":return Math.ceil}}doFormat(r,t){const{format:n,language:e,_rounding_fn:a}=this;return r.map(r=>o.format(r,n,e,a))}}n.NumeralTickFormatter=u,u.__name__=\"NumeralTickFormatter\",u.init_NumeralTickFormatter()},\n", + " function _(t,r,i){Object.defineProperty(i,\"__esModule\",{value:!0});const e=t(1),n=t(113),o=t(158),a=e.__importStar(t(19));class c extends n.TickFormatter{constructor(t){super(t)}static init_PrintfTickFormatter(){this.define({format:[a.String,\"%s\"]})}doFormat(t,r){return t.map(t=>o.sprintf(this.format,t))}}i.PrintfTickFormatter=c,c.__name__=\"PrintfTickFormatter\",c.init_PrintfTickFormatter()},\n", + " function _(a,e,r){Object.defineProperty(r,\"__esModule\",{value:!0});var v=a(208);r.AnnularWedge=v.AnnularWedge;var l=a(209);r.Annulus=l.Annulus;var t=a(210);r.Arc=t.Arc;var i=a(211);r.Bezier=i.Bezier;var n=a(212);r.Circle=n.Circle;var u=a(213);r.CenterRotatable=u.CenterRotatable;var c=a(214);r.Ellipse=c.Ellipse;var g=a(215);r.EllipseOval=g.EllipseOval;var A=a(86);r.Glyph=A.Glyph;var p=a(92);r.HArea=p.HArea;var s=a(216);r.HBar=s.HBar;var d=a(218);r.HexTile=d.HexTile;var R=a(219);r.Image=R.Image;var o=a(221);r.ImageRGBA=o.ImageRGBA;var y=a(222);r.ImageURL=y.ImageURL;var h=a(80);r.Line=h.Line;var m=a(224);r.MultiLine=m.MultiLine;var B=a(225);r.MultiPolygons=B.MultiPolygons;var P=a(226);r.Oval=P.Oval;var G=a(91);r.Patch=G.Patch;var H=a(227);r.Patches=H.Patches;var I=a(228);r.Quad=I.Quad;var L=a(229);r.Quadratic=L.Quadratic;var M=a(230);r.Ray=M.Ray;var O=a(231);r.Rect=O.Rect;var x=a(232);r.Segment=x.Segment;var C=a(233);r.Step=C.Step;var E=a(234);r.Text=E.Text;var Q=a(94);r.VArea=Q.VArea;var S=a(235);r.VBar=S.VBar;var T=a(236);r.Wedge=T.Wedge;var V=a(81);r.XYGlyph=V.XYGlyph},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(1),r=e(81),n=e(90),a=i.__importStar(e(87)),_=i.__importStar(e(19)),o=e(10);class h extends r.XYGlyphView{_map_data(){\"data\"==this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this._inner_radius):this.sinner_radius=this._inner_radius,\"data\"==this.model.properties.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xscale,this._x,this._outer_radius):this.souter_radius=this._outer_radius,this._angle=new Float32Array(this._start_angle.length);for(let e=0,t=this._start_angle.length;e=s&&l.push([e,h])}const d=this.model.properties.direction.value(),c=[];for(const[e,i]of l){const r=Math.atan2(s-this.sy[e],t-this.sx[e]);o.angle_between(-r,-this._start_angle[e],-this._end_angle[e],d)&&c.push([e,i])}return a.create_hit_test_result_from_hits(c)}draw_legend_for_index(e,t,s){n.generic_area_legend(this.visuals,e,t,s)}_scenterxy(e){const t=(this.sinner_radius[e]+this.souter_radius[e])/2,s=(this._start_angle[e]+this._end_angle[e])/2;return{x:this.sx[e]+t*Math.cos(s),y:this.sy[e]+t*Math.sin(s)}}scenterx(e){return this._scenterxy(e).x}scentery(e){return this._scenterxy(e).y}}s.AnnularWedgeView=h,h.__name__=\"AnnularWedgeView\";class u extends r.XYGlyph{constructor(e){super(e)}static init_AnnularWedge(){this.prototype.default_view=h,this.mixins([\"line\",\"fill\"]),this.define({direction:[_.Direction,\"anticlock\"],inner_radius:[_.DistanceSpec],outer_radius:[_.DistanceSpec],start_angle:[_.AngleSpec],end_angle:[_.AngleSpec]})}}s.AnnularWedge=u,u.__name__=\"AnnularWedge\",u.init_AnnularWedge()},\n", + " function _(s,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const e=s(1),r=s(81),a=e.__importStar(s(87)),n=e.__importStar(s(19)),_=s(101);class u extends r.XYGlyphView{_map_data(){\"data\"==this.model.properties.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xscale,this._x,this._inner_radius):this.sinner_radius=this._inner_radius,\"data\"==this.model.properties.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xscale,this._x,this._outer_radius):this.souter_radius=this._outer_radius}_render(s,t,{sx:i,sy:e,sinner_radius:r,souter_radius:a}){for(const n of t)if(!isNaN(i[n]+e[n]+r[n]+a[n])){if(this.visuals.fill.doit){if(this.visuals.fill.set_vectorize(s,n),s.beginPath(),_.is_ie)for(const t of[!1,!0])s.arc(i[n],e[n],r[n],0,Math.PI,t),s.arc(i[n],e[n],a[n],Math.PI,0,!t);else s.arc(i[n],e[n],r[n],0,2*Math.PI,!0),s.arc(i[n],e[n],a[n],2*Math.PI,0,!1);s.fill()}this.visuals.line.doit&&(this.visuals.line.set_vectorize(s,n),s.beginPath(),s.arc(i[n],e[n],r[n],0,2*Math.PI),s.moveTo(i[n]+a[n],e[n]),s.arc(i[n],e[n],a[n],0,2*Math.PI),s.stroke())}}_hit_point(s){const{sx:t,sy:i}=s,e=this.renderer.xscale.invert(t),r=this.renderer.yscale.invert(i);let n,_,u,o;if(\"data\"==this.model.properties.outer_radius.units)n=e-this.max_outer_radius,u=e+this.max_outer_radius,_=r-this.max_outer_radius,o=r+this.max_outer_radius;else{const s=t-this.max_outer_radius,e=t+this.max_outer_radius;[n,u]=this.renderer.xscale.r_invert(s,e);const r=i-this.max_outer_radius,a=i+this.max_outer_radius;[_,o]=this.renderer.yscale.r_invert(r,a)}const h=[];for(const s of this.index.indices({x0:n,x1:u,y0:_,y1:o})){const t=Math.pow(this.souter_radius[s],2),i=Math.pow(this.sinner_radius[s],2),[a,n]=this.renderer.xscale.r_compute(e,this._x[s]),[_,u]=this.renderer.yscale.r_compute(r,this._y[s]),o=Math.pow(a-n,2)+Math.pow(_-u,2);o<=t&&o>=i&&h.push([s,o])}return a.create_hit_test_result_from_hits(h)}draw_legend_for_index(s,{x0:t,y0:i,x1:e,y1:r},a){const n=a+1,_=new Array(n);_[a]=(t+e)/2;const u=new Array(n);u[a]=(i+r)/2;const o=.5*Math.min(Math.abs(e-t),Math.abs(r-i)),h=new Array(n);h[a]=.4*o;const d=new Array(n);d[a]=.8*o,this._render(s,[a],{sx:_,sy:u,sinner_radius:h,souter_radius:d})}}i.AnnulusView=u,u.__name__=\"AnnulusView\";class o extends r.XYGlyph{constructor(s){super(s)}static init_Annulus(){this.prototype.default_view=u,this.mixins([\"line\",\"fill\"]),this.define({inner_radius:[n.DistanceSpec],outer_radius:[n.DistanceSpec]})}}i.Annulus=o,o.__name__=\"Annulus\",o.init_Annulus()},\n", + " function _(e,i,s){Object.defineProperty(s,\"__esModule\",{value:!0});const t=e(1),r=e(81),n=e(90),a=t.__importStar(e(19));class _ extends r.XYGlyphView{_map_data(){\"data\"==this.model.properties.radius.units?this.sradius=this.sdist(this.renderer.xscale,this._x,this._radius):this.sradius=this._radius}_render(e,i,{sx:s,sy:t,sradius:r,_start_angle:n,_end_angle:a}){if(this.visuals.line.doit){const _=this.model.properties.direction.value();for(const c of i)isNaN(s[c]+t[c]+r[c]+n[c]+a[c])||(e.beginPath(),e.arc(s[c],t[c],r[c],n[c],a[c],_),this.visuals.line.set_vectorize(e,c),e.stroke())}}draw_legend_for_index(e,i,s){n.generic_line_legend(this.visuals,e,i,s)}}s.ArcView=_,_.__name__=\"ArcView\";class c extends r.XYGlyph{constructor(e){super(e)}static init_Arc(){this.prototype.default_view=_,this.mixins([\"line\"]),this.define({direction:[a.Direction,\"anticlock\"],radius:[a.DistanceSpec],start_angle:[a.AngleSpec],end_angle:[a.AngleSpec]})}}s.Arc=c,c.__name__=\"Arc\",c.init_Arc()},\n", + " function _(t,e,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=t(82),n=t(86),c=t(90);function o(t,e,i,s,n,c,o,h){const r=[],_=[[],[]];for(let _=0;_<=2;_++){let a,x,l;if(0===_?(x=6*t-12*i+6*n,a=-3*t+9*i-9*n+3*o,l=3*i-3*t):(x=6*e-12*s+6*c,a=-3*e+9*s-9*c+3*h,l=3*s-3*e),Math.abs(a)<1e-12){if(Math.abs(x)<1e-12)continue;const t=-l/x;0Math.max(s,i[e]));break}case\"min\":{const s=this.sdist(this.renderer.xscale,this._x,this._radius),i=this.sdist(this.renderer.yscale,this._y,this._radius);this.sradius=d.map(s,(s,e)=>Math.min(s,i[e]));break}}}else this.sradius=this._radius,this.max_size=2*this.max_radius;else this.sradius=d.map(this._size,s=>s/2)}_mask_data(){const[s,i]=this.renderer.plot_view.frame.bbox.ranges;let e,t,r,a;if(null!=this._radius&&\"data\"==this.model.properties.radius.units){const n=s.start,h=s.end;[e,r]=this.renderer.xscale.r_invert(n,h),e-=this.max_radius,r+=this.max_radius;const d=i.start,_=i.end;[t,a]=this.renderer.yscale.r_invert(d,_),t-=this.max_radius,a+=this.max_radius}else{const n=s.start-this.max_size,h=s.end+this.max_size;[e,r]=this.renderer.xscale.r_invert(n,h);const d=i.start-this.max_size,_=i.end+this.max_size;[t,a]=this.renderer.yscale.r_invert(d,_)}return this.index.indices({x0:e,x1:r,y0:t,y1:a})}_render(s,i,{sx:e,sy:t,sradius:r}){for(const a of i)isNaN(e[a]+t[a]+r[a])||(s.beginPath(),s.arc(e[a],t[a],r[a],0,2*Math.PI,!1),this.visuals.fill.doit&&(this.visuals.fill.set_vectorize(s,a),s.fill()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(s,a),s.stroke()))}_hit_point(s){const{sx:i,sy:e}=s,t=this.renderer.xscale.invert(i),r=this.renderer.yscale.invert(e);let n,h,d,_;if(null!=this._radius&&\"data\"==this.model.properties.radius.units)n=t-this.max_radius,h=t+this.max_radius,d=r-this.max_radius,_=r+this.max_radius;else{const s=i-this.max_size,t=i+this.max_size;[n,h]=this.renderer.xscale.r_invert(s,t);const r=e-this.max_size,a=e+this.max_size;[d,_]=this.renderer.yscale.r_invert(r,a)}const l=this.index.indices({x0:n,x1:h,y0:d,y1:_}),c=[];if(null!=this._radius&&\"data\"==this.model.properties.radius.units)for(const s of l){const i=Math.pow(this.sradius[s],2),[e,a]=this.renderer.xscale.r_compute(t,this._x[s]),[n,h]=this.renderer.yscale.r_compute(r,this._y[s]),d=Math.pow(e-a,2)+Math.pow(n-h,2);d<=i&&c.push([s,d])}else for(const s of l){const t=Math.pow(this.sradius[s],2),r=Math.pow(this.sx[s]-i,2)+Math.pow(this.sy[s]-e,2);r<=t&&c.push([s,r])}return a.create_hit_test_result_from_hits(c)}_hit_span(s){const{sx:i,sy:e}=s,t=this.bounds(),r=a.create_empty_hit_test_result();let n,h,d,_;if(\"h\"==s.direction){let s,e;if(d=t.y0,_=t.y1,null!=this._radius&&\"data\"==this.model.properties.radius.units)s=i-this.max_radius,e=i+this.max_radius,[n,h]=this.renderer.xscale.r_invert(s,e);else{const t=this.max_size/2;s=i-t,e=i+t,[n,h]=this.renderer.xscale.r_invert(s,e)}}else{let s,i;if(n=t.x0,h=t.x1,null!=this._radius&&\"data\"==this.model.properties.radius.units)s=e-this.max_radius,i=e+this.max_radius,[d,_]=this.renderer.yscale.r_invert(s,i);else{const t=this.max_size/2;s=e-t,i=e+t,[d,_]=this.renderer.yscale.r_invert(s,i)}}const l=this.index.indices({x0:n,x1:h,y0:d,y1:_});return r.indices=l,r}_hit_rect(s){const{sx0:i,sx1:e,sy0:t,sy1:r}=s,[n,h]=this.renderer.xscale.r_invert(i,e),[d,_]=this.renderer.yscale.r_invert(t,r),l=a.create_empty_hit_test_result();return l.indices=this.index.indices({x0:n,x1:h,y0:d,y1:_}),l}_hit_poly(s){const{sx:i,sy:e}=s,t=h.range(0,this.sx.length),r=[];for(let s=0,n=t.length;s1?(o[r]=d,x[r]=d/l):(o[r]=d*l,x[r]=d),this._render(t,[r],{sx:_,sy:n,sw:o,sh:x,_angle:[0]})}_bounds({x0:t,x1:s,y0:e,y1:i}){return{x0:t-this.max_w2,x1:s+this.max_w2,y0:e-this.max_h2,y1:i+this.max_h2}}}e.EllipseOvalView=a,a.__name__=\"EllipseOvalView\";class _ extends h.CenterRotatable{constructor(t){super(t)}}e.EllipseOval=_,_.__name__=\"EllipseOval\"},\n", + " function _(t,s,e){Object.defineProperty(e,\"__esModule\",{value:!0});const i=t(1),h=t(217),r=i.__importStar(t(19));class _ extends h.BoxView{scenterx(t){return(this.sleft[t]+this.sright[t])/2}scentery(t){return this.sy[t]}_index_data(){return this._index_box(this._y.length)}_lrtb(t){return[Math.min(this._left[t],this._right[t]),Math.max(this._left[t],this._right[t]),this._y[t]+.5*this._height[t],this._y[t]-.5*this._height[t]]}_map_data(){this.sy=this.renderer.yscale.v_compute(this._y),this.sh=this.sdist(this.renderer.yscale,this._y,this._height,\"center\"),this.sleft=this.renderer.xscale.v_compute(this._left),this.sright=this.renderer.xscale.v_compute(this._right);const t=this.sy.length;this.stop=new Float64Array(t),this.sbottom=new Float64Array(t);for(let s=0;s{t.beginPath(),t.rect(s[h],r[h],i[h]-s[h],n[h]-r[h]),t.fill()},()=>this.renderer.request_render()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,h),t.beginPath(),t.rect(s[h],r[h],i[h]-s[h],n[h]-r[h]),t.stroke()))}_clamp_viewport(){const t=this.renderer.plot_view.frame.bbox.h_range,e=this.renderer.plot_view.frame.bbox.v_range,s=this.stop.length;for(let i=0;ithis._update_image()),this.connect(this.model.properties.global_alpha.change,()=>this.renderer.request_render())}_update_image(){null!=this.image_data&&(this._set_data(),this.renderer.plot_view.request_render())}_set_data(){this._set_width_heigh_data();const e=this.model.color_mapper.rgba_mapper;for(let t=0,a=this._image.length;t0){a=this._image[t];const e=this._image_shape[t];this._height[t]=e[0],this._width[t]=e[1]}else{const e=this._image[t];a=h.concat(e),this._height[t]=e.length,this._width[t]=e[0].length}const i=e.v_compute(a);this._set_image_data_from_buffer(t,i)}}_render(e,t,{image_data:a,sx:i,sy:s,sw:_,sh:n}){const h=e.getImageSmoothingEnabled();e.setImageSmoothingEnabled(!1),e.globalAlpha=this.model.global_alpha;for(const h of t){if(null==a[h])continue;if(isNaN(i[h]+s[h]+_[h]+n[h]))continue;const t=s[h];e.translate(0,t),e.scale(1,-1),e.translate(0,-t),e.drawImage(a[h],0|i[h],0|s[h],_[h],n[h]),e.translate(0,t),e.scale(1,-1),e.translate(0,-t)}e.setImageSmoothingEnabled(h)}}a.ImageView=o,o.__name__=\"ImageView\";class l extends s.ImageBase{constructor(e){super(e)}static init_Image(){this.prototype.default_view=o,this.define({color_mapper:[n.Instance,()=>new _.LinearColorMapper({palette:[\"#000000\",\"#252525\",\"#525252\",\"#737373\",\"#969696\",\"#bdbdbd\",\"#d9d9d9\",\"#f0f0f0\",\"#ffffff\"]})]})}}a.Image=l,l.__name__=\"Image\",l.init_Image()},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),h=e(81),a=s.__importStar(e(19)),_=s.__importStar(e(87)),r=e(82);class n extends h.XYGlyphView{_render(e,t,i){}_index_data(){const e=[];for(let t=0,i=this._x.length;tthis.renderer.request_render())}_set_data(e){this._set_width_heigh_data();for(let t=0,a=this._image.length;t0){a=this._image[t].buffer;const e=this._image_shape[t];this._height[t]=e[0],this._width[t]=e[1]}else{const e=this._image[t],i=s.concat(e);a=new ArrayBuffer(4*i.length);const n=new Uint32Array(a);for(let e=0,t=i.length;ethis.renderer.request_render())}_index_data(){return new h.SpatialIndex([])}_set_data(){null!=this.image&&this.image.length==this._url.length||(this.image=n.map(this._url,()=>null));const{retry_attempts:e,retry_timeout:t}=this.model;for(let s=0,i=this._url.length;s{this.image[s]=e,this.renderer.request_render()},attempts:e+1,timeout:t})}const s=\"data\"==this.model.properties.w.units,i=\"data\"==this.model.properties.h.units,r=this._x.length,a=new Array(s?2*r:r),h=new Array(i?2*r:r);for(let e=0;eNaN),t=null!=this.model.h?this._h:n.map(this._x,()=>NaN);switch(this.model.properties.w.units){case\"data\":this.sw=this.sdist(this.renderer.xscale,this._x,e,\"edge\",this.model.dilate);break;case\"screen\":this.sw=e}switch(this.model.properties.h.units){case\"data\":this.sh=this.sdist(this.renderer.yscale,this._y,t,\"edge\",this.model.dilate);break;case\"screen\":this.sh=t}}_render(e,t,{image:s,sx:i,sy:r,sw:a,sh:n,_angle:h}){const{frame:l}=this.renderer.plot_view;e.rect(l._left.value+1,l._top.value+1,l._width.value-2,l._height.value-2),e.clip();let _=!0;for(const l of t){if(isNaN(i[l]+r[l]+h[l]))continue;const t=s[l];null!=t?this._render_image(e,l,t,i,r,a,n,h):_=!1}_&&!this._images_rendered&&(this._images_rendered=!0,this.notify_finished())}_final_sx_sy(e,t,s,i,r){switch(e){case\"top_left\":return[t,s];case\"top_center\":return[t-i/2,s];case\"top_right\":return[t-i,s];case\"center_right\":return[t-i,s-r/2];case\"bottom_right\":return[t-i,s-r];case\"bottom_center\":return[t-i/2,s-r];case\"bottom_left\":return[t,s-r];case\"center_left\":return[t,s-r/2];case\"center\":return[t-i/2,s-r/2]}}_render_image(e,t,s,i,r,a,n,h){isNaN(a[t])&&(a[t]=s.width),isNaN(n[t])&&(n[t]=s.height);const{anchor:l}=this.model,[_,o]=this._final_sx_sy(l,i[t],r[t],a[t],n[t]);e.save(),e.globalAlpha=this.model.global_alpha;const d=a[t]/2,c=n[t]/2;h[t]?(e.translate(_,o),e.translate(d,c),e.rotate(h[t]),e.translate(-d,-c),e.drawImage(s,0,0,a[t],n[t]),e.translate(d,c),e.rotate(-h[t]),e.translate(-d,-c),e.translate(-_,-o)):e.drawImage(s,_,o,a[t],n[t]),e.restore()}bounds(){return this._bounds_rect}}s.ImageURLView=_,_.__name__=\"ImageURLView\";class o extends r.XYGlyph{constructor(e){super(e)}static init_ImageURL(){this.prototype.default_view=_,this.define({url:[a.StringSpec],anchor:[a.Anchor,\"top_left\"],global_alpha:[a.Number,1],angle:[a.AngleSpec,0],w:[a.DistanceSpec],h:[a.DistanceSpec],dilate:[a.Boolean,!1],retry_attempts:[a.Number,0],retry_timeout:[a.Number,0]})}}s.ImageURL=o,o.__name__=\"ImageURL\",o.init_ImageURL()},\n", + " function _(i,e,t){Object.defineProperty(t,\"__esModule\",{value:!0});const s=i(70);class a{constructor(i,e={}){this._image=new Image,this._finished=!1;const{attempts:t=1,timeout:a=1}=e;this.promise=new Promise((o,n)=>{this._image.crossOrigin=\"anonymous\";let r=0;this._image.onerror=()=>{if(++r==t){const a=`unable to load ${i} image after ${t} attempts`;if(s.logger.warn(a),null==this._image.crossOrigin)return void(null!=e.failed&&e.failed());s.logger.warn(`attempting to load ${i} without a cross origin policy`),this._image.crossOrigin=null,r=0}setTimeout(()=>this._image.src=i,a)},this._image.onload=()=>{this._finished=!0,null!=e.loaded&&e.loaded(this._image),o(this._image)},this._image.src=i})}get finished(){return this._finished}get image(){return this._image}}t.ImageLoader=a,a.__name__=\"ImageLoader\"},\n", + " function _(t,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=t(1),n=t(82),r=i.__importStar(t(87)),l=t(23),o=t(9),_=t(8),h=t(86),c=t(90);class a extends h.GlyphView{_index_data(){const t=[];for(let e=0,s=this._xs.length;eparseInt(t,10)),e.multiline_indices=n,e}_hit_span(t){const{sx:e,sy:s}=t,i=r.create_empty_hit_test_result();let n,o;\"v\"===t.direction?(n=this.renderer.yscale.invert(s),o=this._ys):(n=this.renderer.xscale.invert(e),o=this._xs);const _={};for(let t=0,e=o.length;t0&&(_[t]=e)}return i.indices=l.keys(_).map(t=>parseInt(t,10)),i.multiline_indices=_,i}get_interpolation_hit(t,e,s){const[i,n,r,l]=[this._xs[t][e],this._ys[t][e],this._xs[t][e+1],this._ys[t][e+1]];return c.line_interpolation(this.renderer,s,i,n,r,l)}draw_legend_for_index(t,e,s){c.generic_line_legend(this.visuals,t,e,s)}scenterx(){throw new Error(\"not implemented\")}scentery(){throw new Error(\"not implemented\")}}s.MultiLineView=a,a.__name__=\"MultiLineView\";class x extends h.Glyph{constructor(t){super(t)}static init_MultiLine(){this.prototype.default_view=a,this.coords([[\"xs\",\"ys\"]]),this.mixins([\"line\"])}}s.MultiLine=x,x.__name__=\"MultiLine\",x.init_MultiLine()},\n", + " function _(t,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=t(1),n=t(82),r=t(86),l=t(90),o=t(9),h=t(12),_=i.__importStar(t(87)),a=t(8),c=t(11);class d extends r.GlyphView{_index_data(){const t=[];for(let e=0,s=this._xs.length;e1)for(let i=1,n=this._xs[e][s].length;it-e).filter((t,e,s)=>0===e||t!==s[e-1])}_inner_loop(t,e,s){t.beginPath();for(let i=0,n=e.length;i{this._inner_loop(t,e,r),t.fill(\"evenodd\")},()=>this.renderer.request_render()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(t,n),this._inner_loop(t,e,r),t.stroke())}}_hit_rect(t){const{sx0:e,sx1:s,sy0:i,sy1:n}=t,r=[e,s,s,e],l=[i,i,n,n],[o,h]=this.renderer.xscale.r_invert(e,s),[a,c]=this.renderer.yscale.r_invert(i,n),d=this.index.indices({x0:o,x1:h,y0:a,y1:c}),x=[];for(let t=0,e=d.length;t1){let l=!1;for(let i=1;i0;){const s=_.find_last_index(i,s=>h.isStrictNaN(s));let n;s>=0?n=i.splice(s):(n=i,i=[]);const r=n.filter(s=>!h.isStrictNaN(s));t[e].push(r)}}return t}_index_data(){const s=this._build_discontinuous_object(this._xs),t=this._build_discontinuous_object(this._ys),e=[];for(let i=0,n=this._xs.length;is-t)}_inner_loop(s,t,e,i){for(let n=0,r=t.length;nthis._inner_loop(s,t,r,s.fill),()=>this.renderer.request_render()),this.visuals.line.doit&&(this.visuals.line.set_vectorize(s,n),this._inner_loop(s,t,r,s.stroke))}}_hit_rect(s){const{sx0:t,sx1:e,sy0:i,sy1:n}=s,r=[t,e,e,t],o=[i,i,n,n],[_,l]=this.renderer.xscale.r_invert(t,e),[h,a]=this.renderer.yscale.r_invert(i,n),d=this.index.indices({x0:_,x1:l,y0:h,y1:a}),u=[];for(let s=0,t=d.length;s=0,i=e-this.sy1[t]<=this.sh[t]&&e-this.sy1[t]>=0;i&&h&&m.push(t)}const f=r.create_empty_hit_test_result();return f.indices=m,f}_map_dist_corner_for_data_side_length(t,s,e){const i=t.length,h=new Float64Array(i),a=new Float64Array(i);for(let e=0;e1&&(e.stroke(),s=!1)}s?(e.lineTo(t,a),e.lineTo(l,_)):(e.beginPath(),e.moveTo(i[r],n[r]),s=!0),o=r}e.lineTo(i[r-1],n[r-1]),e.stroke()}}draw_legend_for_index(e,t,i){o.generic_line_legend(this.visuals,e,t,i)}}i.StepView=l,l.__name__=\"StepView\";class a extends s.XYGlyph{constructor(e){super(e)}static init_Step(){this.prototype.default_view=l,this.mixins([\"line\"]),this.define({mode:[r.StepMode,\"before\"]})}}i.Step=a,a.__name__=\"Step\",a.init_Step()},\n", + " function _(t,s,e){Object.defineProperty(e,\"__esModule\",{value:!0});const i=t(1),_=t(81),n=i.__importStar(t(87)),o=i.__importStar(t(19)),h=t(131);class r extends _.XYGlyphView{_rotate_point(t,s,e,i,_){return[(t-e)*Math.cos(_)-(s-i)*Math.sin(_)+e,(t-e)*Math.sin(_)+(s-i)*Math.cos(_)+i]}_text_bounds(t,s,e,i){return[[t,t+e,t+e,t,t],[s,s,s-i,s-i,s]]}_render(t,s,{sx:e,sy:i,_x_offset:_,_y_offset:n,_angle:o,_text:r}){this._sys=[],this._sxs=[];for(const l of s)if(!isNaN(e[l]+i[l]+_[l]+n[l]+o[l])&&null!=r[l]&&(this._sxs[l]=[],this._sys[l]=[],this.visuals.text.doit)){const s=`${r[l]}`;t.save(),t.translate(e[l]+_[l],i[l]+n[l]),t.rotate(o[l]),this.visuals.text.set_vectorize(t,l);const a=this.visuals.text.cache_select(\"font\",l),{height:x}=h.measure_font(a),c=this.visuals.text.text_line_height.value()*x;if(-1==s.indexOf(\"\\n\")){t.fillText(s,0,0);const o=e[l]+_[l],h=i[l]+n[l],r=t.measureText(s).width,[a,x]=this._text_bounds(o,h,r,c);this._sxs[l].push(a),this._sys[l].push(x)}else{const o=s.split(\"\\n\"),h=c*o.length,r=this.visuals.text.cache_select(\"text_baseline\",l);let a;switch(r){case\"top\":a=0;break;case\"middle\":a=-h/2+c/2;break;case\"bottom\":a=-h+c;break;default:a=0,console.warn(`'${r}' baseline not supported with multi line text`)}for(const s of o){t.fillText(s,0,a);const o=e[l]+_[l],h=a+i[l]+n[l],r=t.measureText(s).width,[x,u]=this._text_bounds(o,h,r,c);this._sxs[l].push(x),this._sys[l].push(u),a+=c}}t.restore()}}_hit_point(t){const{sx:s,sy:e}=t,i=[];for(let t=0;tthis.request_render())}_draw_regions(e){if(!this.visuals.band_fill.doit&&!this.visuals.band_hatch.doit)return;this.visuals.band_fill.set_value(e);const[i,t]=this.grid_coords(\"major\",!1);for(let n=0;n{e.fillRect(s[0],r[0],_[1]-s[0],o[1]-r[0])},()=>this.request_render())}}_draw_grids(e){if(!this.visuals.grid_line.doit)return;const[i,t]=this.grid_coords(\"major\");this._draw_grid_helper(e,this.visuals.grid_line,i,t)}_draw_minor_grids(e){if(!this.visuals.minor_grid_line.doit)return;const[i,t]=this.grid_coords(\"minor\");this._draw_grid_helper(e,this.visuals.minor_grid_line,i,t)}_draw_grid_helper(e,i,t,n){i.set_value(e);for(let i=0;it[1]&&(s=t[1]);else{[n,s]=t;for(const e of this.plot_view.axis_views)e.dimension==this.model.dimension&&e.model.x_range_name==this.model.x_range_name&&e.model.y_range_name==this.model.y_range_name&&([n,s]=e.computed_bounds)}return[n,s]}grid_coords(e,i=!0){const t=this.model.dimension,n=(t+1)%2,[s,r]=this.ranges();let[_,o]=this.computed_bounds();[_,o]=[Math.min(_,o),Math.max(_,o)];const a=[[],[]],l=this.model.get_ticker();if(null==l)return a;const d=l.get_ticks(_,o,s,r.min,{})[e],h=s.min,m=s.max,c=r.min,u=r.max;i||(d[0]!=h&&d.splice(0,0,h),d[d.length-1]!=m&&d.push(m));for(let e=0;ethis.rebuild())}get child_models(){return this.model.children}}i.BoxView=c,c.__name__=\"BoxView\";class r extends s.LayoutDOM{constructor(e){super(e)}static init_Box(){this.define({children:[o.Array,[]],spacing:[o.Number,0]})}}i.Box=r,r.__name__=\"Box\",r.init_Box()},\n", + " function _(i,t,e){Object.defineProperty(e,\"__esModule\",{value:!0});const s=i(1),o=i(69),l=i(66),n=i(70),h=i(8),a=s.__importStar(i(19)),_=i(96),r=i(64),d=i(67);class u extends r.DOMView{constructor(){super(...arguments),this._idle_notified=!1,this._offset_parent=null,this._viewport={}}initialize(){super.initialize(),this.el.style.position=this.is_root?\"relative\":\"absolute\",this._child_views={}}async lazy_initialize(){await this.build_child_views()}remove(){for(const i of this.child_views)i.remove();this._child_views={},super.remove()}connect_signals(){super.connect_signals(),this.is_root&&(this._on_resize=()=>this.resize_layout(),window.addEventListener(\"resize\",this._on_resize),this._parent_observer=setInterval(()=>{const i=this.el.offsetParent;this._offset_parent!=i&&(this._offset_parent=i,null!=i&&(this.compute_viewport(),this.invalidate_layout()))},250));const i=this.model.properties;this.on_change([i.width,i.height,i.min_width,i.min_height,i.max_width,i.max_height,i.margin,i.width_policy,i.height_policy,i.sizing_mode,i.aspect_ratio,i.visible],()=>this.invalidate_layout()),this.on_change([i.background,i.css_classes],()=>this.invalidate_render())}disconnect_signals(){null!=this._parent_observer&&clearTimeout(this._parent_observer),null!=this._on_resize&&window.removeEventListener(\"resize\",this._on_resize),super.disconnect_signals()}css_classes(){return super.css_classes().concat(this.model.css_classes)}get child_views(){return this.child_models.map(i=>this._child_views[i.id])}async build_child_views(){await _.build_views(this._child_views,this.child_models,{parent:this})}render(){super.render(),l.empty(this.el);const{background:i}=this.model;this.el.style.backgroundColor=null!=i?i:\"\",l.classes(this.el).clear().add(...this.css_classes());for(const i of this.child_views)this.el.appendChild(i.el),i.render()}update_layout(){for(const i of this.child_views)i.update_layout();this._update_layout()}update_position(){this.el.style.display=this.model.visible?\"block\":\"none\";const i=this.is_root?this.layout.sizing.margin:void 0;l.position(this.el,this.layout.bbox,i);for(const i of this.child_views)i.update_position()}after_layout(){for(const i of this.child_views)i.after_layout();this._has_finished=!0}compute_viewport(){this._viewport=this._viewport_size()}renderTo(i){i.appendChild(this.el),this._offset_parent=this.el.offsetParent,this.compute_viewport(),this.build()}build(){return this.assert_root(),this.render(),this.update_layout(),this.compute_layout(),this}async rebuild(){await this.build_child_views(),this.invalidate_render()}compute_layout(){const i=Date.now();this.layout.compute(this._viewport),this.update_position(),this.after_layout(),n.logger.debug(`layout computed in ${Date.now()-i} ms`),this.notify_finished()}resize_layout(){this.root.compute_viewport(),this.root.compute_layout()}invalidate_layout(){this.root.update_layout(),this.root.compute_layout()}invalidate_render(){this.render(),this.invalidate_layout()}has_finished(){if(!super.has_finished())return!1;for(const i of this.child_views)if(!i.has_finished())return!1;return!0}notify_finished(){this.is_root?!this._idle_notified&&this.has_finished()&&null!=this.model.document&&(this._idle_notified=!0,this.model.document.notify_idle(this.model)):this.root.notify_finished()}_width_policy(){return null!=this.model.width?\"fixed\":\"fit\"}_height_policy(){return null!=this.model.height?\"fixed\":\"fit\"}box_sizing(){let{width_policy:i,height_policy:t,aspect_ratio:e}=this.model;\"auto\"==i&&(i=this._width_policy()),\"auto\"==t&&(t=this._height_policy());const{sizing_mode:s}=this.model;if(null!=s)if(\"fixed\"==s)i=t=\"fixed\";else if(\"stretch_both\"==s)i=t=\"max\";else if(\"stretch_width\"==s)i=\"max\";else if(\"stretch_height\"==s)t=\"max\";else switch(null==e&&(e=\"auto\"),s){case\"scale_width\":i=\"max\",t=\"min\";break;case\"scale_height\":i=\"min\",t=\"max\";break;case\"scale_both\":i=\"max\",t=\"max\"}const o={width_policy:i,height_policy:t},{min_width:l,min_height:n}=this.model;null!=l&&(o.min_width=l),null!=n&&(o.min_height=n);const{width:a,height:_}=this.model;null!=a&&(o.width=a),null!=_&&(o.height=_);const{max_width:r,max_height:d}=this.model;null!=r&&(o.max_width=r),null!=d&&(o.max_height=d),\"auto\"==e&&null!=a&&null!=_?o.aspect=a/_:h.isNumber(e)&&(o.aspect=e);const{margin:u}=this.model;if(null!=u)if(h.isNumber(u))o.margin={top:u,right:u,bottom:u,left:u};else if(2==u.length){const[i,t]=u;o.margin={top:i,right:t,bottom:i,left:t}}else{const[i,t,e,s]=u;o.margin={top:i,right:t,bottom:e,left:s}}o.visible=this.model.visible;const{align:c}=this.model;return h.isArray(c)?[o.halign,o.valign]=c:o.halign=o.valign=c,o}_viewport_size(){return l.undisplayed(this.el,()=>{let i=this.el;for(;i=i.parentElement;){if(i.classList.contains(d.bk_root))continue;if(i==document.body){const{margin:{left:i,right:t,top:e,bottom:s}}=l.extents(document.body);return{width:Math.ceil(document.documentElement.clientWidth-i-t),height:Math.ceil(document.documentElement.clientHeight-e-s)}}const{padding:{left:t,right:e,top:s,bottom:o}}=l.extents(i),{width:n,height:h}=i.getBoundingClientRect(),a=Math.ceil(n-t-e),_=Math.ceil(h-s-o);if(a>0||_>0)return{width:a>0?a:void 0,height:_>0?_:void 0}}return{}})}serializable_state(){return Object.assign(Object.assign({},super.serializable_state()),{bbox:this.layout.bbox.box,children:this.child_views.map(i=>i.serializable_state())})}}e.LayoutDOMView=u,u.__name__=\"LayoutDOMView\";class c extends o.Model{constructor(i){super(i)}static init_LayoutDOM(){this.define({width:[a.Number,null],height:[a.Number,null],min_width:[a.Number,null],min_height:[a.Number,null],max_width:[a.Number,null],max_height:[a.Number,null],margin:[a.Any,[0,0,0,0]],width_policy:[a.Any,\"auto\"],height_policy:[a.Any,\"auto\"],aspect_ratio:[a.Any,null],sizing_mode:[a.SizingMode,null],visible:[a.Boolean,!0],disabled:[a.Boolean,!1],align:[a.Any,\"start\"],background:[a.Color,null],css_classes:[a.Array,[]]})}}e.LayoutDOM=c,c.__name__=\"LayoutDOM\",c.init_LayoutDOM()},\n", + " function _(t,o,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=t(1),e=t(243),n=t(191),l=s.__importStar(t(19));class u extends e.BoxView{_update_layout(){const t=this.child_views.map(t=>t.layout);this.layout=new n.Column(t),this.layout.rows=this.model.rows,this.layout.spacing=[this.model.spacing,0],this.layout.set_sizing(this.box_sizing())}}i.ColumnView=u,u.__name__=\"ColumnView\";class _ extends e.Box{constructor(t){super(t)}static init_Column(){this.prototype.default_view=u,this.define({rows:[l.Any,\"auto\"]})}}i.Column=_,_.__name__=\"Column\",_.init_Column()},\n", + " function _(t,i,s){Object.defineProperty(s,\"__esModule\",{value:!0});const o=t(1),e=t(244),n=t(191),l=o.__importStar(t(19));class r extends e.LayoutDOMView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.children.change,()=>this.rebuild())}get child_models(){return this.model.children.map(([t])=>t)}_update_layout(){this.layout=new n.Grid,this.layout.rows=this.model.rows,this.layout.cols=this.model.cols,this.layout.spacing=this.model.spacing;for(const[t,i,s,o,e]of this.model.children){const n=this._child_views[t.id];this.layout.items.push({layout:n.layout,row:i,col:s,row_span:o,col_span:e})}this.layout.set_sizing(this.box_sizing())}}s.GridBoxView=r,r.__name__=\"GridBoxView\";class a extends e.LayoutDOM{constructor(t){super(t)}static init_GridBox(){this.prototype.default_view=r,this.define({children:[l.Array,[]],rows:[l.Any,\"auto\"],cols:[l.Any,\"auto\"],spacing:[l.Any,0]})}}s.GridBox=a,a.__name__=\"GridBox\",a.init_GridBox()},\n", + " function _(e,t,o){Object.defineProperty(o,\"__esModule\",{value:!0});const s=e(244),_=e(187);class n extends s.LayoutDOMView{get child_models(){return[]}_update_layout(){this.layout=new _.ContentBox(this.el),this.layout.set_sizing(this.box_sizing())}}o.HTMLBoxView=n,n.__name__=\"HTMLBoxView\";class i extends s.LayoutDOM{constructor(e){super(e)}}o.HTMLBox=i,i.__name__=\"HTMLBox\"},\n", + " function _(t,o,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=t(1),e=t(243),_=t(191),a=s.__importStar(t(19));class n extends e.BoxView{_update_layout(){const t=this.child_views.map(t=>t.layout);this.layout=new _.Row(t),this.layout.cols=this.model.cols,this.layout.spacing=[0,this.model.spacing],this.layout.set_sizing(this.box_sizing())}}i.RowView=n,n.__name__=\"RowView\";class l extends e.Box{constructor(t){super(t)}static init_Row(){this.prototype.default_view=n,this.define({cols:[a.Any,\"auto\"]})}}i.Row=l,l.__name__=\"Row\",l.init_Row()},\n", + " function _(e,t,a){Object.defineProperty(a,\"__esModule\",{value:!0});const i=e(244),s=e(187);class _ extends i.LayoutDOMView{get child_models(){return[]}_update_layout(){this.layout=new s.LayoutItem,this.layout.set_sizing(this.box_sizing())}}a.SpacerView=_,_.__name__=\"SpacerView\";class o extends i.LayoutDOM{constructor(e){super(e)}static init_Spacer(){this.prototype.default_view=_}}a.Spacer=o,o.__name__=\"Spacer\",o.init_Spacer()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(1),a=e(187),l=e(66),h=e(9),o=i.__importStar(e(19)),c=e(244),d=e(69),n=e(145),r=e(251),_=e(252),b=e(253);class p extends c.LayoutDOMView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.tabs.change,()=>this.rebuild()),this.connect(this.model.properties.active.change,()=>this.on_active_change())}get child_models(){return this.model.tabs.map(e=>e.child)}_update_layout(){const e=this.model.tabs_location,t=\"above\"==e||\"below\"==e,{scroll_el:s,headers_el:i}=this;this.header=new class extends a.ContentBox{_measure(e){const a=l.size(s),o=l.children(i).slice(0,3).map(e=>l.size(e)),{width:c,height:d}=super._measure(e);if(t){const t=a.width+h.sum(o.map(e=>e.width));return{width:e.width!=1/0?e.width:t,height:d}}{const t=a.height+h.sum(o.map(e=>e.height));return{width:c,height:e.height!=1/0?e.height:t}}}}(this.header_el),t?this.header.set_sizing({width_policy:\"fit\",height_policy:\"fixed\"}):this.header.set_sizing({width_policy:\"fixed\",height_policy:\"fit\"});let o=1,c=1;switch(e){case\"above\":o-=1;break;case\"below\":o+=1;break;case\"left\":c-=1;break;case\"right\":c+=1}const d={layout:this.header,row:o,col:c},n=this.child_views.map(e=>({layout:e.layout,row:1,col:1}));this.layout=new a.Grid([d,...n]),this.layout.set_sizing(this.box_sizing())}update_position(){super.update_position(),this.header_el.style.position=\"absolute\",l.position(this.header_el,this.header.bbox);const e=this.model.tabs_location,t=\"above\"==e||\"below\"==e,s=l.size(this.scroll_el),i=l.scroll_size(this.headers_el);if(t){const{width:e}=this.header.bbox;i.width>e?(this.wrapper_el.style.maxWidth=`${e-s.width}px`,l.display(this.scroll_el)):(this.wrapper_el.style.maxWidth=\"\",l.undisplay(this.scroll_el))}else{const{height:e}=this.header.bbox;i.height>e?(this.wrapper_el.style.maxHeight=`${e-s.height}px`,l.display(this.scroll_el)):(this.wrapper_el.style.maxHeight=\"\",l.undisplay(this.scroll_el))}const{child_views:a}=this;for(const e of a)l.hide(e.el);const h=a[this.model.active];null!=h&&l.show(h.el)}render(){super.render();const{active:e}=this.model,t=this.model.tabs_location,s=\"above\"==t||\"below\"==t,i=this.model.tabs.map((t,s)=>{const i=l.div({class:[r.bk_tab,s==e?n.bk_active:null]},t.title);if(i.addEventListener(\"click\",e=>{e.target==e.currentTarget&&this.change_active(s)}),t.closable){const e=l.div({class:r.bk_close});e.addEventListener(\"click\",e=>{if(e.target==e.currentTarget){this.model.tabs=h.remove_at(this.model.tabs,s);const e=this.model.tabs.length;this.model.active>e-1&&(this.model.active=e-1)}}),i.appendChild(e)}return i});this.headers_el=l.div({class:[r.bk_headers]},i),this.wrapper_el=l.div({class:r.bk_headers_wrapper},this.headers_el);const a=l.div({class:[_.bk_btn,_.bk_btn_default],disabled:\"\"},l.div({class:[b.bk_caret,n.bk_left]})),o=l.div({class:[_.bk_btn,_.bk_btn_default]},l.div({class:[b.bk_caret,n.bk_right]}));let c=0;const d=e=>()=>{const t=this.model.tabs.length;c=\"left\"==e?Math.max(c-1,0):Math.min(c+1,t-1),0==c?a.setAttribute(\"disabled\",\"\"):a.removeAttribute(\"disabled\"),c==t-1?o.setAttribute(\"disabled\",\"\"):o.removeAttribute(\"disabled\");const i=l.children(this.headers_el).slice(0,c).map(e=>e.getBoundingClientRect());if(s){const e=-h.sum(i.map(e=>e.width));this.headers_el.style.left=`${e}px`}else{const e=-h.sum(i.map(e=>e.height));this.headers_el.style.top=`${e}px`}};a.addEventListener(\"click\",d(\"left\")),o.addEventListener(\"click\",d(\"right\")),this.scroll_el=l.div({class:_.bk_btn_group},a,o),this.header_el=l.div({class:[r.bk_tabs_header,n.bk_side(t)]},this.scroll_el,this.wrapper_el),this.el.appendChild(this.header_el)}change_active(e){e!=this.model.active&&(this.model.active=e)}on_active_change(){const e=this.model.active,t=l.children(this.headers_el);for(const e of t)e.classList.remove(n.bk_active);t[e].classList.add(n.bk_active);const{child_views:s}=this;for(const e of s)l.hide(e.el);l.show(s[e].el)}}s.TabsView=p,p.__name__=\"TabsView\";class u extends c.LayoutDOM{constructor(e){super(e)}static init_Tabs(){this.prototype.default_view=p,this.define({tabs:[o.Array,[]],tabs_location:[o.Location,\"above\"],active:[o.Number,0]})}}s.Tabs=u,u.__name__=\"Tabs\",u.init_Tabs();class m extends d.Model{constructor(e){super(e)}static init_Panel(){this.define({title:[o.String,\"\"],child:[o.Instance],closable:[o.Boolean,!1]})}}s.Panel=m,m.__name__=\"Panel\",m.init_Panel()},\n", + " function _(e,r,n){Object.defineProperty(n,\"__esModule\",{value:!0});const b=e(1);e(67),b.__importStar(e(66)).styles.append('.bk-root .bk-tabs-header {\\n display: flex;\\n display: -webkit-flex;\\n flex-wrap: nowrap;\\n -webkit-flex-wrap: nowrap;\\n align-items: center;\\n -webkit-align-items: center;\\n overflow: hidden;\\n user-select: none;\\n -ms-user-select: none;\\n -moz-user-select: none;\\n -webkit-user-select: none;\\n}\\n.bk-root .bk-tabs-header .bk-btn-group {\\n height: auto;\\n margin-right: 5px;\\n}\\n.bk-root .bk-tabs-header .bk-btn-group > .bk-btn {\\n flex-grow: 0;\\n -webkit-flex-grow: 0;\\n height: auto;\\n padding: 4px 4px;\\n}\\n.bk-root .bk-tabs-header .bk-headers-wrapper {\\n flex-grow: 1;\\n -webkit-flex-grow: 1;\\n overflow: hidden;\\n color: #666666;\\n}\\n.bk-root .bk-tabs-header.bk-above .bk-headers-wrapper {\\n border-bottom: 1px solid #e6e6e6;\\n}\\n.bk-root .bk-tabs-header.bk-right .bk-headers-wrapper {\\n border-left: 1px solid #e6e6e6;\\n}\\n.bk-root .bk-tabs-header.bk-below .bk-headers-wrapper {\\n border-top: 1px solid #e6e6e6;\\n}\\n.bk-root .bk-tabs-header.bk-left .bk-headers-wrapper {\\n border-right: 1px solid #e6e6e6;\\n}\\n.bk-root .bk-tabs-header.bk-above,\\n.bk-root .bk-tabs-header.bk-below {\\n flex-direction: row;\\n -webkit-flex-direction: row;\\n}\\n.bk-root .bk-tabs-header.bk-above .bk-headers,\\n.bk-root .bk-tabs-header.bk-below .bk-headers {\\n flex-direction: row;\\n -webkit-flex-direction: row;\\n}\\n.bk-root .bk-tabs-header.bk-left,\\n.bk-root .bk-tabs-header.bk-right {\\n flex-direction: column;\\n -webkit-flex-direction: column;\\n}\\n.bk-root .bk-tabs-header.bk-left .bk-headers,\\n.bk-root .bk-tabs-header.bk-right .bk-headers {\\n flex-direction: column;\\n -webkit-flex-direction: column;\\n}\\n.bk-root .bk-tabs-header .bk-headers {\\n position: relative;\\n display: flex;\\n display: -webkit-flex;\\n flex-wrap: nowrap;\\n -webkit-flex-wrap: nowrap;\\n align-items: center;\\n -webkit-align-items: center;\\n}\\n.bk-root .bk-tabs-header .bk-tab {\\n padding: 4px 8px;\\n border: solid transparent;\\n white-space: nowrap;\\n cursor: pointer;\\n}\\n.bk-root .bk-tabs-header .bk-tab:hover {\\n background-color: #f2f2f2;\\n}\\n.bk-root .bk-tabs-header .bk-tab.bk-active {\\n color: #4d4d4d;\\n background-color: white;\\n border-color: #e6e6e6;\\n}\\n.bk-root .bk-tabs-header .bk-tab .bk-close {\\n margin-left: 10px;\\n}\\n.bk-root .bk-tabs-header.bk-above .bk-tab {\\n border-width: 3px 1px 0px 1px;\\n border-radius: 4px 4px 0 0;\\n}\\n.bk-root .bk-tabs-header.bk-right .bk-tab {\\n border-width: 1px 3px 1px 0px;\\n border-radius: 0 4px 4px 0;\\n}\\n.bk-root .bk-tabs-header.bk-below .bk-tab {\\n border-width: 0px 1px 3px 1px;\\n border-radius: 0 0 4px 4px;\\n}\\n.bk-root .bk-tabs-header.bk-left .bk-tab {\\n border-width: 1px 0px 1px 3px;\\n border-radius: 4px 0 0 4px;\\n}\\n.bk-root .bk-close {\\n display: inline-block;\\n width: 10px;\\n height: 10px;\\n vertical-align: middle;\\n background-image: url(\\'data:image/svg+xml;utf8,\\\\\\n \\\\\\n \\\\\\n \\\\\\n \\');\\n}\\n.bk-root .bk-close:hover {\\n background-image: url(\\'data:image/svg+xml;utf8,\\\\\\n \\\\\\n \\\\\\n \\\\\\n \\');\\n}\\n'),n.bk_tabs_header=\"bk-tabs-header\",n.bk_headers_wrapper=\"bk-headers-wrapper\",n.bk_headers=\"bk-headers\",n.bk_tab=\"bk-tab\",n.bk_close=\"bk-close\"},\n", + " function _(n,o,b){Object.defineProperty(b,\"__esModule\",{value:!0});const r=n(1);n(67),r.__importStar(n(66)).styles.append(\".bk-root .bk-btn {\\n height: 100%;\\n display: inline-block;\\n text-align: center;\\n vertical-align: middle;\\n white-space: nowrap;\\n cursor: pointer;\\n padding: 6px 12px;\\n font-size: 12px;\\n border: 1px solid transparent;\\n border-radius: 4px;\\n outline: 0;\\n user-select: none;\\n -ms-user-select: none;\\n -moz-user-select: none;\\n -webkit-user-select: none;\\n}\\n.bk-root .bk-btn:hover,\\n.bk-root .bk-btn:focus {\\n text-decoration: none;\\n}\\n.bk-root .bk-btn:active,\\n.bk-root .bk-btn.bk-active {\\n background-image: none;\\n box-shadow: inset 0 3px 5px rgba(0, 0, 0, 0.125);\\n}\\n.bk-root .bk-btn[disabled] {\\n cursor: not-allowed;\\n pointer-events: none;\\n opacity: 0.65;\\n box-shadow: none;\\n}\\n.bk-root .bk-btn-default {\\n color: #333;\\n background-color: #fff;\\n border-color: #ccc;\\n}\\n.bk-root .bk-btn-default:hover {\\n background-color: #f5f5f5;\\n border-color: #b8b8b8;\\n}\\n.bk-root .bk-btn-default.bk-active {\\n background-color: #ebebeb;\\n border-color: #adadad;\\n}\\n.bk-root .bk-btn-default[disabled],\\n.bk-root .bk-btn-default[disabled]:hover,\\n.bk-root .bk-btn-default[disabled]:focus,\\n.bk-root .bk-btn-default[disabled]:active,\\n.bk-root .bk-btn-default[disabled].bk-active {\\n background-color: #e6e6e6;\\n border-color: #ccc;\\n}\\n.bk-root .bk-btn-primary {\\n color: #fff;\\n background-color: #428bca;\\n border-color: #357ebd;\\n}\\n.bk-root .bk-btn-primary:hover {\\n background-color: #3681c1;\\n border-color: #2c699e;\\n}\\n.bk-root .bk-btn-primary.bk-active {\\n background-color: #3276b1;\\n border-color: #285e8e;\\n}\\n.bk-root .bk-btn-primary[disabled],\\n.bk-root .bk-btn-primary[disabled]:hover,\\n.bk-root .bk-btn-primary[disabled]:focus,\\n.bk-root .bk-btn-primary[disabled]:active,\\n.bk-root .bk-btn-primary[disabled].bk-active {\\n background-color: #506f89;\\n border-color: #357ebd;\\n}\\n.bk-root .bk-btn-success {\\n color: #fff;\\n background-color: #5cb85c;\\n border-color: #4cae4c;\\n}\\n.bk-root .bk-btn-success:hover {\\n background-color: #4eb24e;\\n border-color: #409240;\\n}\\n.bk-root .bk-btn-success.bk-active {\\n background-color: #47a447;\\n border-color: #398439;\\n}\\n.bk-root .bk-btn-success[disabled],\\n.bk-root .bk-btn-success[disabled]:hover,\\n.bk-root .bk-btn-success[disabled]:focus,\\n.bk-root .bk-btn-success[disabled]:active,\\n.bk-root .bk-btn-success[disabled].bk-active {\\n background-color: #667b66;\\n border-color: #4cae4c;\\n}\\n.bk-root .bk-btn-warning {\\n color: #fff;\\n background-color: #f0ad4e;\\n border-color: #eea236;\\n}\\n.bk-root .bk-btn-warning:hover {\\n background-color: #eea43b;\\n border-color: #e89014;\\n}\\n.bk-root .bk-btn-warning.bk-active {\\n background-color: #ed9c28;\\n border-color: #d58512;\\n}\\n.bk-root .bk-btn-warning[disabled],\\n.bk-root .bk-btn-warning[disabled]:hover,\\n.bk-root .bk-btn-warning[disabled]:focus,\\n.bk-root .bk-btn-warning[disabled]:active,\\n.bk-root .bk-btn-warning[disabled].bk-active {\\n background-color: #c89143;\\n border-color: #eea236;\\n}\\n.bk-root .bk-btn-danger {\\n color: #fff;\\n background-color: #d9534f;\\n border-color: #d43f3a;\\n}\\n.bk-root .bk-btn-danger:hover {\\n background-color: #d5433e;\\n border-color: #bd2d29;\\n}\\n.bk-root .bk-btn-danger.bk-active {\\n background-color: #d2322d;\\n border-color: #ac2925;\\n}\\n.bk-root .bk-btn-danger[disabled],\\n.bk-root .bk-btn-danger[disabled]:hover,\\n.bk-root .bk-btn-danger[disabled]:focus,\\n.bk-root .bk-btn-danger[disabled]:active,\\n.bk-root .bk-btn-danger[disabled].bk-active {\\n background-color: #a55350;\\n border-color: #d43f3a;\\n}\\n.bk-root .bk-btn-group {\\n height: 100%;\\n display: flex;\\n display: -webkit-flex;\\n flex-wrap: nowrap;\\n -webkit-flex-wrap: nowrap;\\n align-items: center;\\n -webkit-align-items: center;\\n flex-direction: row;\\n -webkit-flex-direction: row;\\n}\\n.bk-root .bk-btn-group > .bk-btn {\\n flex-grow: 1;\\n -webkit-flex-grow: 1;\\n}\\n.bk-root .bk-btn-group > .bk-btn + .bk-btn {\\n margin-left: -1px;\\n}\\n.bk-root .bk-btn-group > .bk-btn:first-child:not(:last-child) {\\n border-bottom-right-radius: 0;\\n border-top-right-radius: 0;\\n}\\n.bk-root .bk-btn-group > .bk-btn:not(:first-child):last-child {\\n border-bottom-left-radius: 0;\\n border-top-left-radius: 0;\\n}\\n.bk-root .bk-btn-group > .bk-btn:not(:first-child):not(:last-child) {\\n border-radius: 0;\\n}\\n.bk-root .bk-btn-group .bk-dropdown-toggle {\\n flex: 0 0 0;\\n -webkit-flex: 0 0 0;\\n padding: 6px 6px;\\n}\\n\"),b.bk_btn=\"bk-btn\",b.bk_btn_group=\"bk-btn-group\",b.bk_btn_default=\"bk-btn-default\",b.bk_btn_primary=\"bk-btn-primary\",b.bk_btn_success=\"bk-btn-success\",b.bk_btn_warning=\"bk-btn-warning\",b.bk_btn_danger=\"bk-btn-danger\",b.bk_btn_type=function(n){switch(n){case\"default\":return b.bk_btn_default;case\"primary\":return b.bk_btn_primary;case\"success\":return b.bk_btn_success;case\"warning\":return b.bk_btn_warning;case\"danger\":return b.bk_btn_danger}},b.bk_dropdown_toggle=\"bk-dropdown-toggle\"},\n", + " function _(n,o,r){Object.defineProperty(r,\"__esModule\",{value:!0});const b=n(1);n(67),b.__importStar(n(66)).styles.append(\".bk-root .bk-menu {\\n position: absolute;\\n left: 0;\\n width: 100%;\\n z-index: 100;\\n cursor: pointer;\\n font-size: 12px;\\n background-color: #fff;\\n border: 1px solid #ccc;\\n border-radius: 4px;\\n box-shadow: 0 6px 12px rgba(0, 0, 0, 0.175);\\n}\\n.bk-root .bk-menu.bk-above {\\n bottom: 100%;\\n}\\n.bk-root .bk-menu.bk-below {\\n top: 100%;\\n}\\n.bk-root .bk-menu > .bk-divider {\\n height: 1px;\\n margin: 7.5px 0;\\n overflow: hidden;\\n background-color: #e5e5e5;\\n}\\n.bk-root .bk-menu > :not(.bk-divider) {\\n padding: 6px 12px;\\n}\\n.bk-root .bk-menu > :not(.bk-divider):hover,\\n.bk-root .bk-menu > :not(.bk-divider).bk-active {\\n background-color: #e6e6e6;\\n}\\n.bk-root .bk-caret {\\n display: inline-block;\\n vertical-align: middle;\\n width: 0;\\n height: 0;\\n margin: 0 5px;\\n}\\n.bk-root .bk-caret.bk-down {\\n border-top: 4px solid;\\n}\\n.bk-root .bk-caret.bk-up {\\n border-bottom: 4px solid;\\n}\\n.bk-root .bk-caret.bk-down,\\n.bk-root .bk-caret.bk-up {\\n border-right: 4px solid transparent;\\n border-left: 4px solid transparent;\\n}\\n.bk-root .bk-caret.bk-left {\\n border-right: 4px solid;\\n}\\n.bk-root .bk-caret.bk-right {\\n border-left: 4px solid;\\n}\\n.bk-root .bk-caret.bk-left,\\n.bk-root .bk-caret.bk-right {\\n border-top: 4px solid transparent;\\n border-bottom: 4px solid transparent;\\n}\\n\"),r.bk_menu=\"bk-menu\",r.bk_caret=\"bk-caret\",r.bk_divider=\"bk-divider\"},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const o=e(245);class _ extends o.ColumnView{}i.WidgetBoxView=_,_.__name__=\"WidgetBoxView\";class n extends o.Column{constructor(e){super(e)}static init_WidgetBox(){this.prototype.default_view=_}}i.WidgetBox=n,n.__name__=\"WidgetBox\",n.init_WidgetBox()},\n", + " function _(r,a,o){Object.defineProperty(o,\"__esModule\",{value:!0});var e=r(256);o.CategoricalColorMapper=e.CategoricalColorMapper;var p=r(258);o.CategoricalMarkerMapper=p.CategoricalMarkerMapper;var l=r(259);o.CategoricalPatternMapper=l.CategoricalPatternMapper;var C=r(115);o.ContinuousColorMapper=C.ContinuousColorMapper;var M=r(116);o.ColorMapper=M.ColorMapper;var t=r(114);o.LinearColorMapper=t.LinearColorMapper;var i=r(260);o.LogColorMapper=i.LogColorMapper},\n", + " function _(r,t,e){Object.defineProperty(e,\"__esModule\",{value:!0});const o=r(1),a=r(257),c=r(116),i=o.__importStar(r(19));class s extends c.ColorMapper{constructor(r){super(r)}static init_CategoricalColorMapper(){this.define({factors:[i.Array],start:[i.Number,0],end:[i.Number]})}_v_compute(r,t,e,{nan_color:o}){a.cat_v_compute(r,this.factors,e,t,this.start,this.end,o)}}e.CategoricalColorMapper=s,s.__name__=\"CategoricalColorMapper\",s.init_CategoricalColorMapper()},\n", + " function _(e,n,t){Object.defineProperty(t,\"__esModule\",{value:!0});const l=e(12),i=e(8);function u(e,n){if(e.length!=n.length)return!1;for(let t=0,l=e.length;tu(e,d))),s=g<0||g>=t.length?r:t[g],c[_]=s}}},\n", + " function _(r,e,a){Object.defineProperty(a,\"__esModule\",{value:!0});const t=r(1),s=r(257),i=r(117),c=t.__importStar(r(19));class n extends i.Mapper{constructor(r){super(r)}static init_CategoricalMarkerMapper(){this.define({factors:[c.Array],markers:[c.Array],start:[c.Number,0],end:[c.Number],default_value:[c.MarkerType,\"circle\"]})}v_compute(r){const e=new Array(r.length);return s.cat_v_compute(r,this.factors,this.markers,e,this.start,this.end,this.default_value),e}}a.CategoricalMarkerMapper=n,n.__name__=\"CategoricalMarkerMapper\",n.init_CategoricalMarkerMapper()},\n", + " function _(t,e,a){Object.defineProperty(a,\"__esModule\",{value:!0});const r=t(1),n=t(257),s=t(117),i=r.__importStar(t(19));class c extends s.Mapper{constructor(t){super(t)}static init_CategoricalPatternMapper(){this.define({factors:[i.Array],patterns:[i.Array],start:[i.Number,0],end:[i.Number],default_value:[i.HatchPatternType,\" \"]})}v_compute(t){const e=new Array(t.length);return n.cat_v_compute(t,this.factors,this.patterns,e,this.start,this.end,this.default_value),e}}a.CategoricalPatternMapper=c,c.__name__=\"CategoricalPatternMapper\",c.init_CategoricalPatternMapper()},\n", + " function _(o,l,n){Object.defineProperty(n,\"__esModule\",{value:!0});const t=o(115),e=o(12);class i extends t.ContinuousColorMapper{constructor(o){super(o)}_v_compute(o,l,n,t){const{nan_color:i,low_color:h,high_color:c}=t,r=n.length,s=null!=this.low?this.low:e.min(o),u=null!=this.high?this.high:e.max(o),a=r/(Math.log(u)-Math.log(s)),g=n.length-1;for(let t=0,e=o.length;tu){l[t]=null!=c?c:n[g];continue}if(e==u){l[t]=n[g];continue}if(eg&&(_=g),l[t]=n[_]}}}n.LogColorMapper=i,i.__name__=\"LogColorMapper\"},\n", + " function _(e,r,t){Object.defineProperty(t,\"__esModule\",{value:!0}),e(1).__exportStar(e(262),t);var a=e(263);t.Marker=a.Marker;var _=e(264);t.Scatter=_.Scatter},\n", + " function _(e,t,o){Object.defineProperty(o,\"__esModule\",{value:!0});const i=e(263),s=Math.sqrt(3);function r(e,t){e.moveTo(-t,t),e.lineTo(t,-t),e.moveTo(-t,-t),e.lineTo(t,t)}function n(e,t){e.moveTo(0,t),e.lineTo(0,-t),e.moveTo(-t,0),e.lineTo(t,0)}function c(e,t){e.moveTo(0,t),e.lineTo(t/1.5,0),e.lineTo(0,-t),e.lineTo(-t/1.5,0),e.closePath()}function l(e,t){const o=t*s,i=o/3;e.moveTo(-t,i),e.lineTo(t,i),e.lineTo(0,i-o),e.closePath()}function a(e,t,o,i,s){const c=.65*o;n(e,o),r(e,c),i.doit&&(i.set_vectorize(e,t),e.stroke())}function d(e,t,o,i,s){e.arc(0,0,o,0,2*Math.PI,!1),s.doit&&(s.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),n(e,o),e.stroke())}function _(e,t,o,i,s){e.arc(0,0,o,0,2*Math.PI,!1),s.doit&&(s.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),r(e,o),e.stroke())}function v(e,t,o,i,s){n(e,o),i.doit&&(i.set_vectorize(e,t),e.stroke())}function f(e,t,o,i,s){c(e,o),s.doit&&(s.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())}function u(e,t,o,i,s){c(e,o),s.doit&&(s.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),n(e,o),e.stroke())}function T(e,t,o,i,r){!function(e,t){const o=t/2,i=s*o;e.moveTo(t,0),e.lineTo(o,-i),e.lineTo(-o,-i),e.lineTo(-t,0),e.lineTo(-o,i),e.lineTo(o,i),e.closePath()}(e,o),r.doit&&(r.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())}function z(e,t,o,i,s){e.rotate(Math.PI),l(e,o),e.rotate(-Math.PI),s.doit&&(s.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())}function k(e,t,o,i,s){const r=2*o;e.rect(-o,-o,r,r),s.doit&&(s.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())}function m(e,t,o,i,s){const r=2*o;e.rect(-o,-o,r,r),s.doit&&(s.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),n(e,o),e.stroke())}function C(e,t,o,i,s){const n=2*o;e.rect(-o,-o,n,n),s.doit&&(s.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),r(e,o),e.stroke())}function h(e,t,o,i,s){l(e,o),s.doit&&(s.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())}function q(e,t,o,i,s){!function(e,t){e.moveTo(-t,0),e.lineTo(t,0)}(e,o),i.doit&&(i.set_vectorize(e,t),e.stroke())}function M(e,t,o,i,s){r(e,o),i.doit&&(i.set_vectorize(e,t),e.stroke())}function P(e,t){var o;const s=class extends i.MarkerView{static initClass(){this.prototype._render_one=t}};s.initClass();const r=((o=class extends i.Marker{static initClass(){this.prototype.default_view=s}}).__name__=e,o);return r.initClass(),r}o.Asterisk=P(\"Asterisk\",a),o.CircleCross=P(\"CircleCross\",d),o.CircleX=P(\"CircleX\",_),o.Cross=P(\"Cross\",v),o.Dash=P(\"Dash\",q),o.Diamond=P(\"Diamond\",f),o.DiamondCross=P(\"DiamondCross\",u),o.Hex=P(\"Hex\",T),o.InvertedTriangle=P(\"InvertedTriangle\",z),o.Square=P(\"Square\",k),o.SquareCross=P(\"SquareCross\",m),o.SquareX=P(\"SquareX\",C),o.Triangle=P(\"Triangle\",h),o.X=P(\"X\",M),o.marker_funcs={asterisk:a,circle:function(e,t,o,i,s){e.arc(0,0,o,0,2*Math.PI,!1),s.doit&&(s.set_vectorize(e,t),e.fill()),i.doit&&(i.set_vectorize(e,t),e.stroke())},circle_cross:d,circle_x:_,cross:v,diamond:f,diamond_cross:u,hex:T,inverted_triangle:z,square:k,square_cross:m,square_x:C,triangle:h,dash:q,x:M}},\n", + " function _(e,s,t){Object.defineProperty(t,\"__esModule\",{value:!0});const i=e(1),r=e(81),n=i.__importStar(e(87)),a=i.__importStar(e(19)),_=e(9);class h extends r.XYGlyphView{_render(e,s,{sx:t,sy:i,_size:r,_angle:n}){for(const a of s){if(isNaN(t[a]+i[a]+r[a]+n[a]))continue;const s=r[a]/2;e.beginPath(),e.translate(t[a],i[a]),n[a]&&e.rotate(n[a]),this._render_one(e,a,s,this.visuals.line,this.visuals.fill),n[a]&&e.rotate(-n[a]),e.translate(-t[a],-i[a])}}_mask_data(){const e=this.renderer.plot_view.frame.bbox.h_range,s=e.start-this.max_size,t=e.end+this.max_size,[i,r]=this.renderer.xscale.r_invert(s,t),n=this.renderer.plot_view.frame.bbox.v_range,a=n.start-this.max_size,_=n.end+this.max_size,[h,c]=this.renderer.yscale.r_invert(a,_);return this.index.indices({x0:i,x1:r,y0:h,y1:c})}_hit_point(e){const{sx:s,sy:t}=e,i=s-this.max_size,r=s+this.max_size,[a,_]=this.renderer.xscale.r_invert(i,r),h=t-this.max_size,c=t+this.max_size,[o,x]=this.renderer.yscale.r_invert(h,c),l=this.index.indices({x0:a,x1:_,y0:o,y1:x}),y=[];for(const e of l){const i=this._size[e]/2,r=Math.abs(this.sx[e]-s)+Math.abs(this.sy[e]-t);Math.abs(this.sx[e]-s)<=i&&Math.abs(this.sy[e]-t)<=i&&y.push([e,r])}return n.create_hit_test_result_from_hits(y)}_hit_span(e){const{sx:s,sy:t}=e,i=this.bounds(),r=this.max_size/2,a=n.create_empty_hit_test_result();let _,h,c,o;if(\"h\"==e.direction){c=i.y0,o=i.y1;const e=s-r,t=s+r;[_,h]=this.renderer.xscale.r_invert(e,t)}else{_=i.x0,h=i.x1;const e=t-r,s=t+r;[c,o]=this.renderer.yscale.r_invert(e,s)}const x=this.index.indices({x0:_,x1:h,y0:c,y1:o});return a.indices=x,a}_hit_rect(e){const{sx0:s,sx1:t,sy0:i,sy1:r}=e,[a,_]=this.renderer.xscale.r_invert(s,t),[h,c]=this.renderer.yscale.r_invert(i,r),o=n.create_empty_hit_test_result();return o.indices=this.index.indices({x0:a,x1:_,y0:h,y1:c}),o}_hit_poly(e){const{sx:s,sy:t}=e,i=_.range(0,this.sx.length),r=[];for(let e=0,a=i.length;enew r.Range1d,y_range:()=>new r.Range1d})}initialize(){super.initialize(),this.use_map=!0,this.api_key||n.logger.error(\"api_key is required. See https://developers.google.com/maps/documentation/javascript/get-api-key for more information on how to obtain your own.\")}}i.GMapPlot=u,u.__name__=\"GMapPlot\",u.init_GMapPlot()},\n", + " function _(e,t,r){Object.defineProperty(r,\"__esModule\",{value:!0});const n=e(1).__importStar(e(19)),o=e(14),i=e(9),a=e(23),l=e(8),s=e(244),_=e(141),h=e(119),c=e(268),u=e(73),d=e(78),b=e(185),g=e(280);r.PlotView=g.PlotView;class m extends s.LayoutDOM{constructor(e){super(e)}static init_Plot(){this.prototype.default_view=g.PlotView,this.mixins([\"line:outline_\",\"fill:background_\",\"fill:border_\"]),this.define({toolbar:[n.Instance,()=>new c.Toolbar],toolbar_location:[n.Location,\"right\"],toolbar_sticky:[n.Boolean,!0],plot_width:[n.Number,600],plot_height:[n.Number,600],frame_width:[n.Number,null],frame_height:[n.Number,null],title:[n.Any,()=>new _.Title({text:\"\"})],title_location:[n.Location,\"above\"],above:[n.Array,[]],below:[n.Array,[]],left:[n.Array,[]],right:[n.Array,[]],center:[n.Array,[]],renderers:[n.Array,[]],x_range:[n.Instance,()=>new b.DataRange1d],extra_x_ranges:[n.Any,{}],y_range:[n.Instance,()=>new b.DataRange1d],extra_y_ranges:[n.Any,{}],x_scale:[n.Instance,()=>new h.LinearScale],y_scale:[n.Instance,()=>new h.LinearScale],lod_factor:[n.Number,10],lod_interval:[n.Number,300],lod_threshold:[n.Number,2e3],lod_timeout:[n.Number,500],hidpi:[n.Boolean,!0],output_backend:[n.OutputBackend,\"canvas\"],min_border:[n.Number,5],min_border_top:[n.Number,null],min_border_left:[n.Number,null],min_border_bottom:[n.Number,null],min_border_right:[n.Number,null],inner_width:[n.Number],inner_height:[n.Number],outer_width:[n.Number],outer_height:[n.Number],match_aspect:[n.Boolean,!1],aspect_scale:[n.Number,1],reset_policy:[n.ResetPolicy,\"standard\"]}),this.override({outline_line_color:\"#e5e5e5\",border_fill_color:\"#ffffff\",background_fill_color:\"#ffffff\"})}get width(){const e=this.getv(\"width\");return null!=e?e:this.plot_width}get height(){const e=this.getv(\"height\");return null!=e?e:this.plot_height}_doc_attached(){super._doc_attached(),this._tell_document_about_change(\"inner_height\",null,this.inner_height,{}),this._tell_document_about_change(\"inner_width\",null,this.inner_width,{})}initialize(){super.initialize(),this.reset=new o.Signal0(this,\"reset\");for(const e of a.values(this.extra_x_ranges).concat(this.x_range)){let t=e.plots;l.isArray(t)&&(t=t.concat(this),e.setv({plots:t},{silent:!0}))}for(const e of a.values(this.extra_y_ranges).concat(this.y_range)){let t=e.plots;l.isArray(t)&&(t=t.concat(this),e.setv({plots:t},{silent:!0}))}}add_layout(e,t=\"center\"){this.getv(t).push(e)}remove_layout(e){const t=t=>{i.remove_by(t,t=>t==e)};t(this.left),t(this.right),t(this.above),t(this.below),t(this.center)}add_renderers(...e){this.renderers=this.renderers.concat(e)}add_glyph(e,t=new u.ColumnDataSource,r={}){const n=Object.assign(Object.assign({},r),{data_source:t,glyph:e}),o=new d.GlyphRenderer(n);return this.add_renderers(o),o}add_tools(...e){this.toolbar.tools=this.toolbar.tools.concat(e)}get panels(){return this.side_panels.concat(this.center)}get side_panels(){const{above:e,below:t,left:r,right:n}=this;return i.concat([e,t,r,n])}}r.Plot=m,m.__name__=\"Plot\",m.init_Plot()},\n", + " function _(t,s,e){Object.defineProperty(e,\"__esModule\",{value:!0});const i=t(1).__importStar(t(19)),c=t(8),o=t(9),n=t(269),a=t(274),l=t=>{switch(t){case\"tap\":return\"active_tap\";case\"pan\":return\"active_drag\";case\"pinch\":case\"scroll\":return\"active_scroll\";case\"multi\":return\"active_multi\"}return null},r=t=>\"tap\"==t||\"pan\"==t;class _ extends a.ToolbarBase{constructor(t){super(t)}static init_Toolbar(){this.prototype.default_view=a.ToolbarBaseView,this.define({active_drag:[i.Any,\"auto\"],active_inspect:[i.Any,\"auto\"],active_scroll:[i.Any,\"auto\"],active_tap:[i.Any,\"auto\"],active_multi:[i.Any,null]})}connect_signals(){super.connect_signals(),this.connect(this.properties.tools.change,()=>this._init_tools())}_init_tools(){if(super._init_tools(),\"auto\"==this.active_inspect);else if(this.active_inspect instanceof n.InspectTool){let t=!1;for(const s of this.inspectors)s!=this.active_inspect?s.active=!1:t=!0;t||(this.active_inspect=null)}else if(c.isArray(this.active_inspect)){const t=o.intersection(this.active_inspect,this.inspectors);t.length!=this.active_inspect.length&&(this.active_inspect=t);for(const t of this.inspectors)o.includes(this.active_inspect,t)||(t.active=!1)}else if(null==this.active_inspect)for(const t of this.inspectors)t.active=!1;const t=t=>{t.active?this._active_change(t):t.active=!0};for(const t in this.gestures){const s=this.gestures[t];s.tools=o.sort_by(s.tools,t=>t.default_order);for(const t of s.tools)this.connect(t.properties.active.change,this._active_change.bind(this,t))}for(const s in this.gestures){const e=l(s);if(e){const i=this[e];if(\"auto\"==i){const e=this.gestures[s];0!=e.tools.length&&r(s)&&t(e.tools[0])}else null!=i&&(o.includes(this.tools,i)?t(i):this[e]=null)}}}}e.Toolbar=_,_.__name__=\"Toolbar\",_.init_Toolbar()},\n", + " function _(e,t,o){Object.defineProperty(o,\"__esModule\",{value:!0});const n=e(1),s=e(270),i=e(273),_=n.__importStar(e(19));class c extends s.ButtonToolView{}o.InspectToolView=c,c.__name__=\"InspectToolView\";class l extends s.ButtonTool{constructor(e){super(e),this.event_type=\"move\"}static init_InspectTool(){this.prototype.button_view=i.OnOffButtonView,this.define({toggleable:[_.Boolean,!0]}),this.override({active:!0})}}o.InspectTool=l,l.__name__=\"InspectTool\",l.init_InspectTool()},\n", + " function _(t,e,o){Object.defineProperty(o,\"__esModule\",{value:!0});const i=t(1),s=t(64),n=t(271),l=t(66),c=i.__importStar(t(19)),a=t(25),r=t(8),_=t(272);class u extends s.DOMView{initialize(){super.initialize(),this.connect(this.model.change,()=>this.render()),this.el.addEventListener(\"click\",()=>this._clicked()),this.render()}css_classes(){return super.css_classes().concat(_.bk_toolbar_button)}render(){l.empty(this.el);const t=this.model.computed_icon;r.isString(t)&&(a.startsWith(t,\"data:image\")?this.el.style.backgroundImage=\"url('\"+t+\"')\":this.el.classList.add(t)),this.el.title=this.model.tooltip}}o.ButtonToolButtonView=u,u.__name__=\"ButtonToolButtonView\";class d extends n.ToolView{}o.ButtonToolView=d,d.__name__=\"ButtonToolView\";class h extends n.Tool{constructor(t){super(t)}static init_ButtonTool(){this.internal({disabled:[c.Boolean,!1]})}get tooltip(){return this.tool_name}get computed_icon(){return this.icon}}o.ButtonTool=h,h.__name__=\"ButtonTool\",h.init_ButtonTool()},\n", + " function _(t,e,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=t(1).__importStar(t(19)),o=t(65),s=t(9),a=t(69);class r extends o.View{get plot_view(){return this.parent}get plot_model(){return this.parent.model}connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,()=>{this.model.active?this.activate():this.deactivate()})}activate(){}deactivate(){}}i.ToolView=r,r.__name__=\"ToolView\";class _ extends a.Model{constructor(t){super(t)}static init_Tool(){this.prototype._known_aliases=new Map,this.internal({active:[n.Boolean,!1]})}get synthetic_renderers(){return[]}_get_dim_tooltip(t,e){switch(e){case\"width\":return`${t} (x-axis)`;case\"height\":return`${t} (y-axis)`;case\"both\":return t}}_get_dim_limits([t,e],[i,n],o,a){const r=o.bbox.h_range;let _;\"width\"==a||\"both\"==a?(_=[s.min([t,i]),s.max([t,i])],_=[s.max([_[0],r.start]),s.min([_[1],r.end])]):_=[r.start,r.end];const l=o.bbox.v_range;let c;return\"height\"==a||\"both\"==a?(c=[s.min([e,n]),s.max([e,n])],c=[s.max([c[0],l.start]),s.min([c[1],l.end])]):c=[l.start,l.end],[_,c]}static register_alias(t,e){this.prototype._known_aliases.set(t,e)}static from_string(t){const e=this.prototype._known_aliases.get(t);if(null!=e)return e();{const e=[...this.prototype._known_aliases.keys()];throw new Error(`unexpected tool name '${t}', possible tools are ${e.join(\", \")}`)}}}i.Tool=_,_.__name__=\"Tool\",_.init_Tool()},\n", + " function _(o,b,t){Object.defineProperty(t,\"__esModule\",{value:!0});const n=o(1);o(67),n.__importStar(o(66)).styles.append('.bk-root .bk-toolbar-hidden {\\n visibility: hidden;\\n opacity: 0;\\n transition: visibility 0.3s linear, opacity 0.3s linear;\\n}\\n.bk-root .bk-toolbar,\\n.bk-root .bk-button-bar {\\n display: flex;\\n display: -webkit-flex;\\n flex-wrap: nowrap;\\n -webkit-flex-wrap: nowrap;\\n align-items: center;\\n -webkit-align-items: center;\\n user-select: none;\\n -ms-user-select: none;\\n -moz-user-select: none;\\n -webkit-user-select: none;\\n}\\n.bk-root .bk-toolbar .bk-logo {\\n flex-shrink: 0;\\n -webkit-flex-shrink: 0;\\n}\\n.bk-root .bk-toolbar.bk-above,\\n.bk-root .bk-toolbar.bk-below {\\n flex-direction: row;\\n -webkit-flex-direction: row;\\n justify-content: flex-end;\\n -webkit-justify-content: flex-end;\\n}\\n.bk-root .bk-toolbar.bk-above .bk-button-bar,\\n.bk-root .bk-toolbar.bk-below .bk-button-bar {\\n display: flex;\\n display: -webkit-flex;\\n flex-direction: row;\\n -webkit-flex-direction: row;\\n}\\n.bk-root .bk-toolbar.bk-above .bk-logo,\\n.bk-root .bk-toolbar.bk-below .bk-logo {\\n order: 1;\\n -webkit-order: 1;\\n margin-left: 5px;\\n margin-right: 0px;\\n}\\n.bk-root .bk-toolbar.bk-left,\\n.bk-root .bk-toolbar.bk-right {\\n flex-direction: column;\\n -webkit-flex-direction: column;\\n justify-content: flex-start;\\n -webkit-justify-content: flex-start;\\n}\\n.bk-root .bk-toolbar.bk-left .bk-button-bar,\\n.bk-root .bk-toolbar.bk-right .bk-button-bar {\\n display: flex;\\n display: -webkit-flex;\\n flex-direction: column;\\n -webkit-flex-direction: column;\\n}\\n.bk-root .bk-toolbar.bk-left .bk-logo,\\n.bk-root .bk-toolbar.bk-right .bk-logo {\\n order: 0;\\n -webkit-order: 0;\\n margin-bottom: 5px;\\n margin-top: 0px;\\n}\\n.bk-root .bk-toolbar-button {\\n width: 30px;\\n height: 30px;\\n background-size: 60%;\\n background-color: transparent;\\n background-repeat: no-repeat;\\n background-position: center center;\\n}\\n.bk-root .bk-toolbar-button:hover {\\n background-color: #f9f9f9;\\n}\\n.bk-root .bk-toolbar-button:focus {\\n outline: none;\\n}\\n.bk-root .bk-toolbar-button::-moz-focus-inner {\\n border: 0;\\n}\\n.bk-root .bk-toolbar.bk-above .bk-toolbar-button {\\n border-bottom: 2px solid transparent;\\n}\\n.bk-root .bk-toolbar.bk-above .bk-toolbar-button.bk-active {\\n border-bottom-color: #26aae1;\\n}\\n.bk-root .bk-toolbar.bk-below .bk-toolbar-button {\\n border-top: 2px solid transparent;\\n}\\n.bk-root .bk-toolbar.bk-below .bk-toolbar-button.bk-active {\\n border-top-color: #26aae1;\\n}\\n.bk-root .bk-toolbar.bk-right .bk-toolbar-button {\\n border-left: 2px solid transparent;\\n}\\n.bk-root .bk-toolbar.bk-right .bk-toolbar-button.bk-active {\\n border-left-color: #26aae1;\\n}\\n.bk-root .bk-toolbar.bk-left .bk-toolbar-button {\\n border-right: 2px solid transparent;\\n}\\n.bk-root .bk-toolbar.bk-left .bk-toolbar-button.bk-active {\\n border-right-color: #26aae1;\\n}\\n.bk-root .bk-button-bar + .bk-button-bar:before {\\n content: \" \";\\n display: inline-block;\\n background-color: lightgray;\\n}\\n.bk-root .bk-toolbar.bk-above .bk-button-bar + .bk-button-bar:before,\\n.bk-root .bk-toolbar.bk-below .bk-button-bar + .bk-button-bar:before {\\n height: 10px;\\n width: 1px;\\n}\\n.bk-root .bk-toolbar.bk-left .bk-button-bar + .bk-button-bar:before,\\n.bk-root .bk-toolbar.bk-right .bk-button-bar + .bk-button-bar:before {\\n height: 1px;\\n width: 10px;\\n}\\n'),t.bk_toolbar=\"bk-toolbar\",t.bk_toolbar_hidden=\"bk-toolbar-hidden\",t.bk_toolbar_button=\"bk-toolbar-button\",t.bk_button_bar=\"bk-button-bar\",t.bk_toolbar_button_custom_action=\"bk-toolbar-button-custom-action\"},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(270),n=e(145);class o extends s.ButtonToolButtonView{render(){super.render(),this.model.active?this.el.classList.add(n.bk_active):this.el.classList.remove(n.bk_active)}_clicked(){const e=this.model.active;this.model.active=!e}}i.OnOffButtonView=o,o.__name__=\"OnOffButtonView\"},\n", + " function _(t,o,e){Object.defineProperty(e,\"__esModule\",{value:!0});const i=t(1),s=t(70),l=t(66),n=t(96),a=i.__importStar(t(19)),r=t(64),_=t(9),c=t(15),h=t(8),u=t(69),d=t(275),v=t(276),b=t(277),p=t(269),g=t(272),m=t(279),f=t(145);class w extends u.Model{constructor(t){super(t)}static init_ToolbarViewModel(){this.define({_visible:[a.Any,null],autohide:[a.Boolean,!1]})}get visible(){return!this.autohide||null!=this._visible&&this._visible}}e.ToolbarViewModel=w,w.__name__=\"ToolbarViewModel\",w.init_ToolbarViewModel();class y extends r.DOMView{initialize(){super.initialize(),this._tool_button_views={},this._toolbar_view_model=new w({autohide:this.model.autohide})}async lazy_initialize(){await this._build_tool_button_views()}connect_signals(){super.connect_signals(),this.connect(this.model.properties.tools.change,async()=>{await this._build_tool_button_views(),this.render()}),this.connect(this.model.properties.autohide.change,()=>{this._toolbar_view_model.autohide=this.model.autohide,this._on_visible_change()}),this.connect(this._toolbar_view_model.properties._visible.change,()=>this._on_visible_change())}remove(){n.remove_views(this._tool_button_views),super.remove()}async _build_tool_button_views(){const t=null!=this.model._proxied_tools?this.model._proxied_tools:this.model.tools;await n.build_views(this._tool_button_views,t,{parent:this},t=>t.button_view)}set_visibility(t){t!=this._toolbar_view_model._visible&&(this._toolbar_view_model._visible=t)}_on_visible_change(){const t=this._toolbar_view_model.visible,o=g.bk_toolbar_hidden;this.el.classList.contains(o)&&t?this.el.classList.remove(o):t||this.el.classList.add(o)}render(){if(l.empty(this.el),this.el.classList.add(g.bk_toolbar),this.el.classList.add(f.bk_side(this.model.toolbar_location)),this._toolbar_view_model.autohide=this.model.autohide,this._on_visible_change(),null!=this.model.logo){const t=\"grey\"===this.model.logo?m.bk_grey:null,o=l.a({href:\"https://bokeh.org/\",target:\"_blank\",class:[m.bk_logo,m.bk_logo_small,t]});this.el.appendChild(o)}const t=[],o=t=>this._tool_button_views[t.id].el,{gestures:e}=this.model;for(const i in e)t.push(e[i].tools.map(o));t.push(this.model.actions.map(o)),t.push(this.model.inspectors.filter(t=>t.toggleable).map(o));for(const o of t)if(0!==o.length){const t=l.div({class:g.bk_button_bar},o);this.el.appendChild(t)}}update_layout(){}update_position(){}after_layout(){this._has_finished=!0}}function T(){return{pan:{tools:[],active:null},scroll:{tools:[],active:null},pinch:{tools:[],active:null},tap:{tools:[],active:null},doubletap:{tools:[],active:null},press:{tools:[],active:null},pressup:{tools:[],active:null},rotate:{tools:[],active:null},move:{tools:[],active:null},multi:{tools:[],active:null}}}e.ToolbarBaseView=y,y.__name__=\"ToolbarBaseView\";class k extends u.Model{constructor(t){super(t)}static init_ToolbarBase(){this.prototype.default_view=y,this.define({tools:[a.Array,[]],logo:[a.Logo,\"normal\"],autohide:[a.Boolean,!1]}),this.internal({gestures:[a.Any,T],actions:[a.Array,[]],inspectors:[a.Array,[]],help:[a.Array,[]],toolbar_location:[a.Location,\"right\"]})}initialize(){super.initialize(),this._init_tools()}_init_tools(){const t=function(t,o){if(t.length!=o.length)return!0;const e=new c.Set(o.map(t=>t.id));return _.some(t,t=>!e.has(t.id))},o=this.tools.filter(t=>t instanceof p.InspectTool);t(this.inspectors,o)&&(this.inspectors=o);const e=this.tools.filter(t=>t instanceof b.HelpTool);t(this.help,e)&&(this.help=e);const i=this.tools.filter(t=>t instanceof v.ActionTool);t(this.actions,i)&&(this.actions=i);const l=(t,o)=>{t in this.gestures||s.logger.warn(`Toolbar: unknown event type '${t}' for tool: ${o.type} (${o.id})`)},n={pan:{tools:[],active:null},scroll:{tools:[],active:null},pinch:{tools:[],active:null},tap:{tools:[],active:null},doubletap:{tools:[],active:null},press:{tools:[],active:null},pressup:{tools:[],active:null},rotate:{tools:[],active:null},move:{tools:[],active:null},multi:{tools:[],active:null}};for(const t of this.tools)if(t instanceof d.GestureTool&&t.event_type)if(h.isString(t.event_type))n[t.event_type].tools.push(t),l(t.event_type,t);else{n.multi.tools.push(t);for(const o of t.event_type)l(o,t)}for(const o of Object.keys(n)){const e=this.gestures[o];t(e.tools,n[o].tools)&&(e.tools=n[o].tools),e.active&&_.every(e.tools,t=>t.id!=e.active.id)&&(e.active=null)}}get horizontal(){return\"above\"===this.toolbar_location||\"below\"===this.toolbar_location}get vertical(){return\"left\"===this.toolbar_location||\"right\"===this.toolbar_location}_active_change(t){const{event_type:o}=t;if(null==o)return;const e=h.isString(o)?[o]:o;for(const o of e)if(t.active){const e=this.gestures[o].active;null!=e&&t!=e&&(s.logger.debug(`Toolbar: deactivating tool: ${e.type} (${e.id}) for event type '${o}'`),e.active=!1),this.gestures[o].active=t,s.logger.debug(`Toolbar: activating tool: ${t.type} (${t.id}) for event type '${o}'`)}else this.gestures[o].active=null}}e.ToolbarBase=k,k.__name__=\"ToolbarBase\",k.init_ToolbarBase()},\n", + " function _(e,o,t){Object.defineProperty(t,\"__esModule\",{value:!0});const s=e(270),n=e(273);class u extends s.ButtonToolView{}t.GestureToolView=u,u.__name__=\"GestureToolView\";class _ extends s.ButtonTool{constructor(e){super(e),this.button_view=n.OnOffButtonView}}t.GestureTool=_,_.__name__=\"GestureTool\"},\n", + " function _(o,t,n){Object.defineProperty(n,\"__esModule\",{value:!0});const e=o(270),i=o(14);class s extends e.ButtonToolButtonView{_clicked(){this.model.do.emit()}}n.ActionToolButtonView=s,s.__name__=\"ActionToolButtonView\";class c extends e.ButtonToolView{connect_signals(){super.connect_signals(),this.connect(this.model.do,()=>this.doit())}}n.ActionToolView=c,c.__name__=\"ActionToolView\";class l extends e.ButtonTool{constructor(o){super(o),this.button_view=s,this.do=new i.Signal0(this,\"do\")}}n.ActionTool=l,l.__name__=\"ActionTool\"},\n", + " function _(o,e,t){Object.defineProperty(t,\"__esModule\",{value:!0});const i=o(1),l=o(276),s=i.__importStar(o(19)),n=o(278);class _ extends l.ActionToolView{doit(){window.open(this.model.redirect)}}t.HelpToolView=_,_.__name__=\"HelpToolView\";class r extends l.ActionTool{constructor(o){super(o),this.tool_name=\"Help\",this.icon=n.bk_tool_icon_help}static init_HelpTool(){this.prototype.default_view=_,this.define({help_tooltip:[s.String,\"Click the question mark to learn more about Bokeh plot tools.\"],redirect:[s.String,\"https://docs.bokeh.org/en/latest/docs/user_guide/tools.html\"]}),this.register_alias(\"help\",()=>new r)}get tooltip(){return this.help_tooltip}}t.HelpTool=r,r.__name__=\"HelpTool\",r.init_HelpTool()},\n", + " function _(A,g,o){Object.defineProperty(o,\"__esModule\",{value:!0});const C=A(1);A(67),C.__importStar(A(66)).styles.append('.bk-root .bk-tool-icon-box-select {\\n background-image: url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH4gEMEg0kduFrowAAAIdJREFUWMPtVtEKwCAI9KL//4e9DPZ3+wP3KgOjNZouFYI4C8q7s7DtB1lGIeMoRMRinCLXg/ML3EcFqpjjloOyZxRntxpwQ8HsgHYARKFAtSFrCg3TCdMFCE1BuuALEXJLjC4qENsFVXCESZw38/kWLOkC/K4PcOc/Hj03WkoDT3EaWW9egQul6CUbq90JTwAAAABJRU5ErkJggg==\");\\n}\\n.bk-root .bk-tool-icon-box-zoom {\\n background-image: url(\"data:image/png;base64,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\");\\n}\\n.bk-root .bk-tool-icon-zoom-in {\\n background-image: url(\"data:image/png;base64,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\");\\n}\\n.bk-root .bk-tool-icon-zoom-out {\\n background-image: 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url(\"data:image/png;base64,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\");\\n}\\n.bk-root .bk-tool-icon-poly-edit {\\n background-image: url(\"data:image/png;base64,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\");\\n}\\n'),o.bk_tool_icon_box_select=\"bk-tool-icon-box-select\",o.bk_tool_icon_box_zoom=\"bk-tool-icon-box-zoom\",o.bk_tool_icon_zoom_in=\"bk-tool-icon-zoom-in\",o.bk_tool_icon_zoom_out=\"bk-tool-icon-zoom-out\",o.bk_tool_icon_help=\"bk-tool-icon-help\",o.bk_tool_icon_hover=\"bk-tool-icon-hover\",o.bk_tool_icon_crosshair=\"bk-tool-icon-crosshair\",o.bk_tool_icon_lasso_select=\"bk-tool-icon-lasso-select\",o.bk_tool_icon_pan=\"bk-tool-icon-pan\",o.bk_tool_icon_xpan=\"bk-tool-icon-xpan\",o.bk_tool_icon_ypan=\"bk-tool-icon-ypan\",o.bk_tool_icon_range=\"bk-tool-icon-range\",o.bk_tool_icon_polygon_select=\"bk-tool-icon-polygon-select\",o.bk_tool_icon_redo=\"bk-tool-icon-redo\",o.bk_tool_icon_reset=\"bk-tool-icon-reset\",o.bk_tool_icon_save=\"bk-tool-icon-save\",o.bk_tool_icon_tap_select=\"bk-tool-icon-tap-select\",o.bk_tool_icon_undo=\"bk-tool-icon-undo\",o.bk_tool_icon_wheel_pan=\"bk-tool-icon-wheel-pan\",o.bk_tool_icon_wheel_zoom=\"bk-tool-icon-wheel-zoom\",o.bk_tool_icon_box_edit=\"bk-tool-icon-box-edit\",o.bk_tool_icon_freehand_draw=\"bk-tool-icon-freehand-draw\",o.bk_tool_icon_poly_draw=\"bk-tool-icon-poly-draw\",o.bk_tool_icon_point_draw=\"bk-tool-icon-point-draw\",o.bk_tool_icon_poly_edit=\"bk-tool-icon-poly-edit\"},\n", + " function _(o,l,g){Object.defineProperty(g,\"__esModule\",{value:!0});const n=o(1);o(67),n.__importStar(o(66)).styles.append(\".bk-root .bk-logo {\\n margin: 5px;\\n position: relative;\\n display: block;\\n background-repeat: no-repeat;\\n}\\n.bk-root .bk-logo.bk-grey {\\n filter: url(\\\"data:image/svg+xml;utf8,#grayscale\\\");\\n /* Firefox 10+, Firefox on Android */\\n filter: gray;\\n /* IE6-9 */\\n -webkit-filter: grayscale(100%);\\n /* Chrome 19+, Safari 6+, Safari 6+ iOS */\\n}\\n.bk-root .bk-logo-small {\\n width: 20px;\\n height: 20px;\\n background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAABx0RVh0U29mdHdhcmUAQWRvYmUgRmlyZXdvcmtzIENTNui8sowAAAOkSURBVDiNjZRtaJVlGMd/1/08zzln5zjP1LWcU9N0NkN8m2CYjpgQYQXqSs0I84OLIC0hkEKoPtiH3gmKoiJDU7QpLgoLjLIQCpEsNJ1vqUOdO7ppbuec5+V+rj4ctwzd8IIbbi6u+8f1539dt3A78eXC7QizUF7gyV1fD1Yqg4JWz84yffhm0qkFqBogB9rM8tZdtwVsPUhWhGcFJngGeWrPzHm5oaMmkfEg1usvLFyc8jLRqDOMru7AyC8saQr7GG7f5fvDeH7Ej8CM66nIF+8yngt6HWaKh7k49Soy9nXurCi1o3qUbS3zWfrYeQDTB/Qj6kX6Ybhw4B+bOYoLKCC9H3Nu/leUTZ1JdRWkkn2ldcCamzrcf47KKXdAJllSlxAOkRgyHsGC/zRday5Qld9DyoM4/q/rUoy/CXh3jzOu3bHUVZeU+DEn8FInkPBFlu3+nW3Nw0mk6vCDiWg8CeJaxEwuHS3+z5RgY+YBR6V1Z1nxSOfoaPa4LASWxxdNp+VWTk7+4vzaou8v8PN+xo+KY2xsw6une2frhw05CTYOmQvsEhjhWjn0bmXPjpE1+kplmmkP3suftwTubK9Vq22qKmrBhpY4jvd5afdRA3wGjFAgcnTK2s4hY0/GPNIb0nErGMCRxWOOX64Z8RAC4oCXdklmEvcL8o0BfkNK4lUg9HTl+oPlQxdNo3Mg4Nv175e/1LDGzZen30MEjRUtmXSfiTVu1kK8W4txyV6BMKlbgk3lMwYCiusNy9fVfvvwMxv8Ynl6vxoByANLTWplvuj/nF9m2+PDtt1eiHPBr1oIfhCChQMBw6Aw0UulqTKZdfVvfG7VcfIqLG9bcldL/+pdWTLxLUy8Qq38heUIjh4XlzZxzQm19lLFlr8vdQ97rjZVOLf8nclzckbcD4wxXMidpX30sFd37Fv/GtwwhzhxGVAprjbg0gCAEeIgwCZyTV2Z1REEW8O4py0wsjeloKoMr6iCY6dP92H6Vw/oTyICIthibxjm/DfN9lVz8IqtqKYLUXfoKVMVQVVJOElGjrnnUt9T9wbgp8AyYKaGlqingHZU/uG2NTZSVqwHQTWkx9hxjkpWDaCg6Ckj5qebgBVbT3V3NNXMSiWSDdGV3hrtzla7J+duwPOToIg42ChPQOQjspnSlp1V+Gjdged7+8UN5CRAV7a5EdFNwCjEaBR27b3W890TE7g24NAP/mMDXRWrGoFPQI9ls/MWO2dWFAar/xcOIImbbpA3zgAAAABJRU5ErkJggg==);\\n}\\n.bk-root .bk-logo-notebook {\\n display: inline-block;\\n vertical-align: middle;\\n margin-right: 5px;\\n}\\n\"),g.bk_logo=\"bk-logo\",g.bk_logo_notebook=\"bk-logo-notebook\",g.bk_logo_small=\"bk-logo-small\",g.bk_grey=\"bk-grey\"},\n", + " function _(t,e,i){Object.defineProperty(i,\"__esModule\",{value:!0});var s=this&&this.__rest||function(t,e){var i={};for(var s in t)Object.prototype.hasOwnProperty.call(t,s)&&e.indexOf(s)<0&&(i[s]=t[s]);if(null!=t&&\"function\"==typeof Object.getOwnPropertySymbols){var n=0;for(s=Object.getOwnPropertySymbols(t);n{const{width_policy:t,height_policy:e}=this.center_panel.sizing;return\"fixed\"!=t&&\"fixed\"!=e})()}}_set_geometry(t,e){super._set_geometry(t,e),this.center_panel.set_geometry(e);const i=this.left_panel.measure({width:0,height:t.height}),s=this.right_panel.measure({width:0,height:t.height}),n=this.top_panel.measure({width:t.width,height:0}),a=this.bottom_panel.measure({width:t.width,height:0}),{left:o,top:r,right:h,bottom:l}=e;this.top_panel.set_geometry(new M.BBox({left:o,right:h,bottom:r,height:n.height})),this.bottom_panel.set_geometry(new M.BBox({left:o,right:h,top:l,height:a.height})),this.left_panel.set_geometry(new M.BBox({top:r,bottom:l,right:o,width:i.width})),this.right_panel.set_geometry(new M.BBox({top:r,bottom:l,left:h,width:s.width}))}}i.PlotLayout=R,R.__name__=\"PlotLayout\";class k extends h.LayoutDOMView{constructor(){super(...arguments),this._outer_bbox=new M.BBox,this._inner_bbox=new M.BBox,this._needs_paint=!0,this._needs_layout=!1}get is_paused(){return null!=this._is_paused&&0!==this._is_paused}get child_models(){return[]}pause(){null==this._is_paused?this._is_paused=1:this._is_paused+=1}unpause(t=!1){if(null==this._is_paused)throw new Error(\"wasn't paused\");this._is_paused-=1,0!=this._is_paused||t||this.request_paint()}request_render(){this.request_paint()}request_paint(){this.is_paused||this.throttled_paint()}request_layout(){this._needs_layout=!0,this.request_paint()}reset(){\"standard\"==this.model.reset_policy&&(this.clear_state(),this.reset_range(),this.reset_selection()),this.model.trigger_event(new u.Reset)}remove(){this.ui_event_bus.destroy(),p.remove_views(this.renderer_views),p.remove_views(this.tool_views),this.canvas_view.remove(),super.remove()}render(){super.render(),this.el.appendChild(this.canvas_view.el),this.canvas_view.render()}initialize(){this.pause(),super.initialize(),this.force_paint=new c.Signal0(this,\"force_paint\"),this.state_changed=new c.Signal0(this,\"state_changed\"),this.lod_started=!1,this.visuals=new m.Visuals(this.model),this._initial_state_info={selection:{},dimensions:{width:0,height:0}},this.visibility_callbacks=[],this.state={history:[],index:-1},this.canvas=new a.Canvas({use_hidpi:this.model.hidpi,output_backend:this.model.output_backend}),this.frame=new n.CartesianFrame(this.model.x_scale,this.model.y_scale,this.model.x_range,this.model.y_range,this.model.extra_x_ranges,this.model.extra_y_ranges),this.throttled_paint=b.throttle(()=>this.force_paint.emit(),15);const{title_location:t,title:e}=this.model;null!=t&&null!=e&&(this._title=e instanceof l.Title?e:new l.Title({text:e}));const{toolbar_location:i,toolbar:s}=this.model;null!=i&&null!=s&&(this._toolbar=new d.ToolbarPanel({toolbar:s}),s.toolbar_location=i),this.renderer_views={},this.tool_views={}}async lazy_initialize(){this.canvas_view=await p.build_view(this.canvas,{parent:this}),this.ui_event_bus=new g.UIEvents(this,this.model.toolbar,this.canvas_view.events_el),await this.build_renderer_views(),await this.build_tool_views(),this.update_dataranges(),this.unpause(!0),f.logger.debug(\"PlotView initialized\")}_width_policy(){return null==this.model.frame_width?super._width_policy():\"min\"}_height_policy(){return null==this.model.frame_height?super._height_policy():\"min\"}_update_layout(){this.layout=new R,this.layout.set_sizing(this.box_sizing());const{frame_width:t,frame_height:e}=this.model;this.layout.center_panel=this.frame,this.layout.center_panel.set_sizing(Object.assign(Object.assign({},null!=t?{width_policy:\"fixed\",width:t}:{width_policy:\"fit\"}),null!=e?{height_policy:\"fixed\",height:e}:{height_policy:\"fit\"}));const i=v.copy(this.model.above),s=v.copy(this.model.below),n=v.copy(this.model.left),a=v.copy(this.model.right),o=t=>{switch(t){case\"above\":return i;case\"below\":return s;case\"left\":return n;case\"right\":return a}},{title_location:r,title:h}=this.model;null!=r&&null!=h&&o(r).push(this._title);const{toolbar_location:_,toolbar:u}=this.model;if(null!=_&&null!=u){const t=o(_);let e=!0;if(this.model.toolbar_sticky)for(let i=0;i{const i=this.renderer_views[e.id];return i.layout=new z.SidePanel(t,i)},p=(t,e)=>{const i=\"above\"==t||\"below\"==t,s=[];for(const n of e)if(w.isArray(n)){const e=n.map(e=>{const s=c(t,e);if(e instanceof d.ToolbarPanel){const t=i?\"width_policy\":\"height_policy\";s.set_sizing(Object.assign(Object.assign({},s.sizing),{[t]:\"min\"}))}return s});let a;i?(a=new S.Row(e),a.set_sizing({width_policy:\"max\",height_policy:\"min\"})):(a=new S.Column(e),a.set_sizing({width_policy:\"min\",height_policy:\"max\"})),a.absolute=!0,s.push(a)}else s.push(c(t,n));return s},g=null!=this.model.min_border?this.model.min_border:0;this.layout.min_border={left:null!=this.model.min_border_left?this.model.min_border_left:g,top:null!=this.model.min_border_top?this.model.min_border_top:g,right:null!=this.model.min_border_right?this.model.min_border_right:g,bottom:null!=this.model.min_border_bottom?this.model.min_border_bottom:g};const m=new O.VStack,f=new O.VStack,b=new O.HStack,y=new O.HStack;m.children=v.reversed(p(\"above\",i)),f.children=p(\"below\",s),b.children=v.reversed(p(\"left\",n)),y.children=p(\"right\",a),m.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),f.set_sizing({width_policy:\"fit\",height_policy:\"min\"}),b.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),y.set_sizing({width_policy:\"min\",height_policy:\"fit\"}),this.layout.top_panel=m,this.layout.bottom_panel=f,this.layout.left_panel=b,this.layout.right_panel=y}get axis_views(){const t=[];for(const e in this.renderer_views){const i=this.renderer_views[e];i instanceof _.AxisView&&t.push(i)}return t}set_cursor(t=\"default\"){this.canvas_view.el.style.cursor=t}set_toolbar_visibility(t){for(const e of this.visibility_callbacks)e(t)}prepare_webgl(t,e){const{webgl:i}=this.canvas_view;if(null!=i){const{width:s,height:n}=this.canvas_view.bbox,{pixel_ratio:a}=this.canvas_view.model;i.canvas.width=a*s,i.canvas.height=a*n;const{gl:o}=i;o.enable(o.SCISSOR_TEST);const[r,h,l,_]=e,{xview:d,yview:u}=this.canvas_view.bbox,c=d.compute(r),p=u.compute(h+_);o.scissor(t*c,t*p,t*l,t*_),o.enable(o.BLEND),o.blendFuncSeparate(o.SRC_ALPHA,o.ONE_MINUS_SRC_ALPHA,o.ONE_MINUS_DST_ALPHA,o.ONE)}}clear_webgl(){const{webgl:t}=this.canvas_view;if(null!=t){const{gl:e,canvas:i}=t;e.viewport(0,0,i.width,i.height),e.clearColor(0,0,0,0),e.clear(e.COLOR_BUFFER_BIT||e.DEPTH_BUFFER_BIT)}}blit_webgl(){const{ctx:t,webgl:e}=this.canvas_view;if(null!=e&&(f.logger.debug(\"drawing with WebGL\"),t.restore(),t.drawImage(e.canvas,0,0),t.save(),this.model.hidpi)){const e=this.canvas.pixel_ratio;t.scale(e,e),t.translate(.5,.5)}}update_dataranges(){const t={},e={};let i=!1;for(const t of y.values(this.frame.x_ranges).concat(y.values(this.frame.y_ranges)))t instanceof o.DataRange1d&&\"log\"==t.scale_hint&&(i=!0);for(const s in this.renderer_views){const n=this.renderer_views[s];if(n instanceof r.GlyphRendererView){const a=n.glyph.bounds();if(null!=a&&(t[s]=a),i){const t=n.glyph.log_bounds();null!=t&&(e[s]=t)}}}let s=!1,n=!1;const{width:a,height:h}=this.frame.bbox;let l;!1!==this.model.match_aspect&&0!=a&&0!=h&&(l=1/this.model.aspect_scale*(a/h));for(const i of y.values(this.frame.x_ranges)){if(i instanceof o.DataRange1d){const n=\"log\"==i.scale_hint?e:t;i.update(n,0,this.model.id,l),i.follow&&(s=!0)}null!=i.bounds&&(n=!0)}for(const i of y.values(this.frame.y_ranges)){if(i instanceof o.DataRange1d){const n=\"log\"==i.scale_hint?e:t;i.update(n,1,this.model.id,l),i.follow&&(s=!0)}null!=i.bounds&&(n=!0)}if(s&&n){f.logger.warn(\"Follow enabled so bounds are unset.\");for(const t of y.values(this.frame.x_ranges))t.bounds=null;for(const t of y.values(this.frame.y_ranges))t.bounds=null}this.range_update_timestamp=Date.now()}map_to_screen(t,e,i=\"default\",s=\"default\"){return this.frame.map_to_screen(t,e,i,s)}push_state(t,e){const{history:i,index:s}=this.state,n=null!=i[s]?i[s].info:{},a=Object.assign(Object.assign(Object.assign({},this._initial_state_info),n),e);this.state.history=this.state.history.slice(0,this.state.index+1),this.state.history.push({type:t,info:a}),this.state.index=this.state.history.length-1,this.state_changed.emit()}clear_state(){this.state={history:[],index:-1},this.state_changed.emit()}can_undo(){return this.state.index>=0}can_redo(){return this.state.index=a.end&&(n=!0,a.end=t,(e||i)&&(a.start=t+r)),null!=o&&o<=a.start&&(n=!0,a.start=o,(e||i)&&(a.end=o-r))):(null!=t&&t>=a.start&&(n=!0,a.start=t,(e||i)&&(a.end=t+r)),null!=o&&o<=a.end&&(n=!0,a.end=o,(e||i)&&(a.start=o-r)))}}if(!(i&&n&&s))for(const[e,i]of t)e.have_updated_interactively=!0,e.start==i.start&&e.end==i.end||e.setv(i)}_get_weight_to_constrain_interval(t,e){const{min_interval:i}=t;let{max_interval:s}=t;if(null!=t.bounds&&\"auto\"!=t.bounds){const[e,i]=t.bounds;if(null!=e&&null!=i){const t=Math.abs(i-e);s=null!=s?Math.min(s,t):t}}let n=1;if(null!=i||null!=s){const a=Math.abs(t.end-t.start),o=Math.abs(e.end-e.start);i>0&&o0&&o>s&&(n=(s-a)/(o-a)),n=Math.max(0,Math.min(1,n))}return n}update_range(t,e=!1,i=!1,s=!0){this.pause();const{x_ranges:n,y_ranges:a}=this.frame;if(null==t){for(const t in n){n[t].reset()}for(const t in a){a[t].reset()}this.update_dataranges()}else{const o=[];for(const e in n){const i=n[e];o.push([i,t.xrs[e]])}for(const e in a){const i=a[e];o.push([i,t.yrs[e]])}i&&this._update_ranges_together(o),this._update_ranges_individually(o,e,i,s)}this.unpause()}reset_range(){this.update_range(null)}_invalidate_layout(){(()=>{for(const t of this.model.side_panels){if(this.renderer_views[t.id].layout.has_size_changed())return!0}return!1})()&&this.root.compute_layout()}get_renderer_views(){return this.computed_renderers.map(t=>this.renderer_views[t.id])}async build_renderer_views(){this.computed_renderers=[],this.computed_renderers.push(...this.model.above),this.computed_renderers.push(...this.model.below),this.computed_renderers.push(...this.model.left),this.computed_renderers.push(...this.model.right),this.computed_renderers.push(...this.model.center),this.computed_renderers.push(...this.model.renderers),null!=this._title&&this.computed_renderers.push(this._title),null!=this._toolbar&&this.computed_renderers.push(this._toolbar);for(const t of this.model.toolbar.tools)null!=t.overlay&&this.computed_renderers.push(t.overlay),this.computed_renderers.push(...t.synthetic_renderers);await p.build_views(this.renderer_views,this.computed_renderers,{parent:this})}async build_tool_views(){const t=this.model.toolbar.tools;(await p.build_views(this.tool_views,t,{parent:this})).map(t=>this.ui_event_bus.register_tool(t))}connect_signals(){super.connect_signals(),this.connect(this.force_paint,()=>this.repaint());const{x_ranges:t,y_ranges:e}=this.frame;for(const e in t){const i=t[e];this.connect(i.change,()=>{this._needs_layout=!0,this.request_paint()})}for(const t in e){const i=e[t];this.connect(i.change,()=>{this._needs_layout=!0,this.request_paint()})}this.connect(this.model.properties.renderers.change,async()=>{await this.build_renderer_views()}),this.connect(this.model.toolbar.properties.tools.change,async()=>{await this.build_renderer_views(),await this.build_tool_views()}),this.connect(this.model.change,()=>this.request_paint()),this.connect(this.model.reset,()=>this.reset())}set_initial_range(){let t=!0;const{x_ranges:e,y_ranges:i}=this.frame,s={},n={};for(const i in e){const{start:n,end:a}=e[i];if(null==n||null==a||w.isStrictNaN(n+a)){t=!1;break}s[i]={start:n,end:a}}if(t)for(const e in i){const{start:s,end:a}=i[e];if(null==s||null==a||w.isStrictNaN(s+a)){t=!1;break}n[e]={start:s,end:a}}t?(this._initial_state_info.range={xrs:s,yrs:n},f.logger.debug(\"initial ranges set\")):f.logger.warn(\"could not set initial ranges\")}has_finished(){if(!super.has_finished())return!1;for(const t in this.renderer_views){if(!this.renderer_views[t].has_finished())return!1}return!0}after_layout(){if(super.after_layout(),this._needs_layout=!1,this.model.setv({inner_width:Math.round(this.frame._width.value),inner_height:Math.round(this.frame._height.value),outer_width:Math.round(this.layout._width.value),outer_height:Math.round(this.layout._height.value)},{no_change:!0}),!1!==this.model.match_aspect&&(this.pause(),this.update_dataranges(),this.unpause(!0)),!this._outer_bbox.equals(this.layout.bbox)){const{width:t,height:e}=this.layout.bbox;this.canvas_view.prepare_canvas(t,e),this._outer_bbox=this.layout.bbox,this._needs_paint=!0}this._inner_bbox.equals(this.frame.inner_bbox)||(this._inner_bbox=this.layout.inner_bbox,this._needs_paint=!0),this._needs_paint&&(this._needs_paint=!1,this.paint())}repaint(){this._needs_layout&&this._invalidate_layout(),this.paint()}paint(){if(this.is_paused)return;f.logger.trace(`PlotView.paint() for ${this.model.id}`);const{document:t}=this.model;if(null!=t){const e=t.interactive_duration();e>=0&&e{t.interactive_duration()>this.model.lod_timeout&&t.interactive_stop(this.model),this.request_paint()},this.model.lod_timeout):t.interactive_stop(this.model)}for(const t in this.renderer_views){const e=this.renderer_views[t];if(null==this.range_update_timestamp||e instanceof r.GlyphRendererView&&e.set_data_timestamp>this.range_update_timestamp){this.update_dataranges();break}}const{ctx:e}=this.canvas_view,i=this.canvas.pixel_ratio;e.save(),this.model.hidpi&&(e.scale(i,i),e.translate(.5,.5));const s=[this.frame._left.value,this.frame._top.value,this.frame._width.value,this.frame._height.value];if(this._map_hook(e,s),this._paint_empty(e,s),this.prepare_webgl(i,s),this.clear_webgl(),this.visuals.outline_line.doit){e.save(),this.visuals.outline_line.set_value(e);let[t,i,n,a]=s;t+n==this.layout._width.value&&(n-=1),i+a==this.layout._height.value&&(a-=1),e.strokeRect(t,i,n,a),e.restore()}this._paint_levels(e,[\"image\",\"underlay\",\"glyph\"],s,!0),this._paint_levels(e,[\"annotation\"],s,!1),this._paint_levels(e,[\"overlay\"],s,!1),null==this._initial_state_info.range&&this.set_initial_range(),e.restore()}_paint_levels(t,e,i,s){for(const n of e)for(const e of this.computed_renderers){if(e.level!=n)continue;const a=this.renderer_views[e.id];t.save(),(s||a.needs_clip)&&(t.beginPath(),t.rect(...i),t.clip()),a.render(),t.restore(),a.has_webgl&&(this.blit_webgl(),this.clear_webgl())}}_map_hook(t,e){}_paint_empty(t,e){const[i,s,n,a]=[0,0,this.layout._width.value,this.layout._height.value],[o,r,h,l]=e;t.clearRect(i,s,n,a),this.visuals.border_fill.doit&&(this.visuals.border_fill.set_value(t),t.fillRect(i,s,n,a),t.clearRect(o,r,h,l)),this.visuals.background_fill.doit&&(this.visuals.background_fill.set_value(t),t.fillRect(o,r,h,l))}save(t){this.canvas_view.save(t)}serializable_state(){const t=super.serializable_state(),{children:e}=t,i=s(t,[\"children\"]),n=this.get_renderer_views().map(t=>t.serializable_state()).filter(t=>\"bbox\"in t);return Object.assign(Object.assign({},i),{children:[...e,...n]})}}i.PlotView=k,k.__name__=\"PlotView\"},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});var n=this&&this.__decorate||function(e,t,s,n){var _,a=arguments.length,o=a<3?t:null===n?n=Object.getOwnPropertyDescriptor(t,s):n;if(\"object\"==typeof Reflect&&\"function\"==typeof Reflect.decorate)o=Reflect.decorate(e,t,s,n);else for(var r=e.length-1;r>=0;r--)(_=e[r])&&(o=(a<3?_(o):a>3?_(t,s,o):_(t,s))||o);return a>3&&o&&Object.defineProperty(t,s,o),o};function _(e){return function(t){t.prototype.event_name=e}}class a{constructor(){this.origin=null}to_json(){const{event_name:e}=this;return{event_name:e,event_values:this._to_json()}}_to_json(){return{model:this.origin}}}s.BokehEvent=a,a.__name__=\"BokehEvent\";let o=class extends a{};s.ButtonClick=o,o.__name__=\"ButtonClick\",s.ButtonClick=o=n([_(\"button_click\")],o);let r=class extends a{constructor(e){super(),this.item=e}_to_json(){const{item:e}=this;return Object.assign(Object.assign({},super._to_json()),{item:e})}};s.MenuItemClick=r,r.__name__=\"MenuItemClick\",s.MenuItemClick=r=n([_(\"menu_item_click\")],r);class c extends a{}s.UIEvent=c,c.__name__=\"UIEvent\";let i=class extends c{};s.LODStart=i,i.__name__=\"LODStart\",s.LODStart=i=n([_(\"lodstart\")],i);let l=class extends c{};s.LODEnd=l,l.__name__=\"LODEnd\",s.LODEnd=l=n([_(\"lodend\")],l);let u=class extends c{constructor(e,t){super(),this.geometry=e,this.final=t}_to_json(){const{geometry:e,final:t}=this;return Object.assign(Object.assign({},super._to_json()),{geometry:e,final:t})}};s.SelectionGeometry=u,u.__name__=\"SelectionGeometry\",s.SelectionGeometry=u=n([_(\"selectiongeometry\")],u);let h=class extends c{};s.Reset=h,h.__name__=\"Reset\",s.Reset=h=n([_(\"reset\")],h);class d extends c{constructor(e,t,s,n){super(),this.sx=e,this.sy=t,this.x=s,this.y=n}_to_json(){const{sx:e,sy:t,x:s,y:n}=this;return Object.assign(Object.assign({},super._to_json()),{sx:e,sy:t,x:s,y:n})}}s.PointEvent=d,d.__name__=\"PointEvent\";let m=class extends d{constructor(e,t,s,n,_,a){super(e,t,s,n),this.sx=e,this.sy=t,this.x=s,this.y=n,this.delta_x=_,this.delta_y=a}_to_json(){const{delta_x:e,delta_y:t}=this;return Object.assign(Object.assign({},super._to_json()),{delta_x:e,delta_y:t})}};s.Pan=m,m.__name__=\"Pan\",s.Pan=m=n([_(\"pan\")],m);let p=class extends d{constructor(e,t,s,n,_){super(e,t,s,n),this.sx=e,this.sy=t,this.x=s,this.y=n,this.scale=_}_to_json(){const{scale:e}=this;return Object.assign(Object.assign({},super._to_json()),{scale:e})}};s.Pinch=p,p.__name__=\"Pinch\",s.Pinch=p=n([_(\"pinch\")],p);let x=class extends d{constructor(e,t,s,n,_){super(e,t,s,n),this.sx=e,this.sy=t,this.x=s,this.y=n,this.rotation=_}_to_json(){const{rotation:e}=this;return Object.assign(Object.assign({},super._to_json()),{rotation:e})}};s.Rotate=x,x.__name__=\"Rotate\",s.Rotate=x=n([_(\"rotate\")],x);let j=class extends d{constructor(e,t,s,n,_){super(e,t,s,n),this.sx=e,this.sy=t,this.x=s,this.y=n,this.delta=_}_to_json(){const{delta:e}=this;return Object.assign(Object.assign({},super._to_json()),{delta:e})}};s.MouseWheel=j,j.__name__=\"MouseWheel\",s.MouseWheel=j=n([_(\"wheel\")],j);let y=class extends d{};s.MouseMove=y,y.__name__=\"MouseMove\",s.MouseMove=y=n([_(\"mousemove\")],y);let P=class extends d{};s.MouseEnter=P,P.__name__=\"MouseEnter\",s.MouseEnter=P=n([_(\"mouseenter\")],P);let O=class extends d{};s.MouseLeave=O,O.__name__=\"MouseLeave\",s.MouseLeave=O=n([_(\"mouseleave\")],O);let b=class extends d{};s.Tap=b,b.__name__=\"Tap\",s.Tap=b=n([_(\"tap\")],b);let g=class extends d{};s.DoubleTap=g,g.__name__=\"DoubleTap\",s.DoubleTap=g=n([_(\"doubletap\")],g);let v=class extends d{};s.Press=v,v.__name__=\"Press\",s.Press=v=n([_(\"press\")],v);let E=class extends d{};s.PressUp=E,E.__name__=\"PressUp\",s.PressUp=E=n([_(\"pressup\")],E);let M=class extends d{};s.PanStart=M,M.__name__=\"PanStart\",s.PanStart=M=n([_(\"panstart\")],M);let f=class extends d{};s.PanEnd=f,f.__name__=\"PanEnd\",s.PanEnd=f=n([_(\"panend\")],f);let R=class extends d{};s.PinchStart=R,R.__name__=\"PinchStart\",s.PinchStart=R=n([_(\"pinchstart\")],R);let S=class extends d{};s.PinchEnd=S,S.__name__=\"PinchEnd\",s.PinchEnd=S=n([_(\"pinchend\")],S);let k=class extends d{};s.RotateStart=k,k.__name__=\"RotateStart\",s.RotateStart=k=n([_(\"rotatestart\")],k);let D=class extends d{};s.RotateEnd=D,D.__name__=\"RotateEnd\",s.RotateEnd=D=n([_(\"rotateend\")],D)},\n", + " function _(t,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const n=t(1),i=n.__importDefault(t(283)),r=t(14),a=t(70),h=t(66),_=t(284),o=t(9),c=t(23),l=t(8),p=t(101),u=n.__importStar(t(281));class d{constructor(t,e,s){this.plot_view=t,this.toolbar=e,this.hit_area=s,this.pan_start=new r.Signal(this,\"pan:start\"),this.pan=new r.Signal(this,\"pan\"),this.pan_end=new r.Signal(this,\"pan:end\"),this.pinch_start=new r.Signal(this,\"pinch:start\"),this.pinch=new r.Signal(this,\"pinch\"),this.pinch_end=new r.Signal(this,\"pinch:end\"),this.rotate_start=new r.Signal(this,\"rotate:start\"),this.rotate=new r.Signal(this,\"rotate\"),this.rotate_end=new r.Signal(this,\"rotate:end\"),this.tap=new r.Signal(this,\"tap\"),this.doubletap=new r.Signal(this,\"doubletap\"),this.press=new r.Signal(this,\"press\"),this.pressup=new r.Signal(this,\"pressup\"),this.move_enter=new r.Signal(this,\"move:enter\"),this.move=new r.Signal(this,\"move\"),this.move_exit=new r.Signal(this,\"move:exit\"),this.scroll=new r.Signal(this,\"scroll\"),this.keydown=new r.Signal(this,\"keydown\"),this.keyup=new r.Signal(this,\"keyup\"),this.hammer=new i.default(this.hit_area,{touchAction:\"auto\",inputClass:i.default.TouchMouseInput}),this._configure_hammerjs(),this.hit_area.addEventListener(\"mousemove\",t=>this._mouse_move(t)),this.hit_area.addEventListener(\"mouseenter\",t=>this._mouse_enter(t)),this.hit_area.addEventListener(\"mouseleave\",t=>this._mouse_exit(t)),this.hit_area.addEventListener(\"wheel\",t=>this._mouse_wheel(t)),document.addEventListener(\"keydown\",this),document.addEventListener(\"keyup\",this)}destroy(){this.hammer.destroy(),document.removeEventListener(\"keydown\",this),document.removeEventListener(\"keyup\",this)}handleEvent(t){\"keydown\"==t.type?this._key_down(t):\"keyup\"==t.type&&this._key_up(t)}_configure_hammerjs(){this.hammer.get(\"doubletap\").recognizeWith(\"tap\"),this.hammer.get(\"tap\").requireFailure(\"doubletap\"),this.hammer.get(\"doubletap\").dropRequireFailure(\"tap\"),this.hammer.on(\"doubletap\",t=>this._doubletap(t)),this.hammer.on(\"tap\",t=>this._tap(t)),this.hammer.on(\"press\",t=>this._press(t)),this.hammer.on(\"pressup\",t=>this._pressup(t)),this.hammer.get(\"pan\").set({direction:i.default.DIRECTION_ALL}),this.hammer.on(\"panstart\",t=>this._pan_start(t)),this.hammer.on(\"pan\",t=>this._pan(t)),this.hammer.on(\"panend\",t=>this._pan_end(t)),this.hammer.get(\"pinch\").set({enable:!0}),this.hammer.on(\"pinchstart\",t=>this._pinch_start(t)),this.hammer.on(\"pinch\",t=>this._pinch(t)),this.hammer.on(\"pinchend\",t=>this._pinch_end(t)),this.hammer.get(\"rotate\").set({enable:!0}),this.hammer.on(\"rotatestart\",t=>this._rotate_start(t)),this.hammer.on(\"rotate\",t=>this._rotate(t)),this.hammer.on(\"rotateend\",t=>this._rotate_end(t))}register_tool(t){const e=t.model.event_type;null!=e&&(l.isString(e)?this._register_tool(t,e):e.forEach((e,s)=>this._register_tool(t,e,s<1)))}_register_tool(t,e,s=!0){const n=t,{id:i}=n.model,r=t=>e=>{e.id==i&&t(e.e)},h=t=>e=>{t(e.e)};switch(e){case\"pan\":null!=n._pan_start&&n.connect(this.pan_start,r(n._pan_start.bind(n))),null!=n._pan&&n.connect(this.pan,r(n._pan.bind(n))),null!=n._pan_end&&n.connect(this.pan_end,r(n._pan_end.bind(n)));break;case\"pinch\":null!=n._pinch_start&&n.connect(this.pinch_start,r(n._pinch_start.bind(n))),null!=n._pinch&&n.connect(this.pinch,r(n._pinch.bind(n))),null!=n._pinch_end&&n.connect(this.pinch_end,r(n._pinch_end.bind(n)));break;case\"rotate\":null!=n._rotate_start&&n.connect(this.rotate_start,r(n._rotate_start.bind(n))),null!=n._rotate&&n.connect(this.rotate,r(n._rotate.bind(n))),null!=n._rotate_end&&n.connect(this.rotate_end,r(n._rotate_end.bind(n)));break;case\"move\":null!=n._move_enter&&n.connect(this.move_enter,r(n._move_enter.bind(n))),null!=n._move&&n.connect(this.move,r(n._move.bind(n))),null!=n._move_exit&&n.connect(this.move_exit,r(n._move_exit.bind(n)));break;case\"tap\":null!=n._tap&&n.connect(this.tap,r(n._tap.bind(n)));break;case\"press\":null!=n._press&&n.connect(this.press,r(n._press.bind(n))),null!=n._pressup&&n.connect(this.pressup,r(n._pressup.bind(n)));break;case\"scroll\":null!=n._scroll&&n.connect(this.scroll,r(n._scroll.bind(n)));break;default:throw new Error(`unsupported event_type: ${e}`)}s&&(null!=n._doubletap&&n.connect(this.doubletap,h(n._doubletap.bind(n))),null!=n._keydown&&n.connect(this.keydown,h(n._keydown.bind(n))),null!=n._keyup&&n.connect(this.keyup,h(n._keyup.bind(n))),p.is_mobile&&null!=n._scroll&&\"pinch\"==e&&(a.logger.debug(\"Registering scroll on touch screen\"),n.connect(this.scroll,r(n._scroll.bind(n)))))}_hit_test_renderers(t,e){const s=this.plot_view.get_renderer_views();for(const n of o.reversed(s)){const{level:s}=n.model;if((\"annotation\"==s||\"overlay\"==s)&&null!=n.interactive_hit&&n.interactive_hit(t,e))return n}return null}_hit_test_frame(t,e){return this.plot_view.frame.bbox.contains(t,e)}_hit_test_canvas(t,e){return this.plot_view.layout.bbox.contains(t,e)}_trigger(t,e,s){const n=this.toolbar.gestures,i=t.name.split(\":\")[0],r=this._hit_test_renderers(e.sx,e.sy),a=this._hit_test_canvas(e.sx,e.sy);switch(i){case\"move\":{const s=n[i].active;null!=s&&this.trigger(t,e,s.id);const h=this.toolbar.inspectors.filter(t=>t.active);let _=\"default\";null!=r?(_=r.cursor(e.sx,e.sy)||_,c.isEmpty(h)||(t=this.move_exit)):this._hit_test_frame(e.sx,e.sy)&&(c.isEmpty(h)||(_=\"crosshair\")),this.plot_view.set_cursor(_),this.plot_view.set_toolbar_visibility(a),h.map(s=>this.trigger(t,e,s.id));break}case\"tap\":{const{target:a}=s;if(null!=a&&a!=this.hit_area)return;null!=r&&null!=r.on_hit&&r.on_hit(e.sx,e.sy);const h=n[i].active;null!=h&&this.trigger(t,e,h.id);break}case\"scroll\":{const i=n[p.is_mobile?\"pinch\":\"scroll\"].active;null!=i&&(s.preventDefault(),s.stopPropagation(),this.trigger(t,e,i.id));break}case\"pan\":{const r=n[i].active;null!=r&&(s.preventDefault(),this.trigger(t,e,r.id));break}default:{const s=n[i].active;null!=s&&this.trigger(t,e,s.id)}}this._trigger_bokeh_event(e)}trigger(t,e,s=null){t.emit({id:s,e:e})}_trigger_bokeh_event(t){const e=(()=>{const e=this.plot_view.frame.xscales.default,s=this.plot_view.frame.yscales.default,{sx:n,sy:i}=t,r=e.invert(n),a=s.invert(i);switch(t.type){case\"wheel\":return new u.MouseWheel(n,i,r,a,t.delta);case\"mousemove\":return new u.MouseMove(n,i,r,a);case\"mouseenter\":return new u.MouseEnter(n,i,r,a);case\"mouseleave\":return new u.MouseLeave(n,i,r,a);case\"tap\":return new u.Tap(n,i,r,a);case\"doubletap\":return new u.DoubleTap(n,i,r,a);case\"press\":return new u.Press(n,i,r,a);case\"pressup\":return new u.PressUp(n,i,r,a);case\"pan\":return new u.Pan(n,i,r,a,t.deltaX,t.deltaY);case\"panstart\":return new u.PanStart(n,i,r,a);case\"panend\":return new u.PanEnd(n,i,r,a);case\"pinch\":return new u.Pinch(n,i,r,a,t.scale);case\"pinchstart\":return new u.PinchStart(n,i,r,a);case\"pinchend\":return new u.PinchEnd(n,i,r,a);case\"rotate\":return new u.Rotate(n,i,r,a,t.rotation);case\"rotatestart\":return new u.RotateStart(n,i,r,a);case\"rotateend\":return new u.RotateEnd(n,i,r,a);default:return}})();null!=e&&this.plot_view.model.trigger_event(e)}_get_sxy(t){const{pageX:e,pageY:s}=function(t){return\"undefined\"!=typeof TouchEvent&&t instanceof TouchEvent}(t)?(0!=t.touches.length?t.touches:t.changedTouches)[0]:t,{left:n,top:i}=h.offset(this.hit_area);return{sx:e-n,sy:s-i}}_pan_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t.srcEvent)),{deltaX:t.deltaX,deltaY:t.deltaY,shiftKey:t.srcEvent.shiftKey})}_pinch_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t.srcEvent)),{scale:t.scale,shiftKey:t.srcEvent.shiftKey})}_rotate_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t.srcEvent)),{rotation:t.rotation,shiftKey:t.srcEvent.shiftKey})}_tap_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t.srcEvent)),{shiftKey:t.srcEvent.shiftKey})}_move_event(t){return Object.assign({type:t.type},this._get_sxy(t))}_scroll_event(t){return Object.assign(Object.assign({type:t.type},this._get_sxy(t)),{delta:_.getDeltaY(t)})}_key_event(t){return{type:t.type,keyCode:t.keyCode}}_pan_start(t){const e=this._pan_event(t);e.sx-=t.deltaX,e.sy-=t.deltaY,this._trigger(this.pan_start,e,t.srcEvent)}_pan(t){this._trigger(this.pan,this._pan_event(t),t.srcEvent)}_pan_end(t){this._trigger(this.pan_end,this._pan_event(t),t.srcEvent)}_pinch_start(t){this._trigger(this.pinch_start,this._pinch_event(t),t.srcEvent)}_pinch(t){this._trigger(this.pinch,this._pinch_event(t),t.srcEvent)}_pinch_end(t){this._trigger(this.pinch_end,this._pinch_event(t),t.srcEvent)}_rotate_start(t){this._trigger(this.rotate_start,this._rotate_event(t),t.srcEvent)}_rotate(t){this._trigger(this.rotate,this._rotate_event(t),t.srcEvent)}_rotate_end(t){this._trigger(this.rotate_end,this._rotate_event(t),t.srcEvent)}_tap(t){this._trigger(this.tap,this._tap_event(t),t.srcEvent)}_doubletap(t){const e=this._tap_event(t);this._trigger_bokeh_event(e),this.trigger(this.doubletap,e)}_press(t){this._trigger(this.press,this._tap_event(t),t.srcEvent)}_pressup(t){this._trigger(this.pressup,this._tap_event(t),t.srcEvent)}_mouse_enter(t){this._trigger(this.move_enter,this._move_event(t),t)}_mouse_move(t){this._trigger(this.move,this._move_event(t),t)}_mouse_exit(t){this._trigger(this.move_exit,this._move_event(t),t)}_mouse_wheel(t){this._trigger(this.scroll,this._scroll_event(t),t)}_key_down(t){this.trigger(this.keydown,this._key_event(t))}_key_up(t){this.trigger(this.keyup,this._key_event(t))}}s.UIEvents=d,d.__name__=\"UIEvents\"},\n", + " function _(t,e,n){\n", + " /*! Hammer.JS - v2.0.7 - 2016-04-22\n", + " * http://hammerjs.github.io/\n", + " *\n", + " * Copyright (c) 2016 Jorik Tangelder;\n", + " * Licensed under the MIT license */\n", + " !function(t,n,i,r){\"use strict\";var s,o=[\"\",\"webkit\",\"Moz\",\"MS\",\"ms\",\"o\"],a=n.createElement(\"div\"),h=Math.round,u=Math.abs,c=Date.now;function l(t,e,n){return setTimeout(y(t,n),e)}function p(t,e,n){return!!Array.isArray(t)&&(f(t,n[e],n),!0)}function f(t,e,n){var i;if(t)if(t.forEach)t.forEach(e,n);else if(void 0!==t.length)for(i=0;i\\s*\\(/gm,\"{anonymous}()@\"):\"Unknown Stack Trace\",s=t.console&&(t.console.warn||t.console.log);return s&&s.call(t.console,r,i),e.apply(this,arguments)}}s=\"function\"!=typeof Object.assign?function(t){if(null==t)throw new TypeError(\"Cannot convert undefined or null to object\");for(var e=Object(t),n=1;n-1}function S(t){return t.trim().split(/\\s+/g)}function b(t,e,n){if(t.indexOf&&!n)return t.indexOf(e);for(var i=0;in[e]})):i.sort()),i}function D(t,e){for(var n,i,r=e[0].toUpperCase()+e.slice(1),s=0;s1&&!n.firstMultiple?n.firstMultiple=W(e):1===r&&(n.firstMultiple=!1);var s=n.firstInput,o=n.firstMultiple,a=o?o.center:s.center,h=e.center=q(i);e.timeStamp=c(),e.deltaTime=e.timeStamp-s.timeStamp,e.angle=U(a,h),e.distance=L(a,h),function(t,e){var n=e.center,i=t.offsetDelta||{},r=t.prevDelta||{},s=t.prevInput||{};1!==e.eventType&&4!==s.eventType||(r=t.prevDelta={x:s.deltaX||0,y:s.deltaY||0},i=t.offsetDelta={x:n.x,y:n.y});e.deltaX=r.x+(n.x-i.x),e.deltaY=r.y+(n.y-i.y)}(n,e),e.offsetDirection=H(e.deltaX,e.deltaY);var l=k(e.deltaTime,e.deltaX,e.deltaY);e.overallVelocityX=l.x,e.overallVelocityY=l.y,e.overallVelocity=u(l.x)>u(l.y)?l.x:l.y,e.scale=o?(p=o.pointers,f=i,L(f[0],f[1],X)/L(p[0],p[1],X)):1,e.rotation=o?function(t,e){return U(e[1],e[0],X)+U(t[1],t[0],X)}(o.pointers,i):0,e.maxPointers=n.prevInput?e.pointers.length>n.prevInput.maxPointers?e.pointers.length:n.prevInput.maxPointers:e.pointers.length,function(t,e){var n,i,r,s,o=t.lastInterval||e,a=e.timeStamp-o.timeStamp;if(8!=e.eventType&&(a>25||void 0===o.velocity)){var h=e.deltaX-o.deltaX,c=e.deltaY-o.deltaY,l=k(a,h,c);i=l.x,r=l.y,n=u(l.x)>u(l.y)?l.x:l.y,s=H(h,c),t.lastInterval=e}else n=o.velocity,i=o.velocityX,r=o.velocityY,s=o.direction;e.velocity=n,e.velocityX=i,e.velocityY=r,e.direction=s}(n,e);var p,f;var v=t.element;_(e.srcEvent.target,v)&&(v=e.srcEvent.target);e.target=v}(t,n),t.emit(\"hammer.input\",n),t.recognize(n),t.session.prevInput=n}function W(t){for(var e=[],n=0;n=u(e)?t<0?2:4:e<0?8:16}function L(t,e,n){n||(n=N);var i=e[n[0]]-t[n[0]],r=e[n[1]]-t[n[1]];return Math.sqrt(i*i+r*r)}function U(t,e,n){n||(n=N);var i=e[n[0]]-t[n[0]],r=e[n[1]]-t[n[1]];return 180*Math.atan2(r,i)/Math.PI}Y.prototype={handler:function(){},init:function(){this.evEl&&I(this.element,this.evEl,this.domHandler),this.evTarget&&I(this.target,this.evTarget,this.domHandler),this.evWin&&I(O(this.element),this.evWin,this.domHandler)},destroy:function(){this.evEl&&A(this.element,this.evEl,this.domHandler),this.evTarget&&A(this.target,this.evTarget,this.domHandler),this.evWin&&A(O(this.element),this.evWin,this.domHandler)}};var V={mousedown:1,mousemove:2,mouseup:4};function j(){this.evEl=\"mousedown\",this.evWin=\"mousemove mouseup\",this.pressed=!1,Y.apply(this,arguments)}g(j,Y,{handler:function(t){var e=V[t.type];1&e&&0===t.button&&(this.pressed=!0),2&e&&1!==t.which&&(e=4),this.pressed&&(4&e&&(this.pressed=!1),this.callback(this.manager,e,{pointers:[t],changedPointers:[t],pointerType:\"mouse\",srcEvent:t}))}});var G={pointerdown:1,pointermove:2,pointerup:4,pointercancel:8,pointerout:8},Z={2:\"touch\",3:\"pen\",4:\"mouse\",5:\"kinect\"},B=\"pointerdown\",$=\"pointermove pointerup pointercancel\";function J(){this.evEl=B,this.evWin=$,Y.apply(this,arguments),this.store=this.manager.session.pointerEvents=[]}t.MSPointerEvent&&!t.PointerEvent&&(B=\"MSPointerDown\",$=\"MSPointerMove MSPointerUp MSPointerCancel\"),g(J,Y,{handler:function(t){var e=this.store,n=!1,i=t.type.toLowerCase().replace(\"ms\",\"\"),r=G[i],s=Z[t.pointerType]||t.pointerType,o=\"touch\"==s,a=b(e,t.pointerId,\"pointerId\");1&r&&(0===t.button||o)?a<0&&(e.push(t),a=e.length-1):12&r&&(n=!0),a<0||(e[a]=t,this.callback(this.manager,r,{pointers:e,changedPointers:[t],pointerType:s,srcEvent:t}),n&&e.splice(a,1))}});var K={touchstart:1,touchmove:2,touchend:4,touchcancel:8};function Q(){this.evTarget=\"touchstart\",this.evWin=\"touchstart touchmove touchend touchcancel\",this.started=!1,Y.apply(this,arguments)}function tt(t,e){var n=x(t.touches),i=x(t.changedTouches);return 12&e&&(n=P(n.concat(i),\"identifier\",!0)),[n,i]}g(Q,Y,{handler:function(t){var e=K[t.type];if(1===e&&(this.started=!0),this.started){var n=tt.call(this,t,e);12&e&&n[0].length-n[1].length==0&&(this.started=!1),this.callback(this.manager,e,{pointers:n[0],changedPointers:n[1],pointerType:\"touch\",srcEvent:t})}}});var et={touchstart:1,touchmove:2,touchend:4,touchcancel:8};function nt(){this.evTarget=\"touchstart touchmove touchend touchcancel\",this.targetIds={},Y.apply(this,arguments)}function it(t,e){var n=x(t.touches),i=this.targetIds;if(3&e&&1===n.length)return i[n[0].identifier]=!0,[n,n];var r,s,o=x(t.changedTouches),a=[],h=this.target;if(s=n.filter((function(t){return _(t.target,h)})),1===e)for(r=0;r-1&&i.splice(t,1)}),2500)}}function at(t){for(var e=t.srcEvent.clientX,n=t.srcEvent.clientY,i=0;i-1&&this.requireFail.splice(e,1),this},hasRequireFailures:function(){return this.requireFail.length>0},canRecognizeWith:function(t){return!!this.simultaneous[t.id]},emit:function(t){var e=this,n=this.state;function i(n){e.manager.emit(n,t)}n<8&&i(e.options.event+ft(n)),i(e.options.event),t.additionalEvent&&i(t.additionalEvent),n>=8&&i(e.options.event+ft(n))},tryEmit:function(t){if(this.canEmit())return this.emit(t);this.state=32},canEmit:function(){for(var t=0;te.threshold&&r&e.direction},attrTest:function(t){return mt.prototype.attrTest.call(this,t)&&(2&this.state||!(2&this.state)&&this.directionTest(t))},emit:function(t){this.pX=t.deltaX,this.pY=t.deltaY;var e=vt(t.direction);e&&(t.additionalEvent=this.options.event+e),this._super.emit.call(this,t)}}),g(yt,mt,{defaults:{event:\"pinch\",threshold:0,pointers:2},getTouchAction:function(){return[\"none\"]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.scale-1)>this.options.threshold||2&this.state)},emit:function(t){if(1!==t.scale){var e=t.scale<1?\"in\":\"out\";t.additionalEvent=this.options.event+e}this._super.emit.call(this,t)}}),g(Tt,pt,{defaults:{event:\"press\",pointers:1,time:251,threshold:9},getTouchAction:function(){return[\"auto\"]},process:function(t){var e=this.options,n=t.pointers.length===e.pointers,i=t.distancee.time;if(this._input=t,!i||!n||12&t.eventType&&!r)this.reset();else if(1&t.eventType)this.reset(),this._timer=l((function(){this.state=8,this.tryEmit()}),e.time,this);else if(4&t.eventType)return 8;return 32},reset:function(){clearTimeout(this._timer)},emit:function(t){8===this.state&&(t&&4&t.eventType?this.manager.emit(this.options.event+\"up\",t):(this._input.timeStamp=c(),this.manager.emit(this.options.event,this._input)))}}),g(Et,mt,{defaults:{event:\"rotate\",threshold:0,pointers:2},getTouchAction:function(){return[\"none\"]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.rotation)>this.options.threshold||2&this.state)}}),g(It,mt,{defaults:{event:\"swipe\",threshold:10,velocity:.3,direction:30,pointers:1},getTouchAction:function(){return gt.prototype.getTouchAction.call(this)},attrTest:function(t){var e,n=this.options.direction;return 30&n?e=t.overallVelocity:6&n?e=t.overallVelocityX:24&n&&(e=t.overallVelocityY),this._super.attrTest.call(this,t)&&n&t.offsetDirection&&t.distance>this.options.threshold&&t.maxPointers==this.options.pointers&&u(e)>this.options.velocity&&4&t.eventType},emit:function(t){var e=vt(t.offsetDirection);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)}}),g(At,pt,{defaults:{event:\"tap\",pointers:1,taps:1,interval:300,time:250,threshold:9,posThreshold:10},getTouchAction:function(){return[\"manipulation\"]},process:function(t){var e=this.options,n=t.pointers.length===e.pointers,i=t.distancet(u),w))}}},\n", + " function _(i,t,e){Object.defineProperty(e,\"__esModule\",{value:!0});const l=i(188),a=i(189),r=i(8),h=Math.PI/2,o=\"left\",s=\"center\",n={above:{parallel:0,normal:-h,horizontal:0,vertical:-h},below:{parallel:0,normal:h,horizontal:0,vertical:h},left:{parallel:-h,normal:0,horizontal:0,vertical:-h},right:{parallel:h,normal:0,horizontal:0,vertical:h}},d={above:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"alphabetic\",vertical:\"middle\"},below:{justified:\"bottom\",parallel:\"hanging\",normal:\"middle\",horizontal:\"hanging\",vertical:\"middle\"},left:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"middle\",vertical:\"alphabetic\"},right:{justified:\"top\",parallel:\"alphabetic\",normal:\"middle\",horizontal:\"middle\",vertical:\"alphabetic\"}},_={above:{justified:s,parallel:s,normal:o,horizontal:s,vertical:o},below:{justified:s,parallel:s,normal:o,horizontal:s,vertical:o},left:{justified:s,parallel:s,normal:\"right\",horizontal:\"right\",vertical:s},right:{justified:s,parallel:s,normal:o,horizontal:o,vertical:s}},c={above:\"right\",below:o,left:\"right\",right:o},m={above:o,below:\"right\",left:\"right\",right:o};class g extends a.ContentLayoutable{constructor(i,t){switch(super(),this.side=i,this.obj=t,this.side){case\"above\":this._dim=0,this._normals=[0,-1];break;case\"below\":this._dim=0,this._normals=[0,1];break;case\"left\":this._dim=1,this._normals=[-1,0];break;case\"right\":this._dim=1,this._normals=[1,0]}this.is_horizontal?this.set_sizing({width_policy:\"max\",height_policy:\"fixed\"}):this.set_sizing({width_policy:\"fixed\",height_policy:\"max\"})}_content_size(){return new l.Sizeable(this.get_oriented_size())}get_oriented_size(){const{width:i,height:t}=this.obj.get_size();return!this.obj.rotate||this.is_horizontal?{width:i,height:t}:{width:t,height:i}}has_size_changed(){const{width:i,height:t}=this.get_oriented_size();return this.is_horizontal?this.bbox.height!=t:this.bbox.width!=i}get dimension(){return this._dim}get normals(){return this._normals}get is_horizontal(){return 0==this._dim}get is_vertical(){return 1==this._dim}apply_label_text_heuristics(i,t){const e=this.side;let l,a;r.isString(t)?(l=d[e][t],a=_[e][t]):0===t?(l=\"whatever\",a=\"whatever\"):t<0?(l=\"middle\",a=c[e]):(l=\"middle\",a=m[e]),i.textBaseline=l,i.textAlign=a}get_label_angle_heuristic(i){return n[this.side][i]}}e.SidePanel=g,g.__name__=\"SidePanel\"},\n", + " function _(t,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=t(14),o=t(66),a=t(30),n=t(280),p=new i.Signal0({},\"gmaps_ready\");class l extends n.PlotView{initialize(){this.pause(),super.initialize(),this._tiles_loaded=!1,this.zoom_count=0;const{zoom:t,lat:e,lng:s}=this.model.map_options;if(this.initial_zoom=t,this.initial_lat=e,this.initial_lng=s,\"undefined\"==typeof google||null==google.maps){if(void 0===window._bokeh_gmaps_callback){!function(t){window._bokeh_gmaps_callback=()=>p.emit();const e=document.createElement(\"script\");e.type=\"text/javascript\",e.src=`https://maps.googleapis.com/maps/api/js?v=3.36&key=${t}&callback=_bokeh_gmaps_callback`,document.body.appendChild(e)}(atob(this.model.api_key))}p.connect(()=>this.request_render())}this.unpause()}remove(){o.remove(this.map_el),super.remove()}update_range(t){if(null==t)this.map.setCenter({lat:this.initial_lat,lng:this.initial_lng}),this.map.setOptions({zoom:this.initial_zoom}),super.update_range(null);else if(null!=t.sdx||null!=t.sdy)this.map.panBy(t.sdx||0,t.sdy||0),super.update_range(t);else if(null!=t.factor){if(10!==this.zoom_count)return void(this.zoom_count+=1);this.zoom_count=0,this.pause(),super.update_range(t);const e=t.factor<0?-1:1,s=this.map.getZoom(),i=s+e;if(i>=2){this.map.setZoom(i);const[t,e,,]=this._get_projected_bounds();e-t<0&&this.map.setZoom(s)}this.unpause()}this._set_bokeh_ranges()}_build_map(){const{maps:t}=google;this.map_types={satellite:t.MapTypeId.SATELLITE,terrain:t.MapTypeId.TERRAIN,roadmap:t.MapTypeId.ROADMAP,hybrid:t.MapTypeId.HYBRID};const e=this.model.map_options,s={center:new t.LatLng(e.lat,e.lng),zoom:e.zoom,disableDefaultUI:!0,mapTypeId:this.map_types[e.map_type],scaleControl:e.scale_control,tilt:e.tilt};null!=e.styles&&(s.styles=JSON.parse(e.styles)),this.map_el=o.div({style:{position:\"absolute\"}}),this.canvas_view.add_underlay(this.map_el),this.map=new t.Map(this.map_el,s),t.event.addListener(this.map,\"idle\",()=>this._set_bokeh_ranges()),t.event.addListener(this.map,\"bounds_changed\",()=>this._set_bokeh_ranges()),t.event.addListenerOnce(this.map,\"tilesloaded\",()=>this._render_finished()),this.connect(this.model.properties.map_options.change,()=>this._update_options()),this.connect(this.model.map_options.properties.styles.change,()=>this._update_styles()),this.connect(this.model.map_options.properties.lat.change,()=>this._update_center(\"lat\")),this.connect(this.model.map_options.properties.lng.change,()=>this._update_center(\"lng\")),this.connect(this.model.map_options.properties.zoom.change,()=>this._update_zoom()),this.connect(this.model.map_options.properties.map_type.change,()=>this._update_map_type()),this.connect(this.model.map_options.properties.scale_control.change,()=>this._update_scale_control()),this.connect(this.model.map_options.properties.tilt.change,()=>this._update_tilt())}_render_finished(){this._tiles_loaded=!0,this.notify_finished()}has_finished(){return super.has_finished()&&!0===this._tiles_loaded}_get_latlon_bounds(){const t=this.map.getBounds(),e=t.getNorthEast(),s=t.getSouthWest();return[s.lng(),e.lng(),s.lat(),e.lat()]}_get_projected_bounds(){const[t,e,s,i]=this._get_latlon_bounds(),[o,n]=a.wgs84_mercator.forward([t,s]),[p,l]=a.wgs84_mercator.forward([e,i]);return[o,p,n,l]}_set_bokeh_ranges(){const[t,e,s,i]=this._get_projected_bounds();this.frame.x_range.setv({start:t,end:e}),this.frame.y_range.setv({start:s,end:i})}_update_center(t){const e=this.map.getCenter().toJSON();e[t]=this.model.map_options[t],this.map.setCenter(e),this._set_bokeh_ranges()}_update_map_type(){this.map.setOptions({mapTypeId:this.map_types[this.model.map_options.map_type]})}_update_scale_control(){this.map.setOptions({scaleControl:this.model.map_options.scale_control})}_update_tilt(){this.map.setOptions({tilt:this.model.map_options.tilt})}_update_options(){this._update_styles(),this._update_center(\"lat\"),this._update_center(\"lng\"),this._update_zoom(),this._update_map_type()}_update_styles(){this.map.setOptions({styles:JSON.parse(this.model.map_options.styles)})}_update_zoom(){this.map.setOptions({zoom:this.model.map_options.zoom}),this._set_bokeh_ranges()}_map_hook(t,e){if(null==this.map&&\"undefined\"!=typeof google&&null!=google.maps&&this._build_map(),null!=this.map_el){const[t,s,i,o]=e;this.map_el.style.top=`${s}px`,this.map_el.style.left=`${t}px`,this.map_el.style.width=`${i}px`,this.map_el.style.height=`${o}px`}}_paint_empty(t,e){const s=this.layout._width.value,i=this.layout._height.value,[o,a,n,p]=e;t.clearRect(0,0,s,i),t.beginPath(),t.moveTo(0,0),t.lineTo(0,i),t.lineTo(s,i),t.lineTo(s,0),t.lineTo(0,0),t.moveTo(o,a),t.lineTo(o+n,a),t.lineTo(o+n,a+p),t.lineTo(o,a+p),t.lineTo(o,a),t.closePath(),null!=this.model.border_fill_color&&(t.fillStyle=this.model.border_fill_color,t.fill())}}s.GMapPlotView=l,l.__name__=\"GMapPlotView\"},\n", + " function _(a,e,n){Object.defineProperty(n,\"__esModule\",{value:!0});var g=a(186);n.DataRange=g.DataRange;var R=a(185);n.DataRange1d=R.DataRange1d;var r=a(88);n.FactorRange=r.FactorRange;var t=a(89);n.Range=t.Range;var d=a(130);n.Range1d=d.Range1d},\n", + " function _(e,r,d){Object.defineProperty(d,\"__esModule\",{value:!0});var n=e(78);d.GlyphRenderer=n.GlyphRenderer;var R=e(97);d.GraphRenderer=R.GraphRenderer;var a=e(149);d.GuideRenderer=a.GuideRenderer;var G=e(63);d.Renderer=G.Renderer},\n", + " function _(a,e,c){Object.defineProperty(c,\"__esModule\",{value:!0});var l=a(184);c.CategoricalScale=l.CategoricalScale;var o=a(120);c.ContinuousScale=o.ContinuousScale;var r=a(119);c.LinearScale=r.LinearScale;var S=a(129);c.LogScale=S.LogScale;var n=a(121);c.Scale=n.Scale},\n", + " function _(e,t,o){Object.defineProperty(o,\"__esModule\",{value:!0}),e(1).__exportStar(e(99),o);var n=e(76);o.Selection=n.Selection},\n", + " function _(a,e,r){Object.defineProperty(r,\"__esModule\",{value:!0});var o=a(293);r.ServerSentDataSource=o.ServerSentDataSource;var S=a(295);r.AjaxDataSource=S.AjaxDataSource;var u=a(73);r.ColumnDataSource=u.ColumnDataSource;var t=a(74);r.ColumnarDataSource=t.ColumnarDataSource;var c=a(95);r.CDSView=c.CDSView;var D=a(75);r.DataSource=D.DataSource;var v=a(296);r.GeoJSONDataSource=v.GeoJSONDataSource;var n=a(294);r.WebDataSource=n.WebDataSource},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const a=e(294);class s extends a.WebDataSource{constructor(e){super(e),this.initialized=!1}destroy(){super.destroy()}setup(){if(!this.initialized){this.initialized=!0,new EventSource(this.data_url).onmessage=e=>{this.load_data(JSON.parse(e.data),this.mode,this.max_size)}}}}i.ServerSentDataSource=s,s.__name__=\"ServerSentDataSource\"},\n", + " function _(e,t,a){Object.defineProperty(a,\"__esModule\",{value:!0});const r=e(1),s=e(73),i=r.__importStar(e(19));class n extends s.ColumnDataSource{constructor(e){super(e)}get_column(e){const t=this.data[e];return null!=t?t:[]}initialize(){super.initialize(),this.setup()}load_data(e,t,a){const{adapter:r}=this;let s;switch(s=null!=r?r.execute(this,{response:e}):e,t){case\"replace\":this.data=s;break;case\"append\":{const e=this.data;for(const t of this.columns()){const r=Array.from(e[t]),i=Array.from(s[t]);s[t]=r.concat(i).slice(-a)}this.data=s;break}}}static init_WebDataSource(){this.define({mode:[i.UpdateMode,\"replace\"],max_size:[i.Number],adapter:[i.Any,null],data_url:[i.String]})}}a.WebDataSource=n,n.__name__=\"WebDataSource\",n.init_WebDataSource()},\n", + " function _(t,e,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=t(1),a=t(294),r=t(70),o=s.__importStar(t(19));class n extends a.WebDataSource{constructor(t){super(t),this.initialized=!1}static init_AjaxDataSource(){this.define({polling_interval:[o.Number],content_type:[o.String,\"application/json\"],http_headers:[o.Any,{}],method:[o.HTTPMethod,\"POST\"],if_modified:[o.Boolean,!1]})}destroy(){null!=this.interval&&clearInterval(this.interval),super.destroy()}setup(){if(!this.initialized&&(this.initialized=!0,this.get_data(this.mode),this.polling_interval)){const t=()=>this.get_data(this.mode,this.max_size,this.if_modified);this.interval=setInterval(t,this.polling_interval)}}get_data(t,e=0,i=!1){const s=this.prepare_request();s.addEventListener(\"load\",()=>this.do_load(s,t,e)),s.addEventListener(\"error\",()=>this.do_error(s)),s.send()}prepare_request(){const t=new XMLHttpRequest;t.open(this.method,this.data_url,!0),t.withCredentials=!1,t.setRequestHeader(\"Content-Type\",this.content_type);const e=this.http_headers;for(const i in e){const s=e[i];t.setRequestHeader(i,s)}return t}do_load(t,e,i){if(200===t.status){const s=JSON.parse(t.responseText);this.load_data(s,e,i)}}do_error(t){r.logger.error(`Failed to fetch JSON from ${this.data_url} with code ${t.status}`)}}i.AjaxDataSource=n,n.__name__=\"AjaxDataSource\",n.init_AjaxDataSource()},\n", + " function _(e,t,o){Object.defineProperty(o,\"__esModule\",{value:!0});const r=e(1),n=e(74),s=e(70),a=r.__importStar(e(19)),i=e(9);function l(e){return null!=e?e:NaN}class c extends n.ColumnarDataSource{constructor(e){super(e)}static init_GeoJSONDataSource(){this.define({geojson:[a.Any]}),this.internal({data:[a.Any,{}]})}initialize(){super.initialize(),this._update_data()}connect_signals(){super.connect_signals(),this.connect(this.properties.geojson.change,()=>this._update_data())}_update_data(){this.data=this.geojson_to_column_data()}_get_new_list_array(e){return i.range(0,e).map(e=>[])}_get_new_nan_array(e){return i.range(0,e).map(e=>NaN)}_add_properties(e,t,o,r){const n=e.properties||{};for(const e in n)t.hasOwnProperty(e)||(t[e]=this._get_new_nan_array(r)),t[e][o]=l(n[e])}_add_geometry(e,t,o){function r(e,t){return e.concat([[NaN,NaN,NaN]]).concat(t)}switch(e.type){case\"Point\":{const[r,n,s]=e.coordinates;t.x[o]=r,t.y[o]=n,t.z[o]=l(s);break}case\"LineString\":{const{coordinates:r}=e;for(let e=0;e1&&s.logger.warn(\"Bokeh does not support Polygons with holes in, only exterior ring used.\");const r=e.coordinates[0];for(let e=0;e1&&s.logger.warn(\"Bokeh does not support Polygons with holes in, only exterior ring used.\"),n.push(t[0]);const a=n.reduce(r);for(let e=0;ethis.get_resolution(t))}_computed_initial_resolution(){return null!=this.initial_resolution?this.initial_resolution:2*Math.PI*6378137/this.tile_size}is_valid_tile(t,e,i){return!(!this.wrap_around&&(t<0||t>=Math.pow(2,i)))&&!(e<0||e>=Math.pow(2,i))}parent_by_tile_xyz(t,e,i){const _=this.tile_xyz_to_quadkey(t,e,i),s=_.substring(0,_.length-1);return this.quadkey_to_tile_xyz(s)}get_resolution(t){return this._computed_initial_resolution()/Math.pow(2,t)}get_resolution_by_extent(t,e,i){return[(t[2]-t[0])/i,(t[3]-t[1])/e]}get_level_by_extent(t,e,i){const _=(t[2]-t[0])/i,s=(t[3]-t[1])/e,o=Math.max(_,s);let r=0;for(const t of this._resolutions){if(o>t){if(0==r)return 0;if(r>0)return r-1}r+=1}return r-1}get_closest_level_by_extent(t,e,i){const _=(t[2]-t[0])/i,s=(t[3]-t[1])/e,o=Math.max(_,s),r=this._resolutions.reduce((function(t,e){return Math.abs(e-o)e?(a=r-s,u*=t):(a*=e,u=n-o)}const h=(a-(r-s))/2,c=(u-(n-o))/2;return[s-h,o-c,r+h,n+c]}tms_to_wmts(t,e,i){return[t,Math.pow(2,i)-1-e,i]}wmts_to_tms(t,e,i){return[t,Math.pow(2,i)-1-e,i]}pixels_to_meters(t,e,i){const _=this.get_resolution(i);return[t*_-this.x_origin_offset,e*_-this.y_origin_offset]}meters_to_pixels(t,e,i){const _=this.get_resolution(i);return[(t+this.x_origin_offset)/_,(e+this.y_origin_offset)/_]}pixels_to_tile(t,e){let i=Math.ceil(t/this.tile_size);return i=0===i?i:i-1,[i,Math.max(Math.ceil(e/this.tile_size)-1,0)]}pixels_to_raster(t,e,i){return[t,(this.tile_size<=l;t--)for(let i=n;i<=a;i++)this.is_valid_tile(i,t,e)&&h.push([i,t,e,this.get_tile_meter_bounds(i,t,e)]);return this.sort_tiles_from_center(h,[n,l,a,u]),h}quadkey_to_tile_xyz(t){let e=0,i=0;const _=t.length;for(let s=_;s>0;s--){const o=1<0;s--){const i=1<0;)if(s=s.substring(0,s.length-1),[t,e,i]=this.quadkey_to_tile_xyz(s),[t,e,i]=this.denormalize_xyz(t,e,i,_),this.tiles.has(this.tile_xyz_to_key(t,e,i)))return[t,e,i];return[0,0,0]}normalize_xyz(t,e,i){if(this.wrap_around){const _=Math.pow(2,i);return[(t%_+_)%_,e,i]}return[t,e,i]}denormalize_xyz(t,e,i,_){return[t+_*Math.pow(2,i),e,i]}denormalize_meters(t,e,i,_){return[t+2*_*Math.PI*6378137,e]}calculate_world_x_by_tile_xyz(t,e,i){return Math.floor(t/Math.pow(2,i))}}i.MercatorTileSource=l,l.__name__=\"MercatorTileSource\",l.init_MercatorTileSource()},\n", + " function _(e,t,r){Object.defineProperty(r,\"__esModule\",{value:!0});const i=e(1),n=e(69),a=i.__importStar(e(19));class o extends n.Model{constructor(e){super(e)}static init_TileSource(){this.define({url:[a.String,\"\"],tile_size:[a.Number,256],max_zoom:[a.Number,30],min_zoom:[a.Number,0],extra_url_vars:[a.Any,{}],attribution:[a.String,\"\"],x_origin_offset:[a.Number],y_origin_offset:[a.Number],initial_resolution:[a.Number]})}initialize(){super.initialize(),this.tiles=new Map,this._normalize_case()}connect_signals(){super.connect_signals(),this.connect(this.change,()=>this._clear_cache())}string_lookup_replace(e,t){let r=e;for(const e in t){const i=t[e];r=r.replace(`{${e}}`,i)}return r}_normalize_case(){const e=this.url.replace(\"{x}\",\"{X}\").replace(\"{y}\",\"{Y}\").replace(\"{z}\",\"{Z}\").replace(\"{q}\",\"{Q}\").replace(\"{xmin}\",\"{XMIN}\").replace(\"{ymin}\",\"{YMIN}\").replace(\"{xmax}\",\"{XMAX}\").replace(\"{ymax}\",\"{YMAX}\");this.url=e}_clear_cache(){this.tiles=new Map}tile_xyz_to_key(e,t,r){return`${e}:${t}:${r}`}key_to_tile_xyz(e){const[t,r,i]=e.split(\":\").map(e=>parseInt(e));return[t,r,i]}sort_tiles_from_center(e,t){const[r,i,n,a]=t,o=(n-r)/2+r,s=(a-i)/2+i;e.sort((function(e,t){return Math.sqrt(Math.pow(o-e[0],2)+Math.pow(s-e[1],2))-Math.sqrt(Math.pow(o-t[0],2)+Math.pow(s-t[1],2))}))}get_image_url(e,t,r){return this.string_lookup_replace(this.url,this.extra_url_vars).replace(\"{X}\",e.toString()).replace(\"{Y}\",t.toString()).replace(\"{Z}\",r.toString())}}r.TileSource=o,o.__name__=\"TileSource\",o.init_TileSource()},\n", + " function _(e,t,r){Object.defineProperty(r,\"__esModule\",{value:!0});const n=e(30);function o(e,t){return n.wgs84_mercator.forward([e,t])}function c(e,t){return n.wgs84_mercator.inverse([e,t])}r.geographic_to_meters=o,r.meters_to_geographic=c,r.geographic_extent_to_meters=function(e){const[t,r,n,c]=e,[_,i]=o(t,r),[s,u]=o(n,c);return[_,i,s,u]},r.meters_extent_to_geographic=function(e){const[t,r,n,o]=e,[_,i]=c(t,r),[s,u]=c(n,o);return[_,i,s,u]}},\n", + " function _(e,t,r){Object.defineProperty(r,\"__esModule\",{value:!0});const _=e(301);class s extends _.MercatorTileSource{constructor(e){super(e)}get_image_url(e,t,r){const _=this.string_lookup_replace(this.url,this.extra_url_vars),[s,o,u]=this.tms_to_wmts(e,t,r),c=this.tile_xyz_to_quadkey(s,o,u);return _.replace(\"{Q}\",c)}}r.QUADKEYTileSource=s,s.__name__=\"QUADKEYTileSource\"},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),_=e(306),a=e(79),n=e(130),r=e(66),h=s.__importStar(e(19)),l=e(223),o=e(9),d=e(8),m=e(77),c=e(73),u=e(307);class p extends a.DataRendererView{initialize(){this._tiles=[],super.initialize()}connect_signals(){super.connect_signals(),this.connect(this.model.change,()=>this.request_render()),this.connect(this.model.tile_source.change,()=>this.request_render())}get_extent(){return[this.x_range.start,this.y_range.start,this.x_range.end,this.y_range.end]}get map_plot(){return this.plot_model}get map_canvas(){return this.plot_view.canvas_view.ctx}get map_frame(){return this.plot_view.frame}get x_range(){return this.map_plot.x_range}get y_range(){return this.map_plot.y_range}_set_data(){this.extent=this.get_extent(),this._last_height=void 0,this._last_width=void 0}_update_attribution(){null!=this.attribution_el&&r.removeElement(this.attribution_el);const{attribution:e}=this.model.tile_source;if(d.isString(e)&&e.length>0){const{layout:t,frame:i}=this.plot_view,s=t._width.value-i._right.value,_=t._height.value-i._bottom.value,a=i._width.value;this.attribution_el=r.div({class:u.bk_tile_attribution,style:{position:\"absolute\",right:`${s}px`,bottom:`${_}px`,\"max-width\":`${a-4}px`,padding:\"2px\",\"background-color\":\"rgba(255,255,255,0.5)\",\"font-size\":\"7pt\",\"line-height\":\"1.05\",\"white-space\":\"nowrap\",overflow:\"hidden\",\"text-overflow\":\"ellipsis\"}}),this.plot_view.canvas_view.add_event(this.attribution_el),this.attribution_el.innerHTML=e,this.attribution_el.title=this.attribution_el.textContent.replace(/\\s*\\n\\s*/g,\" \")}}_map_data(){this.initial_extent=this.get_extent();const e=this.model.tile_source.get_level_by_extent(this.initial_extent,this.map_frame._height.value,this.map_frame._width.value),t=this.model.tile_source.snap_to_zoom_level(this.initial_extent,this.map_frame._height.value,this.map_frame._width.value,e);this.x_range.start=t[0],this.y_range.start=t[1],this.x_range.end=t[2],this.y_range.end=t[3],this.x_range instanceof n.Range1d&&(this.x_range.reset_start=t[0],this.x_range.reset_end=t[2]),this.y_range instanceof n.Range1d&&(this.y_range.reset_start=t[1],this.y_range.reset_end=t[3]),this._update_attribution()}_create_tile(e,t,i,s,_=!1){const[a,n,r]=this.model.tile_source.normalize_xyz(e,t,i),h={img:void 0,tile_coords:[e,t,i],normalized_coords:[a,n,r],quadkey:this.model.tile_source.tile_xyz_to_quadkey(e,t,i),cache_key:this.model.tile_source.tile_xyz_to_key(e,t,i),bounds:s,loaded:!1,finished:!1,x_coord:s[0],y_coord:s[3]},o=this.model.tile_source.get_image_url(a,n,r);new l.ImageLoader(o,{loaded:e=>{Object.assign(h,{img:e,loaded:!0}),_?(h.finished=!0,this.notify_finished()):this.request_render()},failed(){h.finished=!0}}),this.model.tile_source.tiles.set(h.cache_key,h),this._tiles.push(h)}_enforce_aspect_ratio(){if(this._last_height!==this.map_frame._height.value||this._last_width!==this.map_frame._width.value){const e=this.get_extent(),t=this.model.tile_source.get_level_by_extent(e,this.map_frame._height.value,this.map_frame._width.value),i=this.model.tile_source.snap_to_zoom_level(e,this.map_frame._height.value,this.map_frame._width.value,t);this.x_range.setv({start:i[0],end:i[2]}),this.y_range.setv({start:i[1],end:i[3]}),this.extent=i,this._last_height=this.map_frame._height.value,this._last_width=this.map_frame._width.value}}has_finished(){if(!super.has_finished())return!1;if(0===this._tiles.length)return!1;for(const e of this._tiles)if(!e.finished)return!1;return!0}render(){null==this.map_initialized&&(this._set_data(),this._map_data(),this.map_initialized=!0),this._enforce_aspect_ratio(),this._update(),null!=this.prefetch_timer&&clearTimeout(this.prefetch_timer),this.prefetch_timer=setTimeout(this._prefetch_tiles.bind(this),500),this.has_finished()&&this.notify_finished()}_draw_tile(e){const t=this.model.tile_source.tiles.get(e);if(null!=t&&t.loaded){const[[e],[i]]=this.plot_view.map_to_screen([t.bounds[0]],[t.bounds[3]]),[[s],[_]]=this.plot_view.map_to_screen([t.bounds[2]],[t.bounds[1]]),a=s-e,n=_-i,r=e,h=i,l=this.map_canvas.getImageSmoothingEnabled();this.map_canvas.setImageSmoothingEnabled(this.model.smoothing),this.map_canvas.drawImage(t.img,r,h,a,n),this.map_canvas.setImageSmoothingEnabled(l),t.finished=!0}}_set_rect(){const e=this.plot_model.properties.outline_line_width.value(),t=this.map_frame._left.value+e/2,i=this.map_frame._top.value+e/2,s=this.map_frame._width.value-e,_=this.map_frame._height.value-e;this.map_canvas.rect(t,i,s,_),this.map_canvas.clip()}_render_tiles(e){this.map_canvas.save(),this._set_rect(),this.map_canvas.globalAlpha=this.model.alpha;for(const t of e)this._draw_tile(t);this.map_canvas.restore()}_prefetch_tiles(){const{tile_source:e}=this.model,t=this.get_extent(),i=this.map_frame._height.value,s=this.map_frame._width.value,_=this.model.tile_source.get_level_by_extent(t,i,s),a=this.model.tile_source.get_tiles_by_extent(t,_);for(let t=0,i=Math.min(10,a.length);ti&&(s=this.extent,r=i,h=!0),h&&(this.x_range.setv({x_range:{start:s[0],end:s[2]}}),this.y_range.setv({start:s[1],end:s[3]})),this.extent=s;const l=e.get_tiles_by_extent(s,r),d=[],m=[],c=[],u=[];for(const t of l){const[i,s,a]=t,n=e.tile_xyz_to_key(i,s,a),r=e.tiles.get(n);if(null!=r&&r.loaded)m.push(n);else if(this.model.render_parents){const[t,n,r]=e.get_closest_parent_by_tile_xyz(i,s,a),h=e.tile_xyz_to_key(t,n,r),l=e.tiles.get(h);if(null!=l&&l.loaded&&!o.includes(c,h)&&c.push(h),_){const t=e.children_by_tile_xyz(i,s,a);for(const[i,s,_]of t){const t=e.tile_xyz_to_key(i,s,_);e.tiles.has(t)&&u.push(t)}}}null==r&&d.push(t)}this._render_tiles(c),this._render_tiles(u),this._render_tiles(m),null!=this.render_timer&&clearTimeout(this.render_timer),this.render_timer=setTimeout(()=>this._fetch_tiles(d),65)}}i.TileRendererView=p,p.__name__=\"TileRendererView\";class g extends a.DataRenderer{constructor(e){super(e),this._selection_manager=new m.SelectionManager({source:new c.ColumnDataSource})}static init_TileRenderer(){this.prototype.default_view=p,this.define({alpha:[h.Number,1],smoothing:[h.Boolean,!0],tile_source:[h.Instance,()=>new _.WMTSTileSource],render_parents:[h.Boolean,!0]})}get_selection_manager(){return this._selection_manager}}i.TileRenderer=g,g.__name__=\"TileRenderer\",g.init_TileRenderer()},\n", + " function _(e,t,r){Object.defineProperty(r,\"__esModule\",{value:!0});const o=e(301);class s extends o.MercatorTileSource{constructor(e){super(e)}get_image_url(e,t,r){const o=this.string_lookup_replace(this.url,this.extra_url_vars),[s,c,_]=this.tms_to_wmts(e,t,r);return o.replace(\"{X}\",s.toString()).replace(\"{Y}\",c.toString()).replace(\"{Z}\",_.toString())}}r.WMTSTileSource=s,s.__name__=\"WMTSTileSource\"},\n", + " function _(t,e,i){Object.defineProperty(i,\"__esModule\",{value:!0});const o=t(1);t(67),o.__importStar(t(66)).styles.append(\".bk-root .bk-tile-attribution a {\\n color: black;\\n}\\n\"),i.bk_tile_attribution=\"bk-tile-attribution\"},\n", + " function _(e,r,t){Object.defineProperty(t,\"__esModule\",{value:!0});const o=e(301);class c extends o.MercatorTileSource{constructor(e){super(e)}get_image_url(e,r,t){return this.string_lookup_replace(this.url,this.extra_url_vars).replace(\"{X}\",e.toString()).replace(\"{Y}\",r.toString()).replace(\"{Z}\",t.toString())}}t.TMSTileSource=c,c.__name__=\"TMSTileSource\"},\n", + " function _(e,r,a){Object.defineProperty(a,\"__esModule\",{value:!0});var t=e(310);a.CanvasTexture=t.CanvasTexture;var u=e(312);a.ImageURLTexture=u.ImageURLTexture;var v=e(311);a.Texture=v.Texture},\n", + " function _(t,e,n){Object.defineProperty(n,\"__esModule\",{value:!0});const r=t(1),c=t(311),s=r.__importStar(t(19)),i=t(25);class a extends c.Texture{constructor(t){super(t)}static init_CanvasTexture(){this.define({code:[s.String]})}get func(){const t=i.use_strict(this.code);return new Function(\"ctx\",\"color\",\"scale\",\"weight\",t)}get_pattern(t,e,n){return r=>{const c=document.createElement(\"canvas\");c.width=e,c.height=e;const s=c.getContext(\"2d\");return this.func.call(this,s,t,e,n),r.createPattern(c,this.repetition)}}}n.CanvasTexture=a,a.__name__=\"CanvasTexture\",a.init_CanvasTexture()},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const r=e(1),n=e(69),o=r.__importStar(e(19));class _ extends n.Model{constructor(e){super(e)}static init_Texture(){this.define({repetition:[o.TextureRepetition,\"repeat\"]})}onload(e){e()}}i.Texture=_,_.__name__=\"Texture\",_.init_Texture()},\n", + " function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const r=e(1),a=e(311),n=r.__importStar(e(19)),s=e(223);class o extends a.Texture{constructor(e){super(e)}static init_ImageURLTexture(){this.define({url:[n.String]})}initialize(){super.initialize(),this._loader=new s.ImageLoader(this.url)}get_pattern(e,t,i){return e=>this._loader.finished?e.createPattern(this._loader.image,this.repetition):null}onload(e){this._loader.promise.then(()=>e())}}i.ImageURLTexture=o,o.__name__=\"ImageURLTexture\",o.init_ImageURLTexture()},\n", + " function _(o,l,T){Object.defineProperty(T,\"__esModule\",{value:!0});var a=o(276);T.ActionTool=a.ActionTool;var r=o(314);T.CustomAction=r.CustomAction;var e=o(277);T.HelpTool=e.HelpTool;var v=o(315);T.RedoTool=v.RedoTool;var t=o(316);T.ResetTool=t.ResetTool;var n=o(317);T.SaveTool=n.SaveTool;var s=o(318);T.UndoTool=s.UndoTool;var P=o(319);T.ZoomInTool=P.ZoomInTool;var c=o(321);T.ZoomOutTool=c.ZoomOutTool;var i=o(270);T.ButtonTool=i.ButtonTool;var d=o(322);T.EditTool=d.EditTool;var u=o(323);T.BoxEditTool=u.BoxEditTool;var y=o(324);T.FreehandDrawTool=y.FreehandDrawTool;var m=o(325);T.PointDrawTool=m.PointDrawTool;var x=o(326);T.PolyDrawTool=x.PolyDrawTool;var B=o(327);T.PolyTool=B.PolyTool;var S=o(328);T.PolyEditTool=S.PolyEditTool;var b=o(329);T.BoxSelectTool=b.BoxSelectTool;var h=o(332);T.BoxZoomTool=h.BoxZoomTool;var Z=o(275);T.GestureTool=Z.GestureTool;var p=o(333);T.LassoSelectTool=p.LassoSelectTool;var w=o(334);T.PanTool=w.PanTool;var C=o(335);T.PolySelectTool=C.PolySelectTool;var D=o(336);T.RangeTool=D.RangeTool;var E=o(330);T.SelectTool=E.SelectTool;var H=o(337);T.TapTool=H.TapTool;var R=o(338);T.WheelPanTool=R.WheelPanTool;var A=o(339);T.WheelZoomTool=A.WheelZoomTool;var I=o(340);T.CrosshairTool=I.CrosshairTool;var W=o(341);T.CustomJSHover=W.CustomJSHover;var O=o(342);T.HoverTool=O.HoverTool;var _=o(269);T.InspectTool=_.InspectTool;var f=o(271);T.Tool=f.Tool;var g=o(343);T.ToolProxy=g.ToolProxy;var F=o(268);T.Toolbar=F.Toolbar;var G=o(274);T.ToolbarBase=G.ToolbarBase;var J=o(344);T.ProxyToolbar=J.ProxyToolbar;var L=o(344);T.ToolbarBox=L.ToolbarBox},\n", + " function _(t,o,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=t(1),s=t(276),e=n.__importStar(t(19)),c=t(272);class _ extends s.ActionToolButtonView{css_classes(){return super.css_classes().concat(c.bk_toolbar_button_custom_action)}}i.CustomActionButtonView=_,_.__name__=\"CustomActionButtonView\";class l extends s.ActionToolView{doit(){null!=this.model.callback&&this.model.callback.execute(this.model)}}i.CustomActionView=l,l.__name__=\"CustomActionView\";class u extends s.ActionTool{constructor(t){super(t),this.tool_name=\"Custom Action\",this.button_view=_}static init_CustomAction(){this.prototype.default_view=l,this.define({action_tooltip:[e.String,\"Perform a Custom Action\"],callback:[e.Any],icon:[e.String]})}get tooltip(){return this.action_tooltip}}i.CustomAction=u,u.__name__=\"CustomAction\",u.init_CustomAction()},\n", + " function _(o,e,t){Object.defineProperty(t,\"__esModule\",{value:!0});const i=o(276),s=o(278);class n extends i.ActionToolView{connect_signals(){super.connect_signals(),this.connect(this.plot_view.state_changed,()=>this.model.disabled=!this.plot_view.can_redo())}doit(){this.plot_view.redo()}}t.RedoToolView=n,n.__name__=\"RedoToolView\";class _ extends i.ActionTool{constructor(o){super(o),this.tool_name=\"Redo\",this.icon=s.bk_tool_icon_redo}static init_RedoTool(){this.prototype.default_view=n,this.override({disabled:!0}),this.register_alias(\"redo\",()=>new _)}}t.RedoTool=_,_.__name__=\"RedoTool\",_.init_RedoTool()},\n", + " function _(e,t,o){Object.defineProperty(o,\"__esModule\",{value:!0});const s=e(276),i=e(278);class _ extends s.ActionToolView{doit(){this.plot_view.reset()}}o.ResetToolView=_,_.__name__=\"ResetToolView\";class l extends s.ActionTool{constructor(e){super(e),this.tool_name=\"Reset\",this.icon=i.bk_tool_icon_reset}static init_ResetTool(){this.prototype.default_view=_,this.register_alias(\"reset\",()=>new l)}}o.ResetTool=l,l.__name__=\"ResetTool\",l.init_ResetTool()},\n", + " function _(e,o,t){Object.defineProperty(t,\"__esModule\",{value:!0});const i=e(276),s=e(278);class _ extends i.ActionToolView{doit(){this.plot_view.save(\"bokeh_plot\")}}t.SaveToolView=_,_.__name__=\"SaveToolView\";class a extends i.ActionTool{constructor(e){super(e),this.tool_name=\"Save\",this.icon=s.bk_tool_icon_save}static init_SaveTool(){this.prototype.default_view=_,this.register_alias(\"save\",()=>new a)}}t.SaveTool=a,a.__name__=\"SaveTool\",a.init_SaveTool()},\n", + " function _(o,t,e){Object.defineProperty(e,\"__esModule\",{value:!0});const n=o(276),i=o(278);class s extends n.ActionToolView{connect_signals(){super.connect_signals(),this.connect(this.plot_view.state_changed,()=>this.model.disabled=!this.plot_view.can_undo())}doit(){this.plot_view.undo()}}e.UndoToolView=s,s.__name__=\"UndoToolView\";class _ extends n.ActionTool{constructor(o){super(o),this.tool_name=\"Undo\",this.icon=i.bk_tool_icon_undo}static init_UndoTool(){this.prototype.default_view=s,this.override({disabled:!0}),this.register_alias(\"undo\",()=>new _)}}e.UndoTool=_,_.__name__=\"UndoTool\",_.init_UndoTool()},\n", + " function _(o,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const e=o(1),n=o(276),s=o(320),_=e.__importStar(o(19)),m=o(278);class l extends n.ActionToolView{doit(){const o=this.plot_view.frame,t=this.model.dimensions,i=\"width\"==t||\"both\"==t,e=\"height\"==t||\"both\"==t,n=s.scale_range(o,this.model.factor,i,e);this.plot_view.push_state(\"zoom_out\",{range:n}),this.plot_view.update_range(n,!1,!0),this.model.document&&this.model.document.interactive_start(this.plot_model)}}i.ZoomInToolView=l,l.__name__=\"ZoomInToolView\";class h extends n.ActionTool{constructor(o){super(o),this.tool_name=\"Zoom In\",this.icon=m.bk_tool_icon_zoom_in}static init_ZoomInTool(){this.prototype.default_view=l,this.define({factor:[_.Percent,.1],dimensions:[_.Dimensions,\"both\"]}),this.register_alias(\"zoom_in\",()=>new h({dimensions:\"both\"})),this.register_alias(\"xzoom_in\",()=>new h({dimensions:\"width\"})),this.register_alias(\"yzoom_in\",()=>new h({dimensions:\"height\"}))}get tooltip(){return this._get_dim_tooltip(this.tool_name,this.dimensions)}}i.ZoomInTool=h,h.__name__=\"ZoomInTool\",h.init_ZoomInTool()},\n", + " function _(n,t,e){Object.defineProperty(e,\"__esModule\",{value:!0});const o=n(10);function r(n,t,e){const[o,r]=[n.start,n.end],c=null!=e?e:(r+o)/2;return[o-(o-c)*t,r-(r-c)*t]}function c(n,[t,e]){const o={};for(const r in n){const c=n[r],[s,l]=c.r_invert(t,e);o[r]={start:s,end:l}}return o}e.scale_highlow=r,e.get_info=c,e.scale_range=function(n,t,e=!0,s=!0,l){t=o.clamp(t,-.9,.9);const a=e?t:0,[u,i]=r(n.bbox.h_range,a,null!=l?l.x:void 0),_=c(n.xscales,[u,i]),f=s?t:0,[d,b]=r(n.bbox.v_range,f,null!=l?l.y:void 0);return{xrs:_,yrs:c(n.yscales,[d,b]),factor:t}}},\n", + " function _(o,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const e=o(1),s=o(276),n=o(320),_=e.__importStar(o(19)),m=o(278);class l extends s.ActionToolView{doit(){const o=this.plot_view.frame,t=this.model.dimensions,i=\"width\"==t||\"both\"==t,e=\"height\"==t||\"both\"==t,s=n.scale_range(o,-this.model.factor,i,e);this.plot_view.push_state(\"zoom_out\",{range:s}),this.plot_view.update_range(s,!1,!0),this.model.document&&this.model.document.interactive_start(this.plot_model)}}i.ZoomOutToolView=l,l.__name__=\"ZoomOutToolView\";class h extends s.ActionTool{constructor(o){super(o),this.tool_name=\"Zoom Out\",this.icon=m.bk_tool_icon_zoom_out}static init_ZoomOutTool(){this.prototype.default_view=l,this.define({factor:[_.Percent,.1],dimensions:[_.Dimensions,\"both\"]}),this.register_alias(\"zoom_out\",()=>new h({dimensions:\"both\"})),this.register_alias(\"xzoom_out\",()=>new h({dimensions:\"width\"})),this.register_alias(\"yzoom_out\",()=>new h({dimensions:\"height\"}))}get tooltip(){return this._get_dim_tooltip(this.tool_name,this.dimensions)}}i.ZoomOutTool=h,h.__name__=\"ZoomOutTool\",h.init_ZoomOutTool()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const o=e(1).__importStar(e(19)),n=e(9),i=e(8),_=e(275);class r extends _.GestureToolView{constructor(){super(...arguments),this._mouse_in_frame=!0}_move_enter(e){this._mouse_in_frame=!0}_move_exit(e){this._mouse_in_frame=!1}_map_drag(e,t,s){const o=this.plot_view.frame;return o.bbox.contains(e,t)?[o.xscales[s.x_range_name].invert(e),o.yscales[s.y_range_name].invert(t)]:null}_delete_selected(e){const t=e.data_source,s=t.selected.indices;s.sort();for(const e of t.columns()){const o=t.get_array(e);for(let e=0;ethis._show_vertices())}this._initialized=!0}}deactivate(){this._drawing&&(this._remove(),this._drawing=!1),this.model.vertex_renderer&&this._hide_vertices()}}s.PolyDrawToolView=d,d.__name__=\"PolyDrawToolView\";class l extends n.PolyTool{constructor(e){super(e),this.tool_name=\"Polygon Draw Tool\",this.icon=_.bk_tool_icon_poly_draw,this.event_type=[\"pan\",\"tap\",\"move\"],this.default_order=3}static init_PolyDrawTool(){this.prototype.default_view=d,this.define({drag:[a.Boolean,!0],num_objects:[a.Int,0]})}}s.PolyDrawTool=l,l.__name__=\"PolyDrawTool\",l.init_PolyDrawTool()},\n", + " function _(e,t,r){Object.defineProperty(r,\"__esModule\",{value:!0});const o=e(1).__importStar(e(19)),i=e(8),s=e(322);class _ extends s.EditToolView{_set_vertices(e,t){const r=this.model.vertex_renderer.glyph,o=this.model.vertex_renderer.data_source,[s,_]=[r.x.field,r.y.field];s&&(i.isArray(e)?o.data[s]=e:r.x={value:e}),_&&(i.isArray(t)?o.data[_]=t:r.y={value:t}),this._emit_cds_changes(o,!0,!0,!1)}_hide_vertices(){this._set_vertices([],[])}_snap_to_vertex(e,t,r){if(this.model.vertex_renderer){const o=this._select_event(e,!1,[this.model.vertex_renderer]),i=this.model.vertex_renderer.data_source,s=this.model.vertex_renderer.glyph,[_,l]=[s.x.field,s.y.field];if(o.length){const e=i.selected.indices[0];_&&(t=i.data[_][e]),l&&(r=i.data[l][e]),i.selection_manager.clear()}}return[t,r]}}r.PolyToolView=_,_.__name__=\"PolyToolView\";class l extends s.EditTool{constructor(e){super(e)}static init_PolyTool(){this.prototype.default_view=_,this.define({vertex_renderer:[o.Instance]})}}r.PolyTool=l,l.__name__=\"PolyTool\",l.init_PolyTool()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const r=e(66),i=e(8),_=e(327),d=e(278);class n extends _.PolyToolView{constructor(){super(...arguments),this._drawing=!1}_doubletap(e){if(!this.model.active)return;const t=this._map_drag(e.sx,e.sy,this.model.vertex_renderer);if(null==t)return;const[s,r]=t,i=this._select_event(e,!1,[this.model.vertex_renderer]),_=this.model.vertex_renderer.data_source,d=this.model.vertex_renderer.glyph,[n,l]=[d.x.field,d.y.field];if(i.length&&null!=this._selected_renderer){const e=_.selected.indices[0];this._drawing?(this._drawing=!1,_.selection_manager.clear()):(_.selected.indices=[e+1],n&&_.get_array(n).splice(e+1,0,s),l&&_.get_array(l).splice(e+1,0,r),this._drawing=!0),_.change.emit(),this._emit_cds_changes(this._selected_renderer.data_source)}else this._show_vertices(e)}_show_vertices(e){if(!this.model.active)return;const t=this._select_event(e,!1,this.model.renderers);if(!t.length)return this._set_vertices([],[]),this._selected_renderer=null,void(this._drawing=!1);const s=t[0],r=s.glyph,_=s.data_source,d=_.selected.indices[0],[n,l]=[r.xs.field,r.ys.field];let a,c;n?(a=_.data[n][d],i.isArray(a)||(_.data[n][d]=a=Array.from(a))):a=r.xs.value,l?(c=_.data[l][d],i.isArray(c)||(_.data[l][d]=c=Array.from(c))):c=r.ys.value,this._selected_renderer=s,this._set_vertices(a,c)}_move(e){if(this._drawing&&null!=this._selected_renderer){const t=this.model.vertex_renderer,s=t.data_source,r=t.glyph,i=this._map_drag(e.sx,e.sy,t);if(null==i)return;let[_,d]=i;const n=s.selected.indices;[_,d]=this._snap_to_vertex(e,_,d),s.selected.indices=n;const[l,a]=[r.x.field,r.y.field],c=n[0];l&&(s.data[l][c]=_),a&&(s.data[a][c]=d),s.change.emit(),this._selected_renderer.data_source.change.emit()}}_tap(e){const t=this.model.vertex_renderer,s=this._map_drag(e.sx,e.sy,t);if(null==s)return;if(this._drawing&&this._selected_renderer){let[r,i]=s;const _=t.data_source,d=t.glyph,[n,l]=[d.x.field,d.y.field],a=_.selected.indices;[r,i]=this._snap_to_vertex(e,r,i);const c=a[0];if(_.selected.indices=[c+1],n){const e=_.get_array(n),t=e[c];e[c]=r,e.splice(c+1,0,t)}if(l){const e=_.get_array(l),t=e[c];e[c]=i,e.splice(c+1,0,t)}return _.change.emit(),void this._emit_cds_changes(this._selected_renderer.data_source,!0,!1,!0)}const r=e.shiftKey;this._select_event(e,r,[t]),this._select_event(e,r,this.model.renderers)}_remove_vertex(){if(!this._drawing||!this._selected_renderer)return;const e=this.model.vertex_renderer,t=e.data_source,s=e.glyph,r=t.selected.indices[0],[i,_]=[s.x.field,s.y.field];i&&t.get_array(i).splice(r,1),_&&t.get_array(_).splice(r,1),t.change.emit(),this._emit_cds_changes(this._selected_renderer.data_source)}_pan_start(e){this._select_event(e,!0,[this.model.vertex_renderer]),this._basepoint=[e.sx,e.sy]}_pan(e){null!=this._basepoint&&(this._drag_points(e,[this.model.vertex_renderer]),this._selected_renderer&&this._selected_renderer.data_source.change.emit())}_pan_end(e){null!=this._basepoint&&(this._drag_points(e,[this.model.vertex_renderer]),this._emit_cds_changes(this.model.vertex_renderer.data_source,!1,!0,!0),this._selected_renderer&&this._emit_cds_changes(this._selected_renderer.data_source),this._basepoint=null)}_keyup(e){if(!this.model.active||!this._mouse_in_frame)return;let t;t=this._selected_renderer?[this.model.vertex_renderer]:this.model.renderers;for(const s of t)e.keyCode===r.Keys.Backspace?(this._delete_selected(s),this._selected_renderer&&this._emit_cds_changes(this._selected_renderer.data_source)):e.keyCode==r.Keys.Esc&&(this._drawing?(this._remove_vertex(),this._drawing=!1):this._selected_renderer&&this._hide_vertices(),s.data_source.selection_manager.clear())}deactivate(){this._selected_renderer&&(this._drawing&&(this._remove_vertex(),this._drawing=!1),this._hide_vertices())}}s.PolyEditToolView=n,n.__name__=\"PolyEditToolView\";class l extends _.PolyTool{constructor(e){super(e),this.tool_name=\"Poly Edit Tool\",this.icon=d.bk_tool_icon_poly_edit,this.event_type=[\"tap\",\"pan\",\"move\"],this.default_order=4}static init_PolyEditTool(){this.prototype.default_view=n}}s.PolyEditTool=l,l.__name__=\"PolyEditTool\",l.init_PolyEditTool()},\n", + " function _(e,t,o){Object.defineProperty(o,\"__esModule\",{value:!0});const s=e(1),i=e(330),l=e(105),n=s.__importStar(e(19)),_=e(278);class c extends i.SelectToolView{_compute_limits(e){const t=this.plot_view.frame,o=this.model.dimensions;let s=this._base_point;if(\"center\"==this.model.origin){const[t,o]=s,[i,l]=e;s=[t-(i-t),o-(l-o)]}return this.model._get_dim_limits(s,e,t,o)}_pan_start(e){const{sx:t,sy:o}=e;this._base_point=[t,o]}_pan(e){const{sx:t,sy:o}=e,s=[t,o],[i,l]=this._compute_limits(s);if(this.model.overlay.update({left:i[0],right:i[1],top:l[0],bottom:l[1]}),this.model.select_every_mousemove){const t=e.shiftKey;this._do_select(i,l,!1,t)}}_pan_end(e){const{sx:t,sy:o}=e,s=[t,o],[i,l]=this._compute_limits(s),n=e.shiftKey;this._do_select(i,l,!0,n),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._base_point=null,this.plot_view.push_state(\"box_select\",{selection:this.plot_view.get_selection()})}_do_select([e,t],[o,s],i,l=!1){const n={type:\"rect\",sx0:e,sx1:t,sy0:o,sy1:s};this._select(n,i,l)}}o.BoxSelectToolView=c,c.__name__=\"BoxSelectToolView\";const a=()=>new l.BoxAnnotation({level:\"overlay\",render_mode:\"css\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}});class r extends i.SelectTool{constructor(e){super(e),this.tool_name=\"Box Select\",this.icon=_.bk_tool_icon_box_select,this.event_type=\"pan\",this.default_order=30}static init_BoxSelectTool(){this.prototype.default_view=c,this.define({dimensions:[n.Dimensions,\"both\"],select_every_mousemove:[n.Boolean,!1],overlay:[n.Instance,a],origin:[n.BoxOrigin,\"corner\"]}),this.register_alias(\"box_select\",()=>new r),this.register_alias(\"xbox_select\",()=>new r({dimensions:\"width\"})),this.register_alias(\"ybox_select\",()=>new r({dimensions:\"height\"}))}get tooltip(){return this._get_dim_tooltip(this.tool_name,this.dimensions)}}o.BoxSelectTool=r,r.__name__=\"BoxSelectTool\",r.init_BoxSelectTool()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const r=e(1),n=e(275),o=e(78),i=e(97),c=e(331),_=r.__importStar(e(19)),a=e(66),l=e(281);class d extends n.GestureToolView{get computed_renderers(){const e=this.model.renderers,t=this.plot_model.renderers,s=this.model.names;return c.compute_renderers(e,t,s)}_computed_renderers_by_data_source(){const e={};for(const t of this.computed_renderers){let s;if(t instanceof o.GlyphRenderer)s=t.data_source.id;else{if(!(t instanceof i.GraphRenderer))continue;s=t.node_renderer.data_source.id}s in e||(e[s]=[]),e[s].push(t)}return e}_keyup(e){if(e.keyCode==a.Keys.Esc){for(const e of this.computed_renderers)e.get_selection_manager().clear();this.plot_view.request_render()}}_select(e,t,s){const r=this._computed_renderers_by_data_source();for(const n in r){const o=r[n],i=o[0].get_selection_manager(),c=[];for(const e of o)e.id in this.plot_view.renderer_views&&c.push(this.plot_view.renderer_views[e.id]);i.select(c,e,t,s)}null!=this.model.callback&&this._emit_callback(e),this._emit_selection_event(e,t)}_emit_selection_event(e,t=!0){const{frame:s}=this.plot_view,r=s.xscales.default,n=s.yscales.default;let o;switch(e.type){case\"point\":{const{sx:t,sy:s}=e,i=r.invert(t),c=n.invert(s);o=Object.assign(Object.assign({},e),{x:i,y:c});break}case\"span\":{const{sx:t,sy:s}=e,i=r.invert(t),c=n.invert(s);o=Object.assign(Object.assign({},e),{x:i,y:c});break}case\"rect\":{const{sx0:t,sx1:s,sy0:i,sy1:c}=e,[_,a]=r.r_invert(t,s),[l,d]=n.r_invert(i,c);o=Object.assign(Object.assign({},e),{x0:_,y0:l,x1:a,y1:d});break}case\"poly\":{const{sx:t,sy:s}=e,i=r.v_invert(t),c=n.v_invert(s);o=Object.assign(Object.assign({},e),{x:i,y:c});break}}this.plot_model.trigger_event(new l.SelectionGeometry(o,t))}}s.SelectToolView=d,d.__name__=\"SelectToolView\";class u extends n.GestureTool{constructor(e){super(e)}static init_SelectTool(){this.define({renderers:[_.Any,\"auto\"],names:[_.Array,[]]})}}s.SelectTool=u,u.__name__=\"SelectTool\",u.init_SelectTool()},\n", + " function _(e,n,t){Object.defineProperty(t,\"__esModule\",{value:!0});const r=e(9);t.compute_renderers=function(e,n,t){if(null==e)return[];let u=\"auto\"==e?n:e;return t.length>0&&(u=u.filter(e=>r.includes(t,e.name))),u}},\n", + " function _(t,o,e){Object.defineProperty(e,\"__esModule\",{value:!0});const s=t(1),i=t(275),n=t(105),a=s.__importStar(t(19)),_=t(278);class l extends i.GestureToolView{_match_aspect(t,o,e){const s=e.bbox.aspect,i=e.bbox.h_range.end,n=e.bbox.h_range.start,a=e.bbox.v_range.end,_=e.bbox.v_range.start;let l=Math.abs(t[0]-o[0]),r=Math.abs(t[1]-o[1]);const h=0==r?0:l/r,[c]=h>=s?[1,h/s]:[s/h,1];let m,p,d,u;return t[0]<=o[0]?(m=t[0],p=t[0]+l*c,p>i&&(p=i)):(p=t[0],m=t[0]-l*c,ma&&(d=a)):(d=t[1],u=t[1]-l/s,u<_&&(u=_)),r=Math.abs(d-u),t[0]<=o[0]?p=t[0]+s*r:m=t[0]-s*r,[[m,p],[u,d]]}_compute_limits(t){const o=this.plot_view.frame,e=this.model.dimensions;let s,i,n=this._base_point;if(\"center\"==this.model.origin){const[o,e]=n,[s,i]=t;n=[o-(s-o),e-(i-e)]}return this.model.match_aspect&&\"both\"==e?[s,i]=this._match_aspect(n,t,o):[s,i]=this.model._get_dim_limits(n,t,o,e),[s,i]}_pan_start(t){this._base_point=[t.sx,t.sy]}_pan(t){const o=[t.sx,t.sy],[e,s]=this._compute_limits(o);this.model.overlay.update({left:e[0],right:e[1],top:s[0],bottom:s[1]})}_pan_end(t){const o=[t.sx,t.sy],[e,s]=this._compute_limits(o);this._update(e,s),this.model.overlay.update({left:null,right:null,top:null,bottom:null}),this._base_point=null}_update([t,o],[e,s]){if(Math.abs(o-t)<=5||Math.abs(s-e)<=5)return;const{xscales:i,yscales:n}=this.plot_view.frame,a={};for(const e in i){const s=i[e],[n,_]=s.r_invert(t,o);a[e]={start:n,end:_}}const _={};for(const t in n){const o=n[t],[i,a]=o.r_invert(e,s);_[t]={start:i,end:a}}const l={xrs:a,yrs:_};this.plot_view.push_state(\"box_zoom\",{range:l}),this.plot_view.update_range(l)}}e.BoxZoomToolView=l,l.__name__=\"BoxZoomToolView\";const r=()=>new n.BoxAnnotation({level:\"overlay\",render_mode:\"css\",top_units:\"screen\",left_units:\"screen\",bottom_units:\"screen\",right_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}});class h extends i.GestureTool{constructor(t){super(t),this.tool_name=\"Box Zoom\",this.icon=_.bk_tool_icon_box_zoom,this.event_type=\"pan\",this.default_order=20}static init_BoxZoomTool(){this.prototype.default_view=l,this.define({dimensions:[a.Dimensions,\"both\"],overlay:[a.Instance,r],match_aspect:[a.Boolean,!1],origin:[a.BoxOrigin,\"corner\"]}),this.register_alias(\"box_zoom\",()=>new h({dimensions:\"both\"})),this.register_alias(\"xbox_zoom\",()=>new h({dimensions:\"width\"})),this.register_alias(\"ybox_zoom\",()=>new h({dimensions:\"height\"}))}get tooltip(){return this._get_dim_tooltip(this.tool_name,this.dimensions)}}e.BoxZoomTool=h,h.__name__=\"BoxZoomTool\",h.init_BoxZoomTool()},\n", + " function _(e,s,t){Object.defineProperty(t,\"__esModule\",{value:!0});const l=e(1),a=e(330),o=e(138),i=e(66),_=l.__importStar(e(19)),c=e(278);class n extends a.SelectToolView{initialize(){super.initialize(),this.data=null}connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,()=>this._active_change())}_active_change(){this.model.active||this._clear_overlay()}_keyup(e){e.keyCode==i.Keys.Enter&&this._clear_overlay()}_pan_start(e){const{sx:s,sy:t}=e;this.data={sx:[s],sy:[t]}}_pan(e){const{sx:s,sy:t}=e,[l,a]=this.plot_view.frame.bbox.clip(s,t);if(this.data.sx.push(l),this.data.sy.push(a),this.model.overlay.update({xs:this.data.sx,ys:this.data.sy}),this.model.select_every_mousemove){const s=e.shiftKey;this._do_select(this.data.sx,this.data.sy,!1,s)}}_pan_end(e){this._clear_overlay();const s=e.shiftKey;this._do_select(this.data.sx,this.data.sy,!0,s),this.plot_view.push_state(\"lasso_select\",{selection:this.plot_view.get_selection()})}_clear_overlay(){this.model.overlay.update({xs:[],ys:[]})}_do_select(e,s,t,l){const a={type:\"poly\",sx:e,sy:s};this._select(a,t,l)}}t.LassoSelectToolView=n,n.__name__=\"LassoSelectToolView\";const h=()=>new o.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}});class r extends a.SelectTool{constructor(e){super(e),this.tool_name=\"Lasso Select\",this.icon=c.bk_tool_icon_lasso_select,this.event_type=\"pan\",this.default_order=12}static init_LassoSelectTool(){this.prototype.default_view=n,this.define({select_every_mousemove:[_.Boolean,!0],overlay:[_.Instance,h]}),this.register_alias(\"lasso_select\",()=>new r)}}t.LassoSelectTool=r,r.__name__=\"LassoSelectTool\",r.init_LassoSelectTool()},\n", + " function _(t,s,n){Object.defineProperty(n,\"__esModule\",{value:!0});const i=t(1),e=t(275),o=i.__importStar(t(19)),a=t(278);class _ extends e.GestureToolView{_pan_start(t){this.last_dx=0,this.last_dy=0;const{sx:s,sy:n}=t,i=this.plot_view.frame.bbox;if(!i.contains(s,n)){const t=i.h_range,e=i.v_range;(st.end)&&(this.v_axis_only=!0),(ne.end)&&(this.h_axis_only=!0)}null!=this.model.document&&this.model.document.interactive_start(this.plot_model)}_pan(t){this._update(t.deltaX,t.deltaY),null!=this.model.document&&this.model.document.interactive_start(this.plot_model)}_pan_end(t){this.h_axis_only=!1,this.v_axis_only=!1,null!=this.pan_info&&this.plot_view.push_state(\"pan\",{range:this.pan_info})}_update(t,s){const n=this.plot_view.frame,i=t-this.last_dx,e=s-this.last_dy,o=n.bbox.h_range,a=o.start-i,_=o.end-i,h=n.bbox.v_range,l=h.start-e,r=h.end-e,d=this.model.dimensions;let c,p,m,u,x,y;\"width\"!=d&&\"both\"!=d||this.v_axis_only?(c=o.start,p=o.end,m=0):(c=a,p=_,m=-i),\"height\"!=d&&\"both\"!=d||this.h_axis_only?(u=h.start,x=h.end,y=0):(u=l,x=r,y=-e),this.last_dx=t,this.last_dy=s;const{xscales:v,yscales:b}=n,g={};for(const t in v){const s=v[t],[n,i]=s.r_invert(c,p);g[t]={start:n,end:i}}const w={};for(const t in b){const s=b[t],[n,i]=s.r_invert(u,x);w[t]={start:n,end:i}}this.pan_info={xrs:g,yrs:w,sdx:m,sdy:y},this.plot_view.update_range(this.pan_info,!0)}}n.PanToolView=_,_.__name__=\"PanToolView\";class h extends e.GestureTool{constructor(t){super(t),this.tool_name=\"Pan\",this.event_type=\"pan\",this.default_order=10}static init_PanTool(){this.prototype.default_view=_,this.define({dimensions:[o.Dimensions,\"both\"]}),this.register_alias(\"pan\",()=>new h({dimensions:\"both\"})),this.register_alias(\"xpan\",()=>new h({dimensions:\"width\"})),this.register_alias(\"ypan\",()=>new h({dimensions:\"height\"}))}get tooltip(){return this._get_dim_tooltip(\"Pan\",this.dimensions)}get icon(){switch(this.dimensions){case\"both\":return a.bk_tool_icon_pan;case\"width\":return a.bk_tool_icon_xpan;case\"height\":return a.bk_tool_icon_ypan}}}n.PanTool=h,h.__name__=\"PanTool\",h.init_PanTool()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const l=e(1),o=e(330),i=e(138),a=e(66),_=l.__importStar(e(19)),c=e(9),n=e(278);class h extends o.SelectToolView{initialize(){super.initialize(),this.data={sx:[],sy:[]}}connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,()=>this._active_change())}_active_change(){this.model.active||this._clear_data()}_keyup(e){e.keyCode==a.Keys.Enter&&this._clear_data()}_doubletap(e){const t=e.shiftKey;this._do_select(this.data.sx,this.data.sy,!0,t),this.plot_view.push_state(\"poly_select\",{selection:this.plot_view.get_selection()}),this._clear_data()}_clear_data(){this.data={sx:[],sy:[]},this.model.overlay.update({xs:[],ys:[]})}_tap(e){const{sx:t,sy:s}=e;this.plot_view.frame.bbox.contains(t,s)&&(this.data.sx.push(t),this.data.sy.push(s),this.model.overlay.update({xs:c.copy(this.data.sx),ys:c.copy(this.data.sy)}))}_do_select(e,t,s,l){const o={type:\"poly\",sx:e,sy:t};this._select(o,s,l)}}s.PolySelectToolView=h,h.__name__=\"PolySelectToolView\";const y=()=>new i.PolyAnnotation({level:\"overlay\",xs_units:\"screen\",ys_units:\"screen\",fill_color:{value:\"lightgrey\"},fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:2},line_dash:{value:[4,4]}});class d extends o.SelectTool{constructor(e){super(e),this.tool_name=\"Poly Select\",this.icon=n.bk_tool_icon_polygon_select,this.event_type=\"tap\",this.default_order=11}static init_PolySelectTool(){this.prototype.default_view=h,this.define({overlay:[_.Instance,y]}),this.register_alias(\"poly_select\",()=>new d)}}s.PolySelectTool=d,d.__name__=\"PolySelectTool\",d.init_PolySelectTool()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(1),n=e(105),l=e(70),a=i.__importStar(e(19)),r=e(275),o=e(278);function _(e){switch(e){case 1:return 2;case 2:return 1;case 4:return 5;case 5:return 4;default:return e}}function h(e,t,s,i){if(null==t)return!1;const n=s.compute(t);return Math.abs(e-n)n.right)&&(l=!1)}if(null!=n.bottom&&null!=n.top){const e=i.invert(t);(en.top)&&(l=!1)}return l}function u(e,t,s){let i=0;return e>=s.start&&e<=s.end&&(i+=1),t>=s.start&&t<=s.end&&(i+=1),i}function c(e,t,s,i){const n=t.compute(e),l=t.invert(n+s);return l>=i.start&&l<=i.end?l:e}function g(e,t,s){return e>t.start?(t.end=e,s):(t.end=t.start,t.start=e,_(s))}function y(e,t,s){return e=o&&(e.start=a,e.end=r)}s.flip_side=_,s.is_near=h,s.is_inside=d,s.sides_inside=u,s.compute_value=c,s.update_range_end_side=g,s.update_range_start_side=y,s.update_range=f;class v extends r.GestureToolView{initialize(){super.initialize(),this.side=0,this.model.update_overlay_from_ranges()}connect_signals(){super.connect_signals(),null!=this.model.x_range&&this.connect(this.model.x_range.change,()=>this.model.update_overlay_from_ranges()),null!=this.model.y_range&&this.connect(this.model.y_range.change,()=>this.model.update_overlay_from_ranges())}_pan_start(e){this.last_dx=0,this.last_dy=0;const t=this.model.x_range,s=this.model.y_range,i=this.plot_view.frame,l=i.xscales.default,a=i.yscales.default,r=this.model.overlay,{left:o,right:_,top:u,bottom:c}=r,g=this.model.overlay.properties.line_width.value()+n.EDGE_TOLERANCE;null!=t&&this.model.x_interaction&&(h(e.sx,o,l,g)?this.side=1:h(e.sx,_,l,g)?this.side=2:d(e.sx,e.sy,l,a,r)&&(this.side=3)),null!=s&&this.model.y_interaction&&(0==this.side&&h(e.sy,c,a,g)&&(this.side=4),0==this.side&&h(e.sy,u,a,g)?this.side=5:d(e.sx,e.sy,l,a,this.model.overlay)&&(3==this.side?this.side=7:this.side=6))}_pan(e){const t=this.plot_view.frame,s=e.deltaX-this.last_dx,i=e.deltaY-this.last_dy,n=this.model.x_range,l=this.model.y_range,a=t.xscales.default,r=t.yscales.default;if(null!=n)if(3==this.side||7==this.side)f(n,a,s,t.x_range);else if(1==this.side){const e=c(n.start,a,s,t.x_range);this.side=y(e,n,this.side)}else if(2==this.side){const e=c(n.end,a,s,t.x_range);this.side=g(e,n,this.side)}if(null!=l)if(6==this.side||7==this.side)f(l,r,i,t.y_range);else if(4==this.side){const e=c(l.start,r,i,t.y_range);this.side=y(e,l,this.side)}else if(5==this.side){const e=c(l.end,r,i,t.y_range);this.side=g(e,l,this.side)}this.last_dx=e.deltaX,this.last_dy=e.deltaY}_pan_end(e){this.side=0}}s.RangeToolView=v,v.__name__=\"RangeToolView\";const m=()=>new n.BoxAnnotation({level:\"overlay\",render_mode:\"canvas\",fill_color:\"lightgrey\",fill_alpha:{value:.5},line_color:{value:\"black\"},line_alpha:{value:1},line_width:{value:.5},line_dash:[2,2]});class p extends r.GestureTool{constructor(e){super(e),this.tool_name=\"Range Tool\",this.icon=o.bk_tool_icon_range,this.event_type=\"pan\",this.default_order=1}static init_RangeTool(){this.prototype.default_view=v,this.define({x_range:[a.Instance,null],x_interaction:[a.Boolean,!0],y_range:[a.Instance,null],y_interaction:[a.Boolean,!0],overlay:[a.Instance,m]})}initialize(){super.initialize(),this.overlay.in_cursor=\"grab\",this.overlay.ew_cursor=null!=this.x_range&&this.x_interaction?\"ew-resize\":null,this.overlay.ns_cursor=null!=this.y_range&&this.y_interaction?\"ns-resize\":null}update_overlay_from_ranges(){null==this.x_range&&null==this.y_range&&(this.overlay.left=null,this.overlay.right=null,this.overlay.bottom=null,this.overlay.top=null,l.logger.warn(\"RangeTool not configured with any Ranges.\")),null==this.x_range?(this.overlay.left=null,this.overlay.right=null):(this.overlay.left=this.x_range.start,this.overlay.right=this.x_range.end),null==this.y_range?(this.overlay.bottom=null,this.overlay.top=null):(this.overlay.bottom=this.y_range.start,this.overlay.top=this.y_range.end)}}s.RangeTool=p,p.__name__=\"RangeTool\",p.init_RangeTool()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(1),o=e(330),n=i.__importStar(e(19)),a=e(278);class _ extends o.SelectToolView{_tap(e){const{sx:t,sy:s}=e,i={type:\"point\",sx:t,sy:s},o=e.shiftKey;this._select(i,!0,o)}_select(e,t,s){const i=this.model.callback;if(\"select\"==this.model.behavior){const o=this._computed_renderers_by_data_source();for(const n in o){const a=o[n],_=a[0].get_selection_manager(),c=a.map(e=>this.plot_view.renderer_views[e.id]);if(_.select(c,e,t,s)&&null!=i){const{frame:t}=this.plot_view,s=t.xscales[a[0].x_range_name],o=t.yscales[a[0].y_range_name],n=s.invert(e.sx),c=o.invert(e.sy),l={geometries:Object.assign(Object.assign({},e),{x:n,y:c}),source:_.source};i.execute(this.model,l)}}this._emit_selection_event(e),this.plot_view.push_state(\"tap\",{selection:this.plot_view.get_selection()})}else for(const t of this.computed_renderers){const s=t.get_selection_manager();if(s.inspect(this.plot_view.renderer_views[t.id],e)&&null!=i){const{frame:o}=this.plot_view,n=o.xscales[t.x_range_name],a=o.yscales[t.y_range_name],_=n.invert(e.sx),c=a.invert(e.sy),l={geometries:Object.assign(Object.assign({},e),{x:_,y:c}),source:s.source};i.execute(this.model,l)}}}}s.TapToolView=_,_.__name__=\"TapToolView\";class c extends o.SelectTool{constructor(e){super(e),this.tool_name=\"Tap\",this.icon=a.bk_tool_icon_tap_select,this.event_type=\"tap\",this.default_order=10}static init_TapTool(){this.prototype.default_view=_,this.define({behavior:[n.TapBehavior,\"select\"],callback:[n.Any]}),this.register_alias(\"click\",()=>new c({behavior:\"inspect\"})),this.register_alias(\"tap\",()=>new c)}}s.TapTool=c,c.__name__=\"TapTool\",c.init_TapTool()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const n=e(1),o=e(275),i=n.__importStar(e(19)),a=e(278);class l extends o.GestureToolView{_scroll(e){let t=this.model.speed*e.delta;t>.9?t=.9:t<-.9&&(t=-.9),this._update_ranges(t)}_update_ranges(e){const{frame:t}=this.plot_view,s=t.bbox.h_range,n=t.bbox.v_range,[o,i]=[s.start,s.end],[a,l]=[n.start,n.end];let r,h,_,d;switch(this.model.dimension){case\"height\":{const t=Math.abs(l-a);r=o,h=i,_=a-t*e,d=l-t*e;break}case\"width\":{const t=Math.abs(i-o);r=o-t*e,h=i-t*e,_=a,d=l;break}default:throw new Error(\"this shouldn't have happened\")}const{xscales:c,yscales:p}=t,m={};for(const e in c){const t=c[e],[s,n]=t.r_invert(r,h);m[e]={start:s,end:n}}const u={};for(const e in p){const t=p[e],[s,n]=t.r_invert(_,d);u[e]={start:s,end:n}}const w={xrs:m,yrs:u,factor:e};this.plot_view.push_state(\"wheel_pan\",{range:w}),this.plot_view.update_range(w,!1,!0),null!=this.model.document&&this.model.document.interactive_start(this.plot_model)}}s.WheelPanToolView=l,l.__name__=\"WheelPanToolView\";class r extends o.GestureTool{constructor(e){super(e),this.tool_name=\"Wheel Pan\",this.icon=a.bk_tool_icon_wheel_pan,this.event_type=\"scroll\",this.default_order=12}static init_WheelPanTool(){this.prototype.default_view=l,this.define({dimension:[i.Dimension,\"width\"]}),this.internal({speed:[i.Number,.001]}),this.register_alias(\"xwheel_pan\",()=>new r({dimension:\"width\"})),this.register_alias(\"ywheel_pan\",()=>new r({dimension:\"height\"}))}get tooltip(){return this._get_dim_tooltip(this.tool_name,this.dimension)}}s.WheelPanTool=r,r.__name__=\"WheelPanTool\",r.init_WheelPanTool()},\n", + " function _(e,o,t){Object.defineProperty(t,\"__esModule\",{value:!0});const s=e(1),i=e(275),l=e(320),n=s.__importStar(e(19)),_=e(101),h=e(278);class a extends i.GestureToolView{_pinch(e){const{sx:o,sy:t,scale:s}=e;let i;i=s>=1?20*(s-1):-20/s,this._scroll({type:\"wheel\",sx:o,sy:t,delta:i})}_scroll(e){const{frame:o}=this.plot_view,t=o.bbox.h_range,s=o.bbox.v_range,{sx:i,sy:n}=e,_=this.model.dimensions,h=(\"width\"==_||\"both\"==_)&&t.startnew m({dimensions:\"both\"})),this.register_alias(\"xwheel_zoom\",()=>new m({dimensions:\"width\"})),this.register_alias(\"ywheel_zoom\",()=>new m({dimensions:\"height\"}))}get tooltip(){return this._get_dim_tooltip(this.tool_name,this.dimensions)}}t.WheelZoomTool=m,m.__name__=\"WheelZoomTool\",m.init_WheelZoomTool()},\n", + " function _(i,e,s){Object.defineProperty(s,\"__esModule\",{value:!0});const t=i(1),o=i(269),n=i(140),l=t.__importStar(i(19)),h=i(23),r=i(278);class _ extends o.InspectToolView{_move(i){if(!this.model.active)return;const{sx:e,sy:s}=i;this.plot_view.frame.bbox.contains(e,s)?this._update_spans(e,s):this._update_spans(null,null)}_move_exit(i){this._update_spans(null,null)}_update_spans(i,e){const s=this.model.dimensions;\"width\"!=s&&\"both\"!=s||(this.model.spans.width.computed_location=e),\"height\"!=s&&\"both\"!=s||(this.model.spans.height.computed_location=i)}}s.CrosshairToolView=_,_.__name__=\"CrosshairToolView\";class a extends o.InspectTool{constructor(i){super(i),this.tool_name=\"Crosshair\",this.icon=r.bk_tool_icon_crosshair}static init_CrosshairTool(){this.prototype.default_view=_,this.define({dimensions:[l.Dimensions,\"both\"],line_color:[l.Color,\"black\"],line_width:[l.Number,1],line_alpha:[l.Number,1]}),this.internal({location_units:[l.SpatialUnits,\"screen\"],render_mode:[l.RenderMode,\"css\"],spans:[l.Any]}),this.register_alias(\"crosshair\",()=>new a)}get tooltip(){return this._get_dim_tooltip(\"Crosshair\",this.dimensions)}get synthetic_renderers(){return h.values(this.spans)}initialize(){super.initialize(),this.spans={width:new n.Span({for_hover:!0,dimension:\"width\",render_mode:this.render_mode,location_units:this.location_units,line_color:this.line_color,line_width:this.line_width,line_alpha:this.line_alpha}),height:new n.Span({for_hover:!0,dimension:\"height\",render_mode:this.render_mode,location_units:this.location_units,line_color:this.line_color,line_width:this.line_width,line_alpha:this.line_alpha})}}}s.CrosshairTool=a,a.__name__=\"CrosshairTool\",a.init_CrosshairTool()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const r=e(1),o=e(69),i=r.__importStar(e(19)),a=e(23),n=e(25);class u extends o.Model{constructor(e){super(e)}static init_CustomJSHover(){this.define({args:[i.Any,{}],code:[i.String,\"\"]})}get values(){return a.values(this.args)}_make_code(e,t,s,r){return new Function(...a.keys(this.args),e,t,s,n.use_strict(r))}format(e,t,s){return this._make_code(\"value\",\"format\",\"special_vars\",this.code)(...this.values,e,t,s)}}s.CustomJSHover=u,u.__name__=\"CustomJSHover\",u.init_CustomJSHover()},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const n=e(1),i=e(269),o=e(143),r=e(78),l=e(97),a=e(331),c=n.__importStar(e(87)),d=e(158),_=e(66),p=n.__importStar(e(19)),h=e(21),m=e(23),u=e(8),y=e(96),x=e(278),f=e(144);function v(e,t,s,n,i,o){const r={x:i[e],y:o[e]},l={x:i[e+1],y:o[e+1]};let a,d;if(\"span\"==t.type)\"h\"==t.direction?(a=Math.abs(r.x-s),d=Math.abs(l.x-s)):(a=Math.abs(r.y-n),d=Math.abs(l.y-n));else{const e={x:s,y:n};a=c.dist_2_pts(r,e),d=c.dist_2_pts(l,e)}return athis._computed_renderers=this._ttmodels=null),this.connect(this.model.properties.names.change,()=>this._computed_renderers=this._ttmodels=null),this.connect(this.model.properties.tooltips.change,()=>this._ttmodels=null)}_compute_ttmodels(){const e={},t=this.model.tooltips;if(null!=t)for(const s of this.computed_renderers)if(s instanceof r.GlyphRenderer){const n=new o.Tooltip({custom:u.isString(t)||u.isFunction(t),attachment:this.model.attachment,show_arrow:this.model.show_arrow});e[s.id]=n}else if(s instanceof l.GraphRenderer){const n=new o.Tooltip({custom:u.isString(t)||u.isFunction(t),attachment:this.model.attachment,show_arrow:this.model.show_arrow});e[s.node_renderer.id]=n,e[s.edge_renderer.id]=n}return y.build_views(this.ttviews,m.values(e),{parent:this.plot_view}),e}get computed_renderers(){if(null==this._computed_renderers){const e=this.model.renderers,t=this.plot_model.renderers,s=this.model.names;this._computed_renderers=a.compute_renderers(e,t,s)}return this._computed_renderers}get ttmodels(){return null==this._ttmodels&&(this._ttmodels=this._compute_ttmodels()),this._ttmodels}_clear(){this._inspect(1/0,1/0);for(const e in this.ttmodels){this.ttmodels[e].clear()}}_move(e){if(!this.model.active)return;const{sx:t,sy:s}=e;this.plot_view.frame.bbox.contains(t,s)?this._inspect(t,s):this._clear()}_move_exit(){this._clear()}_inspect(e,t){let s;if(\"mouse\"==this.model.mode)s={type:\"point\",sx:e,sy:t};else{s={type:\"span\",direction:\"vline\"==this.model.mode?\"h\":\"v\",sx:e,sy:t}}for(const e of this.computed_renderers){e.get_selection_manager().inspect(this.plot_view.renderer_views[e.id],s)}null!=this.model.callback&&this._emit_callback(s)}_update([e,{geometry:t}]){if(!this.model.active)return;if(!(e instanceof r.GlyphRendererView||e instanceof l.GraphRendererView))return;const{model:s}=e,n=this.ttmodels[s.id];if(null==n)return;n.clear();const i=s.get_selection_manager();let o=i.inspectors[s.id];if(s instanceof r.GlyphRenderer&&(o=s.view.convert_selection_to_subset(o)),o.is_empty())return;const a=i.source,{frame:c}=this.plot_view,{sx:d,sy:_}=t,p=c.xscales[s.x_range_name],h=c.yscales[s.y_range_name],u=p.invert(d),y=h.invert(_),x=e.glyph;for(const s of o.line_indices){let i,r,l=x._x[s+1],c=x._y[s+1],m=s;switch(this.model.line_policy){case\"interp\":[l,c]=x.get_interpolation_hit(s,t),i=p.compute(l),r=h.compute(c);break;case\"prev\":[[i,r],m]=w(x.sx,x.sy,s);break;case\"next\":[[i,r],m]=w(x.sx,x.sy,s+1);break;case\"nearest\":[[i,r],m]=v(s,t,d,_,x.sx,x.sy),l=x._x[m],c=x._y[m];break;default:[i,r]=[d,_]}const f={index:m,x:u,y:y,sx:d,sy:_,data_x:l,data_y:c,rx:i,ry:r,indices:o.line_indices,name:e.model.name};n.add(i,r,this._render_tooltips(a,m,f))}for(const e of o.image_indices){const t={index:e.index,x:u,y:y,sx:d,sy:_},s=this._render_tooltips(a,e,t);n.add(d,_,s)}for(const i of o.indices)if(m.isEmpty(o.multiline_indices)){const t=null!=x._x?x._x[i]:void 0,l=null!=x._y?x._y[i]:void 0;let c,p,h;if(\"snap_to_data\"==this.model.point_policy){let e=x.get_anchor_point(this.model.anchor,i,[d,_]);null==e&&(e=x.get_anchor_point(\"center\",i,[d,_])),c=e.x,p=e.y}else[c,p]=[d,_];h=s instanceof r.GlyphRenderer?s.view.convert_indices_from_subset([i])[0]:i;const m={index:h,x:u,y:y,sx:d,sy:_,data_x:t,data_y:l,indices:o.indices,name:e.model.name};n.add(c,p,this._render_tooltips(a,h,m))}else for(const l of o.multiline_indices[i.toString()]){let c,m,f,b=x._xs[i][l],g=x._ys[i][l],k=l;switch(this.model.line_policy){case\"interp\":[b,g]=x.get_interpolation_hit(i,l,t),c=p.compute(b),m=h.compute(g);break;case\"prev\":[[c,m],k]=w(x.sxs[i],x.sys[i],l);break;case\"next\":[[c,m],k]=w(x.sxs[i],x.sys[i],l+1);break;case\"nearest\":[[c,m],k]=v(l,t,d,_,x.sxs[i],x.sys[i]),b=x._xs[i][k],g=x._ys[i][k];break;default:throw new Error(\"should't have happened\")}f=s instanceof r.GlyphRenderer?s.view.convert_indices_from_subset([i])[0]:i;const T={index:f,x:u,y:y,sx:d,sy:_,data_x:b,data_y:g,segment_index:k,indices:o.multiline_indices,name:e.model.name};n.add(c,m,this._render_tooltips(a,f,T))}}_emit_callback(e){for(const t of this.computed_renderers){const s=t.data_source.inspected,{frame:n}=this.plot_view,i=n.xscales[t.x_range_name],o=n.yscales[t.y_range_name],r=i.invert(e.sx),l=o.invert(e.sy),a=Object.assign({x:r,y:l},e);this.model.callback.execute(this.model,{index:s,geometry:a,renderer:t})}}_render_tooltips(e,t,s){const n=this.model.tooltips;if(u.isString(n)){const i=_.div();return i.innerHTML=d.replace_placeholders(n,e,t,this.model.formatters,s),i}if(u.isFunction(n))return n(e,s);{const i=_.div({style:{display:\"table\",borderSpacing:\"2px\"}});for(const[o,r]of n){const n=_.div({style:{display:\"table-row\"}});let l;if(i.appendChild(n),l=_.div({style:{display:\"table-cell\"},class:f.bk_tooltip_row_label},0!=o.length?`${o}: `:\"\"),n.appendChild(l),l=_.div({style:{display:\"table-cell\"},class:f.bk_tooltip_row_value}),n.appendChild(l),r.indexOf(\"$color\")>=0){const[,s=\"\",n]=r.match(/\\$color(\\[.*\\])?:(\\w*)/),i=e.get_column(n);if(null==i){const e=_.span({},`${n} unknown`);l.appendChild(e);continue}const o=s.indexOf(\"hex\")>=0,a=s.indexOf(\"swatch\")>=0;let c=u.isNumber(t)?i[t]:null;if(null==c){const e=_.span({},\"(null)\");l.appendChild(e);continue}o&&(c=h.color2hex(c));let d=_.span({},c);l.appendChild(d),a&&(d=_.span({class:f.bk_tooltip_color_block,style:{backgroundColor:c}},\" \"),l.appendChild(d))}else{const n=_.span();n.innerHTML=d.replace_placeholders(r.replace(\"$~\",\"$data_\"),e,t,this.model.formatters,s),l.appendChild(n)}}return i}}}s.HoverToolView=b,b.__name__=\"HoverToolView\";class g extends i.InspectTool{constructor(e){super(e),this.tool_name=\"Hover\",this.icon=x.bk_tool_icon_hover}static init_HoverTool(){this.prototype.default_view=b,this.define({tooltips:[p.Any,[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"screen (x, y)\",\"($sx, $sy)\"]]],formatters:[p.Any,{}],renderers:[p.Any,\"auto\"],names:[p.Array,[]],mode:[p.HoverMode,\"mouse\"],point_policy:[p.PointPolicy,\"snap_to_data\"],line_policy:[p.LinePolicy,\"nearest\"],show_arrow:[p.Boolean,!0],anchor:[p.Anchor,\"center\"],attachment:[p.TooltipAttachment,\"horizontal\"],callback:[p.Any]}),this.register_alias(\"hover\",()=>new g)}}s.HoverTool=g,g.__name__=\"HoverTool\",g.init_HoverTool()},\n", + " function _(t,o,e){Object.defineProperty(e,\"__esModule\",{value:!0});const i=t(1).__importStar(t(19)),s=t(14),n=t(69),l=t(269);class c extends n.Model{constructor(t){super(t)}static init_ToolProxy(){this.define({tools:[i.Array,[]],active:[i.Boolean,!1],disabled:[i.Boolean,!1]})}get button_view(){return this.tools[0].button_view}get event_type(){return this.tools[0].event_type}get tooltip(){return this.tools[0].tooltip}get tool_name(){return this.tools[0].tool_name}get icon(){return this.tools[0].computed_icon}get computed_icon(){return this.icon}get toggleable(){const t=this.tools[0];return t instanceof l.InspectTool&&t.toggleable}initialize(){super.initialize(),this.do=new s.Signal0(this,\"do\")}connect_signals(){super.connect_signals(),this.connect(this.do,()=>this.doit()),this.connect(this.properties.active.change,()=>this.set_active())}doit(){for(const t of this.tools)t.do.emit()}set_active(){for(const t of this.tools)t.active=this.active}}e.ToolProxy=c,c.__name__=\"ToolProxy\",c.init_ToolProxy()},\n", + " function _(t,o,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=t(1).__importStar(t(19)),e=t(9),n=t(274),r=t(343),l=t(244),c=t(187);class h extends n.ToolbarBase{constructor(t){super(t)}static init_ProxyToolbar(){this.define({toolbars:[i.Array,[]]})}initialize(){super.initialize(),this._merge_tools()}_merge_tools(){this._proxied_tools=[];const t={},o={},s={},i=[],n=[];for(const t of this.help)e.includes(n,t.redirect)||(i.push(t),n.push(t.redirect));this._proxied_tools.push(...i),this.help=i;for(const t in this.gestures){const o=this.gestures[t];t in s||(s[t]={});for(const i of o.tools)i.type in s[t]||(s[t][i.type]=[]),s[t][i.type].push(i)}for(const o of this.inspectors)o.type in t||(t[o.type]=[]),t[o.type].push(o);for(const t of this.actions)t.type in o||(o[t.type]=[]),o[t.type].push(t);const l=(t,o=!1)=>{const s=new r.ToolProxy({tools:t,active:o});return this._proxied_tools.push(s),s};for(const t in s){const o=this.gestures[t];o.tools=[];for(const i in s[t]){const e=s[t][i];if(e.length>0)if(\"multi\"==t)for(const t of e){const s=l([t]);o.tools.push(s),this.connect(s.properties.active.change,this._active_change.bind(this,s))}else{const t=l(e);o.tools.push(t),this.connect(t.properties.active.change,this._active_change.bind(this,t))}}}this.actions=[];for(const t in o){const s=o[t];if(\"CustomAction\"==t)for(const t of s)this.actions.push(l([t]));else s.length>0&&this.actions.push(l(s))}this.inspectors=[];for(const o in t){const s=t[o];s.length>0&&this.inspectors.push(l(s,!0))}for(const t in this.gestures){const o=this.gestures[t];0!=o.tools.length&&(o.tools=e.sort_by(o.tools,t=>t.default_order),\"pinch\"!=t&&\"scroll\"!=t&&\"multi\"!=t&&(o.tools[0].active=!0))}}}s.ProxyToolbar=h,h.__name__=\"ProxyToolbar\",h.init_ProxyToolbar();class a extends l.LayoutDOMView{initialize(){this.model.toolbar.toolbar_location=this.model.toolbar_location,super.initialize()}get child_models(){return[this.model.toolbar]}_update_layout(){this.layout=new c.ContentBox(this.child_views[0].el);const{toolbar:t}=this.model;t.horizontal?this.layout.set_sizing({width_policy:\"fit\",min_width:100,height_policy:\"fixed\"}):this.layout.set_sizing({width_policy:\"fixed\",height_policy:\"fit\",min_height:100})}}s.ToolbarBoxView=a,a.__name__=\"ToolbarBoxView\";class _ extends l.LayoutDOM{constructor(t){super(t)}static init_ToolbarBox(){this.prototype.default_view=a,this.define({toolbar:[i.Instance],toolbar_location:[i.Location,\"right\"]})}}s.ToolbarBox=_,_.__name__=\"ToolbarBox\",_.init_ToolbarBox()},\n", + " function _(e,n,t){Object.defineProperty(t,\"__esModule\",{value:!0});const o=e(5),i=e(64),d=e(96),c=e(66),l=e(346);t.index={},t.add_document_standalone=async function(e,n,s=[],a=!1){const u=new Map;async function r(o){let a;const r=e.roots().indexOf(o),f=s[r];null!=f?a=f:n.classList.contains(l.BOKEH_ROOT)?a=n:(a=c.div({class:l.BOKEH_ROOT}),n.appendChild(a));const v=await d.build_view(o,{parent:null});return v instanceof i.DOMView&&v.renderTo(a),u.set(o,v),t.index[o.id]=v,v}for(const n of e.roots())await r(n);return a&&(window.document.title=e.title()),e.on_change(e=>{e instanceof o.RootAddedEvent?r(e.model):e instanceof o.RootRemovedEvent?function(e){const n=u.get(e);null!=n&&(n.remove(),u.delete(e),delete t.index[e.id])}(e.model):a&&e instanceof o.TitleChangedEvent&&(window.document.title=e.title)}),[...u.values()]}},\n", + " function _(e,o,n){Object.defineProperty(n,\"__esModule\",{value:!0});const t=e(66),r=e(67);function l(e){let o=document.getElementById(e);if(null==o)throw new Error(`Error rendering Bokeh model: could not find #${e} HTML tag`);if(!document.body.contains(o))throw new Error(`Error rendering Bokeh model: element #${e} must be under `);if(\"SCRIPT\"==o.tagName){const e=t.div({class:n.BOKEH_ROOT});t.replaceWith(o,e),o=e}return o}n.BOKEH_ROOT=r.bk_root,n._resolve_element=function(e){const{elementid:o}=e;return null!=o?l(o):document.body},n._resolve_root_elements=function(e){const o=[];if(null!=e.root_ids&&null!=e.roots)for(const n of e.root_ids)o.push(l(e.roots[n]));return o}},\n", + " function _(n,o,t){Object.defineProperty(t,\"__esModule\",{value:!0});const e=n(348),s=n(70),c=n(345);t._get_ws_url=function(n,o){let t,e=\"ws:\";return\"https:\"==window.location.protocol&&(e=\"wss:\"),null!=o?(t=document.createElement(\"a\"),t.href=o):t=window.location,null!=n?\"/\"==n&&(n=\"\"):n=t.pathname.replace(/\\/+$/,\"\"),e+\"//\"+t.host+n+\"/ws\"};const r={};t.add_document_from_session=async function(n,o,t,a=[],i=!1){const l=window.location.search.substr(1);let d;try{d=await function(n,o,t){const s=e.parse_token(o).session_id;n in r||(r[n]={});const c=r[n];return s in c||(c[s]=e.pull_session(n,o,t)),c[s]}(n,o,l)}catch(n){const t=e.parse_token(o).session_id;throw s.logger.error(`Failed to load Bokeh session ${t}: ${n}`),n}return c.add_document_standalone(d.document,t,a,i)}},\n", + " function _(e,s,n){Object.defineProperty(n,\"__esModule\",{value:!0});const t=e(70),o=e(5),r=e(349),i=e(350),c=e(351);n.DEFAULT_SERVER_WEBSOCKET_URL=\"ws://localhost:5006/ws\",n.DEFAULT_TOKEN=\"eyJzZXNzaW9uX2lkIjogImRlZmF1bHQifQ\";let l=0;function _(e){let s=e.split(\".\")[0];const n=s.length%4;return 0!=n&&(s+=\"=\".repeat(4-n)),JSON.parse(atob(s.replace(/_/g,\"/\").replace(/-/g,\"+\")))}n.parse_token=_;class h{constructor(e=n.DEFAULT_SERVER_WEBSOCKET_URL,s=n.DEFAULT_TOKEN,o=null){this.url=e,this.token=s,this.args_string=o,this._number=l++,this.socket=null,this.session=null,this.closed_permanently=!1,this._current_handler=null,this._pending_replies=new Map,this._pending_messages=[],this._receiver=new i.Receiver,this.id=_(s).session_id.split(\".\")[0],t.logger.debug(`Creating websocket ${this._number} to '${this.url}' session '${this.id}'`)}async connect(){if(this.closed_permanently)throw new Error(\"Cannot connect() a closed ClientConnection\");if(null!=this.socket)throw new Error(\"Already connected\");this._current_handler=null,this._pending_replies.clear(),this._pending_messages=[];try{let e=`${this.url}`;return null!=this.args_string&&this.args_string.length>0&&(e+=`?${this.args_string}`),this.socket=new WebSocket(e,[\"bokeh\",this.token]),new Promise((e,s)=>{this.socket.binaryType=\"arraybuffer\",this.socket.onopen=()=>this._on_open(e,s),this.socket.onmessage=e=>this._on_message(e),this.socket.onclose=e=>this._on_close(e,s),this.socket.onerror=()=>this._on_error(s)})}catch(e){throw t.logger.error(`websocket creation failed to url: ${this.url}`),t.logger.error(` - ${e}`),e}}close(){this.closed_permanently||(t.logger.debug(`Permanently closing websocket connection ${this._number}`),this.closed_permanently=!0,null!=this.socket&&this.socket.close(1e3,`close method called on ClientConnection ${this._number}`),this.session._connection_closed())}_schedule_reconnect(e){setTimeout(()=>{this.closed_permanently||t.logger.info(`Websocket connection ${this._number} disconnected, will not attempt to reconnect`)},e)}send(e){if(null==this.socket)throw new Error(`not connected so cannot send ${e}`);e.send(this.socket)}async send_with_reply(e){const s=await new Promise((s,n)=>{this._pending_replies.set(e.msgid(),{resolve:s,reject:n}),this.send(e)});if(\"ERROR\"===s.msgtype())throw new Error(`Error reply ${s.content.text}`);return s}async _pull_doc_json(){const e=r.Message.create(\"PULL-DOC-REQ\",{}),s=await this.send_with_reply(e);if(!(\"doc\"in s.content))throw new Error(\"No 'doc' field in PULL-DOC-REPLY\");return s.content.doc}async _repull_session_doc(e,s){var n;t.logger.debug(this.session?\"Repulling session\":\"Pulling session for first time\");try{const n=await this._pull_doc_json();if(null==this.session)if(this.closed_permanently)t.logger.debug(\"Got new document after connection was already closed\"),s(new Error(\"The connection has been closed\"));else{const s=o.Document.from_json(n),i=o.Document._compute_patch_since_json(n,s);if(i.events.length>0){t.logger.debug(`Sending ${i.events.length} changes from model construction back to server`);const e=r.Message.create(\"PATCH-DOC\",{},i);this.send(e)}this.session=new c.ClientSession(this,s,this.id);for(const e of this._pending_messages)this.session.handle(e);this._pending_messages=[],t.logger.debug(\"Created a new session from new pulled doc\"),e(this.session)}else this.session.document.replace_with_json(n),t.logger.debug(\"Updated existing session with new pulled doc\")}catch(e){null===(n=console.trace)||void 0===n||n.call(console,e),t.logger.error(`Failed to repull session ${e}`),s(e)}}_on_open(e,s){t.logger.info(`Websocket connection ${this._number} is now open`),this._current_handler=n=>{this._awaiting_ack_handler(n,e,s)}}_on_message(e){null==this._current_handler&&t.logger.error(\"Got a message with no current handler set\");try{this._receiver.consume(e.data)}catch(e){this._close_bad_protocol(e.toString())}const s=this._receiver.message;if(null!=s){const e=s.problem();null!=e&&this._close_bad_protocol(e),this._current_handler(s)}}_on_close(e,s){t.logger.info(`Lost websocket ${this._number} connection, ${e.code} (${e.reason})`),this.socket=null,this._pending_replies.forEach(e=>e.reject(\"Disconnected\")),this._pending_replies.clear(),this.closed_permanently||this._schedule_reconnect(2e3),s(new Error(`Lost websocket connection, ${e.code} (${e.reason})`))}_on_error(e){t.logger.debug(`Websocket error on socket ${this._number}`);const s=\"Could not open websocket\";t.logger.error(`Failed to connect to Bokeh server: ${s}`),e(new Error(s))}_close_bad_protocol(e){t.logger.error(`Closing connection: ${e}`),null!=this.socket&&this.socket.close(1002,e)}_awaiting_ack_handler(e,s,n){\"ACK\"===e.msgtype()?(this._current_handler=e=>this._steady_state_handler(e),this._repull_session_doc(s,n)):this._close_bad_protocol(\"First message was not an ACK\")}_steady_state_handler(e){const s=e.reqid(),n=this._pending_replies.get(s);n?(this._pending_replies.delete(s),n.resolve(e)):this.session?this.session.handle(e):\"PATCH-DOC\"!=e.msgtype()&&this._pending_messages.push(e)}}n.ClientConnection=h,h.__name__=\"ClientConnection\",n.pull_session=function(e,s,n){return new h(e,s,n).connect()}},\n", + " function _(e,s,t){Object.defineProperty(t,\"__esModule\",{value:!0});const r=e(25);class n{constructor(e,s,t){this.header=e,this.metadata=s,this.content=t,this.buffers=[]}static assemble(e,s,t){const r=JSON.parse(e),i=JSON.parse(s),h=JSON.parse(t);return new n(r,i,h)}assemble_buffer(e,s){if((null!=this.header.num_buffers?this.header.num_buffers:0)<=this.buffers.length)throw new Error(\"too many buffers received, expecting #{nb}\");this.buffers.push([e,s])}static create(e,s,t={}){const r=n.create_header(e);return new n(r,s,t)}static create_header(e){return{msgid:r.uniqueId(),msgtype:e}}complete(){return null!=this.header&&null!=this.metadata&&null!=this.content&&(!(\"num_buffers\"in this.header)||this.buffers.length===this.header.num_buffers)}send(e){if((null!=this.header.num_buffers?this.header.num_buffers:0)>0)throw new Error(\"BokehJS only supports receiving buffers, not sending\");const s=JSON.stringify(this.header),t=JSON.stringify(this.metadata),r=JSON.stringify(this.content);e.send(s),e.send(t),e.send(r)}msgid(){return this.header.msgid}msgtype(){return this.header.msgtype}reqid(){return this.header.reqid}problem(){return\"msgid\"in this.header?\"msgtype\"in this.header?null:\"No msgtype in header\":\"No msgid in header\"}}t.Message=n,n.__name__=\"Message\"},\n", + " function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const _=e(349);class r{constructor(){this.message=null,this._partial=null,this._fragments=[],this._buf_header=null,this._current_consumer=this._HEADER}consume(e){this._current_consumer(e)}_HEADER(e){this._assume_text(e),this.message=null,this._partial=null,this._fragments=[e],this._buf_header=null,this._current_consumer=this._METADATA}_METADATA(e){this._assume_text(e),this._fragments.push(e),this._current_consumer=this._CONTENT}_CONTENT(e){this._assume_text(e),this._fragments.push(e);const[t,s,r]=this._fragments.slice(0,3);this._partial=_.Message.assemble(t,s,r),this._check_complete()}_BUFFER_HEADER(e){this._assume_text(e),this._buf_header=e,this._current_consumer=this._BUFFER_PAYLOAD}_BUFFER_PAYLOAD(e){this._assume_binary(e),this._partial.assemble_buffer(this._buf_header,e),this._check_complete()}_assume_text(e){if(e instanceof ArrayBuffer)throw new Error(\"Expected text fragment but received binary fragment\")}_assume_binary(e){if(!(e instanceof ArrayBuffer))throw new Error(\"Expected binary fragment but received text fragment\")}_check_complete(){this._partial.complete()?(this.message=this._partial,this._current_consumer=this._HEADER):this._current_consumer=this._BUFFER_HEADER}}s.Receiver=r,r.__name__=\"Receiver\"},\n", + " function _(e,t,n){Object.defineProperty(n,\"__esModule\",{value:!0});const o=e(5),s=e(349),i=e(70);class c{constructor(e,t,n){this._connection=e,this.document=t,this.id=n,this._document_listener=e=>this._document_changed(e),this.document.on_change(this._document_listener)}handle(e){const t=e.msgtype();\"PATCH-DOC\"===t?this._handle_patch(e):\"OK\"===t?this._handle_ok(e):\"ERROR\"===t?this._handle_error(e):i.logger.debug(`Doing nothing with message ${e.msgtype()}`)}close(){this._connection.close()}_connection_closed(){this.document.remove_on_change(this._document_listener)}async request_server_info(){const e=s.Message.create(\"SERVER-INFO-REQ\",{});return(await this._connection.send_with_reply(e)).content}async force_roundtrip(){await this.request_server_info()}_document_changed(e){if(e.setter_id===this.id)return;if(e instanceof o.ModelChangedEvent&&!(e.attr in e.model.serializable_attributes()))return;const t=s.Message.create(\"PATCH-DOC\",{},this.document.create_json_patch([e]));this._connection.send(t)}_handle_patch(e){this.document.apply_json_patch(e.content,e.buffers,this.id)}_handle_ok(e){i.logger.trace(`Unhandled OK reply to ${e.reqid()}`)}_handle_error(e){i.logger.error(`Unhandled ERROR reply to ${e.reqid()}: ${e.content.text}`)}}n.ClientSession=c,c.__name__=\"ClientSession\"},\n", + " function _(e,o,t){Object.defineProperty(t,\"__esModule\",{value:!0});const n=e(5),r=e(350),s=e(70),i=e(23),c=e(345),l=e(346);function u(e,o){o.buffers.length>0?e.consume(o.buffers[0].buffer):e.consume(o.content.data);const t=e.message;null!=t&&this.apply_json_patch(t.content,t.buffers)}function g(e,o){if(\"undefined\"!=typeof Jupyter&&null!=Jupyter.notebook.kernel){s.logger.info(`Registering Jupyter comms for target ${e}`);const t=Jupyter.notebook.kernel.comm_manager;try{t.register_target(e,t=>{s.logger.info(`Registering Jupyter comms for target ${e}`);const n=new r.Receiver;t.on_msg(u.bind(o,n))})}catch(e){s.logger.warn(`Jupyter comms failed to register. push_notebook() will not function. (exception reported: ${e})`)}}else if(o.roots()[0].id in t.kernels){s.logger.info(`Registering JupyterLab comms for target ${e}`);const n=t.kernels[o.roots()[0].id];try{n.registerCommTarget(e,t=>{s.logger.info(`Registering JupyterLab comms for target ${e}`);const n=new r.Receiver;t.onMsg=u.bind(o,n)})}catch(e){s.logger.warn(`Jupyter comms failed to register. push_notebook() will not function. (exception reported: ${e})`)}}else console.warn(\"Jupyter notebooks comms not available. push_notebook() will not function. If running JupyterLab ensure the latest @bokeh/jupyter_bokeh extension is installed. In an exported notebook this warning is expected.\")}e(279),e(353),t.kernels={},t.embed_items_notebook=function(e,o){if(1!=i.size(e))throw new Error(\"embed_items_notebook expects exactly one document in docs_json\");const t=n.Document.from_json(i.values(e)[0]);for(const e of o){null!=e.notebook_comms_target&&g(e.notebook_comms_target,t);const o=l._resolve_element(e),n=l._resolve_root_elements(e);c.add_document_standalone(t,o,n)}}},\n", + " function _(e,t,o){Object.defineProperty(o,\"__esModule\",{value:!0});const n=e(1);e(67),n.__importStar(e(66)).styles.append(\"/* notebook specific tweaks so no black outline and matching padding\\n/* can't be wrapped inside bk-root. here are the offending jupyter lines:\\n/* https://github.com/jupyter/notebook/blob/master/notebook/static/notebook/less/renderedhtml.less#L59-L76 */\\n.rendered_html .bk-root .bk-tooltip table,\\n.rendered_html .bk-root .bk-tooltip tr,\\n.rendered_html .bk-root .bk-tooltip th,\\n.rendered_html .bk-root .bk-tooltip td {\\n border: none;\\n padding: 1px;\\n}\\n\")},\n", + " function _(e,t,_){Object.defineProperty(_,\"__esModule\",{value:!0});const o=e(1);o.__exportStar(e(349),_),o.__exportStar(e(350),_)},\n", + " function _(e,t,n){function s(){const e=document.getElementsByTagName(\"body\")[0],t=document.getElementsByClassName(\"bokeh-test-div\");1==t.length&&(e.removeChild(t[0]),delete t[0]);const n=document.createElement(\"div\");n.classList.add(\"bokeh-test-div\"),n.style.display=\"none\",e.insertBefore(n,e.firstChild)}Object.defineProperty(n,\"__esModule\",{value:!0}),n.results={},n.init=function(){s()},n.record0=function(e,t){n.results[e]=t},n.record=function(e,t){n.results[e]=t,s()},n.count=function(e){null==n.results[e]&&(n.results[e]=0),n.results[e]+=1,s()}},\n", + " function _(e,t,o){Object.defineProperty(o,\"__esModule\",{value:!0}),o.safely=function(e,t=!1){try{return e()}catch(e){if(function(e){const 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software\n", + " * without specific prior written permission.\n", + " * \n", + " * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n", + " * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n", + " * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n", + " * ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n", + " * LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n", + " * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n", + " * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n", + " * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n", + " * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n", + " * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n", + " * THE POSSIBILITY OF SUCH DAMAGE.\n", + " */\n", + " (function(root, factory) {\n", + " factory(root[\"Bokeh\"]);\n", + " })(this, function(Bokeh) {\n", + " var define;\n", + " return (function(modules, entry, aliases, externals) {\n", + " if (Bokeh != null) {\n", + " return Bokeh.register_plugin(modules, entry, aliases, externals);\n", + " } else {\n", + " throw new Error(\"Cannot find Bokeh. 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h extends s.InputWidget{constructor(e){super(e)}static init_TextInput(){this.prototype.default_view=a,this.define({value:[p.String,\"\"],value_input:[p.String,\"\"],placeholder:[p.String,\"\"]})}}i.TextInput=h,h.__name__=\"TextInput\",h.init_TextInput()},\n", + " 384: function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=e(1),l=e(379),s=e(66),_=n.__importStar(e(19)),o=e(385);class p extends l.ControlView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.title.change,()=>{this.label_el.textContent=this.model.title})}render(){super.render();const{title:e}=this.model;this.label_el=s.label({style:{display:0==e.length?\"none\":\"\"}},e),this.group_el=s.div({class:o.bk_input_group},this.label_el),this.el.appendChild(this.group_el)}change_input(){}}i.InputWidgetView=p,p.__name__=\"InputWidgetView\";class r extends l.Control{constructor(e){super(e)}static init_InputWidget(){this.define({title:[_.String,\"\"]})}}i.InputWidget=r,r.__name__=\"InputWidget\",r.init_InputWidget()},\n", + " 385: function _(n,o,t){Object.defineProperty(t,\"__esModule\",{value:!0});const i=n(1);n(67),i.__importStar(n(66)).styles.append('.bk-root .bk-input {\\n display: inline-block;\\n width: 100%;\\n flex-grow: 1;\\n -webkit-flex-grow: 1;\\n min-height: 31px;\\n padding: 0 12px;\\n background-color: #fff;\\n border: 1px solid #ccc;\\n border-radius: 4px;\\n}\\n.bk-root .bk-input:focus {\\n border-color: #66afe9;\\n outline: 0;\\n box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 8px rgba(102, 175, 233, 0.6);\\n}\\n.bk-root .bk-input::placeholder,\\n.bk-root .bk-input:-ms-input-placeholder,\\n.bk-root .bk-input::-moz-placeholder,\\n.bk-root .bk-input::-webkit-input-placeholder {\\n color: #999;\\n opacity: 1;\\n}\\n.bk-root .bk-input[disabled] {\\n cursor: not-allowed;\\n background-color: #eee;\\n opacity: 1;\\n}\\n.bk-root select[multiple].bk-input,\\n.bk-root select[size].bk-input,\\n.bk-root textarea.bk-input {\\n height: auto;\\n}\\n.bk-root .bk-input-group {\\n width: 100%;\\n height: 100%;\\n display: inline-flex;\\n display: -webkit-inline-flex;\\n flex-wrap: nowrap;\\n -webkit-flex-wrap: nowrap;\\n align-items: start;\\n -webkit-align-items: start;\\n flex-direction: column;\\n -webkit-flex-direction: column;\\n white-space: nowrap;\\n}\\n.bk-root .bk-input-group.bk-inline {\\n flex-direction: row;\\n -webkit-flex-direction: row;\\n}\\n.bk-root .bk-input-group.bk-inline > *:not(:first-child) {\\n margin-left: 5px;\\n}\\n.bk-root .bk-input-group input[type=\"checkbox\"] + span,\\n.bk-root .bk-input-group input[type=\"radio\"] + span {\\n position: relative;\\n top: -2px;\\n margin-left: 3px;\\n}\\n'),t.bk_input=\"bk-input\",t.bk_input_group=\"bk-input-group\"},\n", + " 386: function _(t,e,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=t(378),o=t(281);class s extends n.AbstractButtonView{click(){this.model.clicks=this.model.clicks+1,this.model.trigger_event(new o.ButtonClick),super.click()}}i.ButtonView=s,s.__name__=\"ButtonView\";class c extends n.AbstractButton{constructor(t){super(t)}static init_Button(){this.prototype.default_view=s,this.override({label:\"Button\"})}}i.Button=c,c.__name__=\"Button\",c.init_Button()},\n", + " 387: function _(t,e,o){Object.defineProperty(o,\"__esModule\",{value:!0});const i=t(1),c=t(388),n=t(66),s=t(15),u=i.__importStar(t(19)),a=t(145);class r extends c.ButtonGroupView{get active(){return new s.Set(this.model.active)}change_active(t){const{active:e}=this;e.toggle(t),this.model.active=e.values}_update_active(){const{active:t}=this;this._buttons.forEach((e,o)=>{n.classes(e).toggle(a.bk_active,t.has(o))})}}o.CheckboxButtonGroupView=r,r.__name__=\"CheckboxButtonGroupView\";class _ extends c.ButtonGroup{constructor(t){super(t)}static init_CheckboxButtonGroup(){this.prototype.default_view=r,this.define({active:[u.Array,[]]})}}o.CheckboxButtonGroup=_,_.__name__=\"CheckboxButtonGroup\",_.init_CheckboxButtonGroup()},\n", + " 388: function _(t,e,n){Object.defineProperty(n,\"__esModule\",{value:!0});const s=t(1),o=t(379),i=t(66),_=s.__importStar(t(19)),r=t(252);class a extends o.ControlView{connect_signals(){super.connect_signals();const t=this.model.properties;this.on_change(t.button_type,()=>this.render()),this.on_change(t.labels,()=>this.render()),this.on_change(t.active,()=>this._update_active())}render(){super.render(),this._buttons=this.model.labels.map((t,e)=>{const n=i.div({class:[r.bk_btn,r.bk_btn_type(this.model.button_type)],disabled:this.model.disabled},t);return n.addEventListener(\"click\",()=>this.change_active(e)),n}),this._update_active();const t=i.div({class:r.bk_btn_group},this._buttons);this.el.appendChild(t)}}n.ButtonGroupView=a,a.__name__=\"ButtonGroupView\";class u extends o.Control{constructor(t){super(t)}static init_ButtonGroup(){this.define({labels:[_.Array,[]],button_type:[_.ButtonType,\"default\"]})}}n.ButtonGroup=u,u.__name__=\"ButtonGroup\",u.init_ButtonGroup()},\n", + " 389: function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=e(1),o=e(390),s=e(66),c=e(9),l=e(15),a=n.__importStar(e(19)),r=e(145),d=e(385);class p extends o.InputGroupView{render(){super.render();const e=s.div({class:[d.bk_input_group,this.model.inline?r.bk_inline:null]});this.el.appendChild(e);const{active:t,labels:i}=this.model;for(let n=0;nthis.change_active(n)),this.model.disabled&&(o.disabled=!0),c.includes(t,n)&&(o.checked=!0);const l=s.label({},o,s.span({},i[n]));e.appendChild(l)}}change_active(e){const t=new l.Set(this.model.active);t.toggle(e),this.model.active=t.values}}i.CheckboxGroupView=p,p.__name__=\"CheckboxGroupView\";class u extends o.InputGroup{constructor(e){super(e)}static init_CheckboxGroup(){this.prototype.default_view=p,this.define({active:[a.Array,[]],labels:[a.Array,[]],inline:[a.Boolean,!1]})}}i.CheckboxGroup=u,u.__name__=\"CheckboxGroup\",u.init_CheckboxGroup()},\n", + " 390: function _(e,n,t){Object.defineProperty(t,\"__esModule\",{value:!0});const o=e(379);class s extends o.ControlView{connect_signals(){super.connect_signals(),this.connect(this.model.change,()=>this.render())}}t.InputGroupView=s,s.__name__=\"InputGroupView\";class c extends o.Control{constructor(e){super(e)}}t.InputGroup=c,c.__name__=\"InputGroup\"},\n", + " 391: function _(e,i,t){Object.defineProperty(t,\"__esModule\",{value:!0});const n=e(1),o=e(384),s=e(66),l=n.__importStar(e(19)),r=e(385);class c extends o.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.name.change,()=>this.input_el.name=this.model.name||\"\"),this.connect(this.model.properties.color.change,()=>this.input_el.value=this.model.color),this.connect(this.model.properties.disabled.change,()=>this.input_el.disabled=this.model.disabled)}render(){super.render(),this.input_el=s.input({type:\"color\",class:r.bk_input,name:this.model.name,value:this.model.color,disabled:this.model.disabled}),this.input_el.addEventListener(\"change\",()=>this.change_input()),this.group_el.appendChild(this.input_el)}change_input(){this.model.color=this.input_el.value,super.change_input()}}t.ColorPickerView=c,c.__name__=\"ColorPickerView\";class d extends o.InputWidget{constructor(e){super(e)}static init_ColorPicker(){this.prototype.default_view=c,this.define({color:[l.Color,\"#000000\"]})}}t.ColorPicker=d,d.__name__=\"ColorPicker\",d.init_ColorPicker()},\n", + " 392: function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=e(1),a=n.__importDefault(e(393)),s=e(384),l=e(66),o=n.__importStar(e(19)),d=e(8),r=e(385);function c(e){const t=[];for(const i of e)d.isString(i)?t.push(i):d.isArray(i)&&2==i.length&&t.push({from:i[0],to:i[1]});return t}e(394);class u extends s.InputWidgetView{connect_signals(){super.connect_signals();const{value:e,min_date:t,max_date:i,disabled_dates:n,enabled_dates:a,position:s,inline:l}=this.model.properties;this.connect(e.change,()=>{var t;return null===(t=this._picker)||void 0===t?void 0:t.setDate(e.value())}),this.connect(t.change,()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"minDate\",t.value())}),this.connect(i.change,()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"maxDate\",i.value())}),this.connect(n.change,()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"disable\",n.value())}),this.connect(a.change,()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"enable\",a.value())}),this.connect(s.change,()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"position\",s.value())}),this.connect(l.change,()=>{var e;return null===(e=this._picker)||void 0===e?void 0:e.set(\"inline\",l.value())})}render(){null==this._picker&&(super.render(),this.input_el=l.input({type:\"text\",class:r.bk_input,disabled:this.model.disabled}),this.group_el.appendChild(this.input_el),this._picker=a.default(this.input_el,{defaultDate:this.model.value,minDate:this.model.min_date,maxDate:this.model.max_date,inline:this.model.inline,position:this.model.position,disable:c(this.model.disabled_dates),enable:c(this.model.enabled_dates),onChange:(e,t,i)=>this._on_change(e,t,i)}))}_on_change(e,t,i){this.model.value=t,this.change_input()}}i.DatePickerView=u,u.__name__=\"DatePickerView\";class _ extends s.InputWidget{constructor(e){super(e)}static init_DatePicker(){this.prototype.default_view=u,this.define({value:[o.Any],min_date:[o.Any],max_date:[o.Any],disabled_dates:[o.Any,[]],enabled_dates:[o.Any,[]],position:[o.CalendarPosition,\"auto\"],inline:[o.Boolean,!1]})}}i.DatePicker=_,_.__name__=\"DatePicker\",_.init_DatePicker()},\n", + " 393: function _(e,t,n){\n", + " /* flatpickr v4.6.3, @license MIT */var a,i;a=this,i=function(){\"use strict\";\n", + " /*! *****************************************************************************\n", + " Copyright (c) Microsoft Corporation. All rights reserved.\n", + " Licensed under the Apache License, Version 2.0 (the \"License\"); you may not use\n", + " this file except in compliance with the License. You may obtain a copy of the\n", + " License at http://www.apache.org/licenses/LICENSE-2.0\n", + " \n", + " THIS CODE IS PROVIDED ON AN *AS IS* BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY\n", + " KIND, EITHER EXPRESS OR IMPLIED, INCLUDING WITHOUT LIMITATION ANY IMPLIED\n", + " WARRANTIES OR CONDITIONS OF TITLE, FITNESS FOR A PARTICULAR PURPOSE,\n", + " MERCHANTABLITY OR NON-INFRINGEMENT.\n", + " \n", + " See the Apache Version 2.0 License for specific language governing permissions\n", + " and limitations under the License.\n", + " ***************************************************************************** */var e=function(){return(e=Object.assign||function(e){for(var t,n=1,a=arguments.length;n\",noCalendar:!1,now:new Date,onChange:[],onClose:[],onDayCreate:[],onDestroy:[],onKeyDown:[],onMonthChange:[],onOpen:[],onParseConfig:[],onReady:[],onValueUpdate:[],onYearChange:[],onPreCalendarPosition:[],plugins:[],position:\"auto\",positionElement:void 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n=t?e:e-h.currentMonth;n<0&&!0===h._hidePrevMonthArrow||n>0&&!0===h._hideNextMonthArrow||(h.currentMonth+=n,(h.currentMonth<0||h.currentMonth>11)&&(h.currentYear+=h.currentMonth>11?1:-1,h.currentMonth=(h.currentMonth+12)%12,fe(\"onYearChange\"),B()),R(),fe(\"onMonthChange\"),pe())}function z(e){return!(!h.config.appendTo||!h.config.appendTo.contains(e))||h.calendarContainer.contains(e)}function G(e){if(h.isOpen&&!h.config.inline){var t=\"function\"==typeof(r=e).composedPath?r.composedPath()[0]:r.target,n=z(t),a=t===h.input||t===h.altInput||h.element.contains(t)||e.path&&e.path.indexOf&&(~e.path.indexOf(h.input)||~e.path.indexOf(h.altInput)),i=\"blur\"===e.type?a&&e.relatedTarget&&!z(e.relatedTarget):!a&&!n&&!z(e.relatedTarget),o=!h.config.ignoredFocusElements.some((function(e){return e.contains(t)}));i&&o&&(void 0!==h.timeContainer&&void 0!==h.minuteElement&&void 0!==h.hourElement&&x(),h.close(),\"range\"===h.config.mode&&1===h.selectedDates.length&&(h.clear(!1),h.redraw()))}var 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ee(e){if(1===h.selectedDates.length&&(!e||e.classList.contains(\"flatpickr-day\")&&!e.classList.contains(\"flatpickr-disabled\"))){for(var t=e?e.dateObj.getTime():h.days.firstElementChild.dateObj.getTime(),n=h.parseDate(h.selectedDates[0],void 0,!0).getTime(),a=Math.min(t,h.selectedDates[0].getTime()),i=Math.max(t,h.selectedDates[0].getTime()),o=!1,r=0,l=0,c=a;ca&&cr)?r=c:c>n&&(!l||c0&&m0&&m>l;return g?(f.classList.add(\"notAllowed\"),[\"inRange\",\"startRange\",\"endRange\"].forEach((function(e){f.classList.remove(e)})),\"continue\"):o&&!g?\"continue\":([\"startRange\",\"inRange\",\"endRange\",\"notAllowed\"].forEach((function(e){f.classList.remove(e)})),void(void 0!==e&&(e.classList.add(t<=h.selectedDates[0].getTime()?\"startRange\":\"endRange\"),nt&&m===n&&f.classList.add(\"endRange\"),m>=r&&(0===l||m<=l)&&(d=n,u=t,(c=m)>Math.min(d,u)&&c0||n.getMinutes()>0||n.getSeconds()>0),h.selectedDates&&(h.selectedDates=h.selectedDates.filter((function(e){return Z(e)})),h.selectedDates.length||\"min\"!==e||T(n),ve()),h.daysContainer&&(re(),void 0!==n?h.currentYearElement[e]=n.getFullYear().toString():h.currentYearElement.removeAttribute(e),h.currentYearElement.disabled=!!a&&void 0!==n&&a.getFullYear()===n.getFullYear())}}function ie(){\"object\"!=typeof h.config.locale&&void 0===y.l10ns[h.config.locale]&&h.config.errorHandler(new Error(\"flatpickr: invalid locale \"+h.config.locale)),h.l10n=e({},y.l10ns.default,\"object\"==typeof h.config.locale?h.config.locale:\"default\"!==h.config.locale?y.l10ns[h.config.locale]:void 0),p.K=\"(\"+h.l10n.amPM[0]+\"|\"+h.l10n.amPM[1]+\"|\"+h.l10n.amPM[0].toLowerCase()+\"|\"+h.l10n.amPM[1].toLowerCase()+\")\",void 0===e({},g,JSON.parse(JSON.stringify(f.dataset||{}))).time_24hr&&void 0===y.defaultConfig.time_24hr&&(h.config.time_24hr=h.l10n.time_24hr),h.formatDate=v(h),h.parseDate=D({config:h.config,l10n:h.l10n})}function oe(e){if(void 0!==h.calendarContainer){fe(\"onPreCalendarPosition\");var t=e||h._positionElement,n=Array.prototype.reduce.call(h.calendarContainer.children,(function(e,t){return e+t.offsetHeight}),0),a=h.calendarContainer.offsetWidth,i=h.config.position.split(\" \"),o=i[0],r=i.length>1?i[1]:null,l=t.getBoundingClientRect(),d=window.innerHeight-l.bottom,s=\"above\"===o||\"below\"!==o&&dn,u=window.pageYOffset+l.top+(s?-n-2:t.offsetHeight+2);if(c(h.calendarContainer,\"arrowTop\",!s),c(h.calendarContainer,\"arrowBottom\",s),!h.config.inline){var f=window.pageXOffset+l.left-(null!=r&&\"center\"===r?(a-l.width)/2:0),m=window.document.body.offsetWidth-(window.pageXOffset+l.right),g=f+a>window.document.body.offsetWidth,p=m+a>window.document.body.offsetWidth;if(c(h.calendarContainer,\"rightMost\",g),!h.config.static)if(h.calendarContainer.style.top=u+\"px\",g)if(p){var v=document.styleSheets[0];if(void 0===v)return;var 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h.showTimeInput=!0}),50),i||\"range\"===h.config.mode||1!==h.config.showMonths?void 0!==h.selectedDateElem&&void 0===h.hourElement&&h.selectedDateElem&&h.selectedDateElem.focus():j(n),void 0!==h.hourElement&&void 0!==h.hourElement&&h.hourElement.focus(),h.config.closeOnSelect){var l=\"single\"===h.config.mode&&!h.config.enableTime,c=\"range\"===h.config.mode&&2===h.selectedDates.length&&!h.config.enableTime;(l||c)&&le()}F()}}h.parseDate=D({config:h.config,l10n:h.l10n}),h._handlers=[],h.pluginElements=[],h.loadedPlugins=[],h._bind=O,h._setHoursFromDate=T,h._positionCalendar=oe,h.changeMonth=$,h.changeYear=V,h.clear=function(e,t){void 0===e&&(e=!0),void 0===t&&(t=!0),h.input.value=\"\",void 0!==h.altInput&&(h.altInput.value=\"\"),void 0!==h.mobileInput&&(h.mobileInput.value=\"\"),h.selectedDates=[],h.latestSelectedDateObj=void 0,!0===t&&(h.currentYear=h._initialDate.getFullYear(),h.currentMonth=h._initialDate.getMonth()),h.showTimeInput=!1,!0===h.config.enableTime&&k(),h.redraw(),e&&fe(\"onChange\")},h.close=function(){h.isOpen=!1,h.isMobile||(void 0!==h.calendarContainer&&h.calendarContainer.classList.remove(\"open\"),void 0!==h._input&&h._input.classList.remove(\"active\")),fe(\"onClose\")},h._createElement=d,h.destroy=function(){void 0!==h.config&&fe(\"onDestroy\");for(var e=h._handlers.length;e--;){var t=h._handlers[e];t.element.removeEventListener(t.event,t.handler,t.options)}if(h._handlers=[],h.mobileInput)h.mobileInput.parentNode&&h.mobileInput.parentNode.removeChild(h.mobileInput),h.mobileInput=void 0;else if(h.calendarContainer&&h.calendarContainer.parentNode)if(h.config.static&&h.calendarContainer.parentNode){var n=h.calendarContainer.parentNode;if(n.lastChild&&n.removeChild(n.lastChild),n.parentNode){for(;n.firstChild;)n.parentNode.insertBefore(n.firstChild,n);n.parentNode.removeChild(n)}}else h.calendarContainer.parentNode.removeChild(h.calendarContainer);h.altInput&&(h.input.type=\"text\",h.altInput.parentNode&&h.altInput.parentNode.removeChild(h.altInput),delete h.altInput),h.input&&(h.input.type=h.input._type,h.input.classList.remove(\"flatpickr-input\"),h.input.removeAttribute(\"readonly\"),h.input.value=\"\"),[\"_showTimeInput\",\"latestSelectedDateObj\",\"_hideNextMonthArrow\",\"_hidePrevMonthArrow\",\"__hideNextMonthArrow\",\"__hidePrevMonthArrow\",\"isMobile\",\"isOpen\",\"selectedDateElem\",\"minDateHasTime\",\"maxDateHasTime\",\"days\",\"daysContainer\",\"_input\",\"_positionElement\",\"innerContainer\",\"rContainer\",\"monthNav\",\"todayDateElem\",\"calendarContainer\",\"weekdayContainer\",\"prevMonthNav\",\"nextMonthNav\",\"monthsDropdownContainer\",\"currentMonthElement\",\"currentYearElement\",\"navigationCurrentMonth\",\"selectedDateElem\",\"config\"].forEach((function(e){try{delete h[e]}catch(e){}}))},h.isEnabled=Z,h.jumpToDate=N,h.open=function(e,t){if(void 0===t&&(t=h._positionElement),!0===h.isMobile)return e&&(e.preventDefault(),e.target&&e.target.blur()),void 0!==h.mobileInput&&(h.mobileInput.focus(),h.mobileInput.click()),void fe(\"onOpen\");if(!h._input.disabled&&!h.config.inline){var n=h.isOpen;h.isOpen=!0,n||(h.calendarContainer.classList.add(\"open\"),h._input.classList.add(\"active\"),fe(\"onOpen\"),oe(t)),!0===h.config.enableTime&&!0===h.config.noCalendar&&(0===h.selectedDates.length&&ne(),!1!==h.config.allowInput||void 0!==e&&h.timeContainer.contains(e.relatedTarget)||setTimeout((function(){return h.hourElement.select()}),50))}},h.redraw=re,h.set=function(e,n){if(null!==e&&\"object\"==typeof e)for(var a in Object.assign(h.config,e),e)void 0!==de[a]&&de[a].forEach((function(e){return e()}));else h.config[e]=n,void 0!==de[e]?de[e].forEach((function(e){return e()})):t.indexOf(e)>-1&&(h.config[e]=l(n));h.redraw(),ve(!1)},h.setDate=function(e,t,n){if(void 0===t&&(t=!1),void 0===n&&(n=h.config.dateFormat),0!==e&&!e||e instanceof Array&&0===e.length)return h.clear(t);se(e,n),h.showTimeInput=h.selectedDates.length>0,h.latestSelectedDateObj=h.selectedDates[h.selectedDates.length-1],h.redraw(),N(),T(),0===h.selectedDates.length&&h.clear(!1),ve(t),t&&fe(\"onChange\")},h.toggle=function(e){if(!0===h.isOpen)return h.close();h.open(e)};var de={locale:[ie,q],showMonths:[K,M,U],minDate:[N],maxDate:[N]};function se(e,t){var n=[];if(e instanceof Array)n=e.map((function(e){return h.parseDate(e,t)}));else if(e instanceof Date||\"number\"==typeof e)n=[h.parseDate(e,t)];else if(\"string\"==typeof e)switch(h.config.mode){case\"single\":case\"time\":n=[h.parseDate(e,t)];break;case\"multiple\":n=e.split(h.config.conjunction).map((function(e){return h.parseDate(e,t)}));break;case\"range\":n=e.split(h.l10n.rangeSeparator).map((function(e){return h.parseDate(e,t)}))}else h.config.errorHandler(new Error(\"Invalid date supplied: \"+JSON.stringify(e)));h.selectedDates=n.filter((function(e){return e instanceof 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h.selectedDates.map((function(t){return h.formatDate(t,e)})).filter((function(e,t,n){return\"range\"!==h.config.mode||h.config.enableTime||n.indexOf(e)===t})).join(\"range\"!==h.config.mode?h.config.conjunction:h.l10n.rangeSeparator)}function ve(e){void 0===e&&(e=!0),void 0!==h.mobileInput&&h.mobileFormatStr&&(h.mobileInput.value=void 0!==h.latestSelectedDateObj?h.formatDate(h.latestSelectedDateObj,h.mobileFormatStr):\"\"),h.input.value=he(h.config.dateFormat),void 0!==h.altInput&&(h.altInput.value=he(h.config.altFormat)),!1!==e&&fe(\"onValueUpdate\")}function De(e){var t=h.prevMonthNav.contains(e.target),n=h.nextMonthNav.contains(e.target);t||n?$(t?-1:1):h.yearElements.indexOf(e.target)>=0?e.target.select():e.target.classList.contains(\"arrowUp\")?h.changeYear(h.currentYear+1):e.target.classList.contains(\"arrowDown\")&&h.changeYear(h.currentYear-1)}return function(){h.element=h.input=f,h.isOpen=!1,function(){var a=[\"wrap\",\"weekNumbers\",\"allowInput\",\"clickOpens\",\"time_24hr\",\"enableTime\",\"noCalendar\",\"altInput\",\"shorthandCurrentMonth\",\"inline\",\"static\",\"enableSeconds\",\"disableMobile\"],i=e({},g,JSON.parse(JSON.stringify(f.dataset||{}))),o={};h.config.parseDate=i.parseDate,h.config.formatDate=i.formatDate,Object.defineProperty(h.config,\"enable\",{get:function(){return h.config._enable},set:function(e){h.config._enable=ue(e)}}),Object.defineProperty(h.config,\"disable\",{get:function(){return h.config._disable},set:function(e){h.config._disable=ue(e)}});var r=\"time\"===i.mode;if(!i.dateFormat&&(i.enableTime||r)){var c=y.defaultConfig.dateFormat||n.dateFormat;o.dateFormat=i.noCalendar||r?\"H:i\"+(i.enableSeconds?\":S\":\"\"):c+\" H:i\"+(i.enableSeconds?\":S\":\"\")}if(i.altInput&&(i.enableTime||r)&&!i.altFormat){var d=y.defaultConfig.altFormat||n.altFormat;o.altFormat=i.noCalendar||r?\"h:i\"+(i.enableSeconds?\":S K\":\" K\"):d+\" h:i\"+(i.enableSeconds?\":S\":\"\")+\" K\"}i.altInputClass||(h.config.altInputClass=h.input.className+\" \"+h.config.altInputClass),Object.defineProperty(h.config,\"minDate\",{get:function(){return h.config._minDate},set:ae(\"min\")}),Object.defineProperty(h.config,\"maxDate\",{get:function(){return h.config._maxDate},set:ae(\"max\")});var s=function(e){return function(t){h.config[\"min\"===e?\"_minTime\":\"_maxTime\"]=h.parseDate(t,\"H:i:S\")}};Object.defineProperty(h.config,\"minTime\",{get:function(){return h.config._minTime},set:s(\"min\")}),Object.defineProperty(h.config,\"maxTime\",{get:function(){return h.config._maxTime},set:s(\"max\")}),\"time\"===i.mode&&(h.config.noCalendar=!0,h.config.enableTime=!0),Object.assign(h.config,o,i);for(var u=0;u-1?h.config[p]=l(m[p]).map(C).concat(h.config[p]):void 0===i[p]&&(h.config[p]=m[p])}fe(\"onParseConfig\")}(),ie(),h.input=h.config.wrap?f.querySelector(\"[data-input]\"):f,h.input?(h.input._type=h.input.type,h.input.type=\"text\",h.input.classList.add(\"flatpickr-input\"),h._input=h.input,h.config.altInput&&(h.altInput=d(h.input.nodeName,h.config.altInputClass),h._input=h.altInput,h.altInput.placeholder=h.input.placeholder,h.altInput.disabled=h.input.disabled,h.altInput.required=h.input.required,h.altInput.tabIndex=h.input.tabIndex,h.altInput.type=\"text\",h.input.setAttribute(\"type\",\"hidden\"),!h.config.static&&h.input.parentNode&&h.input.parentNode.insertBefore(h.altInput,h.input.nextSibling)),h.config.allowInput||h._input.setAttribute(\"readonly\",\"readonly\"),h._positionElement=h.config.positionElement||h._input):h.config.errorHandler(new Error(\"Invalid input element specified\")),function(){h.selectedDates=[],h.now=h.parseDate(h.config.now)||new Date;var e=h.config.defaultDate||(\"INPUT\"!==h.input.nodeName&&\"TEXTAREA\"!==h.input.nodeName||!h.input.placeholder||h.input.value!==h.input.placeholder?h.input.value:null);e&&se(e,h.config.dateFormat),h._initialDate=h.selectedDates.length>0?h.selectedDates[0]:h.config.minDate&&h.config.minDate.getTime()>h.now.getTime()?h.config.minDate:h.config.maxDate&&h.config.maxDate.getTime()0&&(h.latestSelectedDateObj=h.selectedDates[0]),void 0!==h.config.minTime&&(h.config.minTime=h.parseDate(h.config.minTime,\"H:i\")),void 0!==h.config.maxTime&&(h.config.maxTime=h.parseDate(h.config.maxTime,\"H:i\")),h.minDateHasTime=!!h.config.minDate&&(h.config.minDate.getHours()>0||h.config.minDate.getMinutes()>0||h.config.minDate.getSeconds()>0),h.maxDateHasTime=!!h.config.maxDate&&(h.config.maxDate.getHours()>0||h.config.maxDate.getMinutes()>0||h.config.maxDate.getSeconds()>0),Object.defineProperty(h,\"showTimeInput\",{get:function(){return h._showTimeInput},set:function(e){h._showTimeInput=e,h.calendarContainer&&c(h.calendarContainer,\"showTimeInput\",e),h.isOpen&&oe()}})}(),h.utils={getDaysInMonth:function(e,t){return void 0===e&&(e=h.currentMonth),void 0===t&&(t=h.currentYear),1===e&&(t%4==0&&t%100!=0||t%400==0)?29:h.l10n.daysInMonth[e]}},h.isMobile||function(){var e=window.document.createDocumentFragment();if(h.calendarContainer=d(\"div\",\"flatpickr-calendar\"),h.calendarContainer.tabIndex=-1,!h.config.noCalendar){if(e.appendChild((h.monthNav=d(\"div\",\"flatpickr-months\"),h.yearElements=[],h.monthElements=[],h.prevMonthNav=d(\"span\",\"flatpickr-prev-month\"),h.prevMonthNav.innerHTML=h.config.prevArrow,h.nextMonthNav=d(\"span\",\"flatpickr-next-month\"),h.nextMonthNav.innerHTML=h.config.nextArrow,K(),Object.defineProperty(h,\"_hidePrevMonthArrow\",{get:function(){return h.__hidePrevMonthArrow},set:function(e){h.__hidePrevMonthArrow!==e&&(c(h.prevMonthNav,\"flatpickr-disabled\",e),h.__hidePrevMonthArrow=e)}}),Object.defineProperty(h,\"_hideNextMonthArrow\",{get:function(){return h.__hideNextMonthArrow},set:function(e){h.__hideNextMonthArrow!==e&&(c(h.nextMonthNav,\"flatpickr-disabled\",e),h.__hideNextMonthArrow=e)}}),h.currentYearElement=h.yearElements[0],pe(),h.monthNav)),h.innerContainer=d(\"div\",\"flatpickr-innerContainer\"),h.config.weekNumbers){var t=function(){h.calendarContainer.classList.add(\"hasWeeks\");var e=d(\"div\",\"flatpickr-weekwrapper\");e.appendChild(d(\"span\",\"flatpickr-weekday\",h.l10n.weekAbbreviation));var t=d(\"div\",\"flatpickr-weeks\");return e.appendChild(t),{weekWrapper:e,weekNumbers:t}}(),n=t.weekWrapper,a=t.weekNumbers;h.innerContainer.appendChild(n),h.weekNumbers=a,h.weekWrapper=n}h.rContainer=d(\"div\",\"flatpickr-rContainer\"),h.rContainer.appendChild(U()),h.daysContainer||(h.daysContainer=d(\"div\",\"flatpickr-days\"),h.daysContainer.tabIndex=-1),R(),h.rContainer.appendChild(h.daysContainer),h.innerContainer.appendChild(h.rContainer),e.appendChild(h.innerContainer)}h.config.enableTime&&e.appendChild(function(){h.calendarContainer.classList.add(\"hasTime\"),h.config.noCalendar&&h.calendarContainer.classList.add(\"noCalendar\"),h.timeContainer=d(\"div\",\"flatpickr-time\"),h.timeContainer.tabIndex=-1;var e=d(\"span\",\"flatpickr-time-separator\",\":\"),t=u(\"flatpickr-hour\",{\"aria-label\":h.l10n.hourAriaLabel});h.hourElement=t.getElementsByTagName(\"input\")[0];var 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a=u(\"flatpickr-second\");h.secondElement=a.getElementsByTagName(\"input\")[0],h.secondElement.value=i(h.latestSelectedDateObj?h.latestSelectedDateObj.getSeconds():h.config.defaultSeconds),h.secondElement.setAttribute(\"step\",h.minuteElement.getAttribute(\"step\")),h.secondElement.setAttribute(\"min\",\"0\"),h.secondElement.setAttribute(\"max\",\"59\"),h.timeContainer.appendChild(d(\"span\",\"flatpickr-time-separator\",\":\")),h.timeContainer.appendChild(a)}return h.config.time_24hr||(h.amPM=d(\"span\",\"flatpickr-am-pm\",h.l10n.amPM[o((h.latestSelectedDateObj?h.hourElement.value:h.config.defaultHour)>11)]),h.amPM.title=h.l10n.toggleTitle,h.amPM.tabIndex=-1,h.timeContainer.appendChild(h.amPM)),h.timeContainer}()),c(h.calendarContainer,\"rangeMode\",\"range\"===h.config.mode),c(h.calendarContainer,\"animate\",!0===h.config.animate),c(h.calendarContainer,\"multiMonth\",h.config.showMonths>1),h.calendarContainer.appendChild(e);var r=void 0!==h.config.appendTo&&void 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e=h.config.enableTime?h.config.noCalendar?\"time\":\"datetime-local\":\"date\";h.mobileInput=d(\"input\",h.input.className+\" flatpickr-mobile\"),h.mobileInput.step=h.input.getAttribute(\"step\")||\"any\",h.mobileInput.tabIndex=1,h.mobileInput.type=e,h.mobileInput.disabled=h.input.disabled,h.mobileInput.required=h.input.required,h.mobileInput.placeholder=h.input.placeholder,h.mobileFormatStr=\"datetime-local\"===e?\"Y-m-d\\\\TH:i:S\":\"date\"===e?\"Y-m-d\":\"H:i:S\",h.selectedDates.length>0&&(h.mobileInput.defaultValue=h.mobileInput.value=h.formatDate(h.selectedDates[0],h.mobileFormatStr)),h.config.minDate&&(h.mobileInput.min=h.formatDate(h.config.minDate,\"Y-m-d\")),h.config.maxDate&&(h.mobileInput.max=h.formatDate(h.config.maxDate,\"Y-m-d\")),h.input.type=\"hidden\",void 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-3px #BBB;\\n}\\n.bk-root .bk-noUi-active {\\n box-shadow: inset 0 0 1px #FFF, inset 0 1px 7px #DDD, 0 3px 6px -3px #BBB;\\n}\\n.bk-root .bk-noUi-handle:before,\\n.bk-root .bk-noUi-handle:after {\\n content: \"\";\\n display: block;\\n position: absolute;\\n height: 14px;\\n width: 1px;\\n background: #E8E7E6;\\n left: 14px;\\n top: 6px;\\n}\\n.bk-root .bk-noUi-handle:after {\\n left: 17px;\\n}\\n.bk-root .bk-noUi-vertical .bk-noUi-handle:before,\\n.bk-root .bk-noUi-vertical .bk-noUi-handle:after {\\n width: 14px;\\n height: 1px;\\n left: 6px;\\n top: 14px;\\n}\\n.bk-root .bk-noUi-vertical .bk-noUi-handle:after {\\n top: 17px;\\n}\\n.bk-root [disabled] .bk-noUi-connect {\\n background: #B8B8B8;\\n}\\n.bk-root [disabled].bk-noUi-target,\\n.bk-root [disabled].bk-noUi-handle,\\n.bk-root [disabled] .bk-noUi-handle {\\n cursor: not-allowed;\\n}\\n.bk-root .bk-noUi-pips,\\n.bk-root .bk-noUi-pips * {\\n -moz-box-sizing: border-box;\\n box-sizing: border-box;\\n}\\n.bk-root .bk-noUi-pips {\\n position: absolute;\\n color: #999;\\n}\\n.bk-root .bk-noUi-value {\\n position: absolute;\\n white-space: nowrap;\\n text-align: center;\\n}\\n.bk-root .bk-noUi-value-sub {\\n color: #ccc;\\n font-size: 10px;\\n}\\n.bk-root .bk-noUi-marker {\\n position: absolute;\\n background: #CCC;\\n}\\n.bk-root .bk-noUi-marker-sub {\\n background: #AAA;\\n}\\n.bk-root .bk-noUi-marker-large {\\n background: #AAA;\\n}\\n.bk-root .bk-noUi-pips-horizontal {\\n padding: 10px 0;\\n height: 80px;\\n top: 100%;\\n left: 0;\\n width: 100%;\\n}\\n.bk-root .bk-noUi-value-horizontal {\\n -webkit-transform: translate3d(-50%, 50%, 0);\\n transform: translate3d(-50%, 50%, 0);\\n}\\n.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker {\\n margin-left: -1px;\\n width: 2px;\\n height: 5px;\\n}\\n.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker-sub {\\n height: 10px;\\n}\\n.bk-root .bk-noUi-marker-horizontal.bk-noUi-marker-large {\\n height: 15px;\\n}\\n.bk-root .bk-noUi-pips-vertical {\\n padding: 0 10px;\\n height: 100%;\\n top: 0;\\n left: 100%;\\n}\\n.bk-root .bk-noUi-value-vertical {\\n -webkit-transform: translate3d(0, 50%, 0);\\n transform: translate3d(0, 50%, 0);\\n padding-left: 25px;\\n}\\n.bk-root .bk-noUi-marker-vertical.bk-noUi-marker {\\n width: 5px;\\n height: 2px;\\n margin-top: -1px;\\n}\\n.bk-root .bk-noUi-marker-vertical.bk-noUi-marker-sub {\\n width: 10px;\\n}\\n.bk-root .bk-noUi-marker-vertical.bk-noUi-marker-large {\\n width: 15px;\\n}\\n.bk-root .bk-noUi-tooltip {\\n display: block;\\n position: absolute;\\n border: 1px solid #D9D9D9;\\n border-radius: 3px;\\n background: #fff;\\n color: #000;\\n padding: 5px;\\n text-align: center;\\n white-space: nowrap;\\n}\\n.bk-root .bk-noUi-horizontal .bk-noUi-tooltip {\\n -webkit-transform: translate(-50%, 0);\\n transform: translate(-50%, 0);\\n left: 50%;\\n bottom: 120%;\\n}\\n.bk-root .bk-noUi-vertical .bk-noUi-tooltip {\\n -webkit-transform: translate(0, -50%);\\n transform: translate(0, -50%);\\n top: 50%;\\n right: 120%;\\n}\\n.bk-root .bk-noUi-handle {\\n cursor: grab;\\n cursor: -webkit-grab;\\n}\\n.bk-root .bk-noUi-handle.bk-noUi-active {\\n cursor: grabbing;\\n cursor: -webkit-grabbing;\\n}\\n.bk-root .bk-noUi-tooltip {\\n display: none;\\n white-space: nowrap;\\n}\\n.bk-root .bk-noUi-handle:hover .bk-noUi-tooltip {\\n display: block;\\n}\\n.bk-root .bk-noUi-horizontal {\\n width: 100%;\\n height: 10px;\\n}\\n.bk-root .bk-noUi-horizontal.bk-noUi-target {\\n margin: 5px 0px;\\n}\\n.bk-root .bk-noUi-horizontal .bk-noUi-handle {\\n width: 14px;\\n height: 18px;\\n left: -7px;\\n top: -5px;\\n}\\n.bk-root .bk-noUi-vertical {\\n width: 10px;\\n height: 100%;\\n}\\n.bk-root .bk-noUi-vertical.bk-noUi-target {\\n margin: 0px 5px;\\n}\\n.bk-root .bk-noUi-vertical .bk-noUi-handle {\\n width: 18px;\\n height: 14px;\\n left: -5px;\\n top: -7px;\\n}\\n.bk-root .bk-noUi-handle:after,\\n.bk-root .bk-noUi-handle:before {\\n display: none;\\n}\\n.bk-root .bk-noUi-connect {\\n box-shadow: none;\\n}\\n')},\n", 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init_Div(){this.prototype.default_view=s,this.define({render_as_text:[n.Boolean,!1]})}}i.Div=a,a.__name__=\"Div\",a.init_Div()},\n", + " 402: function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),n=e(187),a=e(66),r=s.__importStar(e(19)),l=e(441),_=e(403);class c extends l.WidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.change,()=>{this.render(),this.root.compute_layout()})}_update_layout(){this.layout=new n.VariadicBox(this.el),this.layout.set_sizing(this.box_sizing())}render(){super.render();const e=Object.assign(Object.assign({},this.model.style),{display:\"inline-block\"});this.markup_el=a.div({class:_.bk_clearfix,style:e}),this.el.appendChild(this.markup_el)}}i.MarkupView=c,c.__name__=\"MarkupView\";class o extends l.Widget{constructor(e){super(e)}static init_Markup(){this.define({text:[r.String,\"\"],style:[r.Any,{}]})}}i.Markup=o,o.__name__=\"Markup\",o.init_Markup()},\n", + " 403: function _(e,r,t){Object.defineProperty(t,\"__esModule\",{value:!0});const n=e(1);e(67),n.__importStar(e(66)).styles.append('.bk-root .bk-clearfix:before,\\n.bk-root .bk-clearfix:after {\\n content: \"\";\\n display: table;\\n}\\n.bk-root .bk-clearfix:after {\\n clear: both;\\n}\\n'),t.bk_clearfix=\"bk-clearfix\"},\n", + " 404: function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=e(1),s=e(378),o=e(281),_=e(66),d=n.__importStar(e(19)),l=e(8),r=e(145),c=e(252),u=e(253);class h extends s.AbstractButtonView{constructor(){super(...arguments),this._open=!1}render(){super.render();const e=_.div({class:[u.bk_caret,r.bk_down]});if(this.model.is_split){const t=this._render_button(e);t.classList.add(c.bk_dropdown_toggle),t.addEventListener(\"click\",()=>this._toggle_menu()),this.group_el.appendChild(t)}else this.button_el.appendChild(e);const t=this.model.menu.map((e,t)=>{if(null==e)return _.div({class:u.bk_divider});{const i=l.isString(e)?e:e[0],n=_.div({},i);return n.addEventListener(\"click\",()=>this._item_click(t)),n}});this.menu=_.div({class:[u.bk_menu,r.bk_below]},t),this.el.appendChild(this.menu),_.undisplay(this.menu)}_show_menu(){if(!this._open){this._open=!0,_.display(this.menu);const e=t=>{const{target:i}=t;i instanceof HTMLElement&&!this.el.contains(i)&&(document.removeEventListener(\"click\",e),this._hide_menu())};document.addEventListener(\"click\",e)}}_hide_menu(){this._open&&(this._open=!1,_.undisplay(this.menu))}_toggle_menu(){this._open?this._hide_menu():this._show_menu()}click(){this.model.is_split?(this._hide_menu(),this.model.trigger_event(new o.ButtonClick),super.click()):this._toggle_menu()}_item_click(e){this._hide_menu();const t=this.model.menu[e];if(null!=t){const i=l.isString(t)?t:t[1];l.isString(i)?this.model.trigger_event(new o.MenuItemClick(i)):i.execute(this.model,{index:e})}}}i.DropdownView=h,h.__name__=\"DropdownView\";class p extends s.AbstractButton{constructor(e){super(e)}static 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s.WidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.change,()=>this.render()),this.connect(this.model.properties.width.change,()=>this.render())}render(){null==this.dialogEl&&(this.dialogEl=document.createElement(\"input\"),this.dialogEl.type=\"file\",this.dialogEl.multiple=this.model.multiple,this.dialogEl.onchange=()=>{const{files:e}=this.dialogEl;null!=e&&this.load_files(e)},this.el.appendChild(this.dialogEl)),null!=this.model.accept&&\"\"!=this.model.accept&&(this.dialogEl.accept=this.model.accept),this.dialogEl.style.width=\"{this.model.width}px\",this.dialogEl.disabled=this.model.disabled}async load_files(e){const t=[],i=[],l=[];let s;for(s=0;s{const l=new FileReader;l.onload=()=>{var s;const{result:n}=l;null!=n?t(n):i(null!==(s=l.error)&&void 0!==s?s:new Error(`unable to read '${e.name}'`))},l.readAsDataURL(e)})}}i.FileInputView=n,n.__name__=\"FileInputView\";class o extends s.Widget{constructor(e){super(e)}static 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l.isString(e)?t=s=e:[t,s]=e,n.option({value:t},s)});this.select_el=n.select({multiple:!0,class:h.bk_input,name:this.model.name,disabled:this.model.disabled},e),this.select_el.addEventListener(\"change\",()=>this.change_input()),this.group_el.appendChild(this.select_el),this.render_selection()}render_selection(){const e=new o.Set(this.model.value);for(const t of Array.from(this.el.querySelectorAll(\"option\")))t.selected=e.has(t.value);this.select_el.size=this.model.size}change_input(){const e=null!=this.el.querySelector(\"select:focus\"),t=[];for(const e of Array.from(this.el.querySelectorAll(\"option\")))e.selected&&t.push(e.value);this.model.value=t,super.change_input(),e&&this.select_el.focus()}}s.MultiSelectView=a,a.__name__=\"MultiSelectView\";class d extends c.InputWidget{constructor(e){super(e)}static 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init_PasswordInput(){this.prototype.default_view=r}}s.PasswordInput=p,p.__name__=\"PasswordInput\",p.init_PasswordInput()},\n", + " 409: function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),l=s.__importDefault(e(410)),o=e(66),n=e(8),h=s.__importStar(e(19)),c=e(385);e(411);const r=e(384);class d extends r.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.value.change,()=>this.render_selection()),this.connect(this.model.properties.disabled.change,()=>this.set_disabled()),this.connect(this.model.properties.max_items.change,()=>this.render()),this.connect(this.model.properties.option_limit.change,()=>this.render()),this.connect(this.model.properties.delete_button.change,()=>this.render()),this.connect(this.model.properties.placeholder.change,()=>this.render()),this.connect(this.model.properties.options.change,()=>this.render()),this.connect(this.model.properties.name.change,()=>this.render()),this.connect(this.model.properties.title.change,()=>this.render())}render(){super.render();const e=this.model.options.map(e=>{let t,i;return 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Apache Software License 2.0\n", + " *\n", + " * http://www.apache.org/licenses/LICENSE-2.0\n", + " */\n", + " e.exports=function(e){var t={};function i(n){if(t[n])return t[n].exports;var s=t[n]={i:n,l:!1,exports:{}};return e[n].call(s.exports,s,s.exports,i),s.l=!0,s.exports}return i.m=e,i.c=t,i.d=function(e,t,n){i.o(e,t)||Object.defineProperty(e,t,{enumerable:!0,get:n})},i.r=function(e){\"undefined\"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(e,Symbol.toStringTag,{value:\"Module\"}),Object.defineProperty(e,\"__esModule\",{value:!0})},i.t=function(e,t){if(1&t&&(e=i(e)),8&t)return e;if(4&t&&\"object\"==typeof e&&e&&e.__esModule)return e;var n=Object.create(null);if(i.r(n),Object.defineProperty(n,\"default\",{enumerable:!0,value:e}),2&t&&\"string\"!=typeof e)for(var s in e)i.d(n,s,function(t){return e[t]}.bind(null,s));return n},i.n=function(e){var t=e&&e.__esModule?function(){return e.default}:function(){return e};return i.d(t,\"a\",t),t},i.o=function(e,t){return Object.prototype.hasOwnProperty.call(e,t)},i.p=\"\",i(i.s=1)}([function(e,t){e.exports=function(e){return Array.isArray?Array.isArray(e):\"[object Array]\"===Object.prototype.toString.call(e)}},function(e,t,i){function n(e){return(n=\"function\"==typeof Symbol&&\"symbol\"==typeof Symbol.iterator?function(e){return typeof e}:function(e){return e&&\"function\"==typeof Symbol&&e.constructor===Symbol&&e!==Symbol.prototype?\"symbol\":typeof e})(e)}function s(e,t){for(var i=0;i1&&void 0!==arguments[1]?arguments[1]:{limit:!1};this._log('---------\\nSearch pattern: \"'.concat(e,'\"'));var i=this._prepareSearchers(e),n=i.tokenSearchers,s=i.fullSearcher,r=this._search(n,s),o=r.weights,a=r.results;return this._computeScore(o,a),this.options.shouldSort&&this._sort(a),t.limit&&\"number\"==typeof t.limit&&(a=a.slice(0,t.limit)),this._format(a)}},{key:\"_prepareSearchers\",value:function(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:\"\",t=[];if(this.options.tokenize)for(var i=e.split(this.options.tokenSeparator),n=0,s=i.length;n0&&void 0!==arguments[0]?arguments[0]:[],t=arguments.length>1?arguments[1]:void 0,i=this.list,n={},s=[];if(\"string\"==typeof i[0]){for(var r=0,o=i.length;r1)throw new Error(\"Key weight has to be > 0 and <= 1\");p=p.name}else a[p]={weight:1};this._analyze({key:p,value:this.options.getFn(h,p),record:h,index:c},{resultMap:n,results:s,tokenSearchers:e,fullSearcher:t})}return{weights:a,results:s}}},{key:\"_analyze\",value:function(e,t){var i=e.key,n=e.arrayIndex,s=void 0===n?-1:n,r=e.value,o=e.record,c=e.index,l=t.tokenSearchers,h=void 0===l?[]:l,u=t.fullSearcher,d=void 0===u?[]:u,p=t.resultMap,m=void 0===p?{}:p,f=t.results,v=void 0===f?[]:f;if(null!=r){var g=!1,_=-1,b=0;if(\"string\"==typeof r){this._log(\"\\nKey: \".concat(\"\"===i?\"-\":i));var y=d.search(r);if(this._log('Full text: \"'.concat(r,'\", score: ').concat(y.score)),this.options.tokenize){for(var E=r.split(this.options.tokenSeparator),I=[],S=0;S-1&&(P=(P+_)/2),this._log(\"Score average:\",P);var D=!this.options.tokenize||!this.options.matchAllTokens||b>=h.length;if(this._log(\"\\nCheck Matches: \".concat(D)),(g||y.isMatch)&&D){var M=m[c];M?M.output.push({key:i,arrayIndex:s,value:r,score:P,matchedIndices:y.matchedIndices}):(m[c]={item:o,output:[{key:i,arrayIndex:s,value:r,score:P,matchedIndices:y.matchedIndices}]},v.push(m[c]))}}else if(a(r))for(var N=0,F=r.length;N-1&&(o.arrayIndex=r.arrayIndex),t.matches.push(o)}}})),this.options.includeScore&&s.push((function(e,t){t.score=e.score}));for(var r=0,o=e.length;ri)return s(e,this.pattern,n);var o=this.options,a=o.location,c=o.distance,l=o.threshold,h=o.findAllMatches,u=o.minMatchCharLength;return r(e,this.pattern,this.patternAlphabet,{location:a,distance:c,threshold:l,findAllMatches:h,minMatchCharLength:u})}}])&&n(t.prototype,i),e}();e.exports=a},function(e,t){var i=/[\\-\\[\\]\\/\\{\\}\\(\\)\\*\\+\\?\\.\\\\\\^\\$\\|]/g;e.exports=function(e,t){var n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:/ +/g,s=new RegExp(t.replace(i,\"\\\\$&\").replace(n,\"|\")),r=e.match(s),o=!!r,a=[];if(o)for(var c=0,l=r.length;c=P;N-=1){var F=N-1,j=i[e.charAt(F)];if(j&&(E[F]=1),M[N]=(M[N+1]<<1|1)&j,0!==T&&(M[N]|=(O[N+1]|O[N])<<1|1|O[N+1]),M[N]&L&&(C=n(t,{errors:T,currentLocation:F,expectedLocation:v,distance:l}))<=_){if(_=C,(b=F)<=v)break;P=Math.max(1,2*v-b)}}if(n(t,{errors:T+1,currentLocation:v,expectedLocation:v,distance:l})>_)break;O=M}return{isMatch:b>=0,score:0===C?.001:C,matchedIndices:s(E,f)}}},function(e,t){e.exports=function(e,t){var i=t.errors,n=void 0===i?0:i,s=t.currentLocation,r=void 0===s?0:s,o=t.expectedLocation,a=void 0===o?0:o,c=t.distance,l=void 0===c?100:c,h=n/e.length,u=Math.abs(a-r);return l?h+u/l:u?1:h}},function(e,t){e.exports=function(){for(var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:[],t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:1,i=[],n=-1,s=-1,r=0,o=e.length;r=t&&i.push([n,s]),n=-1)}return e[r-1]&&r-n>=t&&i.push([n,r-1]),i}},function(e,t){e.exports=function(e){for(var t={},i=e.length,n=0;n/g,\"&rt;\").replace(/-1?e.map((function(e){var i=e;return i.id===parseInt(t.choiceId,10)&&(i.selected=!0),i})):e;case\"REMOVE_ITEM\":return t.choiceId>-1?e.map((function(e){var i=e;return i.id===parseInt(t.choiceId,10)&&(i.selected=!1),i})):e;case\"FILTER_CHOICES\":return e.map((function(e){var i=e;return i.active=t.results.some((function(e){var t=e.item,n=e.score;return t.id===i.id&&(i.score=n,!0)})),i}));case\"ACTIVATE_CHOICES\":return e.map((function(e){var i=e;return i.active=t.active,i}));case\"CLEAR_CHOICES\":return v;default:return e}},general:_}),A=function(e,t){var i=e;if(\"CLEAR_ALL\"===t.type)i=void 0;else if(\"RESET_TO\"===t.type)return O(t.state);return C(i,t)};function L(e,t){for(var i=0;i\"'+I(e)+'\"'},maxItemText:function(e){return\"Only \"+e+\" values can be added\"},valueComparer:function(e,t){return e===t},fuseOptions:{includeScore:!0},callbackOnInit:null,callbackOnCreateTemplates:null,classNames:{containerOuter:\"choices\",containerInner:\"choices__inner\",input:\"choices__input\",inputCloned:\"choices__input--cloned\",list:\"choices__list\",listItems:\"choices__list--multiple\",listSingle:\"choices__list--single\",listDropdown:\"choices__list--dropdown\",item:\"choices__item\",itemSelectable:\"choices__item--selectable\",itemDisabled:\"choices__item--disabled\",itemChoice:\"choices__item--choice\",placeholder:\"choices__placeholder\",group:\"choices__group\",groupHeading:\"choices__heading\",button:\"choices__button\",activeState:\"is-active\",focusState:\"is-focused\",openState:\"is-open\",disabledState:\"is-disabled\",highlightedState:\"is-highlighted\",selectedState:\"is-selected\",flippedState:\"is-flipped\",loadingState:\"is-loading\",noResults:\"has-no-results\",noChoices:\"has-no-choices\"}},D=\"showDropdown\",M=\"hideDropdown\",N=\"change\",F=\"choice\",j=\"search\",K=\"addItem\",R=\"removeItem\",H=\"highlightItem\",B=\"highlightChoice\",V=\"ADD_CHOICE\",G=\"FILTER_CHOICES\",q=\"ACTIVATE_CHOICES\",U=\"CLEAR_CHOICES\",z=\"ADD_GROUP\",W=\"ADD_ITEM\",X=\"REMOVE_ITEM\",$=\"HIGHLIGHT_ITEM\",J=46,Y=8,Z=13,Q=65,ee=27,te=38,ie=40,ne=33,se=34,re=function(){function e(e){var t=e.element,i=e.type,n=e.classNames,s=e.position;this.element=t,this.classNames=n,this.type=i,this.position=s,this.isOpen=!1,this.isFlipped=!1,this.isFocussed=!1,this.isDisabled=!1,this.isLoading=!1,this._onFocus=this._onFocus.bind(this),this._onBlur=this._onBlur.bind(this)}var t=e.prototype;return t.addEventListeners=function(){this.element.addEventListener(\"focus\",this._onFocus),this.element.addEventListener(\"blur\",this._onBlur)},t.removeEventListeners=function(){this.element.removeEventListener(\"focus\",this._onFocus),this.element.removeEventListener(\"blur\",this._onBlur)},t.shouldFlip=function(e){if(\"number\"!=typeof e)return!1;var t=!1;return\"auto\"===this.position?t=!window.matchMedia(\"(min-height: \"+(e+1)+\"px)\").matches:\"top\"===this.position&&(t=!0),t},t.setActiveDescendant=function(e){this.element.setAttribute(\"aria-activedescendant\",e)},t.removeActiveDescendant=function(){this.element.removeAttribute(\"aria-activedescendant\")},t.open=function(e){this.element.classList.add(this.classNames.openState),this.element.setAttribute(\"aria-expanded\",\"true\"),this.isOpen=!0,this.shouldFlip(e)&&(this.element.classList.add(this.classNames.flippedState),this.isFlipped=!0)},t.close=function(){this.element.classList.remove(this.classNames.openState),this.element.setAttribute(\"aria-expanded\",\"false\"),this.removeActiveDescendant(),this.isOpen=!1,this.isFlipped&&(this.element.classList.remove(this.classNames.flippedState),this.isFlipped=!1)},t.focus=function(){this.isFocussed||this.element.focus()},t.addFocusState=function(){this.element.classList.add(this.classNames.focusState)},t.removeFocusState=function(){this.element.classList.remove(this.classNames.focusState)},t.enable=function(){this.element.classList.remove(this.classNames.disabledState),this.element.removeAttribute(\"aria-disabled\"),\"select-one\"===this.type&&this.element.setAttribute(\"tabindex\",\"0\"),this.isDisabled=!1},t.disable=function(){this.element.classList.add(this.classNames.disabledState),this.element.setAttribute(\"aria-disabled\",\"true\"),\"select-one\"===this.type&&this.element.setAttribute(\"tabindex\",\"-1\"),this.isDisabled=!0},t.wrap=function(e){!function(e,t){void 0===t&&(t=document.createElement(\"div\")),e.nextSibling?e.parentNode.insertBefore(t,e.nextSibling):e.parentNode.appendChild(t),t.appendChild(e)}(e,this.element)},t.unwrap=function(e){this.element.parentNode.insertBefore(e,this.element),this.element.parentNode.removeChild(this.element)},t.addLoadingState=function(){this.element.classList.add(this.classNames.loadingState),this.element.setAttribute(\"aria-busy\",\"true\"),this.isLoading=!0},t.removeLoadingState=function(){this.element.classList.remove(this.classNames.loadingState),this.element.removeAttribute(\"aria-busy\"),this.isLoading=!1},t._onFocus=function(){this.isFocussed=!0},t._onBlur=function(){this.isFocussed=!1},e}();function oe(e,t){for(var i=0;i0?this.element.scrollTop+o-s:e.offsetTop;requestAnimationFrame((function(){i._animateScroll(a,t)}))}},t._scrollDown=function(e,t,i){var n=(i-e)/t,s=n>1?n:1;this.element.scrollTop=e+s},t._scrollUp=function(e,t,i){var n=(e-i)/t,s=n>1?n:1;this.element.scrollTop=e-s},t._animateScroll=function(e,t){var i=this,n=this.element.scrollTop,s=!1;t>0?(this._scrollDown(n,4,e),ne&&(s=!0)),s&&requestAnimationFrame((function(){i._animateScroll(e,t)}))},e}();function le(e,t){for(var i=0;i0?\"treeitem\":\"option\"),Object.assign(g.dataset,{choice:\"\",id:l,value:h,selectText:i}),m?(g.classList.add(a),g.dataset.choiceDisabled=\"\",g.setAttribute(\"aria-disabled\",\"true\")):(g.classList.add(r),g.dataset.choiceSelectable=\"\"),g},input:function(e,t){var i=e.input,n=e.inputCloned,s=Object.assign(document.createElement(\"input\"),{type:\"text\",className:i+\" \"+n,autocomplete:\"off\",autocapitalize:\"off\",spellcheck:!1});return s.setAttribute(\"role\",\"textbox\"),s.setAttribute(\"aria-autocomplete\",\"list\"),s.setAttribute(\"aria-label\",t),s},dropdown:function(e){var t=e.list,i=e.listDropdown,n=document.createElement(\"div\");return n.classList.add(t,i),n.setAttribute(\"aria-expanded\",\"false\"),n},notice:function(e,t,i){var n=e.item,s=e.itemChoice,r=e.noResults,o=e.noChoices;void 0===i&&(i=\"\");var a=[n,s];return\"no-choices\"===i?a.push(o):\"no-results\"===i&&a.push(r),Object.assign(document.createElement(\"div\"),{innerHTML:t,className:a.join(\" \")})},option:function(e){var t=e.label,i=e.value,n=e.customProperties,s=e.active,r=e.disabled,o=new Option(t,i,!1,s);return n&&(o.dataset.customProperties=n),o.disabled=r,o}},ve=function(e){return void 0===e&&(e=!0),{type:q,active:e}},ge=function(e,t){return{type:$,id:e,highlighted:t}},_e=function(e){var t=e.value,i=e.id,n=e.active,s=e.disabled;return{type:z,value:t,id:i,active:n,disabled:s}},be=function(e){return{type:\"SET_IS_LOADING\",isLoading:e}};function ye(e,t){for(var i=0;i=0?this._store.getGroupById(s):null;return this._store.dispatch(ge(i,!0)),t&&this.passedElement.triggerEvent(H,{id:i,value:o,label:c,groupValue:l&&l.value?l.value:null}),this},r.unhighlightItem=function(e){if(!e)return this;var t=e.id,i=e.groupId,n=void 0===i?-1:i,s=e.value,r=void 0===s?\"\":s,o=e.label,a=void 0===o?\"\":o,c=n>=0?this._store.getGroupById(n):null;return this._store.dispatch(ge(t,!1)),this.passedElement.triggerEvent(H,{id:t,value:r,label:a,groupValue:c&&c.value?c.value:null}),this},r.highlightAll=function(){var e=this;return this._store.items.forEach((function(t){return e.highlightItem(t)})),this},r.unhighlightAll=function(){var e=this;return this._store.items.forEach((function(t){return e.unhighlightItem(t)})),this},r.removeActiveItemsByValue=function(e){var t=this;return this._store.activeItems.filter((function(t){return t.value===e})).forEach((function(e){return t._removeItem(e)})),this},r.removeActiveItems=function(e){var t=this;return this._store.activeItems.filter((function(t){return t.id!==e})).forEach((function(e){return t._removeItem(e)})),this},r.removeHighlightedItems=function(e){var t=this;return void 0===e&&(e=!1),this._store.highlightedActiveItems.forEach((function(i){t._removeItem(i),e&&t._triggerChange(i.value)})),this},r.showDropdown=function(e){var t=this;return this.dropdown.isActive||requestAnimationFrame((function(){t.dropdown.show(),t.containerOuter.open(t.dropdown.distanceFromTopWindow),!e&&t._canSearch&&t.input.focus(),t.passedElement.triggerEvent(D,{})})),this},r.hideDropdown=function(e){var t=this;return this.dropdown.isActive?(requestAnimationFrame((function(){t.dropdown.hide(),t.containerOuter.close(),!e&&t._canSearch&&(t.input.removeActiveDescendant(),t.input.blur()),t.passedElement.triggerEvent(M,{})})),this):this},r.getValue=function(e){void 0===e&&(e=!1);var t=this._store.activeItems.reduce((function(t,i){var n=e?i.value:i;return t.push(n),t}),[]);return this._isSelectOneElement?t[0]:t},r.setValue=function(e){var t=this;return this.initialised?(e.forEach((function(e){return t._setChoiceOrItem(e)})),this):this},r.setChoiceByValue=function(e){var t=this;return!this.initialised||this._isTextElement||(Array.isArray(e)?e:[e]).forEach((function(e){return t._findAndSelectChoiceByValue(e)})),this},r.setChoices=function(e,t,i,n){var s=this;if(void 0===e&&(e=[]),void 0===t&&(t=\"value\"),void 0===i&&(i=\"label\"),void 0===n&&(n=!1),!this.initialised)throw new ReferenceError(\"setChoices was called on a non-initialized instance of Choices\");if(!this._isSelectElement)throw new TypeError(\"setChoices can't be used with INPUT based Choices\");if(\"string\"!=typeof t||!t)throw new TypeError(\"value parameter must be a name of 'value' field in passed objects\");if(n&&this.clearChoices(),\"function\"==typeof e){var r=e(this);if(\"function\"==typeof Promise&&r instanceof Promise)return new Promise((function(e){return requestAnimationFrame(e)})).then((function(){return s._handleLoadingState(!0)})).then((function(){return r})).then((function(e){return s.setChoices(e,t,i,n)})).catch((function(e){s.config.silent||console.error(e)})).then((function(){return s._handleLoadingState(!1)})).then((function(){return s}));if(!Array.isArray(r))throw new TypeError(\".setChoices first argument function must return either array of choices or Promise, got: \"+typeof r);return this.setChoices(r,t,i,!1)}if(!Array.isArray(e))throw new TypeError(\".setChoices must be called either with array of choices with a function resulting into Promise of array of choices\");return this.containerOuter.removeLoadingState(),this._startLoading(),e.forEach((function(e){e.choices?s._addGroup({id:parseInt(e.id,10)||null,group:e,valueKey:t,labelKey:i}):s._addChoice({value:e[t],label:e[i],isSelected:e.selected,isDisabled:e.disabled,customProperties:e.customProperties,placeholder:e.placeholder})})),this._stopLoading(),this},r.clearChoices=function(){return this._store.dispatch({type:U}),this},r.clearStore=function(){return this._store.dispatch({type:\"CLEAR_ALL\"}),this},r.clearInput=function(){var e=!this._isSelectOneElement;return this.input.clear(e),!this._isTextElement&&this._canSearch&&(this._isSearching=!1,this._store.dispatch(ve(!0))),this},r._render=function(){if(!this._store.isLoading()){this._currentState=this._store.state;var e=this._currentState.choices!==this._prevState.choices||this._currentState.groups!==this._prevState.groups||this._currentState.items!==this._prevState.items,t=this._isSelectElement,i=this._currentState.items!==this._prevState.items;e&&(t&&this._renderChoices(),i&&this._renderItems(),this._prevState=this._currentState)}},r._renderChoices=function(){var e=this,t=this._store,i=t.activeGroups,n=t.activeChoices,s=document.createDocumentFragment();if(this.choiceList.clear(),this.config.resetScrollPosition&&requestAnimationFrame((function(){return e.choiceList.scrollToTop()})),i.length>=1&&!this._isSearching){var r=n.filter((function(e){return!0===e.placeholder&&-1===e.groupId}));r.length>=1&&(s=this._createChoicesFragment(r,s)),s=this._createGroupsFragment(i,n,s)}else n.length>=1&&(s=this._createChoicesFragment(n,s));if(s.childNodes&&s.childNodes.length>0){var o=this._store.activeItems,a=this._canAddItem(o,this.input.value);a.response?(this.choiceList.append(s),this._highlightChoice()):this.choiceList.append(this._getTemplate(\"notice\",a.notice))}else{var c,l;this._isSearching?(l=\"function\"==typeof this.config.noResultsText?this.config.noResultsText():this.config.noResultsText,c=this._getTemplate(\"notice\",l,\"no-results\")):(l=\"function\"==typeof this.config.noChoicesText?this.config.noChoicesText():this.config.noChoicesText,c=this._getTemplate(\"notice\",l,\"no-choices\")),this.choiceList.append(c)}},r._renderItems=function(){var e=this._store.activeItems||[];this.itemList.clear();var t=this._createItemsFragment(e);t.childNodes&&this.itemList.append(t)},r._createGroupsFragment=function(e,t,i){var n=this;return void 0===i&&(i=document.createDocumentFragment()),this.config.shouldSort&&e.sort(this.config.sorter),e.forEach((function(e){var s=function(e){return t.filter((function(t){return n._isSelectOneElement?t.groupId===e.id:t.groupId===e.id&&(\"always\"===n.config.renderSelectedChoices||!t.selected)}))}(e);if(s.length>=1){var r=n._getTemplate(\"choiceGroup\",e);i.appendChild(r),n._createChoicesFragment(s,i,!0)}})),i},r._createChoicesFragment=function(e,t,i){var n=this;void 0===t&&(t=document.createDocumentFragment()),void 0===i&&(i=!1);var s=this.config,r=s.renderSelectedChoices,o=s.searchResultLimit,a=s.renderChoiceLimit,c=this._isSearching?w:this.config.sorter,l=function(e){if(\"auto\"!==r||n._isSelectOneElement||!e.selected){var i=n._getTemplate(\"choice\",e,n.config.itemSelectText);t.appendChild(i)}},h=e;\"auto\"!==r||this._isSelectOneElement||(h=e.filter((function(e){return!e.selected})));var u=h.reduce((function(e,t){return t.placeholder?e.placeholderChoices.push(t):e.normalChoices.push(t),e}),{placeholderChoices:[],normalChoices:[]}),d=u.placeholderChoices,p=u.normalChoices;(this.config.shouldSort||this._isSearching)&&p.sort(c);var m=h.length,f=this._isSelectOneElement?[].concat(d,p):p;this._isSearching?m=o:a&&a>0&&!i&&(m=a);for(var v=0;v=n){var o=s?this._searchChoices(e):0;this.passedElement.triggerEvent(j,{value:e,resultCount:o})}else r&&(this._isSearching=!1,this._store.dispatch(ve(!0)))}},r._canAddItem=function(e,t){var i=!0,n=\"function\"==typeof this.config.addItemText?this.config.addItemText(t):this.config.addItemText;if(!this._isSelectOneElement){var s=function(e,t,i){return void 0===i&&(i=\"value\"),e.some((function(e){return\"string\"==typeof t?e[i]===t.trim():e[i]===t}))}(e,t);this.config.maxItemCount>0&&this.config.maxItemCount<=e.length&&(i=!1,n=\"function\"==typeof this.config.maxItemText?this.config.maxItemText(this.config.maxItemCount):this.config.maxItemText),!this.config.duplicateItemsAllowed&&s&&i&&(i=!1,n=\"function\"==typeof this.config.uniqueItemText?this.config.uniqueItemText(t):this.config.uniqueItemText),this._isTextElement&&this.config.addItems&&i&&\"function\"==typeof this.config.addItemFilter&&!this.config.addItemFilter(t)&&(i=!1,n=\"function\"==typeof this.config.customAddItemText?this.config.customAddItemText(t):this.config.customAddItemText)}return{response:i,notice:n}},r._searchChoices=function(e){var t=\"string\"==typeof e?e.trim():e,i=\"string\"==typeof this._currentValue?this._currentValue.trim():this._currentValue;if(t.length<1&&t===i+\" \")return 0;var n=this._store.searchableChoices,r=t,o=[].concat(this.config.searchFields),a=Object.assign(this.config.fuseOptions,{keys:o}),c=new s.a(n,a).search(r);return this._currentValue=t,this._highlightPosition=0,this._isSearching=!0,this._store.dispatch(function(e){return{type:G,results:e}}(c)),c.length},r._addEventListeners=function(){var e=document.documentElement;e.addEventListener(\"touchend\",this._onTouchEnd,!0),this.containerOuter.element.addEventListener(\"keydown\",this._onKeyDown,!0),this.containerOuter.element.addEventListener(\"mousedown\",this._onMouseDown,!0),e.addEventListener(\"click\",this._onClick,{passive:!0}),e.addEventListener(\"touchmove\",this._onTouchMove,{passive:!0}),this.dropdown.element.addEventListener(\"mouseover\",this._onMouseOver,{passive:!0}),this._isSelectOneElement&&(this.containerOuter.element.addEventListener(\"focus\",this._onFocus,{passive:!0}),this.containerOuter.element.addEventListener(\"blur\",this._onBlur,{passive:!0})),this.input.element.addEventListener(\"keyup\",this._onKeyUp,{passive:!0}),this.input.element.addEventListener(\"focus\",this._onFocus,{passive:!0}),this.input.element.addEventListener(\"blur\",this._onBlur,{passive:!0}),this.input.element.form&&this.input.element.form.addEventListener(\"reset\",this._onFormReset,{passive:!0}),this.input.addEventListeners()},r._removeEventListeners=function(){var e=document.documentElement;e.removeEventListener(\"touchend\",this._onTouchEnd,!0),this.containerOuter.element.removeEventListener(\"keydown\",this._onKeyDown,!0),this.containerOuter.element.removeEventListener(\"mousedown\",this._onMouseDown,!0),e.removeEventListener(\"click\",this._onClick),e.removeEventListener(\"touchmove\",this._onTouchMove),this.dropdown.element.removeEventListener(\"mouseover\",this._onMouseOver),this._isSelectOneElement&&(this.containerOuter.element.removeEventListener(\"focus\",this._onFocus),this.containerOuter.element.removeEventListener(\"blur\",this._onBlur)),this.input.element.removeEventListener(\"keyup\",this._onKeyUp),this.input.element.removeEventListener(\"focus\",this._onFocus),this.input.element.removeEventListener(\"blur\",this._onBlur),this.input.element.form&&this.input.element.form.removeEventListener(\"reset\",this._onFormReset),this.input.removeEventListeners()},r._onKeyDown=function(e){var t,i=e.target,n=e.keyCode,s=e.ctrlKey,r=e.metaKey,o=this._store.activeItems,a=this.input.isFocussed,c=this.dropdown.isActive,l=this.itemList.hasChildren(),h=String.fromCharCode(n),u=J,d=Y,p=Z,m=Q,f=ee,v=te,g=ie,_=ne,b=se,y=s||r;!this._isTextElement&&/[a-zA-Z0-9-_ ]/.test(h)&&this.showDropdown();var E=((t={})[m]=this._onAKey,t[p]=this._onEnterKey,t[f]=this._onEscapeKey,t[v]=this._onDirectionKey,t[_]=this._onDirectionKey,t[g]=this._onDirectionKey,t[b]=this._onDirectionKey,t[d]=this._onDeleteKey,t[u]=this._onDeleteKey,t);E[n]&&E[n]({event:e,target:i,keyCode:n,metaKey:r,activeItems:o,hasFocusedInput:a,hasActiveDropdown:c,hasItems:l,hasCtrlDownKeyPressed:y})},r._onKeyUp=function(e){var t=e.target,i=e.keyCode,n=this.input.value,s=this._store.activeItems,r=this._canAddItem(s,n),o=J,a=Y;if(this._isTextElement)if(r.notice&&n){var c=this._getTemplate(\"notice\",r.notice);this.dropdown.element.innerHTML=c.outerHTML,this.showDropdown(!0)}else this.hideDropdown(!0);else{var l=(i===o||i===a)&&!t.value,h=!this._isTextElement&&this._isSearching,u=this._canSearch&&r.response;l&&h?(this._isSearching=!1,this._store.dispatch(ve(!0))):u&&this._handleSearch(this.input.value)}this._canSearch=this.config.searchEnabled},r._onAKey=function(e){var t=e.hasItems;e.hasCtrlDownKeyPressed&&t&&(this._canSearch=!1,this.config.removeItems&&!this.input.value&&this.input.element===document.activeElement&&this.highlightAll())},r._onEnterKey=function(e){var t=e.event,i=e.target,n=e.activeItems,s=e.hasActiveDropdown,r=Z,o=i.hasAttribute(\"data-button\");if(this._isTextElement&&i.value){var a=this.input.value;this._canAddItem(n,a).response&&(this.hideDropdown(!0),this._addItem({value:a}),this._triggerChange(a),this.clearInput())}if(o&&(this._handleButtonAction(n,i),t.preventDefault()),s){var c=this.dropdown.getChild(\".\"+this.config.classNames.highlightedState);c&&(n[0]&&(n[0].keyCode=r),this._handleChoiceAction(n,c)),t.preventDefault()}else this._isSelectOneElement&&(this.showDropdown(),t.preventDefault())},r._onEscapeKey=function(e){e.hasActiveDropdown&&(this.hideDropdown(!0),this.containerOuter.focus())},r._onDirectionKey=function(e){var t,i,n,s=e.event,r=e.hasActiveDropdown,o=e.keyCode,a=e.metaKey,c=ie,l=ne,h=se;if(r||this._isSelectOneElement){this.showDropdown(),this._canSearch=!1;var u,d=o===c||o===h?1:-1;if(a||o===h||o===l)u=d>0?this.dropdown.element.querySelector(\"[data-choice-selectable]:last-of-type\"):this.dropdown.element.querySelector(\"[data-choice-selectable]\");else{var p=this.dropdown.element.querySelector(\".\"+this.config.classNames.highlightedState);u=p?function(e,t,i){if(void 0===i&&(i=1),e instanceof Element&&\"string\"==typeof t){for(var n=(i>0?\"next\":\"previous\")+\"ElementSibling\",s=e[n];s;){if(s.matches(t))return s;s=s[n]}return s}}(p,\"[data-choice-selectable]\",d):this.dropdown.element.querySelector(\"[data-choice-selectable]\")}u&&(t=u,i=this.choiceList.element,void 0===(n=d)&&(n=1),t&&(n>0?i.scrollTop+i.offsetHeight>=t.offsetTop+t.offsetHeight:t.offsetTop>=i.scrollTop)||this.choiceList.scrollToChildElement(u,d),this._highlightChoice(u)),s.preventDefault()}},r._onDeleteKey=function(e){var t=e.event,i=e.target,n=e.hasFocusedInput,s=e.activeItems;!n||i.value||this._isSelectOneElement||(this._handleBackspace(s),t.preventDefault())},r._onTouchMove=function(){this._wasTap&&(this._wasTap=!1)},r._onTouchEnd=function(e){var t=(e||e.touches[0]).target;this._wasTap&&this.containerOuter.element.contains(t)&&((t===this.containerOuter.element||t===this.containerInner.element)&&(this._isTextElement?this.input.focus():this._isSelectMultipleElement&&this.showDropdown()),e.stopPropagation()),this._wasTap=!0},r._onMouseDown=function(e){var t=e.target;if(t instanceof HTMLElement){if(Ee&&this.choiceList.element.contains(t)){var i=this.choiceList.element.firstElementChild,n=\"ltr\"===this._direction?e.offsetX>=i.offsetWidth:e.offsetX0&&this.unhighlightAll(),this.containerOuter.removeFocusState(),this.hideDropdown(!0))},r._onFocus=function(e){var t,i=this,n=e.target;this.containerOuter.element.contains(n)&&((t={}).text=function(){n===i.input.element&&i.containerOuter.addFocusState()},t[\"select-one\"]=function(){i.containerOuter.addFocusState(),n===i.input.element&&i.showDropdown(!0)},t[\"select-multiple\"]=function(){n===i.input.element&&(i.showDropdown(!0),i.containerOuter.addFocusState())},t)[this.passedElement.element.type]()},r._onBlur=function(e){var t=this,i=e.target;if(this.containerOuter.element.contains(i)&&!this._isScrollingOnIe){var n,s=this._store.activeItems.some((function(e){return e.highlighted}));((n={}).text=function(){i===t.input.element&&(t.containerOuter.removeFocusState(),s&&t.unhighlightAll(),t.hideDropdown(!0))},n[\"select-one\"]=function(){t.containerOuter.removeFocusState(),(i===t.input.element||i===t.containerOuter.element&&!t._canSearch)&&t.hideDropdown(!0)},n[\"select-multiple\"]=function(){i===t.input.element&&(t.containerOuter.removeFocusState(),t.hideDropdown(!0),s&&t.unhighlightAll())},n)[this.passedElement.element.type]()}else this._isScrollingOnIe=!1,this.input.element.focus()},r._onFormReset=function(){this._store.dispatch({type:\"RESET_TO\",state:this._initialState})},r._highlightChoice=function(e){var t=this;void 0===e&&(e=null);var i=Array.from(this.dropdown.element.querySelectorAll(\"[data-choice-selectable]\"));if(i.length){var n=e;Array.from(this.dropdown.element.querySelectorAll(\".\"+this.config.classNames.highlightedState)).forEach((function(e){e.classList.remove(t.config.classNames.highlightedState),e.setAttribute(\"aria-selected\",\"false\")})),n?this._highlightPosition=i.indexOf(n):(n=i.length>this._highlightPosition?i[this._highlightPosition]:i[i.length-1])||(n=i[0]),n.classList.add(this.config.classNames.highlightedState),n.setAttribute(\"aria-selected\",\"true\"),this.passedElement.triggerEvent(B,{el:n}),this.dropdown.isActive&&(this.input.setActiveDescendant(n.id),this.containerOuter.setActiveDescendant(n.id))}},r._addItem=function(e){var t=e.value,i=e.label,n=void 0===i?null:i,s=e.choiceId,r=void 0===s?-1:s,o=e.groupId,a=void 0===o?-1:o,c=e.customProperties,l=void 0===c?null:c,h=e.placeholder,u=void 0!==h&&h,d=e.keyCode,p=void 0===d?null:d,m=\"string\"==typeof t?t.trim():t,f=p,v=l,g=this._store.items,_=n||m,b=r||-1,y=a>=0?this._store.getGroupById(a):null,E=g?g.length+1:1;return this.config.prependValue&&(m=this.config.prependValue+m.toString()),this.config.appendValue&&(m+=this.config.appendValue.toString()),this._store.dispatch(function(e){var t=e.value,i=e.label,n=e.id,s=e.choiceId,r=e.groupId,o=e.customProperties,a=e.placeholder,c=e.keyCode;return{type:W,value:t,label:i,id:n,choiceId:s,groupId:r,customProperties:o,placeholder:a,keyCode:c}}({value:m,label:_,id:E,choiceId:b,groupId:a,customProperties:l,placeholder:u,keyCode:f})),this._isSelectOneElement&&this.removeActiveItems(E),this.passedElement.triggerEvent(K,{id:E,value:m,label:_,customProperties:v,groupValue:y&&y.value?y.value:void 0,keyCode:f}),this},r._removeItem=function(e){if(!e||!E(\"Object\",e))return this;var t=e.id,i=e.value,n=e.label,s=e.choiceId,r=e.groupId,o=r>=0?this._store.getGroupById(r):null;return this._store.dispatch(function(e,t){return{type:X,id:e,choiceId:t}}(t,s)),o&&o.value?this.passedElement.triggerEvent(R,{id:t,value:i,label:n,groupValue:o.value}):this.passedElement.triggerEvent(R,{id:t,value:i,label:n}),this},r._addChoice=function(e){var t=e.value,i=e.label,n=void 0===i?null:i,s=e.isSelected,r=void 0!==s&&s,o=e.isDisabled,a=void 0!==o&&o,c=e.groupId,l=void 0===c?-1:c,h=e.customProperties,u=void 0===h?null:h,d=e.placeholder,p=void 0!==d&&d,m=e.keyCode,f=void 0===m?null:m;if(null!=t){var v=this._store.choices,g=n||t,_=v?v.length+1:1,b=this._baseId+\"-\"+this._idNames.itemChoice+\"-\"+_;this._store.dispatch(function(e){var t=e.value,i=e.label,n=e.id,s=e.groupId,r=e.disabled,o=e.elementId,a=e.customProperties,c=e.placeholder,l=e.keyCode;return{type:V,value:t,label:i,id:n,groupId:s,disabled:r,elementId:o,customProperties:a,placeholder:c,keyCode:l}}({id:_,groupId:l,elementId:b,value:t,label:g,disabled:a,customProperties:u,placeholder:p,keyCode:f})),r&&this._addItem({value:t,label:g,choiceId:_,customProperties:u,placeholder:p,keyCode:f})}},r._addGroup=function(e){var t=this,i=e.group,n=e.id,s=e.valueKey,r=void 0===s?\"value\":s,o=e.labelKey,a=void 0===o?\"label\":o,c=E(\"Object\",i)?i.choices:Array.from(i.getElementsByTagName(\"OPTION\")),l=n||Math.floor((new Date).valueOf()*Math.random()),h=!!i.disabled&&i.disabled;c?(this._store.dispatch(_e({value:i.label,id:l,active:!0,disabled:h})),c.forEach((function(e){var i=e.disabled||e.parentNode&&e.parentNode.disabled;t._addChoice({value:e[r],label:E(\"Object\",e)?e[a]:e.innerHTML,isSelected:e.selected,isDisabled:i,groupId:l,customProperties:e.customProperties,placeholder:e.placeholder})}))):this._store.dispatch(_e({value:i.label,id:i.id,active:!1,disabled:i.disabled}))},r._getTemplate=function(e){var t;if(!e)return null;for(var i=this.config.classNames,n=arguments.length,s=new Array(n>1?n-1:0),r=1;r{n.classes(o).toggle(s.bk_active,t===e)})}}e.RadioButtonGroupView=_,_.__name__=\"RadioButtonGroupView\";class c extends a.ButtonGroup{constructor(t){super(t)}static init_RadioButtonGroup(){this.prototype.default_view=_,this.define({active:[u.Any,null]})}}e.RadioButtonGroup=c,c.__name__=\"RadioButtonGroup\",c.init_RadioButtonGroup()},\n", + " 414: function _(e,i,t){Object.defineProperty(t,\"__esModule\",{value:!0});const n=e(1),a=e(66),o=e(25),d=n.__importStar(e(19)),s=e(390),l=e(145),r=e(385);class p extends s.InputGroupView{render(){super.render();const e=a.div({class:[r.bk_input_group,this.model.inline?l.bk_inline:null]});this.el.appendChild(e);const i=o.uniqueId(),{active:t,labels:n}=this.model;for(let o=0;othis.change_active(o)),this.model.disabled&&(d.disabled=!0),o==t&&(d.checked=!0);const s=a.label({},d,a.span({},n[o]));e.appendChild(s)}}change_active(e){this.model.active=e}}t.RadioGroupView=p,p.__name__=\"RadioGroupView\";class u extends s.InputGroup{constructor(e){super(e)}static init_RadioGroup(){this.prototype.default_view=p,this.define({active:[d.Number],labels:[d.Array,[]],inline:[d.Boolean,!1]})}}t.RadioGroup=u,u.__name__=\"RadioGroup\",u.init_RadioGroup()},\n", + " 415: function _(e,t,r){Object.defineProperty(r,\"__esModule\",{value:!0});const i=e(1).__importStar(e(159)),a=e(396),n=e(8);class o extends a.AbstractRangeSliderView{}r.RangeSliderView=o,o.__name__=\"RangeSliderView\";class s extends a.AbstractSlider{constructor(e){super(e),this.behaviour=\"drag\",this.connected=[!1,!0,!1]}static init_RangeSlider(){this.prototype.default_view=o,this.override({format:\"0[.]00\"})}_formatter(e,t){return n.isString(t)?i.format(e,t):t.doFormat([e],{loc:0})[0]}}r.RangeSlider=s,s.__name__=\"RangeSlider\",s.init_RangeSlider()},\n", + " 416: function _(e,t,s){Object.defineProperty(s,\"__esModule\",{value:!0});const i=e(1),n=e(66),l=e(8),o=e(70),c=i.__importStar(e(19)),d=e(384),a=e(385);class r extends d.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.change,()=>this.render())}build_options(e){return e.map(e=>{let t,s;l.isString(e)?t=s=e:[t,s]=e;const i=this.model.value==t;return n.option({selected:i,value:t},s)})}render(){let e;if(super.render(),l.isArray(this.model.options))e=this.build_options(this.model.options);else{e=[];const t=this.model.options;for(const s in t){const i=t[s];e.push(n.optgroup({label:s},this.build_options(i)))}}this.select_el=n.select({class:a.bk_input,id:this.model.id,name:this.model.name,disabled:this.model.disabled},e),this.select_el.addEventListener(\"change\",()=>this.change_input()),this.group_el.appendChild(this.select_el)}change_input(){const e=this.select_el.value;o.logger.debug(`selectbox: value = ${e}`),this.model.value=e,super.change_input()}}s.SelectView=r,r.__name__=\"SelectView\";class u extends d.InputWidget{constructor(e){super(e)}static init_Select(){this.prototype.default_view=r,this.define({value:[c.String,\"\"],options:[c.Any,[]]})}}s.Select=u,u.__name__=\"Select\",u.init_Select()},\n", + " 417: function _(e,t,r){Object.defineProperty(r,\"__esModule\",{value:!0});const i=e(1).__importStar(e(159)),o=e(396),s=e(8);class _ extends o.AbstractSliderView{}r.SliderView=_,_.__name__=\"SliderView\";class a extends o.AbstractSlider{constructor(e){super(e),this.behaviour=\"tap\",this.connected=[!0,!1]}static init_Slider(){this.prototype.default_view=_,this.override({format:\"0[.]00\"})}_formatter(e,t){return s.isString(t)?i.format(e,t):t.doFormat([e],{loc:0})[0]}}r.Slider=a,a.__name__=\"Slider\",a.init_Slider()},\n", + " 418: function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const n=e(1),s=e(384),l=e(66),h=n.__importStar(e(19)),o=e(385),{floor:p,max:d,min:u}=Math;function r(e){return p(e)!==e?e.toFixed(16).replace(/0+$/,\"\").split(\".\")[1].length:0}class a extends s.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.low.change,()=>{const{low:e}=this.model;null!=e&&(this.input_el.min=e.toFixed(16))}),this.connect(this.model.properties.high.change,()=>{const{high:e}=this.model;null!=e&&(this.input_el.max=e.toFixed(16))}),this.connect(this.model.properties.step.change,()=>{const{step:e}=this.model;this.input_el.step=e.toFixed(16)}),this.connect(this.model.properties.value.change,()=>{const{value:e,step:t}=this.model;this.input_el.value=e.toFixed(r(t)).replace(/(\\.[0-9]*[1-9])0+$|\\.0*$/,\"$1\")}),this.connect(this.model.properties.disabled.change,()=>{this.input_el.disabled=this.model.disabled})}render(){super.render(),this.input_el=l.input({type:\"number\",class:o.bk_input,name:this.model.name,min:this.model.low,max:this.model.high,value:this.model.value,step:this.model.step,disabled:this.model.disabled}),this.input_el.addEventListener(\"change\",()=>this.change_input()),this.group_el.appendChild(this.input_el)}change_input(){if(this.input_el.value){const{step:e}=this.model;let t=Number(this.input_el.value);null!=this.model.low&&(t=d(t,this.model.low)),null!=this.model.high&&(t=u(t,this.model.high)),this.model.value=Number(t.toFixed(r(e))),super.change_input()}}}i.SpinnerView=a,a.__name__=\"SpinnerView\";class c extends s.InputWidget{constructor(e){super(e)}static init_Spinner(){this.prototype.default_view=a,this.define({value:[h.Number,0],low:[h.Number,null],high:[h.Number,null],step:[h.Number,1]})}}i.Spinner=c,c.__name__=\"Spinner\",c.init_Spinner()},\n", + " 419: function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),n=e(383),l=e(384),h=e(66),o=s.__importStar(e(19)),a=e(385);class p extends l.InputWidgetView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.name.change,()=>this.input_el.name=this.model.name||\"\"),this.connect(this.model.properties.value.change,()=>this.input_el.value=this.model.value),this.connect(this.model.properties.disabled.change,()=>this.input_el.disabled=this.model.disabled),this.connect(this.model.properties.placeholder.change,()=>this.input_el.placeholder=this.model.placeholder),this.connect(this.model.properties.rows.change,()=>this.input_el.rows=this.model.rows),this.connect(this.model.properties.cols.change,()=>this.input_el.cols=this.model.cols),this.connect(this.model.properties.max_length.change,()=>this.input_el.maxLength=this.model.max_length)}render(){super.render(),this.input_el=h.textarea({class:a.bk_input,name:this.model.name,disabled:this.model.disabled,placeholder:this.model.placeholder,cols:this.model.cols,rows:this.model.rows,maxLength:this.model.max_length}),this.input_el.textContent=this.model.value,this.input_el.addEventListener(\"change\",()=>this.change_input()),this.group_el.appendChild(this.input_el)}change_input(){this.model.value=this.input_el.value,super.change_input()}}i.TextAreaInputView=p,p.__name__=\"TextAreaInputView\";class r extends n.TextInput{constructor(e){super(e)}static init_TextAreaInput(){this.prototype.default_view=p,this.define({cols:[o.Number,20],rows:[o.Number,2],max_length:[o.Number,500]})}}i.TextAreaInput=r,r.__name__=\"TextAreaInput\",r.init_TextAreaInput()},\n", + " 420: function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1),c=e(378),o=e(66),a=s.__importStar(e(19)),n=e(145);class l extends c.AbstractButtonView{connect_signals(){super.connect_signals(),this.connect(this.model.properties.active.change,()=>this._update_active())}render(){super.render(),this._update_active()}click(){this.model.active=!this.model.active,super.click()}_update_active(){o.classes(this.button_el).toggle(n.bk_active,this.model.active)}}i.ToggleView=l,l.__name__=\"ToggleView\";class _ extends c.AbstractButton{constructor(e){super(e)}static init_Toggle(){this.prototype.default_view=l,this.define({active:[a.Boolean,!1]}),this.override({label:\"Toggle\"})}}i.Toggle=_,_.__name__=\"Toggle\",_.init_Toggle()},\n", + " }, 376, {\"models/widgets/main\":376,\"models/widgets/index\":377,\"models/widgets/abstract_button\":378,\"models/widgets/control\":379,\"models/widgets/widget\":441,\"models/widgets/abstract_icon\":381,\"models/widgets/autocomplete_input\":382,\"models/widgets/text_input\":383,\"models/widgets/input_widget\":384,\"styles/widgets/inputs\":385,\"models/widgets/button\":386,\"models/widgets/checkbox_button_group\":387,\"models/widgets/button_group\":388,\"models/widgets/checkbox_group\":389,\"models/widgets/input_group\":390,\"models/widgets/color_picker\":391,\"models/widgets/date_picker\":392,\"styles/widgets/flatpickr\":394,\"models/widgets/date_range_slider\":395,\"models/widgets/abstract_slider\":396,\"styles/widgets/sliders\":398,\"styles/widgets/nouislider\":399,\"models/widgets/date_slider\":400,\"models/widgets/div\":401,\"models/widgets/markup\":402,\"styles/clearfix\":403,\"models/widgets/dropdown\":404,\"models/widgets/file_input\":405,\"models/widgets/multiselect\":406,\"models/widgets/paragraph\":407,\"models/widgets/password_input\":408,\"models/widgets/multichoice\":409,\"styles/widgets/choices\":411,\"models/widgets/pretext\":412,\"models/widgets/radio_button_group\":413,\"models/widgets/radio_group\":414,\"models/widgets/range_slider\":415,\"models/widgets/selectbox\":416,\"models/widgets/slider\":417,\"models/widgets/spinner\":418,\"models/widgets/textarea_input\":419,\"models/widgets/toggle\":420}, {});\n", + " })\n", + "\n", + "\n", + " /* END bokeh-widgets.min.js */\n", + " },\n", + " \n", + " function(Bokeh) {\n", + " /* BEGIN bokeh-tables.min.js */\n", + " /*!\n", + " * Copyright (c) 2012 - 2020, Anaconda, Inc., and Bokeh Contributors\n", + " * All rights reserved.\n", + " * \n", + " * Redistribution and use in source and binary forms, with or without modification,\n", + " * are permitted provided that the following conditions are met:\n", + " * \n", + " * Redistributions of source code must retain the above copyright notice,\n", + " * this list of conditions and the following disclaimer.\n", + " * \n", + " * Redistributions in binary form must reproduce the above copyright notice,\n", + " * this list of conditions and the following disclaimer in the documentation\n", + " * and/or other materials provided with the distribution.\n", + " * \n", + " * Neither the name of Anaconda nor the names of any contributors\n", + " * may be used to endorse or promote products derived from this software\n", + " * without specific prior written permission.\n", + " * \n", + " * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS IS\"\n", + " * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\n", + " * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE\n", + " * ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE\n", + " * LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR\n", + " * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF\n", + " * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS\n", + " * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\n", + " * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)\n", + " * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF\n", + " * THE POSSIBILITY OF SUCH DAMAGE.\n", + " */\n", + " (function(root, factory) {\n", + " factory(root[\"Bokeh\"]);\n", + " })(this, function(Bokeh) {\n", + " var define;\n", + " return (function(modules, entry, aliases, externals) {\n", + " if (Bokeh != null) {\n", + " return Bokeh.register_plugin(modules, entry, aliases, externals);\n", + " } else {\n", + " throw new Error(\"Cannot find Bokeh. You have to load it prior to loading plugins.\");\n", + " }\n", + " })\n", + " ({\n", + " 421: function _(e,t,o){Object.defineProperty(o,\"__esModule\",{value:!0});const r=e(1).__importStar(e(422));o.Tables=r,e(7).register_models(r)},\n", + " 422: function _(a,g,r){Object.defineProperty(r,\"__esModule\",{value:!0});const e=a(1);e.__exportStar(a(423),r),e.__exportStar(a(444),r);var t=a(424);r.DataTable=t.DataTable;var o=a(447);r.TableColumn=o.TableColumn;var n=a(440);r.TableWidget=n.TableWidget;var u=a(448);r.AvgAggregator=u.AvgAggregator,r.MinAggregator=u.MinAggregator,r.MaxAggregator=u.MaxAggregator,r.SumAggregator=u.SumAggregator;var l=a(449);r.GroupingInfo=l.GroupingInfo,r.DataCube=l.DataCube},\n", + " 423: function _(e,t,i){Object.defineProperty(i,\"__esModule\",{value:!0});const s=e(1).__importStar(e(19)),r=e(66),a=e(64),n=e(69),l=e(424),u=e(442);class d extends a.DOMView{constructor(e){super(Object.assign({model:e.column.model},e)),this.args=e,this.initialize(),this.render()}get 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\n", 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pkWigFBcXk5KSQkFBgb1NqRdyCk1k5hXj6eaMfzNXy30qpSQ9t4jCYjN+Xq40c2sYkXcPDw+Cg4NxdXW9aHmDEQUhxCpgGBAInAael1Iuqah8XYgCwOFT2UxYtBUPV2fWTI8mNKDZJe+zoWI2S574bC+f70rhn9d05v5hl9V6X8cz8i4SiVPn1YOkVXN3S3tEdEQgIf6eWiQaCAkJCfj4+BAQENDorll6TiEnMvPx9XQlxL8ZTmXOz2yWJKbnkltoIsS/GS2audnJ0uohpSQ9PZ3s7GzCwy/29BuMKNSUuhIFgAOp55m4OAYvNxfWzBhEsF/TEwazWfL0F3+yZudxHhvViYdGdqyzfUspSUxXIrElLo2Y+HTScooAaNfCk0ERF8JN7Vp41tlxNXXLwYMH6dKlS+MThNxCTpzLp7mHK6EBfxWEUkoMYcgrLCHE37NBCMOhQ4fo2rXrRcu1KFSTfSeymPh+DL7NXFkzPZq2TejhJKVk1lf7+HhbMg+N7MhjozrV+/GOncmxeBEx8emcyysGoH1AMytPIoCWzT3q1RZN9Tl48OBfHjANnYzcIlLO5eHj4Ur7SgShlBKzJDEtl7yiEkIDmuHr6VppeXtT3jXTolAD/jieye2Lt+Hv7caa6dG09m38DyQpJc9/s5/lW5N4YHgHHr+qs83fBM1myeHT2ZZw07b4dM4XmACICPKyiMSgiAACvd1tapvmAo1NFM7lFnH8XB7e7i6EBXhVu9dciVmSkJZLflEJ7QOa0dyBhaGmoqBHIJWhd0gLPpwWRXpOEbe9H8OZ842zQa0UKSX//u4Ay7cmMeOKCLsIAoCTk6Brm+bcNSSc9ydHsvu5q/j2wSE8c10X2vs34+s9qTz48W4iX/qZq9/axAvf7Od/+06RmVdkc1s19ufLL79ECMGhQ4eqLPv222+Tl5f3l+WZecpDqEoQli1bxoMPPnjRMmcnwabvPmFonw5ERfajU+fOvPXWW1Xa8sorr1RZxt5oT6ECdiZmMHnpdtr4erB6ejRBPo3v7VRKySvfH+T9zQlMGxLOv67v6rCxYlOJmT9PZFnCTTsTz5FfXIIQ0LV1c0uoKSrCn+YejvvW1tBxFE/h1ltv5eTJk4wcOZIXXnih0rKlmQ8CAwMtyzLzijiekUczdxfCq/AQli1bxs6dO5k/f/5flm/fsYNHn5vNqbNp3DRsAHt27yYkpOIuq97e3uTk5FTvJA1MJhMuLrXv7aQ9hToiMsyfD6YMIDWzgInvx5CWU2hvk+oUKSWv/e8w729OYMrgMIcWBAAXZyf6hvpx/7DLWDFtIH88fxWf3RvNo1d2wtfTlRUxSdy9fCd9XvyRG+f/xqvfH2TD4TPkFprsbbqmjsnJyeH3339nyZIlrF692rK8pKSExx9/nJ49e9KrVy/mzZvHO++8Q2pqKsOHD2f48OGAejAfz8inmZsLsb+u4667pgLw7bffMnDgQPr27cuVV17J6dOnyz2+NU5CEB7oReugQIJDwzmWeByAjz76iKioKPr06cOMGTMoKSnhqaeeIj8/nz59+jBp0iQSExPp0eNCz/s5c+ZYBG7YsGE888wzDB06lLlz5zJs2DCefPJJoqKi6NSpE5s3bwZg//79luP06tWLo0ePXnL9NozOtnZiYEQAS6cMYOqy7dy+eBsf3zMIfy/H7m1QHaSUvPHjERZsjOP2QaE8f0M3hxaE8nBzcSIyzJ/IMH8eGtmRguISdidnqsF0ceks/T2BhZvicXES9Ar2tXR/7d/eD083Z3ub3yh48dv9HEg9X6f77Na2Oc/f0L3SMl999RXXXHMNnTp1wt/fn127dtGvXz8WLVpEQkICu3fvxsXFhYyMDPz9/XnzzTf59ddfCQwMJCu/GLMETzdnwgK92G3lIQwZMoSYmBiEECxevJjXX3+dN954o0qbXZydcM5Lp6iokOZtO7Bzz5+sWbOG33//HVdXV+6//35WrlzJ7NmzmT9/Pnv27AEgMTGx0v1mZmayceNGQAmWyWRi+/btfP/997z44ov8/PPPLFiwgIcffphJkyZRVFRESUlJlfZWeT6XvIdGTnSHABZPHsC0D3cYwjDQ4buhVcXc9UeZ/+sxbosK4d839mhwglAeHq7Oli6tjIL8ohJik86xNT6NLXHpLNgYz7u/xuHm7ESfkBYMMsJNfUNb4OGqRaIhsWrVKh555BEAJkyYwKpVq+jXrx8///wz9957ryXU4u/vf9F25/OLSc7IQwDhgc3+kq8rJSWF8ePHc/LkSYqKiv7St7881qxZw6+//srhw4dZsHAhPt7NWLbqf+yMjWXAgAEA5Ofn07Jlyxqf5/jx4y/6fvPNNwPQv39/i6BER0fz8ssvk5KSws0330zHjpfejVyLQjUY0jGQRZMjuefDndy+ZBsrpw3Ct1nDjFvP/+Uob/98lHH9g3n5pp6NNkeRp5szQzoGMqSjiiPnFJrYkZhBjNG7af4vR3ln/VHcXZzo397P0rupV3AL3Fx0VLU6VPVGXx+kp6fzyy+/sG/fPoQQlJSUIITg9ddfR0pZ4QtOTkEx2YV5eLg64eQkcHZS19h6ZPbMmTN57LHHuPHGG9mwYUOVbRWgHtzz589n69atXH/99fxxzbU4Cbj+5gnMfeN1vNwrfsS6uLhgNpst38uOEvfyuji7gru7atd0dnbGZFJh0YkTJzJw4EDWrl3L1VdfzeLFixkxYkSVdleGvvurydBOQSy8oz+HT2Uzeek2zhcU29ukGvN/G+KY8+MRbu7bjtm39Gq0glAe3u4uDO/ckqev68o3Dw5h93NXsXhyJLcPak9mXjFv/nyEsQu20vvFH7ljyTbe23CM3cnnMJWYq965xmZ89tlnTJ48maSkJBITEzl+/Djh4eH89ttvXHXVVSxYsMDywMzIyADAy9ubg8fP4OHiRHiAF61ateLgwYOYzWa+/PJLy76zsrJo106lyP7www9rZFd0dDR33HEH782fx7gbr+Xn778m9lAiuYUmMjIySEpSmapdXV0pLlbPjlatWnHmzBnS09MpLCzku+++q3F9xMfHExERwUMPPcSNN97I3r17a7yPsmhPoQYM79KS/5vUn3s/iuXOpdtZflcUPg2kp8v7m+J57X+HGNOnLf8d17vJp7r29XTlym6tuLJbK0D1V9+WkG4ZJ/H6/1TKZG93FwaE+TG4QyDRHQLo2qZ5k687e7Jq1Sqeeuqpi5bdcsstfPzxx8ybN48jR47Qq1cvXF1dueeee5hy9wxuHD+ZByaPI7RdOzZs+JXZs2czevRoQkJC6NGjh6U30AsvvMC4ceNo164dgwYNIiEhoUa2Pfnkk/Tr149nnnmGl196iRmTbqakpAQvT3f+7733aN++PdOnT6dXr17069ePlStX8txzzzFw4EDCw8Pp0qVLjetjzZo1fPTRR7i6utK6dWuee+65Gu+jLA7XJVUIcQ0wF3AGFkspZ1dUtj67pFbG//ad4oGPd9E3pAUf3hVVqYvoCCz9LYF/f3eA63u1Ye74PnqCnGqQllNoyf66NT6deCNNeHMPFwZGBFjCTZ1bNa004Y7SJbU65BSaSEzLxc3FiYhAL5vf90UmM/FpOZSYJRGBXnjaKYlegx7RLIRwBo4Ao4AUYAdwm5TyQHnl7SUKAGv3nuSh1bvp396PZVMHOGzWxOVbE3nu6/1c07018yb2xVULQq04fb6AmPh0thxTIpGcoQZD+Xu5MTDcn+gOKgtsh6DGnSa8oYhCbqGJhLRcXJ2diAjystt9X2QqIf5sLiVSEhHobZeebzUVBUd7kkUBx6SU8QBCiNXAGKBcUbAn1/dqg8ls5tE1e5i2bCdLpwxwuK6OK7cl8dzX+7myayveuU0LwqXQqrkHY/q0s0zLeKI0TbiRt2ndvlMABPm4q+R+hicRFtCsUYuEI+IoggDg5uJMeJAX8WdzSUjLITzIG08H7+3maKLQDjhu9T0FGGhdoC6m46wrxvRph1lKHvvkD+5ZvpPFd0Y6TPfGNTuSmfXlPkZ0acm7k/rqHjV1TLsWnoztH8zY/sFIKTmekW+ZkW5LXDrf/pEKQOvmHpbR1tEdAgjxb/jZdyvr5WNv8opUyMgRBKEUdxdnIgK9iE/LJeFsLhFBXjZ7TtQmEuRoolDenXbRWUkpFwGLQIWPbGFUZfy9bzCmEsk/P9/LjBWxLLyjv92F4bPYFJ764k+GdgrivUn9cHdxDKFqrAghCA1oRmhAKOMHhCKlJD4t19IesenIWb7cfQJQYjK4w4U04W18G1YmXg8PD9LT0x1yPoW8IuUhODurUcaOIAiluLsqYYhLyyXeRsJQOp+Ch0fNkno6miikANaJQ4KBVDvZUm3GRYZQYpY89cWf3L9yF/93u/0exF/uTuGJz/7gbx0CHUKgmiJCCDoEedMhyJvbB7VHSsnRMzmWcNNPB0/zaWwKAGEBzSzZX6M7BNDSx7Gz8gYHB5OSksLZs2ftbcpFFJeYOZtdiJMQBPq4E3fOsQSrFFOJmbScIk4lQ5C3W703fpfOvFYTHK2h2QXV0DwSOIFqaJ4opdxfXnl7NjSXx8ptScz6ch+jurXi3Yn9bB6y+eaPVB5ZvZuB4QEO2cahUZjNkoOnzlvaI7YlZJBtpAnvEORlNFoHMigioFGkValvDp48z8T3Y2jm5sLq6YMcPkR35HQ2ty2KwdXZiTUzBtE+wPZTADeY3kcAQojrgLdRXVKXSilfrqiso4kC2K+3z/d/nmTmKsfvDaX5KyVmyf7ULEu4aUdCBrlFKodNl9Y+Fi9iUHhAgx1JX18cMeZYd7PjA7Y2lAqZp6sza2ZE21zIGpQo1ARHFAWAJb8l8B8bjgv4375TPPjxLvo0kHETmsopLk0TboSbdiZlUFBsRgjo1qY50REBDL4sgAFh/g1m8GR9cOyMEgQnIVgzI5rwwIYhCKXsT81i4vvb8PFQHo4tpwDWomAH3t8Uz8vfH2RMn7a8eWufehsF+/OB09y3MpYe7Xwb1AhrTfUpNJXwx/FSTyKNXcmZFJnMODsJerTztfRsGhDm12Q8xLizOUxYFIOUsGbGIDoEedvbpFrxZ0oWExfH4NfMjTUzBtms44EWBTvx3oZjvP6/w9zct129pJb49dAZZqyIpWsbH1bcPVBPLtNEKCguYVfyOUtyvz3HMykukbg4CXqHtLCIRP/2fo2yo0FiWi7jF23FVCJZPX0QHVv52NukS2LP8UzuWLyNAG831syIppUN5iTXomBH5q0/yhs/HWFc/2Beq8MkdBuPnOWe5Tvp1Mq7QWdt1Vw6eUUmdiaes8xK9+eJLErMUqUJD22husBGBNAntEWD756cnJ7H+EVbKTSZWXXPIDq3btiCUEps0jkmL9lGq+YerJ4+iJb1LAxaFOzMWz8dYe76o9wWFVIn6ap/P5bGXct20CHIu1HM76CpW7ILii8SiX2pWUgJHq5/TRPuSH35q+J4Rh4TFsWQW2Ti47sH0a1tc3ubVKfsSMzgzqXbadvCk1X3DKrXKYC1KNgZKSVzfjzMu7+qmc7+M6b2E9tsjUtn6rLthAV4NZqZ4DT1S1ZescoAa4jEoVPZADRzcyYyzN/iSXRv29xhkyWmZuYzftFWsvKK+fieQfRo52tvk+qFbfHpTPlgB6H+zfj4noEEeNePMGhRcACklMz+3yEWboxnyuCwWk2BuT1BvUkE+3myavogAuvphtE0bjJyi9gWf0Ekjp5RqaN93F2IMpL7DYoIoFub5g6RAfZUVgHjF20lI7eIlXcPpFdwC3ubVK9sOZbG1GU7CA/0YtU9g/Crhxc/LQoOgpSSl9YeZMlvCUwbEs6/ru9abWGITcrgjiXbaePrwerp0fXqWmqaFmezjTThhkgkpKk04b6erpYMsNEdAujU0vZpws+cL2D8ohjOZheyYloUfUP9bHp8e7H56FmmfbiTji29+fjuum8z1KLgQEgpefHbAyzbksiMKyJ46touVQrD7uRz3LFkO0E+7qyxQSOUpmlzKqvAktxva3w6xzPyAZUmPDoiwDK/dYcgr3rNf3Q2u5AJi7ZyKquA5dOi6N/ev+qNGhEbDp9h+vJYurTxYcW0gfh61p0waFFwMKSUPPv1Pj6KSaLCa38AACAASURBVOb+YR144urOFf64/jieye2Lt+Hv7caa6dG09tWCoLEtKefyLAIRE5dOapaaS7hlaZpwQyTa12Ga8LScQm5bFEPKuXw+vCuKqPCmJQil/HLoNDNWxNKtrS8rpkXVWbdzLQoOiNksmfXVn6zafpyHRnbksVGd/lJm34ksJr4fQ3NPV9bMiKZdi4aVUVPT+JBSkpSeZwk1bY1P52x2IQBtfC9OE17bEboZuUVMfD+GxPRcPpgSRXSHgLo8hQbHj/tPcf/KXfQK9mX5tIF410HGAi0KDorZLHny8718GpvCY6M68dDIjpZ1B1LPM3FxDF4NJMmXpmkipSTubK7Fi4iJTyc9twiAEH9Pi0BERwRWy8vNzCti4vvbiDubw9IpA/jbZYH1fQoNgnV/nuTBVbvpF9qCZVMvPZVNgxAFIcQ44AWgKxAlpazyad/QRQFUMrQnPvuDL3ad4ImrO/PA8Ms4dOo8ty2KwcPVmTXTowkN0IKgaRiYzSpN+JY41SaxLSGDrPxiAMIDvS4KN5XtLJGVV8ykJTEcOZ3D4smRXNEpyB6n4LB8tzeVh1btJircnw+mRF1SFuSGIgpdATOwEHi8qYgCKGF47JM9fL0nlbuHhPPl7hO4OAvWTI8mrIEl+dJorDGbJQdOnle9m+LS2Z6QQXahShPesaW3RSC6t/Vl5qpdHDyZzcI7+jO8S0s7W+6YfL3nBI+u2UN0hwCW3Dmg1mlMGoQolCKE2EATEwVQk288vGYPa/eeJMjHndXTG26SL42mIkwlZvannmdrvJq2dGdiBnlGmnBXZ8H/TerPld1a2dlKx+aLXSn849M/uLxjEMumDKhVN+HKRKHBpVR0pDma6xIXZyfeHt+HfqF+jOjSssGlAdZoqoOLsxO9Q1rQO6QF9w7tQHGJmb0pmexIPEffkBYMjGjajcrV4eZ+wZjMErNZ1su4EZt6CkKIn4HW5ayaJaX82iizgSboKWg0Go2tcBhPQUp5ZV3uLzY2Nk0IkXQJuwgE0urKnjpE21UztF01Q9tVMxqjXe0rWtHgwkfWSCkvqXuCEGJnRWppT7RdNUPbVTO0XTWjqdnlMCkRhRB/F0KkANHAWiHED/a2SaPRaJoaDuMpSCm/BL60tx0ajUbTlHEYT8FOLLK3ARWg7aoZ2q6aoe2qGU3KLocbp6DRaDQa+9HUPQWNRqPRWOFQoiCEWCqEOCOE2GdvWzQajaYp4lDhIyHEFUAOsFxK2aOq8oGBgTIsLKze7dJoNJrGRGxsbFpFXfodpvcRgJRykxAirLrlw8LCqNWIZlMhrHsS/vYw+IfXfHuNRlM3lJggdTck/Qa5jjg+zIHxC4Ooe2q1aWWDfh1KFKpDneQ+yjwO+7+EYz/D1O+hRePJoaTRODTmEji1FxI2Q+JmSNoCRTlqnZtOAFkjQqJqLQqV4VDhIwDDU/iuOuGjS8p9lLoHlt8IHi2UMPgG124/Go2mYsxmOLPfSgR+h4IstS6wE4RdDuGXQ/sh4K3nT7AVDpP7yKFo2wfu+BKW3wTLRithaN7W3lZpNA0bKeHsYUjYBImbIPF3yM9Q6/zCodsYCLsCwoZA8zb2tVVTLk1XFADa9Yfbv4AVf78gDD7lJXHVaDTlIiWkxykBSNgMib9B7hm1zjcEOl97wRuowBsvLi4mJSWFgoICGxreNPDw8CA4OBhXV9dqb+NQoiCEWAUMAwKNPEjPSymX1OtBQwbA7Z/Bipvhwxtgylrw1rM+aTQVci5ReQKlIaHsk2q5TxuIGKYEIOxy1RAqqs73n5KSgo+PD2FhYYhqlNdUDykl6enppKSkEB5e/Q41DiUKUsrb7HLg0EEw6VNYOVYJw53f6fimRlNKVsoFAUjYDFnJarlX0AUvIOwKCOhQLREoS0FBgRaEekAIQUBAAGfPnq3Rdg4lCnYl7G8wcQ2svBWWj4E7vwUvPQuUpgmSfcoQAcMbOJeglnv6KRH420Pqf1DnWolAeWhBqB9qU69aFKwJvwJuWwUfj4cVY2DyN9DM395WaTT1S26a4QUYIpB+VC1391UvS1HTlTfQsjs4OVQSBE09oEWhLB2Gw4SPYfVtsOImmPy1ekPSaBoLeRmqa2hpSOjMAbXczRvaD4Z+k5UItO4FTs72tVVjc7QolEfHK2H8R7B6kmqAnvwVePja2yqNpnYUZKlBYqUhoVP7AAkunqo9redY1SbQtg84V7+XSmPC29ubnJycS9rHzp07Wb58Oe+88w4bNmzAzc2NwYMH15GFVTNs2DDmzJlDZOSlTcamRaEiOl0Nty6HT+6Aj25RXVc9mtvbKo2magpzIDnmQpvAyT0gzeDsrkbBDn9GtQm06w8ubva2ttEQGRlpeSBv2LABb2/vSxYFk8mEi4ttH9NaFCqjy3Uw9gP4dAqsHAe3fw7ueii+xsEoyoPj2y70DkrdBWYTOLlCcCRc8YQSgeAB4Ophb2srZ91TcOrPut1n655w7ewab7Znzx7uvfde8vLy6NChA0uXLsXPz48dO3Ywbdo0vLy8GDJkCOvWrWPfvn1s2LCBOXPmMH/+fBYsWICzszMfffQR8+bN4/LLL//L/qdMmYKHhwf79+/n9OnTvPnmm4wePZply5axdu1aCgoKyM3N5dtvv2XmzJn8+eefmEwmXnjhBcaMGUN+fj5Tp07lwIEDdO3alfz8/LqoLS0KVdLtRhi7BD6bBh/fqrquunnZ2ypNU8ZUCCk7lAAkbIITO6GkCIQztOsHgx9SbQIhA/W9eglMnjyZefPmMXToUJ577jlefPFF3n77baZOncqiRYsYPHgwTz311F+2CwsL495778Xb25vHH3+80mMkJiayceNG4uLiGD58OMeOHQNg69at7N27F39/f5555hlGjBjB0qVLyczMJCoqiiuvvJKFCxfSrFkz9u7dy969e+nXr1+dnLcWherQ/e8qkdcX96ieSRM/Abdm9rZK01QwFam3/9I2gePbwVQAwkk1Bg+8V/WcCx0E7j72tvbSqMUbfX2QlZVFZmYmQ4cOBeDOO+9k3LhxZGZmkp2dbQkLTZw4ke+++67Wx7n11ltxcnKiY8eOREREcOjQIQBGjRqFv7/q+fjjjz/yzTffMGfOHECN60hOTmbTpk089NBDAPTq1YtevXrV2g5rtChUl55jlUv+5b2weiLcttrxXXFNw6TEBCf/gISNKiSUHAPFeWpdq54QeZcKB7UfDJ4t7GtrE6OuE4iWHUdQ+t3L64KHJ6Xk888/p3PnzlVuXxfoTsc1ofcEGPMuxG+ANZOUG6/RXCrmEpW1d8s8NXjytTBYPALWvwjnT0Lf2+HWFfDPBLjvN7jmVdXepQWh3vD19cXPz4/NmzcDsGLFCoYOHYqfnx8+Pj7ExMQAsHr16nK39/HxITs7u8rjfPrpp5jNZuLi4oiPjy/3wX/11Vczb948iyDt3r0bgCuuuIKVK1cCsG/fPvbu3VvzEy0Hh/MUhBDXAHMBZ2CxlNIx/MlS+k5SHsO3D8GaO2D8CnBxt7dVmoaE2azGBpQ2DCf9diGddMBlyisNv0J5Azrdik3Iy8sjOPhCwr7HHnuMDz/80NLQHBERwQcffADAkiVLuOeee/Dy8mLYsGH4+v61u/oNN9zA2LFj+frrrytsaAbo3LkzQ4cO5fTp0yxYsAAPj79GH5599lkeeeQRevXqhZSSsLAwvvvuO+677z6mTp1Kr1696NOnD1FRUXVSFw41n4IQwhk4AowCUoAdwG1SygPllb+k+RQulR1LYO1j0Pl6uPXDJtu/W1MNpIS0I0Y6aSOTaF66WucXZuQPKk0n3fTStx88eJCuXbva24xqk5OTg7e36oU4e/ZsTp48ydy5c2u8nylTpjB69GjGjh1b1yZeRHn125DmU4gCjkkp4wGEEKuBMUC5omBXBkxTbv+6J+Czu2DsUi0MGoWUkBF/sQjknFbrmgdDx6sueAItQuxrq6bGrF27lldffRWTyUT79u1ZtmyZvU2qUxxNFNoBx62+pwAD7WRL1QycrkJJPzyteibdvBicHa1KNTbhXNLF+YOyU9Vy79YXBCD8cjXRjE7+1qAZP34848ePr3b5l19+mU8//fSiZePGjXNYMXG0J1h5v5aL4lt1MkdzXRJ9vxKGn54FJxf4+0KdL6YpkHXiQptA4ibINNJJNwu8MJ9A+BWqjUCLQJVIKRttptRZs2Yxa9Ysuxy7Ns0DjiYKKYC1Px0MpFoXkFIuAhaBalOwnWmV8LeHwFwM6/+tBhDd9J4WhsZG9ukLnkDiZhUeApUssf3fIPpBJQJBXbQI1BAPDw/S09MJCAhotMJgD0on2Smv8boyHE0UdgAdhRDhwAlgAjDRviZVk8v/odoYfn1ZeQw3ztNphhsyuelGe4DhDaQdVsvdmysRGHC38gZa9dDX+RIJDg4mJSWlxpPBaKqmdDrOmuBQoiClNAkhHgR+QHVJXSql3G9ns6rP0H+qUNLG15SnMPpt/cBoKOSfU5PMl4rAGeO2c/WC9tGqK3LY5dCmt/YC6xhXV9caTRepqV8cShQApJTfA9/b245aM+xpKCmG395UHsP1b+hwgiNScB6StxoNw5uMJGyl6aQHQo9nVTiobV/dq0zTpHA4UWjwCAEjn1Mew5Z3lDBc+5oWBntTlGuIgBESSt0DsuRCOulhT6sG4nb99WBETZNGi0J9IASM+rdqY4h5VwnD1S9rYbAlxfkqnXSpCJyINdJJu0C7SLj8MRUOCokCV097W6vROAxaFOoLIZQQmE2GMDgrodDCUD+YCiFl54U2gZTtF9JJt+0Lg2cqEQgdpNNJazSVoEWhPhFChY5KQ0nOrjDiWS0MdUFJMZzYdWF2sePbwZQPCGjTy5hsfqgSAT1jnkZTbbQo1DdCwHVzlDBsfkPNhjX8aXtb1fAoMcGpPy6Eg5K2QnGuWteqB/SfotoE2g9WYwc0Gk2t0KJgC5ycVPdUcwlsnK1CSUP/aW+rHBuzGU7/aSUCW6DwvFoX2Bn6TDREYAh4BdjXVo2mEaFFwVY4OcGN7yiPoXSA2+WP2dsqx0FKOHPw4iRyBZlqnX8H6HGzahMIuxx8WtnXVo2mEaNFwZY4GSkwZImaQMXJRaXIaIpICWlHL7QJJP4GeWlqXYv20HU0hBnppH3b2ddWjaYJoUXB1jg5w00LLk6iF32/va2qf0rTSVuSyP0GOafUuubt4LIrLySS82tvX1s1miaMFgV74OwCN79/Ie22k4tKw93YyEy+0CaQsBnOp6jl3q0upJIOuxz8I3SPLI3GQdCiYC+cXeGWpfDpnWqiHidnNXFPQ+Z86oVU0gmbITNJLW8WoMJA4Y+qkFBgRy0CGo2D4jCiIIQYB7wAdAWipJR2mmfThri4wbhlaq7ntY8pj6H/nfa2qvrknLngBSRsgow4tdyjhRKBQfcrbyCoq04MqNE0EBxGFIB9wM3AQnsbYlNc3OHW5bBmEnz7sBKGvpPsbVX55GVYtQlshrOH1HI3Hwj7G0TepUSgVQ+dSVSjaaA4jChIKQ8CTXOSDVcPGP8RrJoAXz+gBrk5Wj2UFF8IB7l6qZHCvSeocFCb3noaUo2mkdDgfskONx1nXeHqCRNWqTEM2SftbU05COh3hxKBdv10OmmNppFiU1EQQvwMtC5n1Swp5dfV2YdDTsdZV7g1U0n0NBqNxk7YVBSklFfW5f5iY2PThBBJl7CLQCCtruypQ7RdNUPbVTO0XTWjMdpV4WCgBhc+skZKGXQp2wshdkopI+vKnrpC21UztF01Q9tVM5qaXQ7TT1AI8XchRAoQDawVQvxgb5s0Go2mqeEwnoKU8kvgS3vbodFoNE0Zh/EU7MQiextQAdqumqHtqhnarprRpOwSUjauDjwajUajqT1N3VPQaDQajRVaFDQajUZjwWEammtDYGCgDAsLs7cZGo1G06CIjY1Nq6hLf4MWhbCwMHbubPzJVO1NsbmYHxJ/wNXJlS7+XQjxCcFJaCdTo2moVDbot0GLgqb+2X1mN/+J+Q9Hzx21LPN08aSzX2c6+6u/Ln5duMzvMjxdPO1oqUajqQu0KGjKJbMgk7d2vcUXR7+gtVdr3hr2Fu2823Eo4xCHzx3mUMYh1savZc3hNQA4CSfCmocpkfDvQhe/LnT270yAZ4Cdz0Sj0dQELQqaizBLM18f+5o3Y98kpyiHqd2ncm/ve2nm2gyArgFdLWWllJzIOcHhjMMcOneIQxmH2HNmD+sS1lnKBHkGWYSi1KsIbR6qw08ajYNiE1EQQoQAy1EZUs3AIinl3DJlhgFfAwnGoi+klP+2hX0axZFzR3gp5iV2n9lNv5b9+Negf9HRr2OF5YUQBPsEE+wTzMj2Iy3LswqzlFBYeRUxqTGYpAlQ4adOfp0uEgodftJoHAObDF4TQrQB2kgpdwkhfIBY4CYp5QGrMsOAx6WUo6u738jISKkbmi+dvOI8FvyxgOUHluPj5sNj/R9jzGVj6vRtvqikiLjMuIuE4nDGYXKKcwAdftJobIkQIraiZHo28RSklCeBk8bnbCHEQaAdcKDSDTX1ipSSX47/wuztszmVe4qbO97Mo/0epYVHizo/lpuzG10Duurwk6ZBkZafhotwqZffhKNi8zQXQogwYBPQQ0p53mr5MOBzIAVIRXkN+8vZ3nrmtf5JSZcynULT5UTOCV7d9iobUzbS0a8jzw56lr4t+9rbLKD88FN8ZrwOP2lsRr4pn6X7lvLBvg/wcfNh/oj5dA/sbm+z6ozKPAWbioIQwhvYCLwspfyizLrmgFlKmSOEuA6YK6WsOKCNDh/VhuKSYj488CEL/1iIEIIH+jzAxK4TcXVy7Ok1dfhJYwuklPyY9CNzds7hVO4prmp/FfvT95Oen87sy2df1HbWkHEIURBCuALfAT9IKd+sRvlEIFJKWeHMQloUasaOUzt4KeYl4rPiGRk6kqeinqK1V3mzozYMygs/Hc44zMncC3Nc6/CTprocOXeE2dtns+PUDjr5deLpqKeJbB1JWn4aD//yMH+m/cmj/R9lSvcpCCHsbe4lYXdREKoGPwQypJSPVFCmNXBaSimFEFHAZ0B7WYmBWhSqR3p+Om/Gvsk3cd/Qzrsdzwx8hiuCr7C3WfWGDj9pakJWYRbv7XmPNYfX4O3mzcw+M7ml0y24OF1oci0wFTDrt1n8mPQjt3S8hVmDZjm8d10ZjiAKQ4DNwJ+oLqkAzwChAFLKBUKIB4H7ABOQDzwmpdxS2X4vRRQOZRyik1+nRv3GaJZmPjvyGXN3zSXPlMfU7lO5p9c9TfLhp8NPmrKUmEv44tgXvLPrHc4XnWdcp3E82OfBChuVzdLM/N3zef/P9xnUZhBvDHuD5m7NbWx13WB3UagvaisKJ3NOctXnVxHoGcjwkOGMDB1JVOsoXJ0brvKX5VDGIf6z9T/sTdvLgNYD+NfAfxHRIsLeZjkUUkpSc1MtAlH6PzU31VJGh58aJ7vP7ObVba9yMOMg/Vv15+mop+ns37la23517Cte3PoioT6hvDvyXYJ9guvZ2rpHi0IZ8orz+PX4r6xPXs9vJ34j35SPj6sPlwdfzsjQkQxpN8QygrehkVOUw7t73uXjQx/Twr0Fj0c+zuiI0Q0+BmpLsgqzOHLuCIcyLrRTxGXG6fBTI+B07mne2vUWa+PX0qpZKx6PfJyrw66u8e9jx6kdPPLrI7g4uTB3+Fz6tOxTTxbXD1oUKqHAVEDMyRjWJ69nw/ENZBZm4ubkxuC2gxkROoJhIcPw8/CrI4vrDyklPyT9wH+3/5ez+We5tfOtzOw7E193X3ub1igoKikiPiv+L15FdnE2oMNPjk5RSRHLDyxn0d5FlJhLmNJjCtN6TLukl7+ErAQeWP8Ap3NP8/KQl7km/Jo6tLh+0aJQTUxmE7vP7OaX5F9Yn7yek7kncRJO9G/Vn5GhIxkRMoI23m3q7Hh1RfL5ZF7Z9gq/p/5OV/+uPDvoWXoG9bS3WY0eHX5qGGxK2cRr218jOTuZESEjeHzA44T4hNTJvs8VnOORXx9h15ldzOw7k3t63tMgvHItCrVASsnBjIOsT17PL8m/cCzzGADdAroxMnQkI0NHEuEbYdcboKikiCX7lrB472JcnV2Z2Xcm4zuPv6jXhMb26PCTY5CYlchrO17jtxO/Ee4bzlMDnmJwu8F1fpyikiKe3/I838V/x40dbuSF6Bccvn1Si0IdkHQ+ifXJ61mfvJ69Z/cCENY8jOGhqqG6Z2BPm779bU3dysvbXibpfBLXhF3DEwOeoGWzljY7vqZm6PCT7cgtzmXh3oWsOLACd2d37ut9X70P0JRSsmDvAt7b8x6RrSJ5e/jbDh261aJQx5zJO8OvyaqhesepHZikiZaeLRkeOpwRoSMY0HpAvd2AZ/PO8t8d/2Vd4jpCfUKZNXBWvbz9aOqf2oafQnxCcHZytqPljolZmlkbv5Y3Y98kLT+Nmy67iYf7PUygZ6DNbFgbv5Znf3+Wtt5teXfku7Rv3t5mx64JWhTqkazCLDalbOKX5F/4PfV31ZPJzYehwUMZGTqSwW0H10lPphJzCWsOr2He7nkUlhRyd8+7mdZzGu7O7nVwFhpHQoefas7+tP28uv1V4jPi+cdl/+Ay78twc3aziy1FJUVkFGQA4O/hbzc7ADw8PAgODsbV9eKXVIcQBSHENcBcwBlYLKWcXWa9MNZfB+QBU6SUuyrbpyOIgjUFpgK2pG5hffJ6NqZsJKswCw9nD6LbRjMydCTDQobVyqXcn7aff8f8mwPpB4huE82sQbMc9g1EUz/UJvzUyb+TTd+S7UF6fjrzds/ji6Nf4Ofhx+zus+nYuiMBAQF2b+9LOp9EsbmYtl5t7ZJlVUpJeno62dnZhIeHX7TO7qIghHAGjgCjUFlQdwC3lZlP4TpgJkoUBqIS4g2sbL+OJgrWmMwmdp3exc/JP/NL8i+czjuNs3AmslUkI0JHMCJ0RJV5h84XneedXe/wyeFPCPQM5J8D/lmrPtWaxklNwk+d/S6EoEJ9Qht8+KnYXMyaQ2t4b8975JvymdR1EjN6zyAlLoUuXbo4xG/EZDaRkp1CbnEuQc2CCPIMsrldUkoOHTpE165dL1ruCKIQDbwgpbza+P40gJTyVasyC4ENUspVxvfDwDBjLoZycWRRsEZKyYH0A5aG6viseAB6BPRgZPuRjAgdQYRvxEXl1yasZc6OOZwrPMdtXW7jgT4P4OPmY69T0DQgqhN+6ujX0dKY3cW/Cx39OjaY8FPMyRhmb5tNXFYcg9sO5smoJy2/n4MHD/7lAWhPzNLMydyTZBZk4uvuS1vvtjbvjlxendh9kh3UhDrHrb6noLyBqsq0w5icpyEjhKB7YHe6B3bnoX4PkZCVYOnqOnfXXObumku4bzgjQ0fSr2U/Ptz/IdtObaNHQA/eu/I9ugV0s/cpaBoQvu6+DGg9gAGtB1iWlRd+Wpewjk+OfAKo8FP75u0vEorO/p0dKvx0IucEc3bM4efknwn2Duad4e8wLGSYQ3gFFeEknGjr1RY3JzfO5J2h2FxMiE+IQ3cbt5Vl5V21si5KdcqUnWTn0i2zA+G+4dzd827u7nk3p3JPWVJufLDvAxbLxfi4+vCvgf9ibKexDd7N1zgGbs5uqq3Bv4tlWdnw0+GMw+xN28u6xAsz3wV6Bloas+0Vfso35fPBvg9Yum8pTsKJh/o+xOTukx22k4WzszM9e/bEZDIRHh7OihUrCGoRhJuzGydyThCfFU97n/a4uyj7v/rqKzp16kS3bo7x8mcrUUgBrIcQBqNmV6tpGaSUi4BFoMJHdWum7Wnt1ZrbutzGbV1uI6swi12nd9EzqKdDvaFpGidCCNp5t6OddztGhl6YPKY0/GSdfvzDkx9iMts2/CSl5Kekn5izcw4nc09ybfi1PNb/MYefA8TT05M9e/YAcOedd/Luu+8ya9YsfN19cXVyJTk7mfiseEJ8QvB28+arr75i9OjRNRIFk8mEi0v9PL5tJQo7gI5CiHDgBDABmFimzDfAg0KI1ajQUlZl7QmNEV93X4aHDre3GZomTnnhp+KSYkv4qVQo1iXWX/jp6LmjzN4+m+2nttPZrzOvDHmFyNblhsAr5LXtr3Eo41Ctjl8RXfy78GTUk9UuHx0dzd69arBrXFwcDzzwAGfOnsHZzZnn33welwIXvvnmGzZu3MhLL73E559/zrRp05gzZw6RkZGkpaURGRlJYmIiy5YtY+3atRQUFJCbm8vkyZP55ptvyMvLIy4ujr///e+8/vrrl3yONhEFKaXJmC/hB1SX1KVSyv1CiHuN9QuA71E9j46huqROtYVtGo2malydXVUvJv/OjGEMoN7kT+aevKid4lLDT2UnvHl20LPc0vGWBhlGLSkpYf369UybNg2A6dOns2DBAjp27MiWrVt4/MnHef+L9xl13SjGjhnLuHHjqtzn1q1b2bt3L/7+/ixbtow9e/awe/du3N3d6dy5MzNnziQk5NLyOtmstUNK+T3qwW+9bIHVZwk8YCt7NBrNpSGEoK13W9p6t2VE6AjL8tqEnzq06MD3Cd9fNOHNpWb5rckbfV2Sn59Pnz59SExMpH///owaNYqcnBy2bNly0YO/sLAQPw8/Ck2FpBekY5bmKnsmjRo1Cn9/f8v3kSNH4uur6qhbt24kJSU1HFHQaDRNg9qEn0qp6YQ3jkhpm0JWVhajR4/m3XffZcqUKbRo0cLS1lCKlBIPVw/yi/NJzEokpHkILi4umM1qgsqCgoKLynt5eV303d39QmO7s7MzJpPpku3XoqDRaOqdKsNP5w5zWYvLuDL0SofuYloTfH19eeeddxgzZgz33Xcf4eHhfPrpp4wbNw4pJXv37qV3794EtQjC3eROYUkhCZkJhISGEBsbS1RUFJ999pnN7dZJ3TUajV0oDT+NCB3Bfb3vkhz6UAAAIABJREFUY1T7UY1GEErp27cvvXv3ZvXq1axcuZIlS5bQu3dvunfvztdffw3AhAkTmP/2fCaMnEBSQhJjp4/l3ffeZfDgwaSlpdncZp0QT6PRNBocbURzTSkuKSY5O5kCUwFtvNvg7+Ff9UZVUNMRzdpT0Gg0GgfB1dmVsOZheLt5czLnJKdyT2HrF3ctChqNRuNAODs5E+oTir+nP+n56RzPPk6JucRmx9eioNFoGhUNOSReihCCNl5taO3VmuyibBLPJ1JcUlzj/dSmLrQoaDSaRoOHhwfp6emNQhgAAjwDCG0eaklomG/Kr/a2pfMpeHh41OiY9d4lVQjxX+AGoAiIA6ZKKTPLKZcIZAMlgKmiRhCNRqOpiODgYFJSUjh79qy9TalTis3FZBRkcEKewM/dDw+X6j3oS2deqwm2GKfwE/C0keriNeBpoKKhhsOllLbvg6XRaBoFrq6uf5llrLFwNu8sD/7yIIcyDvFE5BNM6jqpXrrw1nv4SEr5o5SydJhdDCr7qUaj0WhqQFCzID64+gOGhwzntR2v8cq2VzBLc50fx9ZtCncB6ypYJ4EfhRCxxpwJ5SKEmC6E2CmE2NnYXESNRqOpjGauzXhz2JtM6T4FFyeXepnFrU4GrwkhfgbKS3I+S0r5tVFmFhAJ3CzLOagQoq2UMlUI0RIVcpoppdxU2XH14DWNRtNUkVLWOnzkCHM03wncC4yUUuZVo/wLQI6Uck4V5c4CSZdgWiDgiG0Y2q6aoe2qGdqumtEY7WovpQwqb4Uteh9dg2pYHlqRIAghvAAnKWW28fkq4N9V7buik6qBbTsdsZeTtqtmaLtqhrarZjQ1u2zRpjAf8AF+EkLsEUIsABUuEkKUzq/QCvhNCPEHsB1YK6X8nw1s02g0Go0V9e4pSCkvq2B5KmqmNaSU8UDv+rZFo9FoNJXT1Ec0L7K3ARWg7aoZ2q6aoe2qGU3KrgadOluj0Wg0dUtT9xQ0Go1GY4VNREEIESKE+FUIcVAIsV8I8XA5ZYYJIbKMxug9QojnbGGbRqPRaC5gqzmaTcA/pJS7hBA+QKwQ4icp5YEy5TZLKUdXd6eBgYEyLCysLu3UaDSaRk9sbGya3cYpAEgpTwInjc/ZQoiDQDugrCjUiLCwMPSIZo1GU1/k79+Pk2cz3CMaV5I9IUSFg35t3qYghAgD+gLbylkdLYT4QwixTgjRvYLtde4jjUZTrxSfOUPqk0+SeMtYEm65hexffrW3STbDpqIghPAGPgcekVKeL7N6F2rodW9gHvBVefuQUi6SUkZKKSODgi5pQLNGo9FchCwuJv2DZcRfex3nv19HwN3TcO/QgZQHHyRjxUf2Ns8m2KpNASGEK0oQVkopvyi73lokpJTfCyHeE0IE6vkVNBqNLcjdsoVTL79CUVwcXldcTutnnsEtLAxzXh4nnvgnp19+maLjybR68kmEs7O9za03bCIKQqXyWwIclFK+WUGZ1sBpKaUUQkShvJh0W9inqV+Ki4tJSUmhoKDA3qZo6pnSmb7+v70zD4+yuv7452SSQDZCCMmEHbEqqEREKriCa6mKuCEWlKUqiztosYIKWAFRsLiAuIBSxQ3b/lRsS60CUgW3iqBCqyhLhCQECGRPJnN+f9x3wiQMSyCzkft5nveZd3+/c9+Ze+56TlxcXLilHDJVW7eSN/1RipYsIa5dO9rOmUPyeX1qPJDGJCbS9sknyH/0UXYu+BNVOT/TZsZjxCQmhll5cAhVTeEs4AZgrYisdvaNB9oDqOpc4BpgtIh4gDLgukAuthuKkpUrScjOJiYpKViPsDjk5OSQkpJCx44dgxIpyhIZ+GIC5+TkREX0M29FBTvnz6fgWTMxOOPOO2jx298S06TJPueKy4X7vvuIa9eevKlT2XTDENrNfYbYo7AJO1Sjj/4NHDA3UNWnMc7zgk5lzs9sHv5biI0lITubpF69SDqjFwmnnILEx4dCQqOivLzcGoRGgIiQnp4eFfGRi5YuJW/qNKq2bCHl4otx3zuOuDZtDnpdi+sHE9emNT+PvZufBg6k3dy5ND3++BAoDh2NckZzbGYG7efPI334cLSqioK5c9l0wxD+27MXm2+6mR3z5lH2zbdodXW4pR41WIPQOIj091y5cSObR44kZ/QtSFwc7efPo+2TTxySQfCRct55dHjlZajysGnQYEo++SSIikNPyDqaI4mY+HiSzjyTpDPPBKB6zx5KP/uMkpWrKFm1ivzHTGyfmNRUkk4/ncQzepHU6wzij7GlXYslGvGWllLw7HPsnD8fiY8nc9w4Wlw/+LBbBhJOOomOb77BlpGj2DxiJK0mT6L51Vc3sOrw0CiNQl1czZqRcuGFpFx4IWDGKJd++qljJFZS9P77AMS63ST16uUYiV7EZQWKQGqxWCIFVaXoH/8gb/qjeHJzSe1/ORl3301cZuYR3zuuVSs6vLqQn+8aw7YJ91O5aTMZd92JxER3A0x0qw8ScZmZpPbrR+upU/jFBx9w7JJ/kDVpEgmnnkrx8uVs+/19/NDnPDb0/TXbJk9mz5J/Ul1YGG7ZlgOQnJx8xPf44osvuOOOOwBYtmwZn4S42aBPnz4NMoN/6tSpDaAm8qn4/ns2DxvOz2PG4kpLo8OrC2k9fXqDGAQfruRk2j0zh+YDBrDjuefYes89eCsqGuz+4cDWFA6CiBDfoQPxHTqQdt1A1Oul4n//q6lF7H77HQpfex1EaNqlS01TU+Jp3Y/aIWuNlR49etCjh4l+uGzZMpKTkznTaYI8XDweD7GxDf83rK6uxrWfsfRTp05l/Pjx9bpfsHQGg+qiIgqefpqdrywkJjmZrIkP0vzaa4M2t0Di4sh6aDLxHdqTP2MmVbl5tJ39NLFpaUF5XrCJjrccQUhMDE07d6Zp586kDx+GVlVRtnYtJStXUrpyFTv/9DI7582HuDgSTskmqdcZZmRTdjYSRWO3g0Xu1KlUrFvfoPds0qUzWfXM5ABWr17NqFGjKC0t5dhjj2X+/PmkpaXx+eefc+ONN5KUlMTZZ5/N3//+d7755huWLVvGjBkzePrpp5k7dy4ul4tXXnmFp556inPOOWef+w8bNoymTZvy7bffkpeXx+OPP85ll13GSy+9xHvvvUd5eTklJSW8++673H777axduxaPx8OkSZPo378/ZWVlDB8+nO+++44uXbpQVlZ2wO+TnJzM2LFjWbJkCTNnzmTjxo08+eSTVFZW0rNnT+bMmcOECRMoKyujW7dunHTSSUyZMoXLLruMb775BoAZM2ZQXFzMpEmT6NOnD2eeeSYff/wxl19+Oe+++y49e/Zk6dKlFBYWMm/evIDfO1yo18vut98hf8YMqnfupPmAAWSMuSskmbOIkH7TTcS1bcvWcfey8brraP/ss8RHocNO23x0hEhcHIndu5Nx6610eOVlTvh0Fe1eeIH0oUPQsnIKZs9m0+DrzcimESPYMf9FytetQ73ecEtv9AwZMoTp06ezZs0aunbtyuTJkwEYPnw4c+fOZeXKlQFL2x07dmTUqFGMGTOG1atXHzBj3LhxI8uXL+e9995j1KhRNRP4Vq5cyYIFC/jwww+ZMmUK559/Pp9//jlLly7ld7/7HSUlJTzzzDMkJiayZs0aJkyYwJdffnnA71NSUsLJJ5/Mp59+Snp6Om+88QYff/wxq1evxuVysXDhQh555BESEhJYvXo1CxcuPGgaFRYWsnz5cu6++27A1Bg+++wzZs2aVZNekUDZt9+yadBgtt13H/Ft29Jx0SJaPTQ55KX1Zn370n7BS3j3FLFx4HWUHuSdRSKhdHPRF3gCcAEvqOojdY6Lc/wSoBQYpqr/CZW+hiImMZHks88i+eyzAKguLKTks88oXbWKkpWryP/oUQBczZuT2LMnSb5O6w4dGsXIpsMp0QeD3bt3U1hYSO/evQEYOnQoAwYMoLCwkKKioppmoUGDBrF48eLDfs61115LTEwMxx13HJ06dWL9elNLuuiii2jRogUA//znP3nnnXeYMcOMeisvL2fz5s189NFHNX0Y2dnZZGdnH/BZLpeLq50RMB988AFffvklv/zlLwEoKysj8zDa0gcOHFhr+6qrrgLgtNNOY+PGjfW+X0Pj2bWL7bOeoPDNN3G1aEGrqVNJvaJ/WDt7E089lY5vvM6WESPZPGw4raZNI/WyS8Omp76Eys2FC5gNXATkAJ+LyDt14in8GjjOWXoCzzifUY2reXOaXXwxzS6+GICqvLwaA1GyahVFS5YAENuqVc0kupSLLiImISGcshstDT2Jvq6h920n+c2kV1X+/Oc/c8IJJxz0+gPRtGnTmpqNqjJ06FCmTZt2wGtiY2Px+tVa67oiSaoz47+JM9vX5XLh8XgOWVtDo9XVFC5axPY/zqK6uJgWQ26g5W234UpJCZsmf+Lbt6fj66+Rc9vtbL3nHqpytpA+cmRUFPxCZU5PB35Q1R9VtRJ4Hehf55z+wJ/UsApoLiKtQqQvZMS53aT270/rR6bxi6Uf0unvfyNr4oMkdO1K8YcfsnXcvfx46WUULVsWbqlHNampqaSlpbFixQoAXn75ZXr37k1aWhopKSmsWrUKgNdffz3g9SkpKRQVFR30OYsWLcLr9bJhwwZ+/PHHgBn/r371K5566qkag/TVV18BcO6559Y08XzzzTesWbPmkL/fBRdcwFtvvUV+fj4AO3fuZNMm40I/Li6OqqoqANxuN/n5+ezYsYOKioojqhWFitL/fMVPAwaQO2kyTTp35pi//gX3ffdFjEHw4WrenHbz59Hs8n5sn/UE2+6/H3XSPZIJVfNRG2CL33YO+9YCAp3TBic4z9GIiNDkmGNocswxpP3mN6jXS+mnn5L78BRyRo020+8njCfO7Q631KintLSUtm3b1myPHTuWBQsW1HQ0d+rUiRdffBGAefPmcfPNN5OUlESfPn1ITU3d5379+vXjmmuu4e23395vRzPACSecQO/evcnLy2Pu3Lk0bdp0n3MeeOAB7rrrLrKzs1FVOnbsyOLFixk9ejTDhw8nOzubbt26cfrppx/y9z3xxBN5+OGHufjii/F6vcTFxTF79mw6dOjAiBEjyM7Opnv37ixcuJAHH3yQnj17cswxx9C5c+dDfkao8WzfTv6Mmex++21i3W7a/PFxUvr2jejSd0x8PK2nTye+bTsK5syhautW2j7xBK5mzcItbf+oatAXYACmH8G3fQPwVJ1z3gPO9tv+ADgtwL1GAF8AX7Rv316PRrwVFbp97rO6LvsUXd/9NN2x4E/q9XjCLeuw+e6778ItoV4UFRXVrE+bNk3vuOOOw7rP0KFDddGiRQ0lK2po6PftrazUgvkv6vrup+l3J3fVvJmPa3VxcYM+IxTs+stf9buTu+oPl16qlTk5YdUCfKH7ya9D1XyUA7Tz224LbD2McxpFkB2Jj6flyBF0WvwuCd27kzd1KhuvHUjZ2m/CLa1R8N5779GtWzdOPvlkVqxYwf333x9uSY2WkpUr+fGKK8mfPp2E07rT6Z23yRw7Jiq9Gze/8graP/88nrx8fhp4HWVr14ZbUkBEg+edeu9DRGKB/wEXAD8DnwODVPVbv3MuBW7DjD7qCTypqgesL/fo0UOP9hjN6kzTz506leodO0kbNIiMu+7E1QAzdEPFunXr6NKlS7hlBI0pU6awaNGiWvsGDBjAhAkTgvK8nj17UlFn1uzLL79M165dg/K8+tIQ77tWjIO2bXGPH18rxkE0U7FhA1tGjMSzYwdtZs4g5YILQq5BRL5U1R4Bj4XCKDgiLgFmYYakzlfVKSIyCkw8BWdI6tNAX8yQ1OGqesAcvzEYBR/VRUVs/+Msdr32GrEZGbjHjyflVxdHxZ9k3bp1dO7cOSq0Wo4MVWX9+vWHbRS8FRXsfPFFCuY+C0D6iJtJv/HGgDEOohlPQQFbbrmV8rVrcf/+XtKGDAnp/yMijEIwaExGwUfZmjVsmziJinXrSOp9LlkPPEC8XwdqJPLTTz+RkpJCenq6NQxHMeoE2SkqKjqsIDuHG+MgWvGWlbF13L0Uvf8+aYMH4x5/X8jCfFqjcJShHg+7Fi4k/4knweul5S23kD58WMS60bDhOBsPBwrH6S0poSovH09+Hp68PKpync/8PKq25FDx3/8S36kT7gnjST7rrDCoDz3q9ZI/YyY7588nuU8f2sycEZL+EmsUjlKqtm0jd8oUiv/1AU2O+wVZkyeT2L17uGVZGhnq9VK9c6fJ5H0Zfl4enrx8v/U8vMXF+1wbk5JCrDuTuEw3SeeeQ4tBgxpl9MNdr71G7h8epknnE2j3zFzi3A3nyTUQ1igc5RR9+CG5Dz+MZ+s2mg+4hsy778bVvHm4ZVmOArwVFXjyfBm9L5PP3Zvh5+fh2V4AdSdlxcQQm5FBrNtNnDuT2Ey3Wc9yO+uZxLnd1pOwH8XLl/PzmLHENGtGu2efpekJwQvzaY1CI8BbUsL22XPYuWABrtRU3PeOo9nll9s2fEtAVJXqwkI8+U7mnutk9Pl+pfzcXKp3797nWklMJC4zs04mvzejj3W7iU1PR6LE1XYkUb5uHVtGjcZbXEybWbNIPufsoDzHGoVGRPn69eROnETZ11+T2LMnWRMn0qRT/Tv9LNGLVlbi2b69dvt93VJ+fj4aIBiMq2XLmgy/JpPPdBOb5a7J8GOSk21hI4hU5eayZdRoKr7/nqwHHyRt4LUN/gxrFBoZ6vVS+Oab5M98HC0vJ/3mm0kfOeKoG9bX2FBVvMXFddrsc2u33+fnU71jB9T5X0t8/N6MPtNNbFaWadZxMv04dyaxGRmNsj0/EqkuLuHnsWMo+WgF6TffRMaYMQ3q+dUahUaKZ/t28qY/yp7Fi4nv0IGsiQ+SdISRwizBQaur8RTsMM03uXvb7E1zzt4OWy0t3edaV2qqydx9pfnMOk05bjeu5s1t6T7KUI+H3ClTKHztdVL69qX1I9OICeA763CwRqGRU/zxx+Q+9BBVmzbTrF8/3PeOI7Zly3DLajR4S0v3lubzA4/M8RQUQHV17QtjY4nNzDAl+1pt9v6l/MwGyygskYeqsvPFl8h/7DESTjmFtnNmE+vE4TgSwmoUROQxoB9QCWzAzFTeJ8q9iGwEioBqwLM/wf5Yo3DoeMvL2fHccxQ8/wIxCQlk3n03zQdcE9ZgJNGOer1U79pVqznHf2SOr5Tv3bNnn2tjkpNrj8zxa7P3Nee40tPt+7EAsGfJP9k6bhyxmZm0e/bZI+4nDLdRuBj4UFU9IjIdQFXvDXDeRqCHqhYc6r2tUag/FT/+SO7ESZR+/jkJ3bqRNXlyUIe+RSveysp9R+b4hmA6I3Oqtm8PPBQzPZ3YrKy97fcBSvnR6NDNEl7Kvv6aLaNvQauraff0UyQ6UfUOh4hpPhKRK4FrVHVwgGMbsUYhJKgqu//vbfKnT6e6qIgWw4aSceutjWLMuKri3b27zsicfUv51bt27XOtJCT4jcxxSvnurNrt9y1b2qGYlqBRmZPDlhEjqdqyhVZTp5Dar99h3SeSjMK7wBuq+kqAYz8BuwAFnlXV5/ZzjxGYmAq0b9/+NF80KUv98ezaRf6MGez+81+Ia90a9wP3k3LeeeGWddhoVRWeggK/IZh1R+aYdQ3gbsPVooWT0bv3HY7pziQuK4uYlBTbWWsJO9W7d5Nzx52IK4Z2L7xwWE2MQTcKIvIvICvAoQmq+rZzzgSgB3CVBnioiLRW1a0ikgm8D9yuqh8d6Lm2ptAwlH7xBdsmTqJywwZSLroQ94QJxGUFep3ho7q4BE9ebq0x9zUjc3JzqcrPo7ogwFDMuLjaJftMv/WsLLOdmUGMHYppiSK0shJvZeVhu9APe01BRIYCo4ALVHXfMXX7nj8JKFbVGQc6zxqFhkMrK9nx4ksUzJmDuFxk3HkHaYMHB70pRKur8ezYEXA2bU37fV4e3pKSfa6NSU2tM9Eqa5+Zta60NFu6t1jqEO6O5r7A40BvVd2+n3OSgBhVLXLW3wceUtV/HOje1ig0PJVbtpD70B8oWbGCJid2odXkySQcZvAWb3l5gIlW+Xt96eTn49m+HTye2he6XMRmZNQaZ19rolWWMxQzIaEBvrHF0vgIt1H4AWgC7HB2rVLVUSLSGhO3+RIR6QT81TkeC7yqqlMOdm9rFIJDrWhvBTv2RntLSak5Xl1YaErzAdrsTSk/H28AvzkxSUm1Z9YGmHQVm54eMr/yFktjJOzNR8HCGoXg4h/tzdUynfj2HZy2/Hy0srL2ySK4WqbXZPT+jtJqSvlud1SFEbVYjlasUbAcEWVr1rB91hNoVdU+I3PisvyGYkZokB+LxVKbAxkFO6DaclASsrNpP39euGVYLJYQENU1BRHZDhzJRIWWwCFPlgshVlf9sLrqh9VVP45GXR1UNSPQgag2CkeKiHxxKD6WQo3VVT+srvphddWPxqbLetuyWCwWSw3WKFgsFoulhsZuFAL6V4oArK76YXXVD6urfjQqXY26T8FisVgstWnsNQWLxWKx+GGNgsVisVhqOOqNgojYabYWiyVqkRC7+T1qjYIYJgF3+bbDq8jg6LrUiRsRUYjIcSIScVHgRaSziERcWDgRcTmfEfHb8iEix4pIxLmQFZFsEYk451cicpWIpIdbhz9OPjFGRNoGij8TTI5KoyAi1wNLgSHA9QChTthAiMgVwDrgNmCeiJwUZkkAiEh/EdkAPAS8ICItwq0JjNt1EckFpgNviEjLcGsCEJFhIvIVcGe4tfgjIoNF5FvgMeDPIhIRbmwcXWuAyZj3GDERjURkIvA8MDDcWnyIyBBM/nUqsMfWFA4Tx7LGisiNwM3AOFXtBPwcCZmvUxL5LTBcVX8NxAEnOsfCVtJ0DMBNwCBV/Q2QD0wQkePDpcnR1QS4ErheVfsDW4G7RKRbmHV1Bm4BFgPnikgnVVURCet/SUQuB0YCN6rqVUAi5n9AOLWJyK8dXaNV9UrgWKCfcyycv3tfmpQCC4DOInJanWPh0HUW8BJwj6oOUdU9vgJtqNLrqDAKIpKiBg/wlqr2VtXPRKQLUASE5ccnIil+m5VAMnvDlnqBViLSKsy6wKSP11l/HbgauCTUJTpfcwyAqlYAxwO+av1jmN/r+Y7BCJeu9Zja5x+B7zC1PlTVG/jq0OhytNygqquc7SeBK8KhrY6uZap6rqp+LCKpwI/OORLq2nsdXb5nu4BiIAfHWIUzvVT1Y+BToItz7Pci0k9EkkOVXlFvFETk98BXIvKoiAxV1d0i4nJ+dOuAjkA359yQfd86uq5X1SLgFWCQiOQDm4Fs4A/AhWHSNUhVdwJrgaEikoaJo/0Fxni1CaGuh4AHRSTD2Y7BBF46TkTiVfUH4D9Aa+CEcOkCUNX/Oen2V+BYETnXT3Oodfn6praoqr9zyE7AJ6HSE0CXL70qnP1u4G9AIabQ8ZhT6wqXrhin5N0MeBX4O6aQ9kcx0SLDpQtM6OIFIrIaaA7cTgjTK6qNgoicD1wCXIR5qY+ISLaqVmNKAAALgbMhdCWAALoeE5Guqjof8wNcqKqjgDHALkyVOhy6ZjrNRHMxNZlXgLOAiUAv9pamgqmpiYjcBwzFGMlToeZdbQJaAOc5py8DuhKC3+3+dDnHfDXPdZi235E+zXVKo6HQ1c15ti/z9fUjZOGUykPBQd4jqpoHXKKqgzC1q+MxhitcuqqdkrdiDENXoD9wKfDfcOlytH2NSaMbVfX3wGCgFdAh2Logyo0Cpl3+K1X9SVWXAk8A0wCcpiQwJZXdTp9DqL5vIF2POsd2AtUikubUHgTT/hsOXU8BM1V1k6qOxfwIB6vqt5jqdCg6nKsw7fMnAquA80TEZyRXAHnARWJGYRRg+jx+ESZdx0CtQQslwFtAsYj8QUQexdRMw6LL0eb73XcFVojI8SIySYI/uuaAuhxtu53PnZj3mBZkTQfUJWakXRymDf8uYKpzbu9w6gJQ1Tmq+qWzvh2Tb4RkAEi0G4VEIN15uajqI5gq4AC/c9ZjOnc1hG2FgXRliUg/IBdwY2oPMzGl9s/CpGsq0EZEBjrbuSLSTkRmY5qOgl5ict7J/1S1BHgDaAv0EJGmfk001cArIvIc0B3TjBQOXaf7+jNEJMYxDuWYDHg0sF1VN4RZl4hIe0wGMhnTR1Sgqjv2d89Q6XI+W4jIDEwN5/NgajqIrqaqWu5omKKqp6vqk8BqYGMYdQVKr5mY2kTQ08snLuIXoMsBjq0ErvHbvg5Y6bftwpQCYnF8PYVJ1yBghbN+LOYPOxlIirD0ehvTnJQYSl1+54wE5gCn1tl/Baa5LTnMuk6ps38eZkhjuNPrFL99x2GaJR8DEiJBF6ZGnA38C1NzDunvPoCu7vs53qB5xBG+x2OA9zGDBho8vfarJVQPOoIEfQr4Cejoty8GaOKsXwd85DsOtAdmB+NP2gC65vhebjB+fEeYXsnOdlDS7QC6Ypx1l/PZzDl3EGaUz9Vheo8H03WNs7/BM90j0HUDpk1cgNYRpusyZ39GBOm6HrjS2R/q/+PB0qufsz89GLoOtERc85FfJ56PFphSz4W+qpWqelW1QkQ6Yapey4D7ReRWjDtZl6qWRqCuGDXVRdR54xGiy6Wqxc65DZJu9dDldXSlOPv2AN9jDNUkoKwh9ARBV6mzv0H0NaAuddgaQbom4gx5VtM+Him6JuGMjgrD//Fg6VXt7A9qs19AQm2FDmJVxW/dZ0Fvx0zCWQqc7Hf8Xkx80nOAVMyomQXA76yuqNOVC/waU8LtjBk1M97qsrqsrtAvETENHkBEbgMuEJHlwJuqulXM5Km+mGFbrYDrROQzzFDFPcBxqrrLucXHIrJKzXBUqyu6dHXx6RKRjUBXdWpUVpfVZXWFmHBbJcdqXonpWT8PeBF4GqcjCJjsfP4Gk5Dr8Gtnw3QkB6s90Or33A8PAAAFgElEQVQKna7YCP19WV1WV1TqOtwlIiKvicgjmOFZ80WkA3ANxoreJCJfYNqVUzAzbz0YPyrlIsGdKm91WV1Wl9UVrboOl5B2NNfthPHb/hHT646aqfrvAc1F5AzM8LVPVLWbqt6AmanZxTk3KJ1DVpfVZXVZXdGiq8EJZbUEiN/P/hbAO0B/ZzsV44nyXpyhW37nNrW6rC6ry+qyuoKzhKSmICJniMgizCzeE2VvcBJfR/cuzMzV0U6VajeQ5CSgV4yDuxgANbMQrS6ry+qyuhq1rmARCsdimZiOl78BOzCBSX4Ltfy0JABLgG3AcyLSGuMgyuOcV60N7KLC6rK6rC6rK1p1BZVgV0Uwvn1ec9aTgF9hHEF1dvY9jEnQUzHVsIcxk6vm4Iz1tbqsLqvL6rK6QrMEIxGvAMYDlzrbGZiZesc62y0wM/amYxy0veo75nePYPiRsbqsLqvL6opKXaFcGjIxM4D/w/jVGYVxjevzD/MIMMtZj8HEN3geaOF3fUxDabG6rC6ry+o6GnSFY2nIRO2Fn8sEjFOnT5z1U4B/ABc6210wvfU+53BBS1Cry+qyuqyuaNUVjuWI3FyIyBBMWMnPgC8x3gB9MUe/A751Tl2L8es+S0SuAC7A+PuIg4aPiGZ1WV1Wl9UVrbrCTb2NgogIZgLGqxjPhxswDp/uVNU8EXGparWIdMGM1/Ul2ktOT/7vMc6fblbVwgb6HlaX1WV1WV1RqyuiqGcVy+f573jgFWc9FuMH/C91zvkTcK2znuV3j4ATQI5ksbqsLqvL6opWXZG2HFJNwZmk8RDgEpG/YQJC+Px9e0TkDmCriPRW1eXOZcXATyLyEHCViPRV1RxVrTyUZ1pdVpfVZXUdzboilkOwrr2Br4FnMNWsjzDuYDcDp/udNxpY6rO2mNi1m4BZBCHaktVldVldVle06ork5VAS9RzgBr/tOU4CDgO+dPbFYNrp3gQ6YGIQz2I/cVAb6GVbXVaX1WV1RaWuSF4OJVETgSbsbWsbDExz1lcDtzvrPYDXQybc6rK6rC6rK0p1RfJyUN9HqlqqqhW6N0LXRYAvzupwoIuILAZewwzrChSntMGxuqwuq8vqilZdkcwhD0l1xu4q4MZM3AAowkwJPxn4SVV/htD6Cbe6rC6ry+qKVl2RSH28pHoxkzUKgGzHuj4AeFX1374EDQNWl9VldVld0aor8qhPWxNmKrgX+DdwY7jbvqwuq8vqsrqiXVekLfWK0SwibTE+QR5X1Yr6GJ9gYnXVD6urflhd9cPqim7qZRQsFovFcnQTknCcFovFYokOrFGwWCwWSw3WKFgsFoulBmsULBaLxVKDNQoWi8ViqcEaBYvlCBCRSSJyzwGOXyEiJ4ZSk8VyJFijYLEElysAaxQsUYOdp2Cx1BMRmQAMAbZgnKt9CewGRgDxwA+YSVLdgMXOsd3A1c4tZgMZQCkmrOP6UOq3WA6ENQoWSz0QkdOAl4CeGIeS/wHmAi+q6g7nnIeBPFV9SkReAhar6lvOsQ+AUar6vYj0xLhxPj/038RiCcwhe0m1WCyACdryV1UtBRARn8fNkx1j0BxIBpbUvVBEkoEzgUV+3pmbBF2xxVIPrFGwWOpPoOr1S8AVqvq1iAwD+gQ4JwYoVNVuwZNmsRwZtqPZYqkfHwFXikiCiKQA/Zz9KcA2EYnDRPfyUeQcQ1X3YILBDwATzEVETgmddIvl4Ng+BYulnvh1NG8CcoDvgBJgnLNvLZCiqsNE5CzgeaACuAbjuvkZoBXGv//rqvpQyL+ExbIfrFGwWCwWSw22+chisVgsNVijYLFYLJYarFGwWCwWSw3WKFgsFoulBmsULBaLxVKDNQoWi8ViqcEaBYvFYrHU8P+BcUhJeSNiXAAAAABJRU5ErkJggg==\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#************************** Logit ****************************************\n", + "\n", + "# defining model to run Logit logistic regression model on the feature/target DataFrame\n", + "# and export predicted price movement and model accuracy\n", + "def logit():\n", + "\n", + " # preparing the dataframe\n", + "# df['return_sign'] = np.sign(df['return'].values)\n", + "# df = df.drop(columns=['text'])\n", + " \n", + " # creating the features (X) and target (y) sets\n", + " X = df.iloc[:, 0:4]\n", + " y = df[\"return_sign\"]\n", + " \n", + " # creating training and testing data sets\n", + " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.3, shuffle=False, random_state=42) \n", + " \n", + " # fitting model\n", + " M = 'Logit'\n", + " lm = linear_model.LogisticRegression(solver = 'lbfgs')\n", + " lm.fit(X_train, y_train)\n", + " lm_pred = lm.predict(X_test)\n", + " \n", + " all_pred_lm = pd.DataFrame({\n", + " \"Actual Returns\": y_test,\n", + " \"Logit_pred\": lm_pred \n", + " })\n", + " \n", + " all_pred_lm['Return'] = df['return']\n", + " all_pred_lm['Logit_pred_return'] = all_pred_lm['Return'] * all_pred_lm['Logit_pred']\n", + " \n", + " fig_all_pred_return_lm = plt.figure()\n", + " all_pred_lm[['Return', 'Logit_pred_return']].cumsum().plot(\n", + " title=f'Actual vs. Predicted {ticker} Returns based on {M} Model'\n", + " )\n", + " plt.close(fig_all_pred_return_lm)\n", + " \n", + " \n", + " fig_all_pred_lm = plt.figure()\n", + " all_pred_lm.plot(subplots=True, title=f'Actual vs. Out-of-Sample {M} Predictions for {ticker}')\n", + " plt.close(fig_all_pred_lm)\n", + " \n", + " # calculating confusion matrix\n", + " cm_lm = confusion_matrix(y_test, lm_pred)\n", + " cm_lm_df = pd.DataFrame(\n", + " cm_lm, index=[\"Actual -1\", \"Actual 1\"], columns=[\"Predicted -1\", \"Predicted 1\"]\n", + " )\n", + " \n", + " # calculating the accuracy score\n", + " acc_lm_score = balanced_accuracy_score(y_test, lm_pred)\n", + " \n", + " # exporting model accuracy and predicted price movement float variables as output\n", + " return pn.pane.Matplotlib(fig_all_pred_lm, tight=True)\n", + "\n", + "logit()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": {}, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.holoviews_exec.v0+json": "", + "text/html": [ + "
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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# **************** Balanced Random Forest Classifier *********************************************\n", + "\n", + "# defining model to run balanced random forest classifier model on the feature/target DataFrame\n", + "# and export predicted price movement and model accuracy\n", + "def brf():\n", + "\n", + " # preparing the dataframe\n", + "# df['return_sign'] = np.sign(df['return'].values)\n", + "# df = df.drop(columns=['text'])\n", + "\n", + " # creating the features (X) and target (y) sets\n", + " X = df.iloc[:, 0:4]\n", + " y = df[\"return_sign\"]\n", + " \n", + " # creating training and testing data sets\n", + " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.3, shuffle=False, random_state=42) \n", + "\n", + " M = 'Balanced Random Forest'\n", + "\n", + " # Resample the training data with the RandomOversampler\n", + " # fit Random Forest Classifier\n", + " from imblearn.ensemble import BalancedRandomForestClassifier\n", + " brf = BalancedRandomForestClassifier(n_estimators=100, random_state=42)\n", + " brf.fit(X_train, y_train)\n", + " brf_pred = brf.predict(X_test)\n", + " \n", + " # Evaluating the Balanced Random Forest model in a nicer format\n", + " \n", + " from imblearn.metrics import classification_report_imbalanced\n", + " #print(\"Classification Report - Balanced Random Forest on Imbalanced Data\")\n", + " classification_report_imbalanced(y_test, brf_pred)\n", + " \n", + " all_pred_brf = pd.DataFrame({\n", + " \"Actual Returns\": y_test,\n", + " \"BRF_pred\": brf_pred \n", + " })\n", + " \n", + " all_pred_brf['Return'] = df['return']\n", + " all_pred_brf['BRF_pred_return'] = all_pred_brf['Return'] * all_pred_brf['BRF_pred']\n", + " \n", + " fig_all_pred_return_brf = plt.figure()\n", + " all_pred_brf[['Return', 'BRF_pred_return']].cumsum().plot(\n", + " title=f'Actual vs. Predicted {ticker} Returns based on {M} Model'\n", + " )\n", + " plt.close(fig_all_pred_return_brf)\n", + " \n", + " \n", + " fig_all_pred_brf = plt.figure()\n", + " all_pred_brf.plot(subplots=True, title=f'Actual vs. Out-of-Sample {M} Predictions for {ticker}')\n", + " plt.close(fig_all_pred_brf)\n", + " \n", + " # calculating confusion matrix\n", + " cm_brf = confusion_matrix(y_test, brf_pred)\n", + " cm_brf_df = pd.DataFrame(\n", + " cm_brf, index=[\"Actual -1\", \"Actual 1\"], columns=[\"Predicted -1\", \"Predicted 1\"]\n", + " )\n", + " \n", + " # calculating the accuracy score\n", + " acc_brf_score = round(accuracy_score(y_test, brf_pred), 2)\n", + " \n", + " \n", + " \n", + " # exporting model accuracy and predicted price movement float variables as output\n", + " return pn.pane.Matplotlib(fig_all_pred_brf, tight=True)\n", + "\n", + "brf()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(Matplotlib(Figure, tight=True),\n", + " Matplotlib(Figure, tight=True),\n", + " 1.0713733434677124,\n", + " 1.0713733)" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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Validation - 3 hidden layers\")\n", + " plt.legend([\"train\", \"test\"])\n", + " plt.close()\n", + " \n", + " \n", + " fig_nn_pred_return = plt.figure()\n", + " nn_pred_return['NN_pred_return'] = nn_pred_return['Return'] * nn_pred_return['NN_pred']\n", + " nn_pred_return[['Return', 'NN_pred_return']].cumsum().plot(\n", + " title=f'Actual vs. Predicted {ticker} Returns based on {M} Model')\n", + " plt.close(fig_nn_pred_return)\n", + " \n", + " \n", + " fig_nn_pred = plt.figure()\n", + "# nn_pred_return['Return'] = df['return']\n", + " nn_pred_return.plot(subplots=True, title=f\"Real Vs. Predicted {ticker} Move on News Sentiments\")\n", + " plt.close(fig_nn_pred)\n", + " \n", + " \n", + " return pn.pane.Matplotlib(fig_nn_pred, tight=True), pn.pane.Matplotlib(fig_nn_pred_return, tight=True), val_loss, val_mse\n", + "\n", + "nn()" ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": 23, "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "dimensions": [ + { + "label": "compound", + "values": [ + 1, + 0.99, + 0.99, + 1, + 0.99, + 0.99, + 1, + 1, + 0.98, + 1, + 0.85, + 0.97, + 1, + 0.99, + 0.99, + 0.98, + 0.98, + 1, + 0.99, + 0.9 + ] + }, + { + "label": "positive", + "values": [ + 0.19, + 0.12, + 0.14, + 0.24, + 0.16, + 0.15, + 0.18, + 0.2, + 0.14, + 0.17, + 0.1, + 0.13, + 0.19, + 0.15, + 0.15, + 0.11, + 0.12, + 0.18, + 0.11, + 0.11 + ] + }, + { + "label": "negative", + "values": [ + 0.05, + 0.04, + 0.04, + 0.02, + 0.05, + 0.03, + 0.05, + 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0RsNh/d59YiwKM3Lw08ateOOnVTiUno3o8BBc1Lc3Lu3QEYUHM+CyOYFGELhkoTR6HaJO7YyE/j1gCbQeF2vHgyABEiCBYyVAgetYCXJ7EiABEiABEiABEiABEiCBRicg0VgiaDkLHbClZsGRVaCitIwWE6yRIdCbjSplsCi3EIXJWSjYm44STQmsUaGwRIbA63bDYDKhpKQYJcUlKPZ44XV7UHggA8Ul0i/E18/lhs6gh9fpgiHYioCoUCUwyf7FXL7gYAby96XBVehAiQbQ6LS4b84UnBPavc5M/iw8gBE33oz44MjKx9AAge1iEDegOyI6JNCAvs60uSEJkMDxQoAC1/GykjwOEiABEiABEiABEiABEjhOCfjFrGJvMQpTslCYlg17Wg7sKdkoyioAvMVACaC3GGEMDoAxyAK9yahEKLetCO4CB5z5NqC4BDqzAXqLSYlfWr0O0GgUNRG5SjxeJZjJeP5+Kq1Rq0UJNNAb9TAEmdV2EqzlcRTB5XBCZ9LDHBWixLPA2HDMf/WFYxKc3A4nBnXojYB0N0qcnipXVWPUI35wTySc1p0G9Mfp+c/DIgESqBkBClw148ReJEACJEACJEACJEACJEACjURAIrPky56VB1taNmxpuUrMsqVkA55ilIigVewzdC9rGo0yXpfoKq1WoyKpRMSSvqpKomwn6X3SR+t7TYzkIfpW6VCqkqL36H7QaqDVaVFi1MMUbIE1LhyWyGAVKRYQHQaD1awELRm7vprMOfn37UheuRmefHvZHCscX6tBWI/WiOvXAyFxkfU6j/o6Ho5DAiRAAg1NgAJXQxPm+CRAAiRAAiRAAiRAAiRAApUSOCzVUKKz0nPgSMuB7VAWPHaXT8ySr0ZsShzTaaE1aGGNj4A1NhwB0b7oLEt4cL2LWVUdWu6BVBxasxX5O5NR4vZWScEYFoC4QT0Re0InGtA34vnCXZEACTQPAhS4msc6cBYkQAIkQAIkQAIkQAIkcNwT+CfV0IuC5CzYJM0wPQf25GwUZftSDSXSqlGbP9pLr/VFZcX5xKyAmHAExkUoMUu+mrJ5PR4k/fo3UtZuQ4nDXeVUNHotok7phPh+PWENCWzKaXPfJEACJNCoBChwNSpu7owESIAESIAESIAESIAE/j0EylINM/N8vllKzMrxpRr6xaySI1INGxKPMoHXAXotDIFmWOPDfUJWTBgC4iJgMBsbNTqrNocq4mDmtgNIXrMZ9oPZvsi2Kpq1dSTiB3RHZOc2TS7Q1eY42ZcESKB5EPB4vPB4vTCbjM1jQjWYBQWuGkBiFxIgARIgARIgARIgARIggaoJKJ+rkhI4C+woTM2GTVINU3NUBUNvU6Ya6rXKFN6aEIGAmDBYJdUwLgKWsKBmK2ZVRdqRV4ik1ZuRtWF3DQzodYgd2AOt+/ekAT3fwCRAApUSOJiSgbkvvI9npowqS29e+Oon+OHXP/DJy4+3GHIUuFrMUnGiJEACJEACJEACJEACJNA8CPhTDb0er6pqqFINxQw+JRvO7MImTTWUFD1zVHCpb1YYAmLDlXdWTVMN8wtsCLCaK/WwKi4ugc3uQFCgtckWQ8TE1A07kbx6C1xZhcowv9Km1SC0SwLi+nVHaOsYGtA32apxxyTQfAls3bkfV93xKP78/iUYDHo10fTMXBQU2tGxXXzznfgRM6PA1WKWihMlARIgARIgARIgARIggaYh4E81tGXmwpbq882ypeSoyoZNnmoYZEFAXDisMaW+WbHhMFrNvmqJtahquPTNz/HS218qwI/ceyOGXjjoKNj/W7EeE2e+CJPJiOBAK16aPR5xMRFl/fxRbFdccuUxpQWKgDh7/jPo1KlTlQuen5yBg6u3IG/bwWoN6PXBFsSf0ROxJyYymqtp3kbcKwnUiMCshW9Dr9dh975k/P7XdgzpfyLGjLgSreKj1PbJaVl4av5bWLthC07o3hFXXzoE5w3uq17bm5SKGfPewKrfN6Nd61hERYTimsvOxEVnnYbfN27H9GdfQ2p6tuor406+bxiCgwJw9chHsWXHfnTv3FZ9dk0ccxMOpWRg/V87MOWB4Rj32PPod3IPXHXJ4LJjuHfSfFxybj+cP6RvlXOq0UHXUycKXPUEksOQAAmQAAmQAAmQAAmQwPFAwC/SFBXYVUSWLSMHdkk5PJQFr8ONEo8XKG5E3yyIb5ZW+WZpDTpV1TAgVlINw3xVDesh1fCz71Zh0bJPlGDVOj4aRUUumM1H+85cPGwCHhh5Nc4e2AePzn4VJqMRE8fcCFuuDZlJWcg6mI3sgzm4a+xdOMV0ep1Ph23uTZi59CmcdcUQJUZVZXLv9XpxcPVmpKzcgmKHq8p9CseIkzoivl93BIQH10oArPPBcEMSIIFaEbh7wrNK2Lr/jquQ2L4VZi95D6f16Y6xI6+G+GJdfusknNCjE4ZdeS72JaXiwemL8d27sxEZHoLLbpmINvHRGHH9Rer9PfGpl3D7DRfhhqHnYPOOfdi19xC6dmoDh8OJqbNfwZD+J6lxP/n6F0ye9TJemjMeBr0enTu0wqffrsTyVRvwytyH8fI7X+H9z3/CN289rcbdvH0vrrnzMSz/6DmEhQRVOqeE2MhaHfuxdqbAdawEuT0JkECzJOAocsJo0FeaXlDkdEGn1ZaF4DbLg+CkSIAESIAESKCBCfyTauhRXlnim6XSDZOz4cxpwlRDvVaJWuaoEF9Vw6jQWqca1gadRC9ce/lZuOrif6ITjtxeoimuv3s6Vn++SN3gbdq2FxOeXIp35k7C1l+34+DmQ3DkF6nNpi2ZisGWs6HT+FJ9atvWOVZh+HU3o3Wr1uhxTjckntpRCV1VRaRl7jyI5DVbYNufXm0lSjHXjxvYA5Fd2lR6rVTbObM/CZBA/RAQgatP7864/YaL1YAff/UL3vjoO+WFtfaPrRgxdhaWzZuAQKvF93kzZxkuP38AOrVLwK0PzMK3bz9TFu01fMwMXHDmqUrgkiZphxs27URaZg7+t+J3lWq9aMb9qChF8fUPvysTuGS7M6+6H28tnIwTe3bCUwveQkZWLuZOG13lnPz7rR8y1Y9Cgat6RuxBAiTQwgjIU9eTLxiJhU/ehzMHnISf12zE31v34J5bh5YdyU33PIne3Tviobuva2FHx+mSAAmQAAmQQN0JlKUaZuSW+mb5KhraU3OaKNVQUxadZZBUw/hwZQIvlQ2DpKqhxVTrVMPa0pGIiBPOuU2l5kiKjqT1TBt3C045oQvEYyw3Iw/FnhIUOItw2R2T8eO7cxEREYzk1ExcOGwC1ny4EFtXbMP+vw+iqKB+Ba6okGhAAwSEB6DHWV3QoU/7KoUup82BpFWbkLF+J0qKPFWi0Bh0iO3fDQn9e8LYgqqk1XZ92Z8EWhqBIwWub5evw9yl7yvhSsSuKU+/jJN6Jh52WGcN7IOoiBA8/uzr+O2rJWWvlRe4vvpxLcZPX4y+J3ZFt05tsHXXAVUhccmssdUKXDLgfVMWICw0CBPuuQFnDB2D5x67B/379qxyTiOuu7BR8VPgalTc3BkJkEBjEBDz16279qvwXHkq8fYn/8M3P/2G1+dPLNu95KdbTEbERoc3xpS4DxIgARIgARJodAJ+MUuqGtpKqxqKkGWTqoYOly/KpwlTDQMSImGVqoYxoQiKDYc5tGmqGvojEz5bNgPtWsfgs29WYcbCt/Dtq0/hwMYk5KbkITgyGLGdovH8h1/g59//QvfEdtiyc59a0y+XzsCWFdt8EVwNIXCVnjkSvRUcG4TuZ3ZF216tKxW6JCov7a/dSF69GUXp+VWvsYyZGIe4/j0Q1ibmmHzDGv0E5w5J4DglUJXAJQ/uRaRa9dki5dNVvkmUqaQoSpSp+GpJKy9wyWsXnnka7rr5cvXaK+9+jd82bFUC1/bdSbjitin447sXYTIa1OvlI7jk51/W/oVRD8/FEw/fhgWvfILv35utMmKqmlNjLxEFrsYmzv2RAAkcReCGux9Hv1N64MeVG7BjdxIuO68/po69GRazCd7iYrz89pd4978/odBmx1kD+ijj15DgAEia4Zwl7+Ob5b/B6XQpk8WJ9w1D+9axkAitSffdBKvFjJvufRLZOfno2bW92vdr8x7B/Jc/VmG84qEx8qHZmPrAcPTo4ntdwm3vmTRPlckVH473P1+O1z/4FvmFdlxx4SDcMPRsxERRGOOpTAIkQAIk0HwI+FMNPW4PbKVVDVWqYUoWnDk2wFOMEm9x405Yq4FUNJRUQ0t0CCyx4QiIDkVgbAQCYsJqXNWwviftF/5cDhecdhf0JgNO/89orPpkIawWEwoLHRh41Rh8t2wWnFkO5KXmw2AxICgyEEERAchy2FHkcmHtH1uw+o8tmPPgSGxavhXJ21LUeNLqK0VRRXAd0TRaDcJahaL7kC5o3b1VpYbxhek5OLhmM3I27UeJy1slRp3ViLjBvRF/cmca0Nf3CcfxSKCWBKoSuKTK6znXjsPl5w/EmNuvlABPrPtzGzxeL8494xQMGjoG3Tq1xZUXn6F8ssQ7S+6JJFVQ7o86tU9QnltJyemY/uzryj9LBC5/Box4cMk9lbQPv1xRlqIoP4vf35CrHlD3VeIPdseNl6h+1c2plod/TN0pcB0TPm5MAiRQHwR6DLlFiU+SZ56ZlYdnX/xAVe74zwUD8cHny/HM4ncx/q7rVLTV/Jc/QmxUBBY8OUYJX8s++FalIsoTjJ9WbsBpfbqh7wldIWNKxJakG8x94QNVZWTqAzer6Z7UKxFjJs9H724dceewSzFy/By0jo9SFUKkiZj14Zc/Q57kfvXDGpXXPu3BW5VwtuT1z5S4Nn38iPo4dI5BAiRAAiTQCASkCpR8dsuDjeOl/ZNqmKOqGop3ll2qGjZlqqFeC+i0MAZbYI2LUJFZgTFiBO9LNazKKL2h1sVvmC83ZlmHspGTkovc5DxlBO9yuBHTLgod+7bHmFmLcfXFg9VDtu9XrMd7n/+EhVPvxaa/9+D7X3/H9eeeAZ1ej6CoQARHBmHLniRVTfG+W69A79Ztse2XHcg8kAW3060OpSEFLj8rjU6DqHYR6DakC+IT4yoUpuT4D/62FSm/boK30Fk1ZjGg790O8f17IDAylAb0DXVSclwSqIaACFwn9+6M20o9uL77eR3mvOBLUZT256ZdyiBeIrakBVjNeGriSPXgXl577qUP1QP7AX17YuW6Tbj1uguVv+CqdZvw8IylSqCSbTp3aK2qwT4/8wE1zsJXP8Hi1/6r/i9ClxjS/1RqMu+fsrwu/X788FnERIaVHUlVc2rMBafA1Zi0uS8SIIEKCYgY5TcslA5PzntTRWvJB7VEd0mlD4nokvbDr38ocWrlZwvx5kff4/PvV2HB42OQ2KHVYRdifoFL/jhUlKI4euJzZQKXlPy+b+oCrP9mqaqYJBWSbrryXFz/n7PVk462rWLUz9K27jyAmQvfUqG/Ot3hYcFcXhIgARIggfonIE+fW8VFqTLkdW3lP/PrOkZTbndkqqFE5jhSJNUwE94iqWrYhKmGRj0C4iNgjQ0ri84yhwYqMasqQ/SG4OmPYhNeBVkFyE4WMSsX2YdykJWUg2JPsfryN4PZgLD4UHQ4uR2S83IxaeGrCAqwKnuDUVdfjB7t22L56j8x/ZW38d6U8fC4i/H577/jm9/Ww+V2Y9R1l+LiAX2RticD+zceQGFWIbyl4zeGwOU/Dq1Oi5jEKHQb3AUx7aMrFLqy9yYjec1WFOxOqdaA3hwTgrgBPRDdoz2vdRriROWYJFBPBCRyyu3xIjw0qOzzVsR8/z1Kgc2Bs69+QJnIi++WNHk9JS1bBQ4cmeIor0skl3y++VMcazvViuZU2zGOpT8FrmOhx21JgATqhcCRAte7//0Rr773tXpKIWG2EkY79MJBal8paVkqLFeqiMgHr5gsrvp9s3oKcd3lZ6mcckltrI3A5XJ7MPDye5ShbJuEGFw76rGy3A+4PZ0AACAASURBVHXZv6QrRIWHHnas8x6/FxFhwfVy/ByEBEiABEigcgJiaisPOvyeIXVh1ZIErrJUQ5cHhSmZvsisVInOyoYzt6lTDXWwRAfDEheBQKlqKNUNo5s+1dBRWITs5BzkpuQi51AuspKy4Sx0KmN44VlZE2EoIMSKmMQYRLUJhyXUiiKvG1ajCUX5RSoay+1ww2Ergt6oV2PpA4zQmHWICg9Bkc2J/PR8pOxMQ05yLjxONySqSm8xYNLsR9DB1Kkup6vaJt2ZiptvuhUR1ogaj6HVaxHfPQ7dzuiMqNaRR4lTbqdLGdCnrd2OkiJfpFllTQzoo0/rogzozVZzjefAjiRAAk1LQKK/xFYlOjIU6zZuR9eOrfHC0w9Cq5VkxuO/UeA6/teYR0gCzZ7AkQLX1GdewYFD6Vj23AQMvW0KBvbtiXGjrlXHsXr9Ztw+7hn89OFz6oNbWlpGNn77c5uqGjLhnhtxxUWDDhO43vnkB3z5wxq8uXBSGYsjb3bmLv0Am7btQce2CbA7ivDkhNtVXykbful5AzD8qvOaPUdOkARIgASaisCufYfwyIyluOScfnj70x/UNG677iJcc9mZ6v8iDFTmZ/jhFz/jwKE0jL3zGtU3NT1bRdW+POchlVohDzJMJiPiYyLQuUMrPP7QbSq6d+RNl2LFmo3YtuuAMrxd+uYXWPn7JpV60bFdvKqce95gX9RXcxW4hItf0BIhq1A8s5Rvlu97mW9WFSJNva+5xuebpVINQ6ywKhErFAGxkmoYCYPZ2GSphiqSzVvsSzVMzUWuiFkHc1CQWagis0q8lYtZFXGSCDOdQQdLsAUBoVZYQiwqokG8bJwFThWN5XV7UOwuhlavgcaghcligtFigAYaOB1OJXLJz8HRQQiJDUZYXBhCY0LwxhtvHFMEm5wXXdt0Q+FeBzL3ZMLrrrl/mtagRZveCeh6RheEx4YdJnTJuOlb9iJl1RZ1nlVZZEADBHWIRVy/7gjvEN8k617v5zcHJIHjnICYxW/evk9FYUnBrdNO7q6M4OvaMrPzEGi1qCyXmrSq+tvsRZAvqfbYUBG+FLhqskrsQwIk0KAEROB6dOzNuPDs01VuuNzMiKB17WVnYtGyT/HRlyvw7GOjERsVpswQ5YPz3cVTVYpi18Q2OKlHovqwFDHs4dHXqzSW8hFcf/y9Q1X8+PKNmeoDPjQkCPdOnleWoigHJ1UVLxk2QR2nCGH+0rsvvvUF1Nfs8ejZpR0OpWYqXzC/4NagYDg4CZAACbQQAn9v3YPr7pquCoFcc9kQHEzOwBPz3iiLhq3Kz1D8PESkkshYaSJ2XXjjw2pbh9OFcdOeV6niEskr0brdEtuqz3hp8vAhLiZCCVmSwp7YPgHhYcH4efVGzH3hfZXOHhoc2GwErrJUw3w7CtOyfGJWag4Kk7NQ3FSphqVils6khzXeZ/4ulQ0DpaphSNOnGuZnFiA7JQd5kmp4MAdZB3OPSjU8lreJ3GSJabveoINWr4NGA4hMpgSz4mKgRINiiMClhd6kQ2BYIMJbhSIkJhjBUUEIiw1T0V2SktkQHmOSTpS09SC2/bxDiXkittW06Yw6tDupNbqd0UVVgSxvrWDPzsfB1ZuQtXEfSlyeKofUGPVIGNIL8ad2owF9TeGzHwm0cALyt/iuCc9iX1KqOhIxrRc/44rSGv1/uyvrL9kyU59+RVnLSJNiXfMfv7esAFh9oqLAVZ80ORYJkECdCMiNityQyFN3aVLlY8I916sLMYmmmjzrZXy7fJ16rV3rWCx4Ygw6tI1XpW3nLHlP/V5ueqRyyPTxt6rtZMw3FkxEn16dVa756InzVGlbaeK1Nf7xJejVrb2KAPA3KaOblZOPL15/quypgnwgP7v0A2U872+Swy7RZWwkQAIkQAI+An6Ba9NPr5Z9fkqK9+PjR2BI/xOr9DOUyKvKBC5JRa8oRVE+4194ehwGntqrbAnks37b7iRs23lAmesueOVjvP/Co6pCblNEcP2TauhGYWlVQxG0bMnZcOU1ZaqhzlfVMCYE1tKqhgGx4QiMCVdr1xAiTVXvk/JRbI5CR2mqYR6yJTrrQDZctupTDev0PpRsHVGy/N9lkNL/i+Cl1WlU5cSI1uEIbxWG0NgQhMWHqZTGhhKzqjoOj8eD/X8nYevP25CXWnCYl1h1xy9CV8fT2qPboC5q/n6hSwTX5PXbkbxyCzxyTlYVACeVG3u2RXz/7giOiWiw6IvqjoWvkwAJNA4BKcIVGGDGjAl3ICUjG9feOU0V5Lr03P4VTqCq/vKQ66mFb2Pp0+OQ2L4VZsx/U0VcS0Evk9FQrwdEgatecXIwEiCBuhDwpyi2bxMHk8kAs+noEFgxLJQn+eWrdci+5IYmMycfkWGHP5msaB4yhtFgqHGIbfkx/PsJCQyo0/Z14cJtSIAESKClEKhI4JKCHaNvHYqLzjpN+SlW5mf4/mc/1UngKl+cRKJ473xoDnbsSVJVpOJjIrHkjc/wzuIpKlq3oQWu8iKNpBna0rJhF++s5BzY03ObRaqh+GVJZJZEaAXFRUBvatpUQ69HqhrmILd8qmFWoYpQKimuXaphjd4nGihRRqfXqkgt8d+S9LziYkkTLZYXERofjPDWYUrIktQ+idDyi1kNlU5To7mX6yRC154/9mLL8u2wZdlQXIu0TIlAS+zfUUV0WQIsZWJmblIaktdsQd6OZJS4vVVOyRQRhLhBPRHTqwMN6Gu7eOxPAi2EgNwz9bt09FFFwMRCQCrZH9mq6y9Fu/r07qx8laXl5BVg4OX34v2l09Cjc7t6pUKBq15xcjASIIG6EDjSg6suY3AbEiABEiCBpiNQncBVlZ/hC298jg2bdmLJrLHqAMqnKPojuLp0bI27b/lP2QEe+Xfjf7+sV5Fea754XlXAkyZ9Gkrg8qcaFuXZysQsm6pqWJpq6G2CqoZlqYYGBCREwBoTCmt0GALjImAODmjyqob5GfnITimtangwR0VoHVnVsMHOYA3U8RsDjAgMD1CeW8GRQbCEmGEOMsEabFUphwajoUmi2Opy3CJ07fhtF7b8tF0Z4tfGf0xv1qPrGZ2VGb3R6BM65UHegZV/I3X1VpQ4qjGg1+sQ1TcRCf17wBIUUJfpcxsSIIFmTGD3vmRcdstELP/oOURF+DyP3/jwO3z23Up8sPSxo2ZeXX8p4HV6n+54oFTg8v+NFmuCcwadXK8kKHDVK04ORgIkUBcC//12pUozYVXCutDjNiRAAiTQ9ASqE7iq8jNc9+c2FWElF83ik/ji219AjOfFg0sErqVvfg7ps+CJ+2BzFKm/FUcKXGv/2IoRY2fhwxcfU6XPv/5xLZ6c92a9CFz+VEOpqGeTVMP0bNhKqxq68uz/RGc15jLotCrNUMzgLdEhPiP4qDBV1TAwOqxJRJryUWz2AgdySqsalqUa2l0+X6sGCM6qDL1KudRrYAw0IbZTDFp1jUNEq3CYg8wqgqvQ5kBIcGClK+ctLobb5WnWkdtutxvbV+/Eph+2wuPw1Cr6TYSuHmd3RdcBnZW3lvDK3J6E5DWbYUvKAkSoraIFtI1C/IAeiOjUqtFTWxvz7cZ9kcC/jcCfm3bhxnueKPs7LMcvHsSLX/8MP34w9ygc1fUXq5dZi97Bg3ddqyKsN27Zjdfe/0Z5b1Lg+redXTxeEiABEiABEiABEmjmBDZt2wt5Qlveg0tSFKWS4YVnnYaq/Aw9Hq+qmrh81Z/qKC8481R889NvZRfWUgRk7LRF2LE7SRUAkUIgRwpckmYmfb5f8bsaQ8zuf1z5hypI0qtbB9w7af5RvosVIfWLWfK9MC0btvJVDctSDb1VexXV91qVr2oYGqBELKtUNWxWqYbZKtUwR1U1zEWhv6phQ6QaVsFXjODlKzwhFGHimxUXgvC4MIRE+2wMJFKpqMilitn8vGajKlDz1ZuzVBGDI9un3/yqfGKk9Tu5B56eMgoSuXfKBXce1XfD9y/BaNDX98rXeDw5XyWia8uKrdj6806f0FULJdEYaETPs7ui8+mJSuhyFtiRtHozMv/YhRJn9Qb0cWf0RKvTu9OAvsYrxo4kUDkBL95qEjw63Fi2X39E1s8fz0NkeIj6fU0iuCrr76+k/NPKDWosqYr83mc/MUWxSVaaOyUBEmiWBHbt2oU5c+Yck8mpXKg+//zzfOrYLFeYkyIBEjgeCVTlZyiFRqwWc6XRMvK6RHRVVsFJeEmhEK2YYYcE1QjfYamGqdmwiW+WfD+UhWKnByVNmWpoNiAgvjTVMCYcQbHhMDWbVMMc5CbnqaqGjZpqWG5VNTqJztKqlMMI5ZsVitDYUEQkhKuqhpUZ5ou4lZtnw6zJI5Uvp7Qjzymny40+592hihR07tAa14x6DBPH3Ii+J3SFeM34tSMpjiBVmVd/8byKPpTmP6cGnzSkRudgVZ2WffwqEhMTazyO3EQWOYqwdcU27Fi5G25H1eLUYQNrAGuoBT3O7oaOJ7dX10Zpf+1G8srNcGUVosrQO3nPdWuFuH49EJIQdUzXZjU+WHYkgeOUgLf4tSY5Mp325rL9VuSp9cRzbyAtI6fGHlxV9Rdrgpff+RIrPp5f7xGyTFFsktOHOyUBEqgtAblokxsjKReeticdG9dsxMxps9BJ37W2Q5X1/9P9O1575TXEdY5F6+4JZU936zwgNyQBEiABEmi2BP5JNXShMDlLmcCrCC1V1dCu0rGUoNWYrXyqoXhmqVTDUASq6obNINUw347s5FzkpuSWVTV0O1zweoobNYpNVTXUa2G0+qoahiWEIjQuFOHxYbAG+czSa1L90W9sLNWSpbBNZU3SbSbNeglfvjFTdZGqzWaTQVV5Lt/un7oQJ/XshOFXn4+8jHyk7k5B6u4MpO/KwMTZE3CaeWCdz6bNro0YN3Eczrh0IFp19V2j1LSpCMQ8G7au2I7d6/aqiK6aNmEdGBmA7md1RfsT2sKemYvkNVuRuyWpWgN6Q6gVEs0Vd0JireZb07mxHwn8Gwh4i18tFZT9ZV01jfKzTjfiMLx3PPiM8rR8csLtSEnLwnV3TS+rolhQaMfw+57CHTdeogrJSKuqv6R7Z2bnqX6ff7dKWQ/cf8dVR32m1sf6UuCqD4ocgwRIoEEIyFNQEbWyDmYjdVcaDm1NQV5aPopdxUjPTcPr776GvpaKS9VWNyFviQc/O37AtFHT1UWzlNBu1SMecV1i0bpbAvQGfY0ulqvbD18ngaYm4ChyqtSZ2twcNfWcuX8SOFYCh6UaSkSWCFmqqmE27Bl5gMfrE7Ma0Q8KWo3yzYJeC1NIAKzxvlTDwOhwBMZHQG80NMnfHX/EkdctVQ3LpxrmoFCq9IlvVlOlGrYKRbhKNQxFeFwogqOCj6mq4e8bt+Pm+55C546tVcpr3xO7YtbkO4+q0KzSWz/9CUufGadOxa9+XIvVv2/C4w/dVpb6t2X7Ptz6wCx8tWwmClLzsHP1bsXPLyZNWzIVgy1nQ6epW+riOscqDL/uZsRGxioGif07oW2v1rVKA5S1zc8qUBFd+zYkwVNUO6ErND4E3c/sglbdEpCybhtSft2M4moN6LWI7NMR8f16IiCsZpGUx/p+5/YkcDwR8HhebBRBCzhcQNMbRh6Gcf/BNIx8aDYOJmeo319x0SA8OvYWFfGal29D/8tGY/L9w3D9f85Wr1fV3+4oQt8LR6l+4WHBuO+2K3HVJYMbZNkocDUIVg5KAiRQ5HRBr9NVmUpyJCW/Qa0Y+YpHhtPuhiu/SHl5iLglF44uu0tdXGbkpdebwFV+Hn6xK6F7XFlkl1RVqsmTYa46CTQ1AfGUEbNv8T2SJu+jky8YiYVP3oczB5zU1NPj/lsQAbkYtZhNx5RqJL5bbrcHAVZzgx95WaphbqGqamhLz4U9pTTV0NXUqYZGBCSImBWmfLOkqqEpyNrkVQ3z0qWqoaQa5qpUw5xkqWpYogStxmySaqiTVMOIQISrVMOQf1INDZWnGtZljt8uX4eX3v4Ci2eOVemuMxe8hUK7A09P9t14+dt3P6/Dp1//iudnPqB+JUULvvh+NeZOvRv2HDskymnis6+gd+f2uHzQ6dj/VxIObUuBI99RJgbWl8AVFRKt5iDXJ8HRgeg8IFGlEMpDC0nDrEmT90dOag62/LIdB/86BI/TW5PNfPvVaRDeJhzdh3SBRV+C1HU7YNubVm20o7VVhDKgj+zShtdQNabNjiQAeFyLfQ9fSvWnxvquN91VIf60zBwEWi01/lteWf+0jGwY9HolcDVko8DVkHQ5Ngn8CwmI0e8Tz72OL/63Wh397TdcjJE3XVohCRGqpLJWemYuxo64ClJCvEQDvPzhN3jnq5+UF0ufbp0w+Y7rkZOUg/0bD6Agq1ClRjSUwFV+omViV7dYxEoaY7cEGM2+ctpsJNAcCbz9yf+UOffr8yeq6cn7ceuu/WgTH63CzNlIoDoCufmFuGfiPOzYk6S6SoUjMdg+st10z5PYsGnnYb9e9twEFRGTlJyOB6cvxt4DKQgMsOKH9+eofv6HGPL/119/Hb/99luNb9ArmrdE+D45fkqpb5ZEZ2XBJQKDRGY1g1TDwKhQBMRGICA6tEnFLOFuV6mGOchNyUP2oRxkHciBy+GratiYUWz/pBoalW+WmMH7Uw0ttUg1rO48ruz1dRu3Yfbi9/DekkdVl19/+xvzXvrwqLL3UrVT+r2zaIqKJH/vvz9i8459mDDyejhtLuxLS8Pox+bj00WPwZFhx+7f9yq+HpenjGd9C1z+Y5Lqj5ZQM7oM7FRmCl8boSsjKVOlLiZvTYXXVQuhS69FdMdIdO7XHs7kDGStr4EBvUGH2AHd0WpATxhK/c7qunbcjgT+LQQ8RQvLHapf6fL/quF+1pvvOS4QU+A6LpaRB0ECzYeAlH29Z9I8VZVIDArPu+5B/PHdizAZfUau/qfsEol1yYhJEJX/mosG4/7hV8KWb4Oj2IPrHngS7z0/FRGhQbhxzAzcdtUFOLl9B+xYvQuZ+7NUye7GELjKU/WLXfFdYlQao4Trmywmil3N59RrdjO54e7HMbjfifjfL7+rsO1rLzsTo28Zqsw0/dVkpGxyfqEdV1w4CDcMPRsxUeHqOH5Z+xeeWfwupIrNyb07QwyPZ066E+1bx6oqNq++9w3kSZg8Bbv+8rNw182X48ChdNx075MQI+6eXdurcV6b9whuH/cMJt13kyrLLKHmUx8Yjh5dfK9nZOWq9+szU0ahdXw03v98OSqbU7MDzAk1CAHxGtrw907Mf+JeVZHw7U9+gAhX0spXZSuw2VFSGuhT5HLh0uGP4M0Fk9Q5ev6ND+HaS8/ErVefrz7XUeRCwYF0lRroKrDB63Djvyu+Q+bqbYjT1f1J7reeXZh1+/imTTUMDfT5ZpVWNZTorKZONfS4PaWphnmqqmF2Ug4Ks5tRqmF8GIIjg44p1bCuJ794cJ1//XhVXbNd6zjMWvS2KkgwavhlqopnVkYuzht0MgptTpwz7EF8+eoMxEZH4O5Jz+HcASfjvH59lCg4ecEy9Epsj6GD+yNp00Ec2n549JbMr6EELv+xS+SbwWJA10Gd0LlfIswWc40FYxHt0vamY8uK7covrFZCl0GLeHnwF2eFfdchODPygapSWDUahHSJR1z/HghtFc3rprqevNzuX0PA45gnf3EbPYRLb7n/uGBMgeu4WEYeBAk0HwIvv/0lUjNy1A21tFEPz8V9t1+JxPYJSN+fgeTtKSjMtKNV13iYoqz4asVvSM3IxrgRV6vQ/m/XrsfaP7dhzqN3QyLv5WY+KTkDo6+91PfEcUeqSlNsbIHraLFLi7jOMYjvEouErgkwB5h50dZ8TsNmMZMeQ25Bx3bxuGv45bBaTBj/+BI8M/UuDD79BHz1wxpMm7MM0x68VQkCS17/DCHBAZg+foSKerlk+CPK0+Dy8wcgKSUD46cvxocvPoZuiW2V6CDpv63io5QvgghUkkZz6oldMfeFD7B2wxZMfcBXCeekXonofdYIFdElQtnI8XPQOj5KmYRKEzHrwy9/xmfLZlQ5p2YBlJOoNwLlI6n8opU/AkQ+s6+46Aycd8YpEKFk4NAxWPHBXDgy8pCfnAF3gQM6owFGi0mJOuaIEHz4za/4df1mLHr8XqxYtwlT57yKH9+bC01JCZw5hbBn5iF76wEUHEiD2+ZUQtnXG1ciZ8NunBLQtk7Hleux4+OiTZh56/g6bV/jjTQo883SmY0IEN+smDBlAN9sUg3T8pCdUmoEn1Qu1bCRo9gklU1VNYwMVNFZofGhCCutaqjT65okiq2idf70m18xY/6bCAsNQrdObVUEeZDJgude+gAHUzMw6bbrYbKa8MWKNXjpk29Uak67+BhMu2sYStzF2JuShvHPvoS3nhgPj92DpL+SkJOad1j0VmMIXGVCl1YDvVmHxH4d0fm0TggIDajx9YgIXYd2JGPrz9uRtT8bXnfN01N1InR1iUSQ3gvn/jSgmm31gWafAX2fzrXyEavxe5UdSeA4IeCxzfF5cMmNUCN+1wc+eFwQpMB1XCwjD4IEmg+BWYveQWRYMG674WIUe4vx2Jxl6NWlPQZ064odq3cjY1+WeuLY7oTWaHdiW3yxYi127TuEcSOugr2gCL9s3IR3v/gJby2YBLkgFs+Lb5f/hqfG3o4ty7chacshOG3OJhW4KhK7YhOjEd85DgndEmAJpNjVfM7IppuJCFxvLZyME3t2UpOY8ORSRIQHY/xd10HSu9q2isFNV56rXtu68wBmLnwLqz9fhKVvfoEPvvgZP34wV70mHkYnnnt7mcAlv5P3zJYd+1UE1rL3v8EdN1ysqngdmaIofWUefoHrfyvW476pC7D+m6UqkuziYRPUHERMq2pONKhvuvOoqj1XJFQpc3WvF267C54iJ7xF8t0Nj9MFr9P3f/nu+70LHrtLRX0EJUQgpncnXDN2Jh4dcxN6dW6nrq0vvWMqFk2+G9b8ImRu2oeinALozQZYY8MR1asDdGGBuOzuxzB/6mj06t4eL777Nd7+7w8wGPSqnPhlZ52OB2+8DI7kLN/2Wfko9nibr8BVvqphbBgC5Et5Z/mitCRFvabpYPV11pQ3zLflHZ5qmH0gG64id9OlGgZIqmF4uVTDUFgCa17VsL4YVTeO/73iKCiC2+VWkeB2WxGM0MFRWKQimCRlUywQdDoNNHodLMFmGKxGuDweGEu0KCoogi3XrorSeFxe9f5Q6Z4Hs1FU6DzKiL+hI7iOOmYNYDDr0f7ktkg8vRNCo0NqJXQd2JyErcu3Iyc5r1Y+bIYAA2KijdBl50LnKa7y/SFFFiJO7ID4ft0REBHS6O+l6s4Tvk4CzYGAp/DpRhW2/EKaPujh5nD4xzwHClzHjJADkAAJlN1klQBPzn8TcVERuOnys9VT+hkL30abVtHKhHXv+n0qbaKkRIPotpHocGo7fL3y91KB62rlwVWsA+57ajHcXg9iosKwev0WXHzW6Xjk9uux5eetymzeVeRChj0Ny15/Ea0sbeq4ACXYZd+BJx56BlI5Sh6QSDSwimZQ/y8p/Z3/++HpORXtVHwxdEYtYvxiV9d4WIN9F/ps/z4CRwpcT857U3m5TB17MwYNHaOiuqLCQw8DI35H4gfjcnkwc5Kvms2RApdEHrz18f9wzqCT0bZ1rBKBh111Lm699sJqBS4x/R54+T2YNu4WtEmIwbWjHlOimpgtVzWniAY2BP33nR2HH3GlQpXHC7fDqYSoMkHK6ROolDglYpX/Nbk5d7jgcTjhVT5A6gMNkIAM9XlW+nMFVQONgWaEdWmD2FO74Kr7Z+DJcbege4c2gFaLy0ZOxcyxt6CVyYysbUlwZRcCOi0CW0cholsb/Hfleqz6cyvmTboTWqMBTy/9AFIO/MFR16CoyIk7JSLs3AE4t2dnpK3bCVtyFrxuT/MQuMpXNQwN9EVniW9WTBiC4iOha6Jquv5UfvFzOqyqYVIObDn2pqlqaNCq6KyIVmG+qoaxIQiXVMOoYCVSNIXwV534qyoIZuYjfV8mspKylZG+VquBKdAMi9UMSfFzOz1w2UTY8lXVLC4phkYcnbVamAKMMAf6Ci1I5Lh4bzmLXNBqtCgp8VWWLLI7lZjsLVeRUyKbtAYdpjw3CTGGuDp/vNncBbhl+AiEm32p67VperMerXsnIPG0johsFVHjKroejwd7N+5XQldBRmHNhS4NYDaVIMTkhcnphkGqhVZhgG+JDUPcwB6I6ta2xnOrzfGzLwm0ZAKe/BlNkKAIGIJ9/q0tvVHgaukryPmTQBMR8F+AZx7MUk8vvQ4PYjvF4p1vl8Pt8eKeW3xV3B6asQRnnNobZ/Y9Ael7MmDPd8Bld8MaYkGbnq3w1cp1SuCSFAEZR0zczcFmHMrOgslkxPxXPkbPzu1wxZAB2PnbLriKnLDovTiwcydeWfQ8zg7pUmcC72etx8y7J6HI5oY8FS+BFiX+Gx6pTiTClHqaryv9LhdsWpTIxa9cuJV+lajv//xe7iNlU7nAjWwbgdjEGMR1ikVAyOFVsxo7CqDOoLhhnQhUJXBdPfJRXHreAAy/6ryjxv7g8+V4+9Mf8MnLj6vXygtcMZFhSojym3nL65JSdlqfbkrgeueTH/DlD2vw5sJJZeOWj+CSX85d+gE2bduDjm0TIJXynpxwu+pb1ZzqBOBfuFGthCoRppxuuEujqbylYpVHCVVOqO9+oUr8bcqE98qFqroiNwSYENqpFeJO7YJRTyzGHdddhP59uqG4pAQDrx2Ld+c+glC9DoUHMlHsFGPyEgQmhEMXHoyh9z+JORPuQLfW8dCbDHjlv/+DCKljbrtSCWvPvfShEg9uP38wUtdtR0GS+P24G1/gKks11EFnNiAwIQIWicyKFjErAsbSqKPG/lz2R2fJ39TctDzkpOQgJyVPFVbx2HbpNgAAIABJREFUVTUsRrG3AlWyrotdg+3+STUMQkTr0Gabalj+UPwcxUw/fV8GMg9kIX1PJgqzbCh2C8NiVflQhDiJwFJRqZL9U1wCb7FXCcFlD7hKCxMq703pJ/6hIn6VfvmzhuRNKWuj0Wugk8ikNuGIah+JyNYRiOkQjRUrVhzTAy45J4L0QXCmeHBoczI8RR7fg7daNL1Jp3xDJX0xtkNMjcUkEbp2rd+DLT9tgz1HCjfUbMd6oxYmrx1GeyGCgyzQG/SVCl0agw4x/boioX9PmMymWhwVu5LA8U3AnSfXf6UeXP4UxUb42RAy9bgAS4HruFjGlnMQUtFL0s0G9O2pIgbYWg6BsovHQgfSdqcjY28GUnakoSi/CBqNPNUNR+LpHbErKw3zXv8E7y6aAkeRCxfdPAGvPf0wooOD8dYn/0ObqCh0io2BOdCM6HZR+PKX37Br30ElcEmov3yOW8OssASZsfKPzRg7/Xl888YsBJRokLVlH7L/2qMMipOz0/HKO6/jmqhT6gTRXeLFi2m/4Ll7pZKSL7pBnozb8+wozLGpi9YKL+g0Gt9DSRHCSgUuuWj2aV7y1FdTKoj5vks4vsagh86ohzUyCKFxIQiND4M5yAqdyaBEMBUlUPol//d/aY2+7cTvRpr/xqv8DdiRv2vsm7M6wf+XbFSVwCXVQ9XX7PHo2aUdDqVmQoStcaOuVRXoLrjhIdww9BycckIX9Zkppe3Fg6tVfDROv/gu5dV13uBTsP6vHXjoiSXKZF4Erj/+3qEEry/fmAmdVovQkCD0OuvWshRFQb83KRWXDPOZhosQdlLPRPX/qub0L1myssOsVKhy+yOqJPXPl/bnVkKVCx6JrCqNppLPKBVJJVFWKqLKWxpN1bBCVV3XSVIOg9rEILZvZyz79hfk2R2YdM+N2LB5Fx6e+SI+XzgFhTkFWPre1/jP6X0QZjLBEh2CT9f+ibV/bceccbehKDsPhgAL/jxwEM+88hHef36q+swa/sBMPDD8cnQODUP6+p0oTMlGcSNEcMlnL/TygEILa1yYzzdLfYUjIKo5pBraSqsa5qvIoqwD2XA7my7VUKKVyqcahiWEwVLqLdlco5BFAHI6XEjfm47MA5kqUisvJV/5SKnqkJW1UgHrnzd8JR0r6SfCl9agRVhsCKI6+ASt6PbRMJoNNRaQavNelePMSc3BjrW7sH/DQZ/QVZWpewWDi6gnc+18ekckdI2vsQeWCF071uzEph+3wVXoqtF+lfl9iQuanBxYNCUIjQ5WAmCFEV0aDYI7xSKuXw+EtYs9JkGwNkzZlwSaMwF3jq/Kq681XNXEI8c3hD3WnLHUeG4UuGqMih3rg0BFXjL1MS7HaBgC/iitDLlw3JuBtF0ZKsxfpfSVe5onqXlBEYFo3bMVwtuG49k3P8bvW3bC6XLhP2f1x21DL4DT7sI9Ty3CmSf1wpm9ekFv0GLisreQmpUNu8OJuKhwzBgxDAFWC2a99xG27k1CeEggpt17I7pGRSF7+0Hk7jwEV6FU7ipBck5GPQpc5fmVil25PrHLlm1XqQc1fXpZ3UooTUyngTnIjIBQK6yhVhhNBl/Il1/Ekotq1VH9Rv1TQpdJr1KARAwT0UsuWDUG33ff73WlQplPNJMvJa4dKZqVbl8mytVQPKvu2Pj64QQqErjkPSUG7xLh8uzSD5TJu7/1PbFrWbW6D7/4Ge999qO62D9zwElY8PLH+OL1p9C+TRykyt2cJe+pzcTEXiosXn/52bjl2gtUCuToifNUFUZp4rV18gUj8caCiejTq3PZvoaPmYGsnHw1pl8UrW5OLXF9KxOqJEVOIqTEo0ql+jndZWmAZT5V5VP/ilxw250odjdvoaquaySfHZKaF9mrPYrMejzw7DI4nC7k5Bfg0duvwYDeXZGdkY3LJs7B4ruHoU1YCLSBFlz52HzMuWcYuiXEIf9QBozBVmW8Puedz/Hz+s3Q63U465ReGH3FeaqKYva2JBTlFqpUsHo1mS+XamgO81U1tCrfLF90lk6vb5IbZ//fUBGuspMlMisXucm5yDqQo7ycRISprVBR1zX2/YGBSjNUqYatwxCeEIbQuFBfqmFkULNMNSx/vIqntxippYJWxl5f6qFEaNXGHL22DOVvts6gQ1BkAKI6RCGyTQRi2kbBUmpB0FgPluTzLD+7ADvW7MKe3/bCLUJXDSOr/Mcs6ZNhCaFI7N8J7Xq3qZHQJfsVoWvrr9ux5aft8Dgkkqz6iC6DAdDZC+BJyUBQiAWhcWEqRbT04uawZdBaDIgf3Bvxp3Sp0Zxqu4bsTwItiYA7e3K5Iop+s3l/UcWG+9kQ8URLwlTpXClwHRfL2HIOggJX814rf5SWLc+GtD3pStRK3ZEGZ6GryotHubgT43i5SI7vGqfErmK5sNFoUez0osjmVNWF5EZShBtJu5FUlpCYECXyiEAGebgnn91eDwryC6Ap0SLIYoKz0AFbShby9qTCmVPgS9kBGlDgKr9G5cUuB2w5NmVAW9sLyspWvUzsChSxywJraAAMJkP9mK6WCWSlkV/lRbNSXwwRzEQ4U+KYCGilYlmZaGYoJ5pJSkcFkWa+7UojzURQK+c3VpOIs+b9jmj42YkglZmTj5DAAGX67m/ye39qzIZNO5UBvN8YXvrY7EUoKLQjNrpib5b8AhuMBsNhY9b0aCqbU023b4h+RwpV/psrn1DlhFvS+ZRQVc5EvdSnqnzqnxK1HEcKVf/47fl8qxriCJr3mBKFaggwI7hNDILbxUBEogKPB4EGIzw2B9xiwi2s7U4lpMtnufRXHytaDYrybLCl5MBgMSGkQyzM4UFw6bUw6HWAw6UqKebuSYU9M8dXaQ7A13+sQPa6XQjWmusM51ckYcnMZ2EprWoYFNdMUg1T/0k1zE7KRm6Kz7S78VMNRczSIChKUg19YpZEEUdIeqmu+VQ1rOwE8AuEImKlH8hE5v5MpO3OKBW0RGyu86lT4YbyN0vOZ1Xx0aBRJvNR7SJVZJt8DwoPahZeY/L55yh0YPuaXdixcpeK6KoyYq2CoxWRMyg6EJ37d0KnUzqo86E6oU7263K6sGXFNmz/dSfcDvH6q3oNJNLN4HHAm5wOT75NXSfKtV+FQpdOi/BebRHfrweCosOqnU/9rj5HI4HmQ8CdOaFJTOYNUbOaD4RjmAkFrmOAV5+bSlrJcy9+iG27DiAhLgrDrjwPV1w0CHv2J+OJeW9g7R9b1ZP6e0dcgXPP8KVkzVr4thIGdu9LVk/r+5/SAw+Nvh4vv/0Vflz5ByQa4L7brkTnjq1V/xvufhz9TumBH1duwI7dSbjsvP7K7NhiNkFuhqT6nZSfDwyw4upLBmPkTZeoP3ibt+9Vr0kVLn+TFJg7brxElZ2XechTWpnH739tx5D+J2LMiCtVCXtpq9dvxlML3lKvn9C9IzZu2X1YNbD65Mixak9ALiDlhjZjvy9KK3VXOnIO5ihBqzZPluVcNIivSXggrCFmlYIoF0POQqdKIVDeFZ5iFbklvlZhCSGIaheBkMhgwOVE4cEsFOxLg0acsPQGVaVLhCRXoQOufJv6Xuz656lhw0VwVcawVOzKc6jILnu2DZ6GELsCTCpFU/y6DGZj87rA84tmchMgmMr97LvTlUgziSgT0cz3JaLZP//3p2JKxJkeWn2paKb6yQ2FwfddxqihaFZRumbt3wXNb4tTLxqFE3skwmQ0qM/ze2+7AqOGXdb8JlrLGVUqVLk8pWbq/6T+KWN1v6G6X8ASnyp/5JVdvKDKR1RRqKrlchzWXd6PeqsJ5tBAGIKt0BsNpdUYi+BVKVG+6BkRTNR3g95XvVyrUX9DNJoSGKxmmMODYQwJVAKYCAW++98SX3SQUQe9yQS92Yh3P/4Ayakpx/QZJ+fT5MmTj2mMujAr75sl/o05yTlKxFIV9STVsA6CQ13mUX4b5S+l1ypT9HBV1TAEobGhKkrL3MxTDf3HIVzlXBIvsvT9mcjan6UsEVwOtxK1anNNUhuecm7qTDrlDZrQPV5FaIXGhKiHdc3NPP/I43K73di2cgd2rNqFogIR76tIzawAily7mUPM6DKwE7r0S1TRUzURuuw2B7b+vA271uzxCV3VNKOuGJr8XLhTsoDiYkgKrBQoqEjoMkcFI25QD0T38AlvbCTwbyPgzhjfNAJX9OzjAjUFrmawjAcOpeHCGx/GVZcMxtALBmHfwVTIE/tH7r0RF900Ab26tlfl39f+sQWLln1aJg7dPeFZJSg9MPJqdGgTj6mzX8HB5Ax1EySGw6998C2CA614aqKvEpeky/Ts2h6333AxMrPy8OyLH2DimJvwnwsGYvz0xdi+Jwnj7rwGWTkFqlz9fbdfhRuvOAe/bdiKWx+Yhc3Ll5XREpPjJx4agcH9ToR/HvffcRUS27fC7CXv4bQ+3TF25NVqPuffMF7t4+pLhiA5PUvtS7xkuiW2bQb0/31T8F+Yi89U2p40ZcKasiO17AKyzkRKPahEoNCVGrP6ChMWKyHEHGRCbMcohLeNQFh0EOyp2Sjcm6pMi0vcHpRIBaMSeXoq3bXQ6LW+GyoRkTxedUNV3l218QWu8mR8Ypc9z6HM6e05dniOSNusM0e/bqQqPZn+SWNsbmLXsRzgYXdlpamYfm+z0pTM8uKZihwr9SPT+qPOlHAmAtnhUWZavS+iTKVx+kWz0hROv2im/M7Kp4SWzqc5+ZmtWrcJSSkZ0Ot06JrYBj06t6sv4vUyTs2EqtLUPxGnxEi9NA3QXxFQ+VRJiqCk/olfjjJS9335qprWv5l6vRx8Sx6kVJT2+wX6hGlfwQx1k2/UQx9ogTHQBJ3VrARrjYhSpe83g8mkUqV1FqNPqDIZobcaoDf6og9VBExphGh1N8ktCePhqYbZPhN4EbOScmFv4lTDyNJUw5AWlGpYXtAStgXZhcjYl4GMUmN4R6691g/ZanU+ycMYuU4x6hHTMQqR7SIQLZFaCRG1FrTkAXGAvFeaWIiRFMKd63Zj56pdKMyy+3z/atFEINVb9Og6KBGd+3WCxWqpVuiStSvMLcSWX7Zj77r9KpKsqiYiosFZCPeBVHgKiiCVHsPiQ0vTYw+vNq3R6xB1Wme06t8D5gBrLY6EXUmg5RNwpz3QFB7zMMQ+2/LhybVISU2SqI+LQ22+B7HglY/x/ufLseLjeYf9MZEbnDvGz8aPH8xFTJQvDeWyWyZi4Km98dDd1ylhqU/vzkqwkjbvpY+wY08SFs24X/28fNWfmPLMK/jlk/nq54r8YAptduUH0/fCUXhm6l246KzTVF+J2FrzxxZVxasmAlf5eXz81S9446Pv1LYvvPE53vz4+7JjY4pi05yH/iittL0ZPi+tnenITcltsAtIuYgRnweJ0IpqF6WqCgUEm5C7JwX5O5ORvycVJbW8+DqSXNMKXOVnUyp25fsiu8So3uM63KPsWFbdV6DRJ3aJX5dEdhktzSyy61gOsL63Ledb5isCUHoD77v7Lvu5LFLMH2lWlqpZTjST34lIJv49ZT5mvkgzVRygNFpNvqt+zVw0qwh15UKVW6X9lRmll6b+SQqgiqqSdEC/obrd93+V+leZUFVLQ+T6Pi2Ou/GqEaokLUhnMUFvMUJn/udLUqCluIUIU0qkMku0rERU+fpK1JbvrXJ8ClU1OQ/k76X/QVBOai5ypaphcj5UqmFqE6YaGjQIiixNNYwPRVhcqEo1lM+d5h5l5Ofu5+ooKEL6fn+lwwwUZBQqf7uGTOFU7wm9FpHtI33XJm0iVaEbP7/y54ZkHtw+7hl1/RweFlzhabP0zc/x0ttfqtfkgfTQCwfV5PRq8D4SAbd3wz7sWLsbucl58DprKXRpROjSodPpHdD5tEQEhgVU618n75m8jDxsWbEdBzYmwVNU+T5VOjTcQFYWXGl5KPF6YbQaVPqsRMzJA87yLbB9DOIGdEdEh4Rq59HgcLkDEmgkAq6UMeXM5f0m8w3/3Ri3oJGOsGF3Q4GrYfnWaPQJTy5V/WZO8kVa+dtHX65Q5bX9ApX8/tHZryrflbnTRh8lcMkfW0n/8wtcktY4Yuw/kVdHClzv/vdHvPre11gya5yqqPXVm7PQtlWM2v0X36/G9Gdfw29fLam1wCXVvuYufR/fvv0Mpjz9sjJAfnryKDUuBa4anRLH3Mkf5l+YXajMWNN3ZyB1exrcztr7NNRkMqqkuEGHwHArYjpFK1Erun0kStxuJWrliai199hFrbK5aDVIKcjCy68vQ4fA6JpMscI+6/L24MW5i1DscsMrbFweVb5epUGURZDIpuUjSkojSyoc0Sd2OfIlssvn2aXELv94dZ6pb8MysSvA6BO7xKDeYqr2Kesx7pablxPJDhPNyolpsjhHimb/pGj6RDOJhFHpmxWKZqUiWpkXmh73Pzj2mC7o5Vw8pc/JuPaKq5Shut+jylf1T0SqI4Sq8ql/EjFZUUQVhar6fT9UK1TpfEKUEqpEiDIowUp9l+gpEazUz/4vClW1WaDDUg1z7cgRMUtSDUurGnoa6G9mVXMsSzUMMinvJzEEL0s1tJoqFGRqc8yN3VfEDzHZTxNj+KQsZOzJRE6y7wFbbX2jajN3f6XD8IRQ9ZBNGcO3j4ZeHlZUEW2Vmp6NG0Y/gbSMbKz4ZD4iKhC4PvtuFRYt+wQvzR6P1vHRKCpyHeZ36L8GS0hoVZspV9j3q6++RO/evctEzPLic1WDi9CVtOUQdq7Zhcz9WVWKThWOo4GKsGrfpw0ST++EsBhf5dGqmqx11qFsbP1lOw5uTq5SXNMbNTAUFcC5Px0em1Nd38iDPPGIE1GtvNClMeoRP7gnEk7rTgP6Yz6jOEBLIOBKvrtJUhSNCYtbAp5q50iBq1pEDd9BqmGJL5aUdS/fJAJr9MTnsOqzRQgJDlAviY9Wjy7tMem+m44SuKTE+5+bd9VY4Jr6zCs4cCgd86bfi/6XjcbzT92vUg6lSVTZNz/9puYkZeil4lZVKYrlI7jKC1xSIUzGefv5KWpcClwNdz75o7RSd6f5vLR2piMvLb9hfCskvF8iWAxaRHeMVmJWTIdoBEcFwVVgR87uZCVqiadWiVQdq48mVbIMOgR3iEVIp3jkGz1Ys+63YxJ35CL05ptvPqwakLowdf2fvesAj6M426+uV+l00unUbFnd3cbGgG3s0CHUAClAIEBI6CSE8kMgCaEGAiEQSggJBEIgBZIAIQUI3YBtjLstq/dyRbqi60X3P9+3t2dJVtedJBvN84jD0t7u7Ozs7sw7b4lwjD19RsPh+KfwOwbB6DNC/x/lv5HEkn/HABl9CoAZsV283R74nB6WMYaCJMUUgAMmz7LqMi7JGidwIIJdCq1CkDFmaKDUzIJdyehqU7KPA/zMBnmaAbjl6QdwsrRswtXpjLqQuaoMpy5ff6D0b5z9bcKV+KJ8cUxAFYFPcsjUyjiriphUIlBFABaxqQioUkIugloUQ/YFZ1QlswuJUsNQIAxHR1xq2EG+WQ6WnE9HqiGxijjVcC75ZomphsRm2W9ofjDJPcU2trLk0A5bYzebwzOgNU5/qPFce3GhLcOsTwBaOfNyoNIKoOBY2pCSZC/5/s84kfZHDzyD/7z48yEBrq9dfge+cdZx+OppXxpQRQKVOjo6sGPHLmzduhX33HM3wpM4Z6k0DRdeeCHMZjNycnJgMmUjOzsbRqMRRmMmsrKykJ5OPlbC+Q0FftH16KjtRO2menTVWEeVEQ7V5gR0FS4pQPmRJTDNyR5Vjin4utoY6Oqstg4rl6R+L4/6Ee2yI2zv5fEQEbgoZZoYiuSJlgC6JGnIXDQX+asXIj0ve0zXczz9Z3bb2RaYSS0QahtIepmquikKBdLNwV5mAa4ZcAVFptWPrr8IZ528Fh2WbpA88cyT1+Kk827CeWcdxzLEzdv34fs/fgxP3v8DfOmoZRMCuO644WJ8+fijeP/Errrxym/gG2ceywldGrUKd9x4MZyuXtxw55M4+Zgj2EfLHwji8FOuwGP3fg/LFpYxYHXfr/6YAMQGSyX7A1zV9a0457If44Hbr8ARhy3AP9/+BA//5q+zHlxJ6HfiCqHb3ssro8TS6qzuStmqKBmRShQSlkjklpuY2k+gFq02M6hV1wFnbTs8zdbkgloKKTJK8pBRmg9jRSEUM8DrQrx8osK7v9J7qN9FI0KCJA34rA0W2BpsCLh8wmCfAa4+NtdHNMZ0fUQpqZGAMJI69gHRqGCmzb+Pf8ZZYcQO4++mAQqVDJp0NdQZaijVQsLZbDl4W+DW3z+Ic1SLYZBNzH9ki7cZmYeV4svL1h68jTDVNReBKoqyj3tTiTLXhEl6HKDqL/+TkS8VMarickACrihRUJD+UWjCLFA11ZdygNSw0wlHF0kNXSw1dHW5k5qIO9ZzY1aRLI3NtY2caphxUEoN+5+vCGj1tPdwWI2NjOHrbIiGo/wzWsreWNtu8HacdiiXQGvUIKfEhCxiaM0zQWsQJHVjAbQG75PGtiqVkse+FPQxFMAViUSx7ITLsLCiCHtrmjGvMBc/uv5CzCvIxoYNG7Bly+dwOp2862effZbDaCZaCOD6+te/Br1+oEyS/fKkUg54Uqs1cfDLhOxsAr7oJwtZWUYGv0TQi8YmxKCr3VSHtt0dzOgar0uNTClFboUZ5avLkFdqHhPQ1VnXhaoPq5m5RyDnUEUui0HqcSHYZmdmMRUCugjgontErdckrqfCqEPeusXIXVo66vEn2u6z35ttgelugVDLZdNSBcXcZ6bluMk+6CzAlewWneD+iOlEvldiufJbZ3Ji4gcbd7ApO0XCUxF/T/9PwBKlGF4W9+AazOAi76xrb3+UZYZUSKJIXgI9Djf/+4KzT8Ct157PL4jmNguu+9GjnHRI5bi1K3Dfbd+FXqvmfz/53KtscE+FUhKJXdYfaOtfj7c++Ay/+I0gUezri+HW+36Df/1v44Dv/v2Zu1EZT3ecYJN9Ib9Gq2LRSBSd9RY2ZKXVOLetF30hwTMkmYXmdiSlotTD3EozTMUmpvenZ+v5MH5HL5z1HXDWtMPTaksyqCVDRmkuMkoLYKwogEI9/QauyWxbMbWSVlXb93bCY/cgStcwnjQm+KwLflHs1ywasPf/jMUlZPQd+n/BlVtIoZQCar0KBpOOqf5qtYKBMYFdJrDMYnE5JrPUSJYZ7W/oPVCiKbDMqAXEz2S2xuy+hmuBWYBrEn1jJKCK0ubo2UZAFftQCX5ULPUjXzViUsXBKv7kbeJ+VnIZV+qL4FHl8wc4ZXk0oIC2owWy6SwDpYbeflJDJ6caTqfUkJ7FBGaR1DAznmpIbNuhvJ+msw3Hemxxcc1lczOgRfI3ArSCXsGDL5VJh+SjRYE15tIcZBdlwVSUzWMSGseO1k9HO78Nm3exeuHX998AmVSC1WdcgzdeuB9zC3Ig7SfNs9qdOPar1+P15+7D3AITXv3vBvz8yT/jj4/ciI8//hhVVVXo7fXwmCxVANdI50L9itqDfjSa/eAXAV4EftGnLCpD++4utGxvExhdtGAWD4cYrZ3o71KFFNnFWag4qhSFCwpGlQ3SmKdtXzuq3q9Gd5tjSCYf7VMe8iDcakHY5U9UI02aBq2BgC4Dp4Hys1cmgenwcuSvXgRNhm4sVZ7dZrYFDqoWCDVfMj0eXEXPH1TtNFxlZwGuGXQZo6Rd73HDkKGDIj6IpurR78kTIMuQPkDjP96qix5cxXPzoFTKoVIKqUf9C724VUo50vWCJLJ/IZCNVq5EueR4jt/tcEMukw653/Hs54u2bWIgaXULLK0GArUsqWNpUaqQXIKM3HTBS6vIhLwyMw/EaZXW3+Nm+SGBWt42Sj9MkvxQKmH5oaE0j+WHzNRSq0b1ezgU+gMN/GhVtb2mEx17O9Fr6xXAriQAlkL0uQTpOenIX5CH/AozjPmCKbFYxOOQwS8BXaIkU5RikvRSlF+ybDMuzUxINUmaSX5OZBBM3yfALBgWGGf9fczE8xmQkEe1mAXNhuvHswDXftkmsTUOYFQRUEWpfyI4FfepYoBKEZf7DfCoivtT0XayLw5QNd7npNPtwbW3PcqhNVQevfs6rF656IDdtHZY8cP7fotwJAL6zhUXnolzTt1vtE3PNgrKqSydi1uuOX/A9+m589xzz+G1l1+fFDBBz5knfvUEHJ1uOOJSQz+xYyNxGfh4T36C2/OCEL0/ZRIYi/pLDTOhN+oGSMgmeIhp+5oIHnqcXpDssLulG5Z6G8vuiZGTKkCLFnikMinkahlySk1sDJ89NxvGvMyUgIP/eXcT+96KhVLAKeDpuUduwdwCM7+T6cfr8+Oo06/Bh39/BBq1EhTWdMxXb8Rfn7wVn2/Zgl27dsHtFhaSpwPgGqmj9Ae/9Ho98rLzofKp4G7yAJE0KKRyZrBRampikY12OAz4ReNFQ34GyteUoXhZ0ahAFyU9Nu9uRdX7++Dq6j3Ag40N6NPCSHM4Eezs4eABsRDQpTNqYcjNSNgxaOdmI2/tImSXz/lCjBen7SEwe+Apb4Fg44VxgCtxB0zJv5XFL075uabigLMAVypadYbuc7DJ/Ayt5he+WjQpCIfCIC8tW6MdXbUW9Nq9/KJPAuYxoH0FyY0ECpWcaeemednILc2BLlMYkFNdfHYXHPXtDGr5OnqSD2qV5QugVrnA1BrNxPRQ7iDU3t1tPQLYVdUJt9UtgF1J8EtisEshgc6kR8HCPBSU57Hp7kSjzQdLMQfLNGN9fQLYFQonfMsYQCPfMvI1o/4ciXuWsZRF2I6TtBhoiwrAWRw0o98RUY2LyCjrxywTCGz9mGeHQEc5pACu0RhVDFSRNxV5VAmG6gOAKmJZUfpf3KOKWVWzQFVKevmzf/4Ptu2qxa/uuQ5vf7gFL/3jHTz3yK0HHOuuh5+HXqfBDy7/GsiO4Ds3PYj3X/ll4pnOafs0AAAgAElEQVTyyG9fATHLLzz3RE6ZE6VsTpsLljoL/vD7F7Dt9Z0wxrInfB5V6p24+Zu3CgzUKSyC1JAWD/QwFmYiM55qaMzfD75MllE0hacz4FAioBX0BUHJy3by0Wqww2XtnZqkQ/L2LDYJaYdzhbTD6WC7iRJFo0GPXXvr8Op/P8RZJ6yCwWDAjXf/Dueetg5nnrQGb3/4Of76+nu44/rz8NFHH2Pfvn3weKaPwTXefkNtq1aooQnqEGoLwe8JIq0vDWq1Ciq1GiqlEkr6USmhUqkYxNrPMBeMEOhe0Jl0qFhThvJVJaMy6gjoatzWiD3vV8Nr96GPrBj6FZlCAnnQg2BzFyKe4IC/kdeaPlvHQJdCpUCaUobcoxdjzppFowJs422b2e1nW2C6WiDYcP60mMwrS/88Xaec1OPOAlxJbc6ZvbPX3vwYRx+xZEjDzJld80O7duKgn+LIrWLiYb2NZYeDX/rJaAleZZZLkFloYA8tGkiSn5YIdBDI4rU540ytNvg7HckHtcoLkFGWB2N5IRQqQaoxWwa2AF2Hno4etFcLYJfLQsyueCLjJBuLsAaSA2izdChclIf88jyWekzUt2SS1eGvj+RjJv4tYeDPxv8i42wQw4wZZ1EhEED8CfYPAYgDbiTTjMRB437ssv6sM0GVOX2g2YwEuMYMVCkg0xAgpWRgSkz8Yzkgy/+Ev80CVcm4e5K7j8tv/gW+evp6nPSlVczaphCajW/8GhJi0fUr/3fPU8jNyWK/Ikp3Pur0q/H5f59mpvl7H2/Dk8+/ilOPP4oZ6Ddf8Q101HWhZkMts4AIuN+w50M0bm5GkbRkQifg6/Nil2Ibbr7glgl9f6xfElMN1ekkNRRSDQWpoQFK9cErNex//jQOiYQjsDRYYaOkw0Y7HG2OlLHFxWOLSYeUFklhNbTowuMRmSCxm44ivm+OOPUqvPjYLQj6Pfho02488cc38eSd3wYxnzpsTvzsiVeg02qg16pwwVnrYTKosXnzZrS0tCIQEGxFZhqDa6T2JEBWrVZD7dMg3BmB3+kHhTFQSRjYSySQy+W8HYFd/KNUQKkU/l9O6pAMFSqPLsOCNZWcWDkS0EtAV+3meux5bx8C7sAAoJp8X+WxIPqsdoSsrgMW+hjoytHzvShXyWFYUIi81YtgKMyZFCt0Ovrc7DFnW2BwCwTrvtbvVzQa7f/+Td2/lWUvHxIXYxbgOiQu4+xJHGwtQOBFKBBilpa10Q5LrQWeHqL7J9+QVTRipfhlYmnlFGXDXGaGNl3DgIYog/RaHQKoVd0Gv8WZNFArTSoBSH5YUQADg1pzIFcqZkGtcXRaBrs6HeggsGtfJ5ydxOxKDthF70yZQgqNUYvChSRjzOMJxnSCXeNomhE3HS0EgABkQVbZj1lGjDOWa8aTNEWJZoSYZfGEzDiARkmZfXHmmehvlvArG+xbFv93AshL/H34U0gpwMWaKkrdEmWAgueb8Ls0SIgtFfenSpip90v8I4CKPaviP2yorlZAEp+UfhE8qpLVT2fafs685DbcddO3sXyxkOB58gU345mH/g+F+aYBVa1tbMM3r7kHyxeV8++PX7eCQ2vI0/PSHzyAFx67DR9+ugMNLZ24/uKzUbuxAY1bm+B1+niyOhMBLu77MjIvl3KqIYNZeQYQM0t3kEsNBwNaBGqxKTwnHdpha5q6pEMyDs8pyUb2nCxOPCR20HS/c9guwN6NlpZmeL0+2O12aLVaBnlpDc7n8zOQQyU7OwsZGQZE+vqglEthtdrQ0tLC7C2HwwkCbg42gKt//2CgK6BB1NIHv8OPoC807GOKn/X83pBAoVBArVJBo9Mg3ZiOsjXzUHlUBXILchkUE98Lgxc1w+Ewqj+pxe53qxDxRwaAWZTPIfW4EWyzIuoXALf+hYAustUw5BqgytIhf/0S5C4vn2VzzbQXy2x9xtUCwdqzBZsPGpdN4aey4h/jqudM3XgW4JqpVyYJ9br22mtZEjDZ8sQTT8yuhkyyERMpQx0OWJpssNaRn5Y9ZXR/ZmkpKHY8C+YSk0D3nyPI0WiAIYJaHkuPYBTPoJaLGS2TKYL5pxRShQxp5OVWlov0IjMyS/MhVyQX1KqtrcUl51w6merydz/Y9v6odPpJHySJO6BBOLH9COxq39cBZ0dywS5idmkMGoHZVZHHwQLTPfFIYvNNelcjgmYkyyRAjACzOGuMJZpxfzP2MGM5ZgQxETjj7YlxJviX8e/pu6EIbnz0bpwjmz/xFEV/C7KPXoizjj5BAKPiXlUk/RMYVQKTSkz/k/djVBFQJa68D/6cdCPO7mBGt8BpF92K+2+7HEsWCMwqArge/uk1WFQxb0C9X3/rE/z33U0465Sj8dQLr2NOXg4e/unVuOCau3HJ17+MtYcvwiv//hAtbRZc/+1zYau2oHpjPUuvyYx8JgBch7LUsP/FSoxBOh2C5LBJMIYn8/1ULKyJxxYX2PQmHQfVkDF8TpGJ035nwnuF3qdudy927tyJHTt2oLGxiauu1+s4JIlYSSIoQ9tSqiENq3U6LdLTMyCXyxAOR+BwOPiHvLdCoRCPKQoKCnD33XdNehx+//0PMHvSarWyeT2HDUXHn4A4kYcOnb86pEHMDvjtfgS8A+WCo+1TIpPyYqpunhbqQhUM2RkwGg3IyspCZqZgeJ+dnc0SSCrUT6s+2oeqD2oFoCvOribAWR7xIdLWhZDDN+RhCZgm4NRYaIRpZTkK1iyGJlM/O38Z7SLN/n1GtkCw+sxpqZey8vVpOW6yDzoLcCW7RWfQ/q6++mr8+tdPT6pGRx11BG655RaUlpaisrKCV0Rm5WSjN6noYRHwBdiM1doomMP7XH6ezCa7iINItUGNXDKHLzYhr8QMlW6/p5U4wO3t7I6nH7YhYHVPGtQSz4VSyaR6NUxLipFRkgt9gcACSnZ/oZXR9uoOfPDPDXj4vl9gkWLZhJtzU+Bj3H/rA8gtNzMISMlMOoN22qQR4z0RGuQ6LS6013SwjNHR7koqs4vALnWGGoWL8pFfnsuS1mSkVY33PA/17QeDZnSvutqsOPekM/CVtIqJA1y+Zsw7fz2uuf0mKNXCRI3KweoNdKj3g5lyft/63n248qIzsWbVYp5gHnnaVfjHs/egIHegV9ZpF96Ke269DMsXlsEfCOGYc7+P3z54E+559AW4er3czxyuXl59PuvENTh7xSrUb2mE2+Zh+f1UA1xkUk2AlmaQ1DCzIBNKlbAAk+z31XRdU3ERq7e7F9YmIenQ2mCF353ipEMKfqA2NqiZoWXipEMTs99myruDnq8EQu3YsRM7d+7Cnj17EAwGGVwRwSyqK7Wh2B/EhUHxk8bC7EUVXzCk/dH2GRkZWLlyJZYuXYw5c+agqalpUn1KfDcUFxdz/bxeLzPLurt70NPTg+7ubmaPEfjl8/lSBn4RAKWOaJDmkMBv9cPfK0gwx1zSAI1eDfUcNaLpYfj7/FxXMe0xM9MAkymHmXEmUzYy9AY46lzo3GlBNBBlz680CaCQxpDmdAgG9CGBJTegEDFZmsaeePkrSpC/fjFMlUUHzZhuzO05u+Eh3wLBfadNLXUrThVTzv/3IdG2swDXIXEZhz6J/QDXQN+MsZ9yDAsXzsfRR69jzT1RjxcsmI/y8nKUlZUiNzd3xgxYxn5OqdtSBJDsbd0MaFnrrbA19Qhm2ikwwKW4bFrVIno/sbTMxSYYC4SEPHECmwC1OuwJplbATqDW5Jl9PFGWCfLDzAWFLD3MLBPioun4gWAIMqkUMtnEfDQotVNJSWjx79NgqHlXC6o31MLR7kSXvQt/+PPzWKVeM6GLGo1F8IH/Hfz0yrv4+6I3GUsnSnO4PQ8mQIfax2VzoX1fJ7O7elqdyQO74rHg5EFTsFgAu3JLzbP3/4R63shfIgC3c2sNOj/ajZt+dTfOUS2eOMDlbUbmYaX42lfOhvmI+ciumDM70E/BNTvUdvn47/8Bh7MXP/7Bt7Btdy1uvPPXePsvD3H4yZPPv4ZzT1mHnEwDbrrvNzh8aQUuPOdEBrKO/cYNeP2Ze5Gt17OHklKrwF/feB+NLFE8Fy27WlG/uQHubk/KGVwJqaFClBpmClLDPJIaag8pMIv6n7io5nP52OOMfbTqbfB0e1OfdCiXQqGR8wIRMbTIz9FgzphRbUxjIXpHVlVVMai1detWBAJB/t1EiwiGaTRaHH74SixbtoTHxwTaTAVQKqY6itee2GMEeIngFwFhNpsdFosVwWAgKeAXSxD7NJC6ZPB3+eHr9QvyqXEUtV4Fdb4ascw++OFjcHFwoTakY+nUOugDegTaI0AkBpVSBZ1BB4O8D+joRrg3KDgT7f8P70pMNc0uyUbpmUei6OglUMRZYuOo6uymM6QFSCYciUbZ7+2LUoJ7T0YMMQZ36R5nMH0K/q1a+NYh0cSzANchcRlTD3D1PwK9uOnFYzKZsGBBJUpLy1BRUc4U4+kyBZ2OyygOKvweP7oIzIqztPzuAA8ok12YpaWQQGvUIbc8BzmceGjmFJn+gykR1HK32xKgVrC7NwWg1hyWHpJRvLQfs49o/fc88ge88b9PuQm+c8FpuPzCM4ZsDmpDStmydbtw+/cpEhfweP0485LbYbH1QKtR4YR1K3HblRegYVsTGrc0odfuYX8Gm8uaVICrfwV5ciSXQE7pPORbFmd3Udz7wdDHWXZhdycM6rvJLJg8u5IEtBKzS6VXooCYXRW5yCv74oHd0b4+hEMRNtQeqYx1O7oX/C4P2jfuhX1LHTMrk+nBRdJh0xHlyDu8EprM9FkWV7If0IfQ/rodbk5E9PkDDHT97IffxeplC9HZasWZ19yBR66/HIsWFKO+vQuPvfQaIn1RhEJhnPGl1TjjS0fC2eniCSYBSm9s2IzWTiu+c9bJaNzWwgs/AU+QB+zJZHCJUsMMc3o81TCDj5+Zd/CnGg7VtcTxB3l5UjiNraWbkw6dXe6UWR+I9aB3I6XcMaA1TzCGzy7MmlGAFtVVZLE1NDRi165d2LJlK3p73SC/p8Es1v4hJ2O5lclPaunSJVi+fBkWL16cYCKN5btTsY0IftF4kP6f5JMEftGn3d7DLDCbTWB+UXuMV/bIRvPQQO5RwN/hh8/tH3fas0qrhDpPjbQswC/xJYz5B7cPLZpq5BrInAr4WgWZpEwhg9mgRWZfH/p6fJBSSrRUCCaQSMSFVcEbjAzoC9dWYMHZa5BVnD8l4ONUXONkH+ODjTuwq6oB1156drJ3Pen90aLLOxu24h/P3D3pfR0sOwjsOWFaUhRVi985WJpoxHrOAlyHxGWcWoBrqJcPAV4EctEPAV6FhQWHJLtDBI/IlJVYWuRh0d3ak1SmTP/2pbRDkv7llgs+WjnFOZwYM9i7QlydFECtTjj3tSLk8CQV1EpTyJC5YA4MIqg1zCrljr31uPb2R/HvPz4Ad68XJ513E7a+9VtmYw0ux33tBgayLjj7hATARcyt/7y7CV855WjY7A6ceemP8ORPr4M+LEfDlkY4uly8+p9KgGtwPcWkJ5o8sQR0ngl5ZeYZN6Af6klAA1eSqZCss2NfF+wt8f6aTLBLq2BmV15FLicyzhQpSqoe76/+dwPu+9UfeferVy7Cz3985ZD9e7jtaCB59a2/HFC9Vx65FZI6C5y1HYgGBSPdZAJc4sHUZgPMq+cjZ3HJrAlvqjrIQbxfcWIcjURhtTqhSpPBY/fA5/QhEo4i6AtCqVFyMAVNUFV6FXzhELQqFbxOLy9A2Jvs6IvFkD3HCJVWhVhfH4L+EDprLHDb3LwfSkj7pHoD6jY0TKq1utNt+P2zz8ZTDTM51ZAXKA7BZF5OOoxEeOxhbyXJoZ3HH33hPn4npqqI7z/TvCyY5pHsUPiZKqbSeM5LBP46Ojqwa9dufP75NlitFpYkiowrGq8SM1wmE8Yk9I4kkId+RN9a2pZAHOpH9EmFPkkqSMDWokUL2TT9YFjwGtx+g8EvYnwR+EWSx56ebmZ9keyRADAB+Iqw0f5QhcAntUQNpU8NfxtJF/2IjrMvKjUKqHPUkOZI4Jf54Pf7hzwWtb9GqoHEIYevzYeAJ4D0DA1ytUpIrG6EvQGmbglKfAHwIhUBsUmpnrpcA+aeugLLz14LjUYIWeofhjKefnYobvvSP/6H/763GX/41W0z7vSsdicn9ZbOy59xdUtVhQK7jknVrkfcr2rJ+9Ny3GQfdBbgSnaLzqD9JVOiONbTopcFDR7IPJLkjSRlJMo2JdEcrAMB9j1w+zg+29pgQ1e1BUFvMDUsLamQ3pRu0sHMLC0CUnL5BT14wJ4AtVqtcaZWK0KUTjXOwcVw15bkh2lKGTLnz4GhrABZ5YVjAnSeeelf6LI5EoDVlbc8jO9/51wsKC864FDEFHj1Px8ltqdzokGmq9PNrDBNhhpX/+gRnLB2JY4sKkXd5np0tzumHOAaUPE08DWiFWxid5HfWW6JGenZ+hnfx6l9e3t62Zyewa7mbkSSzOxSauQCs6syF/kV+Ycc2BUMhbHipO/ir7+5AxUlc/D1K+/Ebd/7JlYtmz+gm4y03fufbMdL/3gHD/74SqacB51eREhGXNMBb2c3IhTNHoulBODiSkolyFpajNxVFdDnCsyL2fLFbQHxXdLT4UB3Szfc1l5+v9E7OxrtQ8DjR9gf4ck/ASkEeKTRxF8hBaXzEpuCmLt+px9+t8DmIN2SUqvibQh6IRCG2EYqnQK5lWZmH7/9qSCFmKwn3KWXTj5sZCZe/YTtQSslHXbDTonLDTa+NtSeqSrkYUQLa5QgmVOcLRjDzzNBrhAAn8ler1TUm5OGe3oY1Nq2bTuam5sPkL5R3QmUEhMQyS+LzsXn88LpdHKCosfjYcYTKRLIAJ3GsvPmFaGkpBj5+fnQ6XQztg2S0a79wS/qf8T0onYRGWD0bwK/urvtDHqJzC96Vqjlaqj9GvhbA/wcICB7PEWhkkNtUkOeJ4NfLgBdQzHraI6hkWiQZpfC2+FDLNqHXIMWWm8QIbt76EPG/SflagXkxSbIF2VDVaBDenp6/DpnsvE9+X+JXnwHO/j1wOMvYW6Bmf0QP9myG+d95Xgct+YwPPq7V/DGOxuRrtPw4vK5p66Hxe7Ahdfdix6HG4vnF3MbPv/oD3H/4y/hyMMW4MvHHcm/o7ELgWD333456pracfv9v8MPr/0m/vDKmyAQ6o+P344Lrr4bX1q9HP/7aAsn6lKy7jWXnD0q2532v3HrXvzy6ZdZ1m7KMvBC93e/eTr+/c5GfL6zhmXzVD7atBMP/vrPqG/qwMqlFaDx1v23X4HiObmg8yYAm/62ZWc1jlmzHN/79rkHpACPp29Ox7aBneunh8G17KPpON2kH3MW4Ep6k86cHU4HwDX47GnVhF5GJSUlqKwkdlcpioqKxgSUTFdLioN9W7ONzVkttVb0kMQr3DduCvZYzoFYWlKlDHmiFK7EhPTs9CEHUWLdXC0WAdTa14qwy88v+GQUArUkKrkAasWZWuM13n3giT8hOzMdl11ABonAXQ8/j+WLy3HmSUN7Zb38z/dR09CGW685n/2jmne2ID0rHfkVZnj7wjjtstvw4i9+CJVfgvotDXBOA4NrpLYVJwPpZj1yS02CwX9csjeTgQPqSx6HB20EdlV38eSJ0/ySyOxSqGVxGWMeCuYfGmDX9t11uP2B3+FfL9zP3eLZP/8HKqWcB4r9y0jb0SDx5Tfex+P3fh+RQAjki+fpsKN7bwt8Fgf/jkoqGFz96yhP1yB37QLkrqhIsBSS8RyZ3cfMbwGamNIzoKO2C5Y6CzqquuB1+kBoFEvQyEtRksb+OrxtfOGEjbfTJAzM8ruBwa792/EzhGLmYrQQQGm+BJRkCizkkhxk5RsPOdA7WVdbBLScXU5YW+LG8HVWhHwREKNuvF5HY62XGFKTbk5nY3iSHBJLWa0VQmpmIqBF50btRSAImcVv374DNTXV7Ks1nNyQxqI5OSYsWbKEPWT16QLA1ReNMDhWVbUP9fX13N8rKipw3HHHoqAgn0GxodqA0hM9Pj/S9VpIvwCLBCI7jj5pIZLALsHoXpA/CmCYDX5PAPJeOXwtQfhcXoSDQ5jBj9A5yRpCnamGslABv0oAukRmXf+vEQipgQYxaxp8Fh90SgWyybPV5hIWiUYoClM6YvOMcBkicEWcfD6ixJH6CFmwULqj0WiE0SiAX/Tv/qyvmXpfiKdNLHFii59y7BFYtqgMS+YX47U3P0ZNfSuu/+5XebM7H34eV37rTLYCefg3L2PTtr34yQ8u5r8dtqQcl15/P7587JE4/+zj+XfESn/+5TdZKkhyxvOuugtmkxFfPW09VColvn3el7HomEuYaXXVt86CRq3EzXc/hQd/chW+dNTIgVDk27vy5Ms54OTU449CU1sXNn6+lxfL//DKW3j/k2149uFbGPw6/Vs/xPlfOR5nnbwWrZ023HzXr/HKb+/khXQ6bwK26BzLiwvx0FN/wZErFuKGy7821kfijNgusG3ttNRDddjH03LcZB90FuBKdovOoP3NBICrf3MI7C459PqMAewuWkWbzkGU+NKmyb6lkVhadnRVdyHoD6dklZSSnIgBZMhLh7lMYGnRavZwQJIIajmbuuCq74Cjug0R8jtIGqglhUTdD9QqK5gUAHnvo3/ktK1LvnEKX/67f/kHFM3Jxbe+etKQd8dfX3sP++pacP1F56BxWzPHlpNxviJdgWvuehyrly/ARacej7a9HWjd3QaP08teUlMpURzPbU0TOprY5VYIUsbckhxk5ExvHx+t/sxSdHkFsGtfF2zEEkgm2EUR3yopChYXIL8iD4ULDl6w692Pt+LPr76Hpx+8kZv13+9uwqdbduPu/7tsQDOPtN17H29jGW9RgRlz80y45PRjUW7Khm1nA3pbrQj7BNPdVANcfBBJGgwVBcg5ohKZRYKX2mw59FpA9CMi/5rOui5O9W3f24lIKDK0N9/gbJrhjKRpO/pb/JMBf4WUF2xyy8ws5aYEvel8x8/UqyleE4/DC1uTFTZOOrTB5wzw2GO8vlBjPU8CtAiY1GVpkFNiQtbcLJiLTNAYNDMefBTHQ8TU2rlzJ4NbgoH66It8BIjk5pqxaNFi/PL5t2HrcfME3JxtwE++fx7cTgdisSiKi0uYtUXPwq9f8VPsrWlONO05p67jZz0xV2iyTz6hVJ564AasWFIx1ktwyG3XH/wKBkNx8Ksb9Z81oeXzVji6nHC7elkqmjDHJyB8hELjZGLxq4tU8Kt98AeE5MXBhYAVTZ8WUUsM0d4+mFRyqHo8zIweqcjUCqDACG+mHH5NAF54D2D90bxFBL7o02w2M8trMPhFANhMA78I6KkonZMAswKBEFaecjkDRoctLuem+fu/P4LV7sCjd1+HoSSKlKg7GsC1+d9PJe4D2icBXC8+/iMsX1wmjGPufRpZxnTcfNV5I14P8t+lxN7rLjsHF5170oB99ge4fv38a3j5jQ/w7ssP8/4IaF5+4ncGAFwrllaw/694ji/87a2Dzr8rsHXN9DC4Vgr+yQd7mQW4DvYrOEL9r7rqKjz11G/FeJEJnGkMK1Ysx+rVq/kBkuwipqQQo6uysoLZXaWlJZMCV8ZaR3GQxD5aTTZmaTk7nKljaSmkUKjlLM0gc3hzqRk6g5DkNNQq0H5QqxOuug449rUh4gkkFdSSagjUmgtDaR4yS5PnmUYvn1A4wrJEKjf89Akcu/YwnHHifgaXwB7y8qrnq//7hKnON1z6VRBrTq6UQ65X4tZf/A4lc/Nw3UVno9fWi9Zdbeiqs4JM/QngsgesePOVXyPXYB7rZR+wHZl/t7vbccUVP2eZXiokHyKYqSfJaVkOzBQMUJYLmVw2Y2VhdG0oiauNPLuqu2CtsyIa6kPfGCYQY7kQBP7JlAR2FXIa45xFyet7Yzn+ZLd564PP8Op/NuDJ+3/AuyK/OApUeOK+6wfserjtHrv7e7B22mG3OaDRa/Dup9vxm5fewH8evwPufS1w1LQj6PZxQumtzz2EsyXzJ56i6G+B8cgKnDL/KGGgNEJJk0uRt3YhclfNh1KjmrGsjclevy/S90VGEKWrdtVZ0FltgbXRjj6SJY8z+WykdiPGFyUmFizIg7nMzPc1PcdnwdKBrZYIpun1w9pMDC07A1q9Nk/Kxh5cg7isnoJBcohlzEmHxBTXT8l4a7L3nAgE1tbWcgLili2fw+fzsR/ZeAoBXCQzXL58OfY0WPHNc06ERqvB5Tc/jDNPXovzzjqOd9efeX32ZT/GLdecjwVlgsWCQiGDWqXE3/71IY47+jBkZuhZKtVl7cEv7rg6UR0ODXF7cWzZYeOp4pDbPvfuq5i/eOFB+0wmdlTdlnrUflIPR6cLHjcBSQEGk4hxFwj44fcHmEU1FPhFfn2adDXU89QIav3wB/1DXnuVSgVNVIs+awyaUBr0gTCidiF0YbjCMkSTHkGDFn41EDWE4Rsm2XHwPvqDX3K5DDk5BH4R84tYX1nM/iKZK31OB/hFAFd/oKextQunX3QrSxDlMlnidMymTO67EwW4dr/3+wF9czDARYveBEz+5AaBGTZS+dM/3sE9j77AmyxbWIofXPE1tn/oD3D95MFnEQpFWCZJZTSA6833P8PDT/8Vb7704GiHn1F/D2yJj9tIXksv7Cn6VK3aNGQ72Htc0GnUY5Ka0g5G2p76g93hhjk7M2VtPgtwpaxpp3/HyWBwrV+/DjfffCN6ehzYs2cvp5zQCsxQdOHJnjHr6jVaLFy4gL27yLC+/4thMvtPrJT2CCwtS5ylFQ5EUmLOKsrWjHMyYS4VzOFzivZr+4c6FxHUcjR0CEytfW2IeoPJA7XkUkg1CmRWkqdWHjJLUgMsfPr5HvzssRfxt9/eBX8giBO+cSOvrJAXwIt/fxvzzDnI1xjQF40ie6OhV2wAACAASURBVE42/vXRZtQ1teHGb38NvT0eBKIR3PzQb1n3/71LzmZ6e0+7g2U0JGEMBoIoXJIHb3cVXnzgblxeMmfCXeOOqlr8+e134YlqYCF/kzoLPPbUxaqPNTRgwieU5C+yBKTXj7aqDnTUdMIigl1J8nkTJUwFiwrYs2vOggIG/2Yy9f+z7fuY8v6Xp+7g1v7za+9ib00T7rr52wNaf6jtdlc14MdXX4BgTy8kShkUWjUkMimWnXoFXvnlD6Hp9sK2twmebgfS0iT48XO/xDnKRRMHuHzNSD+sGKevPQGxYBiSWBpio/ii6OblMJvLVDl3FqBI8v00FbvbL7G3c7pv575OuLrcSfeMJKZqeo4OeZW5zNQyF+ccFGDJVFwD8RgioBUOhnkhjTwPKW3Z0eGakqRDhVKGHA5FyUL23GwY8/cnSk5lO0zkWOKYrbW1NW4Wv5VlcASCTLTQGJOYNmQSv2zZUhQWFrLX1jeuvBNXXHQGjlu74oBdE8B1zy2XYVHFvGEPS55BtKhHQBjdfzSGs+5uhKumHd974HZ817xuolXGP+zbcNml38aSdatgWlqC9ALTQftcpklt445m1G6sh6PdiWiQgPYYM0BJ8hwJhxFg0Ks/+BVgiSKDmWkxls2q5igR1ofgj/iH7A8kKdWEtZA7ZcgI9iGt04GQJzDiNVDoVQjmGOCIRpGmT0MsKwpfn4/nOxMpNIYhmTeB/AeCXwLoRX2RPkWvr2R7fg0GuCj0afUZ1+CvT/90yP5M4NK/3tnIPlpi+fYND2DdkUtx6Te+zL8aSqKYTICLjkF+WtX1LXjh5bewcVsV3v/bI3jx7/9LSBTJ1uSlV99JMLIOVYAruPmI/V1PBLj2v1wEwCsF/1YesXlAl29pt+CqW3+JptYu/v25p61nGSv5nA1VRtqengE/e+wlvPnBZ/xV8oG75tKzcWrc420i99pw35kFuJLZmjNsX8kAuMgo/vTTz8CJJx6PNWvWoLm5hT0KaCWttbWNH/6TGXAM12QCu0uOgoJCzJ9P7K4ylJeXjSu1Rxzo0yCfmFpdtVa4LDSwTIGXVr8V0lwyh48bj6vTR07ZSZj71rfDVdcJx75WRP0hIElsGWJlSLVKBrUyS/NgKEm9NIweYLff/ww+3rIbRFUnbyJic1HC1gXX3Ytjli3BsYsXQyaX4LbnXkRXdw98/iDyTVl4+PrvoNPlwg9+/tSArrG8tBhXHn8StFlq5M9LR1rTPjRu/BRPvfBH3FQhGGKOtwT7+vDD3dV49s47kHHcidDNK+HBqdPiiktVhT5Dq3/kv5bswr4nCpKJCIECzO4qFZgPM9G7i9qGUova9rWjo0aQODGzK9lg10IhjXHOQgHsmmltQUk+R51+Nd7+yy+Ql2PE5Tc/hNNOWM1mqA3NHfjPe5txzSVf4cSfxHamTHz3podw8toVOG3dKmzdWc3SAYMxHTtrm3DxTQ/i3WfuRfdn1ej6bB8zFFUZOvzwuYdwjmrxxAEubzMyDyvFyUvXIOD2MJNDoddCrlYiRr4ow9B4iD1mOrwcuasqoTUKPjWzZea2AD1zaQJI9yWB0CQ9DPQGknZv0pmLzysyHM+tzEVeiRmG3IwZL2mb6qsmepuRf6e9xQ5bo52lh1ORdEgLBiQ5zC7OhmmOkUGtmZh0ONI1ofaj9L6dO8ksfhva2oRx5mQLgVukEjjiiMPZg4vM4v/1v4147Pd/x9L5JcwGGYpxSACXy+1FVqYe649chqsuPisxsauqbcZPf/EcL+T97qGbkaFSoXPTXth2NiLs8nGVr3/sTga45GkTk37/1bYF3z7/W8jPNIGSrLVzsmFaVgLTwnkHbQouXWMaRxDQZWukUJWhmXj9wS/qA7S4yayvYBCQxaDMU8Cn8qI35GIGmHjviX2FkhLTYxnQ29Mgs7oRsrpHlP1SsELMlAGXJA3eUATqfBWimWH4Ir6kznNoTCPKHgVfuBxmfolsLwK9KAghMzNzUuDXYICL2uW7Nz3IANLPbrscOVkGVNU1Y+vOWrYU2bqrBhQKRf6ipK4wZOjxmxdeBy1ak4SxvdPOpvNef2CAB1eyAK4OSzde++8GNqXPyNDhL6+9i0d++wo+fu1x/Om1dxMAV2uHFadc8H88tzh8WSXefH8ziKXV34OrP3PtYGVwBTcePqXMLZEhplz9+YDH7eU3/wI6rQr33fpddNp68I0rfspm//1VOf2/MNL2r/zrA/z8iT/hvy89CKNBz4ApJZITiKlRC3LvZJVZgCtZLTkD95MsgOvoo9fxJHPBggU45pj1WLRoET90KVWlpqYWDQ0N2LevGm63m18CQ2nkJ9s8FA+sVKqY3UVAF/3QC4FeEuLkS1zx6+3uRRclHtZT4mEXIimK0Bajs2nATywtc7EJWYWCDn+kSXkC1KptjzO1WhElQ8wkgloynRIGBrXyYSjOm5ZJCE3wpVIJIr4wulsdzARib6G0NERDEciUcmTkpEOToeGJd9gfRtAXYlNiip+Xq4Roboqlp8lVukmPiK0L3s2foM9qQUt3D57644uTBrieu+VmxPR6ZBx7InRF+1dpxetEfjW2JgK7bPF0sejQnjWT7OQk8yHPiZzSbJhLBNafMU9YcZ9pAAODXb4g2qvaWcbYyWDXfiPqSTaFYHKtkCJ/QZ4Adi0omFHA359efYeTfnRaDcrmFeBXd1/HtG0ydKVB5Z73n+Mm4O1+Q9upUJxvxs+uu4jG5Xjm1bfx3L8/QEGOEQ63FzefdzpWF8+FZWstgr0+pPUJpkbJ9eCKIeTxw+/yoi8SgSbPCAWZSEMyLKtLlZMB81ELYF5actBOpibbF2fi98V3nc/ti/tpWdk7j+7BGPed5BSSBhEInz8/D7Rwk1ueC226ZkY+k5JzxuPfiygD7W7vgY1lh91seUAJcqmQvYs1FFniWXON7FlpmiskHYqJyzPtnTFSy9KYkdILRbN4WkQlFs9kC40b8/PzsGLFCga1zOacAWMhSnjbU9PEqXJ3/OBirFm1+IBDVte3sk9Xd48bd/7yeXzl5LW4+OuCv2iPsxfbd9fipb//j0GyS08/Fp2f7OFxXZgWKpMMcImVowUImV6N7MNKYV5aClW6YHdxsBW6dzrrLajdVI9OGqsT0DXGx5cIfklVUmSVGmEszUBEQWEBZHbfzUmPVquVgX8CkbIjGVC3BxFu7UbYK3hcDldkmToEjFpYHF5Oi9XMVSNiCMEXGr8sdrzXpD/4RXMewfA+G1lZZHifyYwvAr8MBkMC/Bru2tNYhBIGxcAnqgulJd750HM8VhELmbqT7xXdh9fc9ignFFL5/L9PM6BBNiNkTE9+c+Qz1+1w4eWn78TufY3MfhwLwEXXWkxAHK5NbN1OXHL9/Qmm0MKKIlz77XPYnP6FV97Ce3GTefr+K298gL+8/i73e7JAeeyZv+ONP/wMxXPzeAzW/7zJLuIXvzn4JIrBTw5klI63P01ke+WarYmviay//p5qJDklSfZj937vgN2Ptv2Tz72K1976GK8/dx+UCjmI7fXlb96Ct/78EHs3J7PMAlzJbM0Ztq9kAlziqdGLYv369Vi3bi2bLdIgSqThNzU1oa6O2F11aGxsQCgUTsrK2+BmpQca1YNScAjwmjdvHrTQwtHmhCUOQqTCoJVIDLTCo81Uw1xujrO0cqDUKEeljItgSXdtG1y1JD9sRV8oklxQS6+CobJQALXmTQ+oRdeKJ1+RKIOMXbUWeEl26AmxhxOxfTi1iJK4ZBIoVQr2biHQKxIkU/8o0iRSyDVyjpMnPxcyaScvK091FXyffgwE/LyqkUyAi/tYhoGZXNrCAyWPYh93d/fCQuBpg00AdYKR1LG75BJojFqeWNLEJa/UDIVaMeMGstS3g/4Qr8iSHKqjOvlgF4Ge+fNz2duncGEBFKrpbwdaBaWVe0O6bsgnP3uZ2V0IevwIhCPQSKUIeQOIEMgb60OfUgF/NIIMlRKh7l74HL3wdnYj5PQmPEOSC3AJ1YzFhHr5bS42mFeZMqAy6iFXq4ZmdUklMC6Zh9xVFUjPE2TWs2XqW0AEUhydTnTVW9C5rwv2lh5ESXI6xknhWGpNLCB1hgp5BGqV5XAoBEltUnHdf//73+PRhwaydcdSx/7bELfwP2//C2q1AiqNihdV+kt9ki37SfiaWd2wEUOrqRvWeiuCniCixGZN4rUYcJ7E+JVLYMgzIKcki43h6b2gVCsPSsCR2pHAB0o/JF+t3buJ8R2ctP0FLXoSELByJTG1FrNZ/GiLjr976V/otHSPOgEnCdfOqnrce8t3EHD2An0xyLVq7KhqwO0PPoO/PXwbOjfuhaO2HRG/AKIkk8F1wL0hSWNWl3HhHJiWlCBjrnnUseh476+p2J76gr2tmxldFCQU8celi+M4uFQp5bFS2ZElnGJN15zGbSRrFX56GER1bG5F72eNcHdQoABpI0kcyS/GAUeTqeSI5mTAFonC1e2BJl0DTZEK4YwgvAFfShbyRzvd/uCXSqUeFvyi4C7xuTfcc5sSC129Xk48H8xcJJBCIZcP8Fqy2HqQbRQYuxMtZHJP46bhCi0E0v5pcTwSjbK/3XCFwDixLtt21+LCa+9lQI4WGg+VEvx4+f5TmUqJ4trtiePWN3XgzEtuY4aVKcvAvyew8fW3PmaQc3AZbXsCtL557b3cl777zdPx5nubeQGBGIXJLrMAV7JbdAbtLxUAl3h6BC4df/yxLFukwW//wolsXi+qq2vQ0NCIffv2cZQwUYwny+6iYxG4pYjJIQ8rEeoJI9IdRSQcgU6tQ4YhA+np6SBqsoQQqUlKawiEEWn/ZM5K0kNi1fRnjo30ACagp6e2DU42im9FjECtJK2wk/xQnq5OgFoZ8QS06Vq55Ql9rx91n9WjYUszEImhr49+CNgSTY3jcVuxmBAtD0qokSBGHop9MUhlaVAbNChbVYzSVSXczgGXC55tWxCp3odYJJwYiCQd4KILacxCxrEnQJtfMOKdLE5yaKJJUhQyYifzVJpskrws2YX7oUICU7GJJSjE8BprP0x2XUbaH7VLKBhG2942dNZ0ob1KYJUkS8YotAOBXWZmdhXOL2CAORWT74m2Gw2aey096N7dhKDDA6lSxs89v4VAJSf6AiFI1UqoDXqenNB9QImo5I1F7C0CvsX0tFQAXMJ5xZhhQPUJdLuRJpNCqldDm0+sLjUkONCrS6ZXIXfNQuQdXgliRsyW1LeAKLkh30gK2CCWFgVuJJUZRPJ6hZTlhnnzc5FbmgPT3JH9Iid75tS/Wxo78NADj+Cff/oQ8r6MCe8yrG/D5RddL0zoJGlQKOVQa1RQawTAi4AvJYFfaiWUSjmUKiVU/DvhU82fSv6e+O4cDIrRdSCJvWAMT4CWDV6HL/VJh3IJ9Fk6NobPnpsF07xsaPSC7cF0vecnfKEAHgtQW1ZV7WNfrS1btjCoNdlxIT3/yWB81apV7K9FoUUjSTOtdidsPU72ISLvrGtvexRHHDafU9eI2UKSxDNPWoNer59l52R2TT4/1//kMSypLMbFZxyP9zd8jvVrDoNCo8TTf/oXPt9Vi19efwk6N1XB1UiLX6ljcA11Dehdoikwsk9XzhJh7HSw9RF6LjgsTtRuqkPj1hZE/JFxM1LpWZZdZET56lLMWVg4YH4iMl9tda3Y87dP0LGxlm0XqP/t/4kgEomb0sdikGanw6NVwubwsB8spTpqyOxeF4BvmoCuoa6/CH6RL5JKpWHwKydHYH5lZhrY74t+aH40Gvg1mXt8pO+SX+k7Hw2Uv/Xf/kfXfwtFhWMLjTri1CuxfFE5s4AosZoYaMREO5RK8KOl03I6ynUCg4/K9t11+Oa19+DTfz6BdL2Wf0ceaL/+w+uJFMv+lRxtewI5b777KZYZ1zd3goBTkr+esG5l0s91FuBKepPOnB2mEuCis6QX6LJly7B+/dGoqBAGFIOLyHxpa2tndlddXR1qamoS3l2jxWDTg5gBLbkCipACMS8QsocRcocRCoQOfPlRpC8NdtRqGBjsyoAhg1YohInkaIWOJ1HQoFIrsLQ49c4MuWJsiVDshRIOo6emTZAfVrcnH9TK0AigVkk+MoqEFbvpHMjQoNVlc6OGBiWfNSESiLJh6IAyCuZDg5KMvHSUH1WK0hXFfE6ctNhYD99nm9Bnsx5w6VICcNFRTDkwHHM8NLl5o3UX/rvYxz1OLyxxwKur2oKQP5x0dgUdjyPeid1l0CCvPIdBr9xSM1QzDOih6xcORdBW1cYyRvIFSgXYlVeRw0bXBHapSHI3jQwjYiR07qhFx0e7EXB5EXZ60Ef9IBDmUIU+TqNNg0Qmg0wpg9qUAXVWBgPBsXBESKrst5KcOoBL6NrUdwOOXvhsTkQ8QUACDqJQZWdAlaWHXDWI1ZWWhoyKfJhXVSIzLn0e000yu9GYWkB8ltC7rbO2ixmwdN+EfMSATR5wLvhpSZFTko28CjMnu1Ki3lS8S8iXcfOGnfjkfzvw6ZYPsH1jNdQY26RmcCNGYgEEtS249BvXjal9+dkZB8ISxs4SIjISO0oGtUYJjU4FrU7FEye6d4POELyWXvidAV6cSqNFGZkUMqkUUgLcZVL+HZf+H+NdXIv7eGoyVAKgVZSFnCITdEbdqAykMZ38NG0kggqNjU1xs/jP4XQ6x52AOLj6dP3IIH7p0qVsGE/AluhrNNqpNrZ0srRKqVSwTygBWL+881rotGo8/PTLaG7t4kkXSabOuewnvA3dfUvK5+Jn130LapkMX7/lQbRau2HM0EGtVOJn116IQp0O1u318HY50BdnqqSUwTXEiZJ8UaJVwhSXL9JCynS+E0e7FkP9nfqMx+VFzae1qNvYwNLF8T7/aIxkyE1HxdoyFC8/0K+M/Lwa39+G+je2oKfJvn8RLm54T4vT0T4B+EpTyRDJMaDTE4DD5uD7XK0noEsFn8bLiZ6pCN6aSNsN9R3xvqBPWvwnzy+SOWZnE/iVyd5fBH7p9XqeS8xEW4zB5/XJZ7vR2mnj5/D88rkjhkAkqx2nej/BDw6UTE9FHZRf2p04jMjI+uDvjzLrispYGFzDbU/P15176/Hsw7fwPJGCBCiF9h/P3oOKksKknt4swJXU5pxZO0s1wCWeLQ0yjj/+OKxbd3TCFHG4lmCGRyiE6upqZnfRp8Vi5d+Jkc8JllafAvKIAqHuMEL2EEKBMCLEgBpHIf08AV5E2aUfWr3Q6rQDJAwiSyu3wiywY4pz2BtqrIN9BrWCIfTUCUwtJ4FaJBtJIlNLYRBBrQKkzx3oIzGO5kjqpnQtbW121G1qQMuOtmGNQkc6qEwpRRatth1ZirmL5yRAUuoLrh3bENj8KdKGiQJPGcBF8xRzLgzHngC1KWfcbSayu2i130qJnfU29LTRgLdPADCSXMT+mz0vmydG7AVXYBxz/01ydYbcHctRwgR2CQb1bXs6BLArSeb9IrOLJAoCsyufB6BTMbAXJ3BdexrR/tFO9GxvRLjXh6h/CCp+HLySaZXQ5hqhNOg4LXE4s/dUA1zixYqGwwxyEcss1if0UUp5lOnU0ORnxb269rO6iD2au2YB8lZVQqnVTCvAPhX9N5XHSHhH9njQVWdh6bOl1sLS56T6ackkkCulyF+Yz9JDuk8ESd/EJSfjaRd6BtRWNWHzR7vRWN2OaLQPO6o2TSnANVR9CfSSy6WQySRIC8UQ9UUQ6PYj4PSDUpaJlStgVWkJQvh+phf9mtLSCOyifcRBLxH86v9Jfmb0d6lwLN5eIYVSq0QOseaKjTDNNcFgFmRAU/HsGs/1G8+2Yp/u7Oxi6eHWrVvR1WVJimUFjTcpYXv58uUMamm12gn1YWYLOXv5monMBPEcWXbf60Wgx4NIIARfNMoLrSryDw0Idgv0zgnJJAj3xZBBQJnbB0+bDc76ToTcvsRzdKoBrsR1IiBXKYNhfiFylhQnbCvGcx2ne1u6RkF/ENWf1qJ6Qx37tI6XDU7XSZulQcWaMpQfUcqMLvH+pets2dOI1vd3oGN7E3q73MMAaTGkSSVQFGQjZsyEuzcIn5eM50OAIg36Mg3cMjcsFgvPY0Q22GgL+NPdvnT8/uAX3UvDgV8UynCwgF8zoV2TUYfg+4sGjg3pRdRfSpuifyuP3Zuo/lCeWvc88gIsNseYPbj6b08LC+TjRomzVGhxd8lxl+InN1zM4QLJLLMAVzJbc4bt66qrrsJTT/12/7LiuOsXw+GHr2SDzrGUuXPn4rjjjsWqVYeP2ZCYXgRkBEnsruaGZjTuaUbIEYLPEkDIHWQWTNJeEiK7S6OGyZyNvJJclK8oQ2FlPmv2SXYz1kEl1TscCLL80EWgVm1HckEthRQKgzbB1EqfMzNALeoHdO5dDRb2SyAfmEgwTuceSyeJbyNTyeJ+CaXsqyROsphR4nSgd8tniNRU0dNv2L02u9z4zfN/GMdRD9y0IxjCc7fcNORx0vIKYDjuBKiNWZM6BsvT3H50Nlg4Ir6rxooA+bUk2TuHp2C0+kYeOukq5FZQmmeOwO7Sju4TN6mTHMeXRZlK29442LW7HZEUgF0U/MDMrgX50OgFY+xkFZFp42ruQnddOyyb9sFFE5sez7BglXh9lFl6aMyZkLNXxDCsUvJWkUtx67MP4mzJ/ImnKPpbkHVUJU5ZcBTLIEcsdO+5vezNRRO0xECK2D4aJVTZ6QewurRFJpiPqIRpftGEJpnJuh4H234SnowdPZx6SM/RnnYng77JLBRaoTVqkL8gF+ZSM/LKBMZvMu+FsdTX5XDjsw27GdwKUqBKvEwHwEVzAkpnlcmlSAv1AcEoAj1++LsJ0KJFtORdA5HExQwvOq5KDoVKBo1JC022Bgq9CiqjBgqyGyAAJS6lVGkUzC4ij0rylCEJJf2w7FKtZEb5UHLK6WRyi2MDh8OJXbt2Ydu27SBfVpIgTrbQ2IzGlytWHMa+WsQ2GesC5FiPTc908gF11LfDWd+BkMvHT2e5SgmZRsngJjEpo+ytFYNUqYRcq2RGdSQYQcjlQdDlRajXz5YM5BuqyNTh6p/ejNgk+9TtN94CsyIdff3unbGeF793FFJocjORtawEucuENPLp7ivjqT9tS8BR9ac1qPmkHn6nf9zep3Q9lDolKteVofKociiUikQbeHtcaPtkN7o2VaOnuRuebu+wjDF5hgaK4nyEpSph7EuAgzQN6nQlSteUIGOeni1ZenqcbHhvs9k5FbS3t3eAFDJp85rxNuQ4tu8PfhHAtR/8ooRHI3vd3X///QNAw3HsPrEpvY8ef/zxiXz1kP5O6J35zByl59BUfiqP3zegXSl5U6/T4N5bv8NehedddVciRZH80r71/Z+xn9apxx3J3xtp+7sefh5vf/Q5Xnz8dszJz8FbH2zhEANKJc83T26uNbgzzAJch/DtkQwG15FHrsLFF1/Mflp+v3/U1qLVEQLF1q1bh5KS4mEH0iLLpafDAWujDZZ6gelC6XqOHifc7l64XC54PR5E+2gle3LMF7lSDoVGAUW2HDKDFGF5EFEpDWTTUFQ0lz0bKEKaDOuHMyQloCLkC6Cnrp1BLfpJGlOLxr9yKQ+IDBWFMJbmQ184MCVy1MZP8QZ0/q172xLRzuOdjPHEQiVD4eJ8lB9ZlvB5EastSBIb4NuyiVMSRypp2SbYc/OhKpw7qckanVOWoxvBzzax8ffgIimcy0wulUEwV5xsSSRutXbD0kT93obu5m4erI13ZXIsdRHZXZS0RYAPAV7Zc0ZP+hzLvpOxjdgeAtjVidbdHUk17he9y4iZKcgY86HNmFjilMhKIFDLUd8BZ007gj0e9LZZEbA4R2XbUEAFJRdqsskAdgiwLQ5q0TaG8nxo8rLw1ZPPwNmSyokDXL5mzDt/Pb7+la+iZ1ejwNAahQVLz1qvzQFflxMx0YskfrETrK6CLCg0lMAorCiaVpbBfPh86PjcRpeCJ6PvHGz7EP20WHpYZ2E/LW+PL6n3PbU9efVlFmQiv9LMIR3E5hzNZDtVbUnnvHtbDTZ9uBsdLbYD7pGpArgIzCKWVlo0xiwtArQCdh8voJGvTqoKH1clg8qohipLA4laiphCgnCIrAxGNtIm4IQXLBKSSkGeTr+Ts5xSBbWWAK+43xj5iqmUAijG/0/gmOAzxgAZgdRqJZ9qMk346Rnu9wewc+dOTkGsqqpiUGuyE3gaS1JS9sqVK7F06WIUFBSkBJhhi4V2G7qrWuDY24JYMIwYhQXE25r8Cek9QoXDi6KCzJwYPRKZwH7k9xinZkYAuZSf31mL5sFYlpw6E7hjq2qGfVcjPM1WIQxkAoXrrJbDtKIMOUtLoTGmT2r8NIEqTPor1Bb1nzei9tM6uK2ecS8K0D1E41CSLlasLoNGJzC96VnVubUG7R/thrfTAWenEx6Hb0hPVYlCBmVRDmKGTIQC+4MlKHWW2GILj6lESdxqQ1wMI19iu93OZvcORw/sdvqhpEcbSxz7+4BN9t6ZdCOPYQci+PXhhx9g5879krYxfPWATa666nI8+eSTE/nqIf2d0P8qBQBVZGpN0afixJoB7Upps5f/30No67Dx7885dR3uuOESZr+SX+GaM6/Bj66/COd/5Xj++0jbO90ePPLbV/DvdzbytuS5dvHXTsHpJ65O+rWcBbiS3qQzZ4fJALgWLpyPE088iX0O/H4fdu/eMyatOem8TzrpRJYtEu1VHAQE/EEGsyiFrqvGAp/LP+wLiuQZwVCQgS632w2nw4lwhLT4oyes0IuGEucUBgUUWXLE1FGE5MERkx2Jgq7Xp4POuby8DGVlZaxJjwSCcBCgVdsBV0NnkkEtGZRGLQwVczj9ML3QNOP07zSgaNzRzAMKZzsZqY8PbBQHFMUr5qLsyFJkmg0HDKr2SxI3Io2M5IcpMYkE8vIK6FccAXV2ciJl+difbUTwNOiQjwAAIABJREFU88+GZN9IioqReczxUKanJ/3mpkFN0BfkVDQCertqrXxPkJwx6YOcuMeLSqeMs7sE7y6S8k2VTGmkBhQBpPZ97ezZ1bqnAxH2MRtffxvuGAmj/nnZbKZNnl06w8hgl1gnZ1NnAtSK9Pp5ghHo9cFncSDsJuB/BH8k8hHM0DBrS6lVDwy+EEGt/CwYyvJhLC+AJiuDr33tqx/jipuuxTnKxRMHuLzNyDy8DJff8j3kLi9Hb6sN9r1N6NnTwkDX8KyuGCc+kmwx5PAcCN6JrC5TupDAqFJBqdfAvHo+x9YPDh5J+o1zEOxQnNj4PQF01nWx7LBtTyfL7JMZREHMBPLTIj8+8o3ML8tN+DZNF9hI527ptGPLht3YvrmGvfiGKqkCuGjgTeCSJAZIQn0IOgPM0Ap5Q8zSGhSYlrTeRJ5ccpUcSoMKagK0NDLElBJOFSZAi+QYqS4CeLUfDJOIQA2BZVIJ+4zRDwFe/Cka8FOi8QHgWJw5ph2Y1Cj27T179jKwtX37dgQCyUlA1Om0OPxwMotfzIuOqWAcUv3DwRCsu+rRvbsZvi4HeyBiPK+a/fQ8Qb6WoUXWsmKYFs+DKl2XkndqOByG1+KAbVcD7DsbhbEogXHjLXH5IvkpkiE9+bnOhDHAeE6Dxk5NO1t4wdXR5hi3kkBccC05ohgVR5UhPUvwn3K1WdHx6V4497XB7/JyeBCNyYZ6ZityMiArMCMM+YBxCo010nP1WPilShQtmTvk+5D6oHgfEbuLmF7E+OrpcXDqI/2bwK9gcL8JvmjjMp52SvW2GzZ8hL17ifEz0YWtGGYBrqGvUuit8ukBuE6uG7JCFrsDOo0aWo1qTN1qpO3p/rX3uGA2Gce0r4lsNAtwTaTVDpLvJAvgOvrodSzfI5CL0jg++2wLg06jFQKMyHx++fxlSJemw9bQzZHaE0qai8XQR+lkvb0Mdrlcbv5/Nm6Os7sURP/XEktLAWmGRAC0+kLs+zBWA0jR1F6n1CArTQVjRAl9MA1apRp6nX7yyYzM1CJQS5dIP0wvmHmgljixr9lch9pP6uGxe8fNNJBIhZWysqNKeAChY7+hgS9B9lhwOVmSGK7eO6IkMUaxxSuOQMaKlUmfQNPAwbnxE4S2f34gyEUTg3klMB57PBRa3WjdfsJ/F9u8p9PBALClwQpbgz117C4pyRmlMM7JRG6ZCTnzcmAqSm162lgbJwF2VXdwGiMxu8IkD0kW2EV+OAoJsudlIb8yDwUL8qHPFMycE6BWYwcc9Z1w1rQh0hsQJhNszN4Hr9UJX2fPqLI/AnfVuZnQmY0gP0AucVBLW5gtgFplBVAb90d104u/4c3PYNtSi1uf+TnOUU0S4DqsFKcevh5zT12FvGVlfA+G/EFYdzVw0qOf2GfDABDUFr5uF/xWJ6J+IRVscBnA6tJpkLVgLswry5ERf66N9ZofCtuJjESXzYWueisobMLSYEs6YE0TKKVWgYKFeczSyivP5RTAmTBJpf675dM92PjeDvTY3InF56Gub7IAru9c8H32s5ISpzAURdgdYkAr2BsUAK0UAUsEGDFDK0MFVZYaMp0CMUUaon0xhAnQGk0WPMM6fQIM6weKEdmUWGSKOPgVDPnh7nXB1m1DDFHQY40JqfSTRunIxDig38UgkQhxM3RfiJP5/p/0//Q8ogTEww47jM3iFy1amBJQi5qa2VqtVtgI5N/VJID8EwGI4teNPa7KC5C1uAjGssKUMMyG6iI8bvIFYN1ZD9v2epbGi++n8XYpUg6ozRnIXlaK3MPKp+wcxlvP4ban5017dQcDXdYG+8S8YFUyFC0vRPlRZcjKN3I/aSXJ4sd7WRbqc/vg7HSx1cRgor9ULYeyOB9RXQbCvoGLs2QXYSw0YMH6Sk50HOvzuT/4RYEM+5lfTnR3k+SRwC8re4BR4qPI/kpWm45nP7MA13haa3zbhv5btl+cKDK5RLFiCv+tOKV+fBWdoVvPAlwz9MIko1rJBLjE+pAGmySIHo8Xn376KWhFSSw0OeTEQ4kCiogCUXeMzeEj3igyMzKRm5fLbK5krCqzX0JfBD6fF32aPvjlPnj7PPDBh0AgMKBeo7WlkMajgFqqhKFPDrkjBIkjgLA/uN9wWSKBTCZngI8N69PToVSpEuazIx6DVsvkUvavyagsgLG0APp8AUhIRluMdn7j+Tu1aygYYlPPmg11CHoEQ9XxFJp8KbRyVDIFvIJXhYc6T5YkNjUKKYnWrpGbMCsbmlVHQl9anjJKPfVl16cfI7Rj24GMHJL+lJbBeMwJkKvV42mOCW/LgQyBEMuZrE0Cu8vb4026+bRYQWKBKDUKCGEL2cgtMUOTIXhXTWc/FQEnkjAy2LWnAyEPgV3J8coRgVhTSTYy0uWQR0Pwt9rQ5wsNmjTEWKLsszgRdIzstUVtKqM0NnMmVBk6QCrhZ4B2DoFaBQKolSmk1vUvNFBt+XAHujbsZfAsmSbzFCNffMaRyFm0XzpOx3O1WGDf24ye3c3DsLpigtGyzYmA3T08WNCP1aXNM6LgmGXIX1nJ74RDuYh+WrYWO7OTSXro6hw/03W0NqL7U2/SIb8yl5N9c4oFCftU+2kNV0+6T1saO7BtYxVqq1p5IkjBxQRwUMAETcToXcKWNTJ6n0qxecf72PvJPuh1E2PHhsIhBNPcuP6ym+Fsd/JCDPskcRppnFdJB4wno02WucWG9EoZlOlKlhwq0pUCoBU/x+gkwJLRrv90/Z0WFr0eL/sK0USbxleDFwwFCazAEEv8P/2OjfXTICdzfQX5jEkhlUtYLqpUK5BfkIfi4iKUlpVAn66FRqtK+I0NJ6ekdhjP+4jHiuEwg0H2Pc3wdzmQFgXLDkl+SIVArj5SB0T222Fw4ibLE6UDtiPITp6uRdbSImQvLIJSPzGT+2RdT1qcIy9Y284GuBu6JiVfJMBOkC+WQJt9INM+WXVOxX6oT7I37CbBG5YCIkYiVg9VBwo9KlhEFhqlvNjnqGtHxyd74W2z8/vY6/SydJE8VPsDXdRXlAVZSMvJRjgiPWDMTH0/e54RC9ZVIr8ib8xA11B17A8Qk9yR2F7043A4YLcT84tkj9YBkkd6z6eqzAJcqWpZIPTvkulhcJ3WmLqTmsI9zwJcU9jYU32oVABcdA6UYrN27Rrk5Jixdevn6Ojo5LRDaUAqJB46QuxtQbT8/oX8IQryC5CXlwvJBJObaHAkGGibYSo2wVySA7VOoEu2tbWxWX1dXR1qa2tHlCOKEdMaqQIZBGr1BCFxBgeAWsNdLyFJRAqtVgODwcDJjAR60Spnv5glAdTKJlCLPLUKoM8TjFFnYqHBAa1S1WyqYxPPiD8y7lVvujZkaFy+uhQVR5WPyLKiQZl753b4N1FK4iiSxLJy6FcemTRJ4kjtzyDXxx8itGvHgZtRWlZ5JYzHngDZFE/aE6wii0tIZiSGV50VUUpmTMGkimVPcikyCwwwl+VwMmPOPIFpOJ0T6gTYVdsF8jJq292BIBn2T8DEV5R2ScMBpPn9iNgdDGqRjwrJOAnc0xo0zFygSbq/x82srWhw+P7Kky9JGhuya/OzIdOqoBNBrfICBruGewbQPdi2uQrt72xPAGvJBLi4bkoZSr6yBjnziwZMElmyE9jP6mL/rUGsLtom4OxlNlfYIxgtD1eY1aVXI3NpMeZ8aSlyl5QyC/hQKbxiHomivaaT78P2qk4E3IGk3ovUj+iZml2UhdxKM8uJM3MNM5JhQRLEupoW7PqsBgFfiJEtjUYFuULG/cTnDcDr8cNj70XYG+IAGSWk2Fq3Ebbd3ciTFEyoa0RjEeyUf46bz79VACoQ48klJxtH+vgaCddK+B0BX4l/099IOhjpE8A3YoKzbKgfMEZAtVLG/p3E0FJlqthDKyr5f/a+Azyu6kz7nd67pqh3We42YMDYBmwg+SGVJJuEXTYhgU1PyCabTSFtwy7ZbMKmk11SWRKWTfZPSLKQP7QEMAaDMe62uixpRhqNNL3X//m+O1eWVWekkWxYn+fRo3bnlnPPveec97yFQDtBdvhqLPysJ5NFUGsS0Wi0ZBb8QvVBfYfBaEBVVRWsVivUKqWwgHIWY0zwHaOFB42O/MVEg/2inJJ8xsiEv2jAT+NKNuKftp3IxA0XvbXIf5DfZ3lAplJCbdFDadBCYdCQmxayiRTSkTiSgSj/TD6Es7aTy6Cy6Ngb0Vh7/i1QUvuNjPsZ6Jp4uR95ut4yFyf53tEwVimHqa0G9k0tUz5ir5R2TvUw6faj+/leDB+ldO9c+WNZpQzOdgfaL2+F1WXE6P6TmDjYy2EBxOCO+mMIeIJIJ9JnAV1yoxqqllpk5No5mWQEdNF+CeiiMVWl5wPTwS8CugjwImBaAL8Es3v623S/r+WCXxcArpV7MtL/07RyO19gz8rXD56T41b6oBcArkrX6Hm0v5UAuESWllquRo25Fk6tE2M9XvR3DyIZXdyEnsAhs8WCmmoXp3DQwGahIk607U02ONoccDRVoapuYZNs6uBocNbd3YO+vn6cOnWKX+wEXpA3jLbI1JL7k5AGRabW0r0xqE5kUhksNissDhvszbVwbWqDrb3uvAa1qN6Zsu8LoXt/HwYODCKbWNzfbOb9ok7b5DKiY3srmrc2LSofTAaDiLz0AtKnTkCyQHgASRJVF22D+aLSUzkr8fhROwk+/SdkTsxhnElMvo61LFc8lz5DdN+IFTHaNwbfwASzuyK+yMqxu2jVXatAdYcLjuYqOFuc0FsE/6pyVtMrcX/EfYhg12ivVwC7jnsYZFgI7JoCtdJJSJJxZH1B5IjxMUc6FePVMgnUeiVk+RwKsSSzFBYqBGjpGqpY7kF+WiRbUZsF6eNCha5l9EgvTj/84lnAUqUBLjoHmU6FlhuvQFVr3Zz3jlldw+OCV9fR2ayuXCaLuC+AxHhoUYkmAR1ynQq2i1pRf/UWTvCaHtNeyfawkvsS2xotAoz1Erjqg+fkKLe1SsrfmPGilKK6s5o9tVztLuiM545FGU8koVFTgtzc7Z7qhYCrQCDCMsxomIAQMr4qQKNWI48C1HIFgmMhePq8OPbMKUyO+GG1GeGotmHfyb0YeOE0GmUtS7p98XwMR5Uv41N/+enSP1+kcU31+CK7K1/giV9BUuAkWnOdBXqHDiqzBjKNHMlEBolYEuQjmoynkIinkUwkEY8Jhur8lS8CZHnBUkH4felji9IvavlbMshNbKBJPyYmJxAOhbk+llvo3afRamGvsjGoRT/zYuAyy1wm/PT8qNQKmHM5qMJxFCgJMZ1jsEwmlzFQaXTZULO5VRibGTVsu6WSSJEOxRAe8CB8mhaOstBYDbCsqYe2pgoyq14wjzcLPk1iobYeiyc4Yex8KTw2yGYxfqgXvkP9SPpCy5Iv0mJN1ZZWOLe0nZXeeb5c73znQe05OB5Cz/5e9L90emmLtkoZbA0WtG1vhTKbhHffKaQnI3xIAroiExH4PSFkp/n6ke2DqsGBgsWCTIq2m/38E1OMkm07d62BvV4AS1e6iOAXtQ0Cu+hLTHsUZY/0e7ng1wWAa+XuXPp3DSu38wX2rHzj0Dk5bqUPegHgqnSNrtL+6GX1w1/8D3yTIdxx+81zHrVSANeePXugUJDsUAXpWSytNKeB1dXVMotpbGyMVwdKSTwkBld1dTVcLhe0GvVZxsu0aq21aJml5WypgrPZCZX2bJPTUqtZ7OyHewcx+NJJjB3t5RTEdCzBg4DlFvLVUWhVgEGNrEWJkDyLlLzAAzlKZmxra0V7ezvLdCq9WrOcc6d68Q1PoGd/v7DKlSi/LqiTJtp122VtaFi/uL8ASxJPkyTxBeS9owuevsRqEySJbR2r0vnPPBkCuQJ/fhzZUydnnScb3a9dD+uVu88pyCWemDhwCfnC8A6Qb5cPni4vS/go9anShZklShnMNSY4W4vsrnMslxIBiLH+cZYxjhx3IxESwC6e3ChlkBKolSBQK4AcMUwXiVxn7xmaoseTyFM0PMlUFVLIlXL+ogkTFZK5yGjitKYW1dvXofaSTmhMi4Na0++Lr3sIvb9+FoUZ57QSABcdV2HWouXNO2BtdC0IXmSSohHzoJCqKLK6iOERiSNBJvSh+JzhDDPbndKqh6HVhbpdm9jY+HxP8BL9tAJjQZYJj3aNYeK0X5DGVhCzIDBFa1Sjem01XK0OlrDIFfJz8t4T7xklHX3kc99Gd/8w/+nbd34U2y9ef9YtTSXT6OkfwZ3fvp+TjkPhKN7+2itx3faL8eKBE/jaz/8biVQaZoMeb7tmB67esBFd+3uQmIxDzhM6CfYef3r1Aa4ZDZNldQopjzWq6KveNpXwOxPAFyerIqAlTHQLSMSTzFwjwCuZpO8pUP2kEmmkUvS78Df6nojRdwLIksUkRZwFhomgGAFklWxnc/UD4nWw1IkNrv1FGenyGjj1EUqlCvaqKthsVugNRf/SSndGxf1RoIBWAugzGUi9QWRiqTmZtkqtCubaKjRc0oE7fvsIvMEwtGoVXFUWfPUDf4XUsA+Dz51ANpeFdX0jS6xvv/tHGB338zi11mXD9//p47DbTHji2YP40jd+BpVSCaNeix/e/XeodtimAA0RCDtXC0BUNQRW+Pvc8B0dQKjbLby/l3Jr6RlRylG1tQX2jS0wOIVk1ldCYRA+HEP3c73s00WLuGXbbiikMDmNaNrohCQQQvjUyJR3GwFdofEwM7p4waNYv4oqAxT1LmQkqnkX3ThVfGMt1u3qgMVlOWd1KnrkkV8x+XuR5FEAv84wv8h3+Qz4lRVk4AAuAFwr9xRkHqoTHbdW9bvyzSMrd1GruOcLANcqVnYlD7XnLz4Br8+Pv7zx2nkBrne+853Y/8iLUKuX5hmUSCZgrjPgtRe9DumJDHtbkGHrzEIgj81qRXVNDZLJBDweD3s2lFJoNa++sQ7VtdWoJkCrVTC7tlQL+v+ldKLihJ/MkUlDH+xxI+b2F1NySMRQQDAoJDOGgiHEyMeLYp4XYBNNvxZKzFFoVJAY1chYlAhI0ogWBDP7mas1xFYgcGvNmjVsuN/e3srA3lKvrZQ6XWgb6qAosY9WtUa7vEzfLrdQp0zgY/tlLahuc5UE3LEk8egRJPY/C4no28bx5+RQW1wRpSABkoQ0t8F4yTZo7I55T43u1bGXj+Gte95e7unP2v7xZx+DxWWCbgYjKZNOI/jk48j0UELM2YVBrvWbYNt1VUnXv+yTLGMHYlsmZpNvUJAyBsfCFWebiKdEk0MyWnZ1uOBsEWTDBqsA8JyLwT17rmSzGBsYx/DzpzBxcgjxIR+ysbmZWnNVrVQuYelsPhJHfobUmlqrVKmA0qiGxmGCvsaC+mu2onHnpiX5TQWHvej59V5kArPfmXc8+B1og+WDz9Ov6aIrL8f1666YdZlquxEtb9oOc51z0dZF741wkdU1eXQQeZKEsp+SYLif8AaQL0GuJcg3TSCDfTJmtq1vgq2j/ryR3Yl+WiQDHusV/LTCvkhlgeJimimxXms6XQxq2RvPvfx3eiP4yYN/wMtHe/Cdf/woHnv6AB74zRP46Tc/zX0ksdgGu0Zgshpx73//ASajDh+/7W040XMaH77jW/jVt76Aw0f7kMxmsGv7RhzuHsCn//le/ObbX4LnxChGTngQD8a5rzwXABezOOVS2BqssLfYGdBiuRD5La3QO2s6MEb1LAJL6VSmCHYJoBeBYlPgGAFkyTQSRXAsES8CY7EU6HNnGGMFZs0J+8SirDHx2MFQiCexvnGfwFxbJtOM3vUymRR2ux1Wqw1ms4nf/yvVB7DNhFoBQzoNZSSOgj+KTJzkhfMjOAq1CtZmJ5qvWIf9Y6O46a3XQaVX49a/vxuvu3IbLq2vw4lDvRiNRKE1GdHW2YCDvf34y7dcwxLI2/7uG3jDtdtx4/W78Nb3fQkfe+9bsPuKLfjKt+5n0Pb9N70OvSeHEQ6G2YaDEipveudNSC0ia1/sBXzf/T9CQ1MjS36VSsXUd6VSDoVKwf2OSqWYUkTMBNfo3tJ4mIJFfAf7eCFl/gTdhc+GZO7GFpcgX2yvOy8W+RarP/GZI0/True60bW3F+l4pmxJOfm2GVx6OG1KZIe9kPCCjzB+ZTWEN8RAF3u5kdcgJao2VyNnIAP6+ftxGlM3ba3H2is7Oc1xKfOeUupgKduI4BepYijVUfD7ItljkAGw++77GZ5//oVlpSh+4AN/gx/84AdLOb1X9Wcyv645J9eneIvnnBy30ge9AHBVukZXaX+TgTAe+sMzGPMF5gW4br31VoR+k4RWplvSWcVzMYw6h3B16zWYnJhcFABSqlSor69nI/axMS9GPZ45Ke6cVKhRQGmgxEMFJx62bmrF5dsvZbbTUqRfIqgVmwgi0OdGsNuNuKcY/TzveEcYEKaSSYSKyYyUWJKliS1N3qYtddEqr7wIaqXNSgRlaUTztDpLXjSlFTGhkfwn1q5dg9bWNnR0tEOj0azYwFo8MxrADp8Y4RUs38Bk2Z5FYqRy3YZawYCzoXRadToWQ/TYEaSOHEIhlWS2BwFbEpUKUq2OwQLkKI+pAHlrG0xb5k5JFFk6g4dPY/iYG0dfPIaf3PdjXKS+tLQbMMdWTyeewFc+9k8gQEOlU8FcbYLJYYTRboSZQC+TCuGnnkSuf3ZsbkEmg3LDZlh37DrvQC7xUsXnIhKIsgH2+IAPY91eZIjBtFLsLlrtrDaxdxf5dtEEfjXMsBmcyOYw2T2MYJ8Hwa4RXrEmT61EJIl4KI5YII5MKjtn5DfVGbVzSv5CMolcUXo0BeQRa0urhNygg0SlQD4ngdSsh8xpg67ahpp2F2o6a6Z8kkpplNHJIHp/8yziI5OzNje2V0O2pRZKtaqUXc25Dd3/yZ5h5F8enTMpUVtjRcsbt7Nsp5TCMqaUyOo6jfhoAIV0BulYkk3o04FoSZI9GvhrHBboXBYozTrYNrfAvq5p1Vld4vNBEx+SuZLc3n1yDOlY+eEaC9WfyHqk8AZayHG1uWCsEkIGVgoAKOV+zrfN+z51N976uivxmqsuAflr7XjzR/HEL76BgZcH8fKTRyBVKLDzLZfie//9P6hx2fC37/sLhEIx7Hrrx/DHn34NkwMT3HtWtzig0iux422344G7P4eMJ8aM4Wgwxn5IqwFwsVk4SQ7pndRcBVujDY5G+5JZ4cup16V8diZbjPaRyWQFYKwol5wCx4qgmACUpVlKKUoq47EEJnwBBAjU8k0ikSLPOMGXjAAyXhhZgmcTtWFirBNTy2azrSioRdfObC0pYEhnIFmArTVXXcvVShidFjRc0g7Xmno4OuqhMetx8+134Za3X48WpxP7nzmCsZEJ6A1atHbWo7bJidoGJ3R6NW7+2F247aYbUF/jxLs//lX8+VffhFwmw7HuQdzxtR/hZ//y93j+qcPoPn6apbtUvvvDf4ZDvgkSLM1/dSJ7En/5zr+G1VTFHZRg9SoAh+LP4t8J8FKqBLCLgS+VAiqVAIIplMLPBArmxgJIDnqRmwwD2fzUgqsYEkBApfCzKMcUvk8XlkqUMhAr176ljeWL1E+dj++yudoBLYB1U5DSc72IBxJlj4WkSilIeGKWZ6FIpSHjRVr6EsDm4FgQAU9Rwk/zHZcVMpcd6bxsQVBNoZGj+dImrN/ZCZ25MoFcS3nnzPyMuGhK7yKv18vzO693DCMjHvzoR/fiwAEKZlqq7LiAD37wfbjnnnsqcaqvqn1k/m/1OTGZV7xt4dCvV0olXwC4Xil3ao7z/NXv/4zu/pEFJYrjD4ZgkVuXdJWBrB/BBh/etec9cLtHMDw8sqisj1atnA4HaojNlUpibHQM/kCAV/YY1LIrobQpkJGnkZYIrCdRKkjm9ddccw127doBi8WyaGcpAh4xH4FaHoS6RxAfowlX+awkriBaAUUB4XCE2V3haATJbBp5vRJJoxyhJYBaC1U8pUiR9LOtrY3ljK2trWhoqK8ou4vqduDQIHqe60PQEy47eY4mB7S61HxxA9ova4PZYSp5dSmZTAksmMkJZEbdSA30IxsMoJDLQapWQ+FwQllTD6lGDQKL5DY7lDbBX216YYp5MIbBI0Po2tuNJCU7ZvLwhcbxHw/eh22a2eyUUho8GRQ/lXgCX/7AV87anEMEiMEjpwQoKaoajLAEuqHye4U2rFVxe+YOnYxnN2+F5fId5y3INf3ixIGKd8DHyYzE7gq4g9wuCrmlaBcWrmla8SQpq2uNi1kSzO6yCUbrlRgMM6iVyQqgVr8HwVNuZmrOHf0usBymwK5gnJOWeMWfbINkEkjzWeSItZURVltJljEFaikVyGULyKayfO6qJpcQDV5kQYogBjFzajtdqFlTA2uNZd52kU4k0f3QXoS7Zq+WEfDU9pYd0FdZSmnKC25DdTT6cg+G/nhgznejrtGO1jdcAX2VqaxjMatrhLy6TmPyyADyqSzi4wHEx4PIJdKL74vq0KKH1m6CUq9lA3wyNrZtaGL/wkq1kZknIvYbBPqS9JAAX/oiwLeiflrFtl+7robBXgJA1Tr1efeeEEE+9q6MJDlU4W3v/zI+/7Gbsb61iSfRb3rfF3H3p9+HQM8kjj5zCrZaM3a99XIE0nHc9ulvYPN6Ic585yUb8forL0P/4dOcnEdyywOnenDXPQ/gv7/5BQwdHmKvvHgosWIMLgapFTIYqvRwtNpR1WCDvakKWoOwkHQ+sSMWf0iWvoXIRqQJ6YkTJ3H48BFOV0unBLP1QkEiyKnyEsEou0CRlxLBnD+TZ2CTv2dyyFCYCQNhAhhGxuw6vQ5WiwVmk2VJi5LlXBkvDhJbK5Nhthb8FFawMFtrrv1LiFWlV8PWWo2GSzvRlY7hZw89jvUdTfjy396C8TE/Xnj6KNzEzoEUVS4zWtrqMBScwP3F7e769N9gfDKAG97wUEpRAAAgAElEQVT1GTz+4N2osprg8U7ghr/+DJ7+1bfx3J8O4eSRfkTDcT6FSgBcN73jZliMVeVU2YLb0jNCz7keeaijCUgmQshEklPyOoYqikCaAHbJIBNTMamfnALApJAp5FDoVTB01EHfUgM1vc+JWUYsZ/4SWWYKDgbgXU/zMZvJNqvEuKDUiqI+rO+lAfQ814uQN1L2wq9SI4MiHYUyGoPRpGFpuaBIKHCwRWA0yKyufK7AXpSq1lpklLqFLUEkAAFdFNa07spOqLWU1r5U8KjUmhC2E8F0es4TiQTbzhCYRd/dbjfPAdPp1JlQjgsSxfIquMytM79yFgGuYqYPtQN6aQtNTGhrK/C74u3jZZ7p+bn5BYDr/LwvJZ3VagFc7772vfwQEVDlHnEjFA4tPBGQSGDQ69HY2oimtY1IyOPo9/ZjMjnBgNZcUr7pF9zY2Ijdu6/Gtm2zzcWnQK3xQBHUciPuXQaoNbOmKc2HVgirrTC2VkPpMsETnOBkxpMnTyEUCnI6Y6lyxpJuZHEjopkTsLd2bSeDXu3tbTCQd0WZsgmxjsRExNhkrHwqtkwAttq3t6D9snboy1hNogHwnd/6Dzz82HP8Fr7lhh14z2u2IdHXi7RnBIVMBjKjCZo1nVDU1uNnj+zDRDiOz//tu6aqiydduTy+/9OH8OhTL+LeL9yOU890Y/z0BLOPqKwUwDXXPdPopbAGuyH3j/FgQ0FAl0YpAF56LXSXXQr7rl2cFLdag5Fy2tZc205JeUNxjtceJ7P6bi9SJOVbKki8wEmJqXBGpwGuNiEFtbrVOSUNKvV62FcvlWFmUrBvlIHtAgF0ZaVJCuzNZDSJWCiOeDCGXDiGbCQBiUIKmUYFhVELKBTIZgvIJbNCKhX5V9mK3hrS+b01RLDL6DCgdl01T/RttdYpcIOA596Hn4P/0OAs/yryx2p7y05YGlylVsmi21GdjRw4BfdjL89pOGxoq0brGy6H1mRYdF8zN2BWV5pYXf0g+WL49Bhiw5NITizSTxR3RB5mWqcZWgfJ0mUMLCtM2iKrqxla6/IlG+Jk3+8JTPlp+UcEz5RKFk6StWhRs7aa/emq2wUJ9/kCqkyfwEQmo/CPBhAcJVlNAHF/nJ/Ljsvb8M5P3IU7P3ELOpvreRB94/u/iC9++GYoowV0H+hn9tklr9mM506cwhPPHcSbXrsT9/7i96hx2HDn374H4fEwtDoNxsJB3PrZu3Hn7e/GhvoGnkyO9/uYWVRJBtdn3v1ZaMwalkhXNdlQ1VA1JfU5X+q+ku1soX1xSEQohKNHj+HgwZcxMDBQNtNcHHNM/66QK+GwO9HW1o662nqoFCqk01mkkxn2GRPlleRFJjLLyGeMALXpckrh57N9x+a7HmJraYitlckyWysbTS6aYjtv3RCgbtBC3WiHoa0WrrWNkOsU8Ez48f37HsJnPnQTWmpcOHygB17PBJ0gpzg2t9dCZVTDMyls97mP/hW2be7EV7/7C/x5/2Gsa2/EyZ7T3J88dO+dDHCdOjqAKAFx5ynANb2OSEYpRwFGYsSN+ZGNkHfl0mTxSr0K0ioj0mYDYgo5g6Q0Gz/DOiNgTWSWKQUQbAbLTADHil8K+r8cCgLRioCZIMkUpJq0L9HbdiGgbLExGT0zp48OscLBPxxANlV6v8AWDfkU4JuAEnmY7UYGD0WgK5vOMtBFUndy9VTW2yGxWpHOCHLi+Yq4uNy5qx3rruqs+Nhy+sIGSZUFVpYXo6OjGBlxMxhO45TFvIoveHCt3Js980v7uWFwvWNi5S5qFfd8AeBaxcqu9KFWFeAqnjyBU4Tkj46OITfDpJ2MlymlhmSHKpsC0AGX7bwUV111FQ+49u7di2ef3ccA12KFZIoEcO3cuRPNzU08QIqO+adALYqqp0ltRYoIatVYYW6r5fQzrc101kq7CBoNDQ2jr6+vmNDYx9dChuSVLtRpE+BF1y6wu9r454VWoOkc0ynyGOhB994epKKC1LKcQowbpU6BNTvasWZ7O3fUiw0OZu7/0LEefPTz38HDP/kKwuEYXnvL57H//jtR8Awj0duNXCQCuckEzdr1eOM/3g/vRHDKS44mopS4RZ37wVO9+NiXv4eGGif+818/h5NPn2L/lmRUkIWuJsBFx9PqALO/CzL/mdWNqYGbWoV823qgYQ1P/kx2A8wuM0x2I9ffK2GSJbK7JoYm4GV2lw+TQ372VqIVyEoXamsECLjWOOFoscPV7GBp6FzMHTo3Mjyf7Blh+WG4h5ha5YJas6+AGV2BMBJ+SqDMQapXI5uXIJ3MIkMeHcR2KBZOR6q3o2CxIpOeOx1prjoSwS6DXY/atZSO50Sk6zR8L/bMinGnePbWt+6AvaOh7OdusftDg/iR/SfgefIICjN8xeiz5rV1aHnDdqi1S/NspH0IrC4fxo/1Y/TZE4iNTCBNcrRF/X0kUJo00NjNUBmL0gyS4FBCa3sNqtY3sd9LOawuOhdmr/WMwdtH0kMvYv7ywf6F6pWfbaUU1loLqteQ9NDJQOb5whQSn+lENAG/J4jQWJBTvwLDfiQiKUGKX3y2SaJd21mNNTs7cPtd38et77gBl21ZyxOca27+FH5y1ychixcw0jPK77iWDQ245Y6v4x8++R5ctKmdzdV3v/0T+Pe7/hZt9TUYHhvHR7/8Pdz+nrfgyq0bMDHsx9BRN/xuPyfA6m06PHn0UYw88RishvLYg+I9SWbSGM7E8Munn2ET6PMJTFzseazk/6mt01jkyJEjOHToMDO2yD5hub5aNA4jS4WLL74IGzduRH39ws/gvHJKSp1kk/3pXmMCKCZ+Ccb7KaQSAkNEGoxAEYghPxlGmthaOYFhLzhHCAsUpRR6b8v1GqDaiqxZB43VBJvdjLpGB2obnTBZDPjpL/+AsXE/PvzXb8JQ/xgiwQiPQfLZAix2E2rq7bzdz2g7XwB/9/63s9TdFwojlc5g/8ETeO6l47jr727DvicOood8H2NJPr3zkcE1V72RHFFgyWWhoFRUfwTZ+OJj9bn2JVMpIDdqkXOYEFEpkEznmNFUTplLgjn9bzwuJRK9Qs6STALCSJ4pAF9FQIz+xp5liiJIJoJnRWYZA2lKqIosMwJUfYMT6Nvfh/G+SWST2bOUd1M8qjkYVUrCtMJBZD0T0OhV/D5SiewrHptnEBwNIjIRhcykg6KxGhlaJFsETKN2SIyutbs7sW7nmiWxJcV+gN4TBGCJrKzRUQ+Gh92IRiP8zC0lNfUCwFVOqy5v28yDtnMDcN3kL+9Ez9OtLwBc5+mNKeW0zgXAxUOLQgE+n4+Brkw+A6VZALUk2gLSihQznESWFg04Ozs7cd1117C/1pEjR/H000+hq6tnQRaUCPDY1SZc1NQBW06FXDBRWVBLKYeOQa0aBrVo4FNq0iGb7cYT6O7uRn9/P06d6uI6oeteGXaXAnq9AevWreV6pHRGYnuJwAlJ+Jix9RylxBRlV6U0ouI2zDywadG+vQ0dl7UtvRNNpfDTX/4/eH0BfO7DN/FA9IN3fBcf+avr0aqRIn7iGLL+Schq6mDaeSUiBRl7yVFK0Sdv+wuMdY8xSBrLZ/CBL34Lf/+hd+I7P/41fvW9L+Lk3m6cPjTMJsc0yF1tgIsGUzoCuXynIA36ZtWuRKVEsmYN/AUbr8wxE0Ulg7naDJPLxJNCs9PEv9OK5Eoa8JZx6+fdlAY7xHAS2F3k3TWORDhZ8RQ5OgERKDDa9XC1O5jdRf5dBMQE+0cZ1Ar1eoAKgFriBdNkKR6K8kRGqdNwcASyOWY7pmICs4s9uxIZyHQqKJtrkFHohEHvEotMJYM6n0B2cBRqnRI6k5YlM9wWFDI0vm4bXJvaVgwQpXs6tPcoxp45NifjzbKpEW2v386D/uUUgdWVgfvAKYz8+RCCx4eYGbBYoXuhcZj5i+UeRV+Ps1hd65uhtcxmdYkr0slYEp7eMXh7vBg5PsqS0krKb9mkXCGDq8MBV7uTWYiGojFwuYsBi9VHOf8Xr5/q3e8OCD4wo0EQUy06GeXJOrXt+YpCrWCguWN7G/7z0T8jHE8wq+XQ8V7c8fUf4+f//BlMjAbwH797lGWIa9Y34c57H8Alm9bg5rdcxymKe276JH73439COBTFx77yPXzh9nfhqss3I51IIxaKCc8SyQftBsiQxb99+Yso7H0KVy9RihvOZPD1kXH818MPc+Lu/6YishJPnDiBw4eP4uDBgwxqLXf8QWMgnU6HSy65BBs3bmAm+UoDh2LbjY4H4DsxiMnD/cjGUsgm0+yryJNvkk7mhEk4/UzgbDYn+C7yF/2eyQr/KxQg1yqZTZSxGhCVyZDOZDnxsKbODrPTDJlGhm1b17Kc9ZNfuQdb17fh7ddfhUf/9CLI4/aqSzeD0kRT+Sy2be08a7t3vn43H0tn1HHS6Gf/+Yf46C03Yk19LZ7/8xGMDHqZ1UbllQJwTX92CCzSoQBNLAGMhwQ5aJmLpbQ/kjIqdCoUnBbEdGrE8yiyulb/SRVsss72LhMBs+neZjSm1uhUUBSkyEzGEXFHkElk2Y+MFy6K3mQs2eTfz/ydxq46SRp5jw/5WJKDiwjoInk0+c7yInQixaE/iVgSijoXCiYT0onFwT86jlKvxPrdnei4fG6vYvE5ou+RSITBLK93nL+73R6es4msrOWC3+IdvABwrVxbzjwwzaKCpYjTpKor+LviLwMrd1GruOcLANcqVnYlD3XjrV+Ae9SHWDyJuho7/uvfvgSzUX/WIT70oQ+hEh5cLFEsFmJdkGksGeUqrAr0untx6PghRKPRBdF/rVaL173ueuzevZtBoKeffgaPPfYEIpHw1L5pEKVSkS+AEsa0DPLJFArRJLKJNIwmI2pqqmGzVS2d2SCjSaQculqbAGq1EaglrPoup4idCnUiJGXs6RHkjJkMyTErz+6iTlVkd7XUtUIalCE8GEVuCYmIMmJIVJvQsb0FzVualgRsUd1Rp5lyj0Cp1eLun/8BNosB7/2L1zLAded3HsCWtc24fksb4ieOIqtUQbt5K+R6M69O/PoPz7CX3Cfe+zaeiEnVcnzoH76Dj7z3Ro7d/sSXv4//+4Mvo+/FAfQdGABJawhAWnWAqyh512nzME0QyDXbGFyiViFRswaTWcvZyWvkC0MDI7kwIDI6jDBXk5m9ASaHidleGr26bDnqctptOZ8VVwAn3X4Gu7x9PkwMTrBHy0KT5nKOwQNi9j0D5LkUJNEY5JkUlMSc0ij5i7xfzurkyzwAASUkiVM6jMgmUshFUgJoNs/gnWxpFE4zJE4bJtwxlnPl0pSQVCJ9YNr50f1XFhJI9YywRxUvQBc97vRVBjS9/lKsee3FS0piLKcaWI7x50MY23dyFoOMqte2tRWtN1y25HfBzHMhhqvnpS4MP3MEgSOnkYslF12okOuEhEqNxQCJZJonX5HVZW6v4QRGc2sN9wfhyQi8vV5OhiUJ3FLv0Xz1yP2eVoGaddXM0iLpIbFbl9t3lHPfpm87XV4SGAsyMyBAUkO3AGrRM8nPZRnNlPoCrUWL2rU1yGtluPMnDzA7hSb5H3vHm3BxZxvG3BP46PfuxRdvvgmbNrRgyOfDjx76I3L5HAMIb9p9Bf7i9VfiP377BP79gd+fdXlkRH/rTTfw/Ur4JxHa+zT+679/heyJ43ito7SQg5n15Uul8I2Rcfz7pz4J0+5rYWglL7BXbxHfw8QiP3LkGA4cOMAT2aUwL6bXEo0pyAN1y5Yt2LRpIwNbKw1qicenscPEydOYOD6IyOA4CsSaLev9KrK6AMikkOnVMK9vgK65GlApkEpkQH6gZLqfz+egUCkRiETxqa/9EGr6fzrDMsMvfexdkEqk+Lef/w4e7yQ+/u4b4RmdxJd/cD+PS9OZDNa2NuCOD90MKQr4xW+fxGPPHeS/3/aO1+E1Oy7G6V4Pjr3ci8BEiEE5Kq9EgEu8N+QTq1bKOKlSMhZALpxYsnyRgC6p1YCURY+oTI4UJTmWdZ9X/7mmZFUFdYqRDMIjYSSLrFfxTAS8gUclwloMj/NksJqVMORSyPtCvCkrW/RKyFS0sAm2ZZDkC0iTn6xOi6zRhHiafLsKkJ0FpImAmnTKA02ukkNv02LtlR1ovkhQddDiOskLSVbo8QgSQ5IdliIxXG6tXgC4lluD838+83PTuWFw/fWZefnKXd3K7/kCwLXydXzOjlARgKtpAu+9/jZU1VvhLDIr7PWCETgNgGhgRWDVI488wubsCxXyJyKq+7XXXoPa2lqcPn0ae/fuY1q9JiuBgUGtJPLRFE8+ZxY6ptPpRHW1CzrSi5VivCiTMjNCV0egVi1sRVBrJSVj7BGUzaKrqxt9ff3o6jrFkk4C9pY7EOXOUqmERqKFLCRHwp1AMpaCTCaH1WKG0WSCyWiCSq2CVNDPzXlLyPibvEooEbF+vSA7WGpJRcKIHnoZ0lQS+k2b8bX7HkaNswrvfus13OP/43cfQFOdA++8ZhvS8RhCWS1PQsmDpXFLI/7w7IvoHXTj7257OxLRJH7620eRyWbx4fe8Gb2nPfji13+C+//1swieDqBrX8/UBO5cAFw8jpFKoNPkYBo/AWl49koHgVxxYnJlLIuCPwR2EehC4IfOrGGwkeSNRocJFqcJhiqa4J9/EkeWxCTTGOsrenf1kPyLzNnLB3/Iw4KanyydRCESQXYywgAQSSO5FIEghUoOLcnYjGpojNqSwUACtOgdYO6sg7HJiVQsgbG9J1BYRH5B8jjX9rWou2IDT4romsmzyNM9Cs+J0bLALmaJSTPI9A4hW5TYTg2SZVJoOuoAi4WTPMmUvLqjGs4m+7Key4WeZ3o/DT55EOPPd7HXzFlFIoH90nY0XzfbA3Gp7wj6HAFdzOj602FEh3xIByLILXAPqM5UNiO0djMUU54mQhgIMTRSqQyyEglyBgPiWRnSScEcu1KFAB8yKq/pdMHZ5uSQhNWa9M+8BhHYiPij7JcVGAsh6A5gkvxi0gLrcDkG+fTZQCCMeCKJmvZqtG5thK3aioysAJVMjuhEFGEy9k5mEAsnmHmoJ5+0agtsNRYkC1mYzQZOuCOZ00Ls1MS4F8G9T6PgHsavXjiA7MnlA1w//MgHkdfqYLqaQK7WSjWB82I/oj2Cx+NhBvxLLx3kCW0lrBHUajU6O9dg8+bN2Lx5E+j35YwFSq0wZsBPBDF+fBATR/qRi6YWBb0X2jdJu40tLiGgYk09g/OLsSmpXgPBCAjEMei1vHtmhWWzyNAzVRDYYdQBReNxyKQyKOUyIZ0ykWZgi5KfrSYD+21N+oIY6HbD65lkqSVdIx3jWz+4i1MUl1oms92comg2LA0EXupxp3+OQ1XUCuhzWSgpKXcyggz56C2hEMgjM2hQcFkQUSiRyAgMvPO5kNG+grwUYxmEhsJIEpN9Ecml1qiGUy+D1DeJdCTJwURyjQJyrQIFKcn5i+mVtLAnlSFpNMIbyiAeShYX8oo1chZrh1iMeeTyWbZ3UFtVgE2GaCHOoV40nqTjyOTCd1qgEz5OyeWCOTn7k0vp73nhf/zzGYN5UWY83/eZ9+kCwLVyLTf7H+V7olbibOTvWnguX4ljrMY+LgBcq1HL5+gYH/jABzDxy8iyUhSlO7L4yf0/ZhnNfP4n9CIk1tLjjz+B48ePTa1czXfZlLD4mtdch3ZnPQJ9bvQ+ewgjXQMIjE8KHguLFJVKjbraGriqq+eW8hRBLX19Fa/ws/zQYlwx2c9CpyuutPt8glG9YFZ/kuWNpXiRTd83rbBq8lpIAlIkxhKcBjezMBgik0Kr1cFsNsFoNMFsIh8o6RRbhDyPCNhig+9lAFs0gIsNDyH24n4gMAlVbT10m7fihw8/i3Q2h9vf82Y+vU/+4724+rJNuG7nxXD3TiI6EUEylmawomFDHR6ZBnCR/PCe//ofPPvSMT5fArpI7kgrrP94y83o3d+H4HiY/xdRhPHcQ5+F3bq0pLlcIY+h8TA+/g8PIcAynpjgSUOTxUWaIR1fr83A5D0BSVhYpTtrQKhRI+7qhD9rWhTkmvVZWsFjtpdgZm+pMcPkINDLCLPDzHH352qiPVdbFydgxBwZHxzHeJ/A8FqI3UWgllxagDSTQiEcQdYfRi6ROQNqLfBQMW4rk0BjLIJdBg1U2rPZXQxqqWSwrKkrvgPqQGmro/tPInB8eDZzacbxKMWweud62Dsb53xvENhFzBkR7KJrZ9bQPKaxKkUO2f5hZEJCdPz0ommtQd5qYxkEFXqGZUops2n+6d+/gsD47Pa12Dty+v9v/9JH8aGPf3DWddBErv+PL2Lipd7ZIJdUAuf2TjTu3loxJhedE7WVsMeHsYM9mDgygGQoirjHj1x8/gku+bmonWaoLQYkIwmeAMSDcZB5L5lVs8eZVgmFwwwYjcgp1MxmLZcdIIYg2BqtqF7jgqvVCYvLXJbvVzn3Zb5tRTCL5MFTJvAkNRR9s+j9VClPPEqojSXhI3/LyQjLcCie3lZtZj88Sn2klFICtTLEOlRIoDQo0bShHm0bm+BqsrPvDZVSFo3io25mbhW8YwxUVhLg4val08NITK7mlkrcinO6D3rHTE5OMqj18suHMDQ0VPaYYa4LoAWypqYmbN26FZs2bWCrg+WMA8qpJGZrdQ1h8vggwv1eFMiEfAGj7QX3TYCBXo2qLc2wr2uGtqp0i4lyznnmtuJ7Zfr7hZ7ZVCLNADEZ61OIApntp5Ip3PB/3rCcw/Fnv/Xdb8Jucwim/qkMMimyARF+Fr8I8CcmsgBMiIBF0Styjr+V+34UL4IWmnQSQBNPQjoWKPqjlb+wICnKF+EwI6FTIwaJkPB5Hhf2KSN7iVgOkaEQp87SAsN8hdhWVSYFdMkEMsXQFXpPUoCTQqdAQS5hoIzGe3KpFHmTAYG0DBPeKPvpEgtQZGFNZ2NNv3c09tFY1Uhqc5iMhREnWWmxCIujEpZH0oI39XHi97P+xmNOCTPLBIBM8EeV8d/ou/AloXVwSUEYoxT//vifHkF/j5tZjkspJOW94U178OCDDy7l46/qz2R/pjtzfSsoSeSDTNu//JbYq6JeLwBcr4rbOPdFVILBFW3z41/v/lesuaJj0UEQ+T88/vjjLD2kiNnpRZAfqmAqKKFLS6EKZGDXm1FdJQyQCewZG/VixO1GLrd4J0cvWBqYEZvLYrGy7IhYGvoG+xlQy7z89K1KNw9x8kJAl8Du6p4auM7H7qJVVW1Wi/wEkBgXGFulFurE5DIZXPUutF7SjM1Xb0T7JsFjq5QJyXzHoc42fOwIEvv3QUL0dUq7cTih3bAJL3kC+Jcf/xa/+sHnEY+n8Jp3fw73f+PTqDKY8ItfP44Gux1tLieDpuSz9PAzL6B3cIQZXHGiwGdzUGlV0BjU6B0exafu/AF7cLm7xjB4aBDmWiNqavMI9v8J937zLtx17bROoNSKAZDMFnDrb2P4+b3fhazpchT09Qh6wwiNhzgFLDhKX0E2WJ+LIUGDBYMmA9PYcSA6m9Ir1aoRdXUikDYu36R9hsSRQC6TiySORpY4WqpNUGlUJbOayqimsjelNk7Ps7d3HONkVt8zzsaqhBnKUIA0nUAhEi0L1FroJAjsotQlncMAXZUerovbYO2oQ9WaBm7ndD5jR/ow+swxpP3RBa+H2HQk0avdvg46a2nG1/TcBr0huLtHMXpyFH63kM4ngl0qFZAbGkGaU5TOLuoGO1BdjXRsbinz1x/4Gjamt0IlUZV9H+gDI/khtO5owVvecCMaNzeg5aKmswCbhdIcSe5TvXMdGq7cvOi7v9yTozqjezL+YheS/gjS8SQSvhDSZPY/xeqiJNWC4KtDQQdyBaBS8XyYgK25CrMDjBooXFXIqTTI5SQLsrrYP0UpQw0BWu1C6qHOpFu152jKNyuTQWAkgIA3iACZwLsDiEwIhviVlABPrzN6LgjY8nr8PEmmwhMXSq7Tq6A1qaEya6AyqJBTENNUAlejHZsvWYO2dY1ltQm6ztjAAML7ngKCwSkJWqUBLh6n640w7d4DfdMrD+Si5yIejzOoRWbxXV1dZSUgzvccEnue2O+CWfwGVFdXrxpwy2wtfxjjxwcweXiAk2qXExBEzFpjc5Gt1Sm84xdja5X7fjqft58JsE0HO8h/j0AiAg34ZwLB0hn2vRJAsQwyGWKoZfm9euZ/4mcE0IzAMvpO25wBy4rG/kWwjD2hFFLokxlIvQFkg/ElJ1wqaIHKakDGYkBEUZQvLhX4XIWbJzDa5JBEc4iNhJEIJTl0YL5iNKthU5FxbGDKuJ+BLpUMcp0SWUmOwxYKhTyUJh2SOgMGBv28mFtqUetUUNvUSKgyDHQR0FqJIioIaA6nN+ih1+k5IVen1UKr0+J3j/8CoUE1ZBLFkg6XK2Sw620NuO+++5b0+Vfzh7I/1Z4t1xaodmcueYV+l7939kLsK7GeLwBcr8S7VuI5VwLgCjb48N4b/gYNW+qx/qpOWJzmBY9Og5nDh4/g0UcfY+CGVgsZ1EpJofAnkSNPraRgvkkvTqPRiLraWlitVv5bKBxmQ0RauVzMLFVG6Sk6LWo2tmHtzq1ovGgtNOchqDVfhYmTm2AwyAw48tUg765wOMwAAQNbaS2yXqLzJ9iot5zCTC5iudSpkdYlkcgneeLmdDrY+L+trY0NZAl4LGcFNxWJIPzSC0gfPwZJXli9kshkkBlMULW0AjYH7rzvYew/0Y9kOoMb9+zAe298LVLxND7y1e9j99aN2L1xI+QKKT73s19gbNKPeCKFarsNd936LhRiaSg1KliqzRiLhvCl792Hn3/9swx8mp165Ab3QzLwJIZGvbjnp/+1bIDrl1/9ALIyDQrNV0PdthNyhZJXQUUTX0p1JNArNB5GaCyMgCeIdCIzZdJt0KRh8hxFITZ71UOq1SDs7EQwY6gc6wg1dQsAACAASURBVGJaI5gucdRbdYKvl0MAvcxOI/QW/apN1udqmzRhi/lD8Bzqg/fwAILdHkTHI+zjMR9IUU4bl1FMuFYJud2MglqLvEbDvkP2RhucrQ5uL7E+N/wH+xY1yVWYNKi+ciOqt7SX9TxMP1+63pAvDHeXAHaFfUHkTo8gOTI7lUblskDSUIt0fP4VYBHg0kqXBuKezvWj+dJG7Fx/JZg1p5Kh+ZImNG9qhK1OSPujleK+3+9D4NjQrKqnVfbq3ZtQv339kutkofdfPBDG6IEu+A708MAtSxN8fwTRYR9SgRgnWU6fwEnlMkgNWhTkCjZNn6+cYXVZAKPhLFYX1QOB5zVryU/LgZqO6uLK9dJl2qW02ekGwMT4C4wKUkPyzQp6zvhmLcYeLeVYC23DBsShGINboUCUzbMVShmUJjXUJjXkBiUKCkmRXSAYehNrY8fuzbh01yaoNeqyToGOFzp1CtG9f4I0efakayUALjq5gsEE0+5roG9sKutcz8XGYj9DVg1kFn/kyGH2jFoqw0a8BgJ+aHxFZvHE1Gpubl41UIvOgcDzye5hZmuF+saWz9bSqVC1pQVV65uhWyW21rloD6t9zLkYaeLf2IogVWSKpdMCe6wImvHPmSwzaem9nfRMIDU8jvigD+loksdPxIgnSd30n4X32xnftDO/FkBjerlBjYLLirBSwfLFbKXS0leoYlUaBaSxHBKeKOJBGqfPvVil1CpgN8qhDISQnAzzApg4xyE5vFQjRTJHvr1ZtiqQ1zkQiAOjfRNIJ0v38iUvV5VNhZgyDX80zMmlpRaB4SX48en0OgaxNBoNyEOZ5iNzSc8feeqXmOyVQiVdmpwulY/g/7x7Le65555ST/N/zXbZHy1tYXO5FSS/rfQ2s9xjreTnLwBcK1m753jflQK4yGSewahqA9Zd1YmWrYKx4VxFZCgNHenGoSf2wf1SF9KR+BSoNddnaCBWV1fHvly0X1rFoOQPj9uDWPxs0EBGcb4aFfJmNRI6KYLSDOK5FJvPX3PNblxxxfaKSmpW8xaKdTc4OIhDfzqC7n298A6OcwdVyJdOAacVeEpt0TSqkdDEkUgn5vT+onqnCOWOjjXo6OhAe3srSD46X8T9lCTxwAvIe0amqob9cOJpJMjkXmeGeX0nVNUupHRGQKJALpFl1hkPhAjcJN+cdBZylQImhxFak5aNAch/yz8cgLd/nNk+jhYbajtr2IdKrVUhMzmEXP/TkPpOQFLIYcAbrBjAxUMuiRxZazvkLTugcnbMWhWePkGNTEaYtRP2hRHyRZEZc0Nx6gAK0disiYlUp0HYsRbBtH5ZPjmltkUepBTN7FV6FUsaKcmH2F6c4ug0zXuPSz3GQttRO0kEI/D3uDn9kPyWeMWejNyL/knE1CO5WSIkDAhpsFfqxJ5BLZ0S8ioLChqNAF4QY2qabItADAXSKIxNIBeMcBsjUINkjWzwOuUKS9oqCftz1WxfB1Odo2JsAGK0Hn/gTxh9vguxYBwp8pkpXqfCpoe8uQGp5MJa2EoCXOI9Y5Nbkk40WqdYXZlECv3/8zxCXe5Zt5ZYbbXXbkHttrUVB7morZCXUP/eYxh55jj8J9zs8yTVKCGXS5CPxZENxzlRber8IYGUVvy1GuTJ7nkRuZ6M5CBmHQwddXBuboarsxbORseKPgN0ruL7POqPwj9aNIL3FH2zUsv3zVrKs0rn5PeHEIpFmTlAoBaBWVBIhRS6YlrdFEiikGHNxiZs27EBTW21ZT8bdLzQsaOIPfcMpOnZCzQrBXDx+9xoFkCuhsalVNWKfkYEtbq7e9iD9MCBl5j1vlyPTuq7aSJ68cUXM6i1dq3wzC6HrV1ORYjv/vGjA5g8OoBMKL5stpah2YWqDY2wdTb+r2NrlVP358O21H4jXj98R/sxcagPBUocpj5v6uSIlUuglwDu5CkRk4CeaSAY/52Y3koFFPVVkLgsyCqV7HvGzDJioZ3FMsvxuGKmLJNBuimp5pn/r1Q9kUeZNJFH0htDfCKGWCTBIC8tzLKvG7HhUIDdrodDKYGEvEZJolssNMeiBSiJWoZUPs3bK1xm5KssmBiJcYjIQnLImddFXqXE6IpIk/DHwswQm34skZlF4BWlptJ3AczScIqyEDo5t4fv9GNdALhWqkUB2R+qhaAYNk5bve/y91WG/bdyNVPani8AXKXV0ytyq0oCXFMDXrUc7dtbsP6qtdDoNfxncSAf6PfwhDbQNcKmoflMlpM9RkZGZkkWZ1YoDcCIxUUgl9EorAQkE0mMjY3BO+mDVClH3qJGXCtFSJZBPJuaZbJKA7ktWzZj165dWLOmY9UGdZVoHNQZk2l313Pd6Nrbi3Q8w5N26hhDoRCzugLBIFLJJHIEds2BBpBMS0OSkjqlAGwlE4uy4KafO7HtqqpsU+yujo527vTo3tDAJXz8KBLPkyRRWF0mKSElGkb9MaQoRhpSyA06KNvWIOdsApQ63o4m9uRPwYOYLBlbStgkmpPJ1EqodEoGvWhiS54VtjoLA1vOFgcPzjPpJLJDB4G+JyHNRKb0SZUGuMS6yMk0yDddCXXrTshVi7MVxFCBwKkuhP/fH5AKRnjFLR1P8xd1TDQZDzrWIpTSrQrINbNNsm9V0cyevBUsNQR6mYpsLyN7DVEq3ELm0Au1c2ofSRHU6vUgOjJRwoq9MOjMJNOIR5KCv1IwIfigzcBzZRqRqWVBgaRnIqg1h4xBoZFDFg8jPTA6JQegcxdTC9UEdJFZPX236lC9cwPqr9hQUWCc/a3+34uYOCj4W9FzQIPyWDCGFJnT1teCVNyLyc9WAuCafh9FVlfLtmbUtFZh4oUTiPWPz7rVJP+ue+1FqL1ozbLeqyJITKv/oz2jGOsZh/vkKNKxtGCMm4ggPTg2BWgxO08lhxQ5ZAMRNuinfoUK+9RRH6RUgoikM5n7BPRyIIFJA61Ry0lWUpUc5o46TmCkFN35fCXLfaeLhtLkmzXp8YNYn8T0JMCefFpYalgp36wST04EugnkttaZkZbkMOqdgM8fRnYKzCKvstk7pGfFUmXE5VdvwiVXCIl65Raqk8DLB5F88TlIMnMzEH744n6Ews+iymwsd/fCGCGVxsmhLL55y98LUvkZC0EFswXmq6+Brr5hSfuv5IdEr8LTp4dw9KhgFi8mnS3nOCyXUqmwYcP6KbN4kiSuFqhF507vO1rQmDgxiFCPp4R3/wJXTH5EWhWqtragal0TdHbBB+9CeeXUAPd3ZFNwqA8Th/uQ9IWXDHRS30OemLbNLXBsEFiI04sotWSmGUs0SZ5JkswsBwGQVJN/J2lmUZ7J2yVJqln0MBO/F6WZc8syzwbRxHc+jYNJVhxPJJCIJ5BHFqqsFMqkDAl/AonwbLCA/GebnHpoAlGkQvFZN5YYsxK1FOlCFhKVHMkaI6IyFWJ9EcQC8bJM+TmYx65BVJ5CBgUoFUoGsjQEbBXH98L4aHEwa64WeAHgWrnnMvPvNMdeRWSriKQp3n8B4Fq5u3phzxWpgZUAuMSJhaOtCmt2tUGNAkL9owh0DSNHIMesZJECotEo3G4PJiYmFgVcaKBWX1+P6roaUDKOvtGBmBo4PtqPI6dOIDlD4jBXRdE+KKlx584d7NO11Bd3RW7CIjuhgUA0GEPP/h50P9ePbDI7NyNBZL7E4wiHwgx6BUPkD5WHXCmDxqqBolqOhDrOYOJy5Q00iCDAq7W1Fes7OlAbC0HrGQaoMw/FEQ3EuKMVTE2Fi5Ro1Eg7WxBWV4Ns1Ggf9C8GQLPiRKr4si5QqouEze8VWgWzSWo7qznRUaEUUrjYuNXbhfzgPsj9/UBBjA8XDrhSABftuyCRIWtph7z5CqiqO0tqQ3S+4d4exJ54FMik+dqJeUfsNpKXpqVyRFwbMOYjsCPHz8pqT3pnNkfRzJ7AL0qMM7sE0MvsMMDsMjMwQBOluZ4hArUS/jD8vW4Eez2IEahFTK2lemcU23iCmF2RJFP1cxIpZFYTcio18vIiU2ue/ZNcUyHLo+CbQMrjX1iSKJFAXWOBprUOjrX1sDfZWdKo0amXLemkejn91CF4nz056xxosN74xsugddnh6fbAc2oMvoHJszy7pt+jlQa4xGOJrC5HkxHy8QnIU+niPT8z6CXvm8brt8G1ua2sybM4sY8Gohjt9WKs28vA1nSfMvE8CPRWSLIoTAaQHp2cCh0gaSKz9pjVlUA2HJsCwaRqJYglCZmcx4Jkzk+DevqSzePPQ56NSosWtk0tsK9vhsYsSHlLKSJIRxMrv5tkhgFO1PSPrLxv1rznRx59ZPpLHnINVlhrLczctNRYkEUOLz9/Ci/tO4HUPPKZ6ftVquTYtK0Dl+zYgOpaeylVMmsbDmE4sB+pgy9Bkp0D3KK6rtHg98f3Qp/fh7ftXpoEd3Qyg0/9IIEf3nEjkhNG5CImIK4465gFiw3mq/dAV1e/pGtZzofEtj8+7mNQ6+DBl+F2uyuSgEjjHOqft27dgk2bNsJgMKwqEET9HYVEjB8T2FrpQGzJIAaPHyi1tMnJSYhVawWPt1KfyeXcowufXdkaIPAz0O/mUJEggZ9LNJInuTwxd+0XtcGxqRVay9I9dheSZebzBbYIIYBM8CITpJnEgCI7kQnfBPyTQQQCQQTpKxhhr7IMpUFyIqQgy5TJFNBJVFAkZEj4hMU7DgDgAaYgx6x26GDJ55CbDM+52EVje6lahpy8gKRFjYBOgXxGhrQ7iWggzuP/6UUcp9GzoyC5p1zOCev03WDVw1hnhNSiQpqYczM+u9RWcAHgWmrNLf65zL+RB9fqMbdEppjig7NB18XP9vzb4gKD6/y7JxU7o0oDXDyAVkohTSchicWQC4ZgMGpgrqKUvoXRf3qxE8g1PDzEq31zFRlRkrUqSGw61G5uw2U37EZNYz0PcugzTz/9DJ544kkGykopjY2N2LNnNy655OKKsjNKOfZi29DgMOgNomd/HwYOnkaWUr/KAAaoPslcG9o85C45PDH3lFn9Yt5li52b+H+WjmrVaIhHoAuEoIASsoyMBEJQyKaZ1FM6i8GAmL0NwZyJJ678opxeZrAEyHNAZ9WicUs9GjbUw+wQZHNiySSiSPc/C+ng05Dm5/YeW0mASzyPnEyNfNMuqFt2Qq4WosQXKgxydXch9qfHIJnRzgkIzGs1MFx9LXJaG4JFM/uQN8wePIlIqsj0IIbeYkdauf9PlzgSA4YmykanCSa7kOQoRx7BgVGE+kYRd08uD9SacRkEAMnpndJeC1NLNRRmA3ynJzDeP8HACDHiKJ1xZpGrZVBkEkgPeJAJL2yQSRJHVaMTOYMJmaSwLzFBr4q8u9occDTb2aOq3EkW3f+R/SfgfvLwrMkegYj111+Cmq1n2KXsURaMYeSUB6NdYxgfmDhLbrlaANf0+lTrJCiMjEJVyMNg07M8uKjp5EWH5jdcBsf65gUnnyKrd9Lth7fXC0/3GPzDQZ4AlNK2OWUqE0P69BgywbMHW9NZXblABLkEsb+k0DpMMNbZoaQ+RFIaWEXXRRNrc0ftnKwunpAU/fgoNZN8syh8goCtM75ZwjarWViCLJey9NhSa+akVfIstNZYpqSXdA8OvXgK+586gnFPYNFzpLStmgY7Lr1yAzYug6lHbdr/3F6kjxyGZI7AmAIFnDTKYaidxK/++DKUycPLBrh+8Z1bkPK4meGXzdmQSTqQDxuZOUasroK1Cubd10BXU7sqt4kZz+Fw0Sz+EPtrkvH3cgstOpGNgGgW73AIUtvFxl/LPe70zzNg0efBxPFBBLvdy2NrcQIqsbVaYV+/+mytWDwJlVIBuXxxhhgx52OxBIyG2WBsOBKDTiskjV8oc9cAW1xMhjB+pB++gz3Ik3xxKSCL+M7urIdjYzPMzUJgQiWK+K6ncyUvYFaQkF2KZxQjI26Ew6GpVMPpxxOfQZEBP/07PbOqnArSoBwxj2DLIHYX9N1o0sJBDHVfCJmiFJ9gMN6maFBGCzw0xpHaNIi69BhNp6CIC0AXJZLLaCGQfHBlMshlch7PiGUms5lsGoyNJsCo4LTzmSBZufV4AeAqt8ZK3z5zj6CC4fEXzfkkklX5XfnhCwBX6XfpwpbnpAYqAXCFmiZx6+v/hpPPJNEYMhMB5OIZ5IvacZpHCObWZo4UX7gUeMWDkhJpJYQeXIqAJ0+tnIX8oiQIyNJIZFIsiWtoaMBrXnMtLrrooqI3F4FkbjzzzLPYt29fSZHZBNJs27YNu3btYJPVc70iSB2nb2iCga3hY25mbJUy4Zter6TTr2q2of2yVtSvq5uSEPp8PvT29rFh/YkTJ5GkaOJ5pCGLNUi9Xo81WjVcI6PI+WPIJUkuKeqAhLhhhVwBtVYNuBqQtLQgllYteC0CQCpDw6ZaZmpRYhndn+mFTU3HTiLfvxfyYL/Yw895uiLA9cWrFwee5rteSlEkk/mFCrG5cpZWyJqugLJ67aJtiH1nTp1E/KknZoFcdJyCwQDTnuugb2gqRnoLfhTxUALB8SCb2YcJ9BoNcfqgKG8qBwBd7P6W83+6Z3JJDrJcCvlAGPlwjCOjSRKrVCug1ChBUdX8bE33tirxIAQwKIxaBhksrTUwNbpmScdEwMRHqYynffD2+lj+RXUjl+UhIfnusG/qvTTfoRVWAxT1TmRkAhtsvkLSPbVBhep2JxytdpbLkiR7IUkbvc9GD/fi9CMvCpO+6UUmRc0iZu2coBaKY6RLALu8fT589cf/xCmKlTCZL/F28GYqVQG5wRFkgzGuBwK6yAuPB+4qBVrffAXsnY1nTazp/Hli0OtlUMt9agwxfwz5OQDJUs6FAHylrACEgkiP+JBLZQWcTSoBJUYRQK610+JKHilfGCl/BMgWoCHmYZWpdJCreDLE6lKYtbBuaoK2zoFYJI1Q0QR+cjiAbCo7Z5pqKdeynG2oHujdSYw0W70VZgKzXCZmaZGseKZnIi8mDXnx4rPHcPxgLzILtHPxvMgo+dJdG7Btx0aYLEszC6Z9ZdNp+J99GpmTxyHJzX6+8koVFC0ZGFx+KNVy3P+bQxUBuP7ze+9FLp9D2uNGPhRiP8W8TIt0qk5gdSUUkJjMMJFcsaZmObdj3s9S+6f+ljy1KAHx+PETnIC4XPCTmBhWq60Iam1EQ0N9xaS1pVYEs7XCMfiODzATh9Jol5WEqJDB0ExsrUZUrRWSXVdzbBaNJfDGW+6A1+dnYOraKy/BXZ+5bc7qSCbT+MK//BhPPX8YBIg98vOvobHOydve+/Pf40cPPMw/f/ajf4Ubr981ax+UmL0cAJLaD9VNS8srLxV0rgql6yGQ1HukD5OH+xEfDSy5LbF80WWBbUsLnJtay/JoE8cUsViMwSwCssbGvPB43BgeHpkCspbriyfWAY11tVINlDENEu4EJ4aL4BKNoVxmLXTEXJ+MTC0o0WfZWoH6XTJ/V6ugdxjhvKIdDXs2wWi1oe/5PvTvH0Qymp4y8ycWmuBxVjT4zxfOMvsnjzOS7FuaLZCYlYjGSUZPi+yEo0zzK5vP22zajb0AcJX6Fi1/u/T39Gc+JAJd4l9W8HflRxZOGy//Ss7NJy4wuM5Nva/KUd/xjncg9sxp6DRLAwBiiTiiNinev+GNyMbOgFqzTp48alVyXkU22clYfGE2V66Qx5jfh9FMGGFFDsEiqDUXs4sMU/fs2YPrrruG/aCoUIdDSY1PPfUUyKS1FMYSmShed921uPLKXWyouNqFznm0d4yBrbHucQHYKrMQq6F6jZOBLVerc95VK9HAlgZWvb39HDU+MjLM/gQLddbUiVJ9O9UW1Efi0I0MIxMT0nDmKjKNGgFDNXoCMiTjWZgtFphMRpiMRihVKkipU5ZKISNArtGK+o11aN7cCIVqbn+QdDyETP8+SE/vnZe1deY8JOidSONz//qzMmtx9uYPfO12yHOLr1gwm6thJ9StOyDXTOt45jgDXsE/eRzxp/88J4sBNNnafR109XPLZkR/B/IlI+aIwPaKsLcPMUeIxcReVSvk60Oglgw5yDJJ5PwhBjpyycxsyR1hWnyfJVAQM0qrhEJTBL00Sqbhn2XoziM2yh6QQWHSwbymFpaWGpgahPZcykRAXGWNhWJsTu55+hiCvV5OW5qvPigpTlVnR8FqQSZdXAUrseWI7C5rgwWuVgfszXbYG6pmTcp8p06j9zfPzpZgSCRwbO9E056tJTNJ6f5Hg1HsufRarAluWDLANVQYQOc17bi8fTvpbvmKKX2Q6mmhiTfdM5Uij0z/MDOoaCGD5KwGu4HBLp3DiJYbd8DSVI1UPMXvtrEeL9wnRvndVknprVwrh7KQgjIahSyV4gANamtCWxGuiUBSeh6S0Rjibj/kSgXUFj1UegqwmK8/EgbyuUwWSfbLSzFDkPwCQSvmFGJg1CNH0lhi2K4CS0tkTyrUcgaziJ1FsmFiZunMukWN8akPfWHvEex78ggiwdmprjObPDHfWtbUYdvO9WhfO394TCmPSjoaRZDArd7uWV5YdA8KBkDZEIfBkYJcKSxsVBLgEscG6VECuYJTp0xAVzZXhUzCgbyiGZYrdlUM5BL72pMnTxbN4g8yqFXKmGShOqV3oUajxbZtZBa/Ee3tQrLraoJAYn0G+tzwnTiN4KmRCrC1lKja0oqq9U3QOywVY96U0j6nb0NA1R+e3I8br9+JyUAEr3/XZ3Dftz+Lte2zAwkI3AqGYvja598HpULBuyHG1+8e3Yfv/+w3+NE3PoX6GgcICFOrlVOHYV/KcAx7Oi5GlWx5Y84v3f8drN26EWrTmVTk1W4L5dZxKduzlHlglE3pp9rXUsiwJF9Uy+G4qB32TS3Q2c4oAsTxAn2nRWACscgbeHR0jBfMSRFC7036Wo13PD/bcg00SS0SQ0nEIwlmNtNYucqmh1UmhWwyBmm+wOMFYmSR1J7HR+L4SSqBsdWJlusvRseezcgkMjjxdBf6Xxycf25R7L+mqpeIQTRu08jRdkUL2i9vByQFITWTfctInin4lInJmWJqZrqYnkn375/v/gcEuhL8vlpKSSbi2PDaZjz44INL+fir+jPp7xqKbVJwmZ9icBW1hCv1u+pjFwCuV3XDejVcHDG4ah/1olZlXtLluFNBHLQE8e7Nr0doNLTopIU8cGgCRFIJAjGmF5LnSBRyGFtdMLfVwtJWg2MnT+KPf3wUw8PDC54fvdgpDejaa/ewAbo4CSZjx2ee2YvHHnsckUhk0Wukz9FA8eqrr8SWLVtWZXBFHcDQsRH07O/FxGk/cqn5WSNzXgCBh2o56jbVoeOyFlTVVZU1yJ2S1wQCRXZXD06ePMX1RT4DVIhCrZaooc3rYE4U4Ah7IZscW7A+pUYTPCo7+sYywoSwWDiZRSaDpcoMV4MTay5vw5Yrt8BabQEZ385VmLXlOY7CwDOQhU4vyNqiz+elSuSq1kLRvB0qR+ui932hDah+Ur5+5AaehdR3ElLy+VqgMJvL3CywuWrWL3gvRGP++N6n5mQzwGqDafe1Jctmpg/UCPQKcYpjRGCZjAaRohU8Siea5YNXQhVRsh6BWoUsZJkUspNB5EJxln+VyxwTWTb0nQzCCfSiFUq1SQutywz7piYGtQgcWaq8JhVPYmTfMYzv7+JJF1H6k9EU2L8rTIb1yanEQrleBVVLLTJK3ZKA5Zm1x+EIeiWqO5ywt9jhanEgHYqg/6HnkJ3DMNa6pQWtr7ts3vY/190JjAfR9Ww33v/h92PDchlclzXi0rbLeSCdTWRYwqfUKZiBRwNnuYLkHZIpwFS83zT4VcqyyPYOIRMRTEcZ6FLImLmnthugXd8C30gUuUyh7HayUKvkOtYqULOuGs42J2raXcgmk/C+1Pv/2fsO+MjKcv1n6pneS3rbZDebbINl2cpSFQTbtaJewYZdmh1REK+AigULoiDyF9GrXC+igsilbWGXXVi2t+ymJ5NMJpne6//3vieTTZlkkkkWVuX7/fLLZuecM9/5zne+8rzP+zzwvNyG3HSsJJmUwa5kNI6ENwipVAaVQcvgHAsHExMlkmBNPALm6J0hEDkftZ7MpiW3SZlBA0W5FRlBw9qChVJkZ/GGTT1kVDeL7pWCQ5YqMzOzaP4kA4g8M2s2oC8BKh1tvXhp+yGcONLDOjDFilavwoaLVuHcTcuhFE5tzIudV+jzuM8H/wtbkO3qnGKAkqP0IXMKmooRaBwK7nP5stAAF12XXMuSLheywVMgF/1/TqJAVqpBUrEU6pZLoatsKWkNkAe1Ojs7cfDgIbz00h5OXZov04OeN+lqrVy5AitW0M/y1wTUYu3LcAxDhzowcqATiZFQyQwbHjMUMujqHKytZW959dlas+nP13zhe7jswrV45xWbJxzuC4Sw6W2fw99+cwfqa8onfPbuj9+C977tIrzrivPH/j8/R3vb+zF8qBP+4/247q6v4xrneVBISkuj+6PnZXzk/Vej0u6EXCswY0ltN0JlN0JrM0FjN/GaeDr369nc/2t9DPW5mD+MoYPt8Ow5KeorlpK+SIO8IIeuoQyScj3CSko1HMTAAMmj9CMWixZMMXy175+eFa27tWodnHIHEv1pyLIyFoA3WAzQ5JJIdbmQCp1yDy5UR7lGAeOKejS+6Rw0nFXPbs1Htx5D975elj2ZbSGWMAFdS89bjJbzl04biMuPfeR07u4kJv0Qvnf/d2DtKYOmRBA3monA+B8q/OpXv5ptdf9tjkvcPd58JS/Glb/90/e3cF3wX6KNX2dw/Us8xsI3sTAAVwCfv/yDIIFgr8uPRER0hZuucORfJ/AiXe8wsGaLYVE5TI0VsDZVQaESJoACNPk888wz2LVrF0cNZirE4Lriistx4YUXjC1MacDt6urG9u3bsXv3S7NKySOgZcOG9TjvvE3s2ng6ImEUDerc24W2ne0IDAZnTIcq/2X7CQAAIABJREFUdM+0uSTGVv05tVi8dhGM9okaVaV22zwtu6urCx3tHWh7qR0DRweRiWRRqU3BGepHNjx95J+EPuNGO7pTOriG4hPy9ykqT6lDQpmAnD6DuDzOiwlihbW0LMXixYvR2LgINpvIfqGSivqRan8B0t6ds2JtpZUGSOo3Q1i0saTNyXTtRvVMdLwAtD8Pebp49ILZXNUbuB4KzfQOYLTpCRzch9iO7YVBLpsDposugcZZVtIjHa8RRGYFAQK+CPTiFEc/wt7omJj9FKCKAKhRUIt09dLeQMmg1nR9mPSuZMS4sZuQVamRU6kgl0lhLCNmih4GuwEmp8hSyTO4ZtrQU//1drgwsOMIQp3ugm6iLOycTjPglTPpkFLrEY5kkCohHbjYQ2HWo04KxcgwpNE4OzOq9OoxN0rjkgo0vn0TBHWx9G3xm6i/dLzSgaNbT/C48b2Hv7NwKYqjIv6h4RCnvpLTJwUlZARYaRRQ6VQ8dhMblyPGCikDREpJAsnjPUgGYyymm4ylkCaThGwWCqse0poKSOQqCFrSvirNiYnunQBWnU2HymYnnIucYy6q48dnev7Dbb0Y3H0c4S739IYGtNFRypCIJUDwZ3wkjEQoiZg/KmqbsLNlsad76nMej8nR0WEGjAZk5MKcWV2smyWTQEdR+mozO5mSe6mlwsKMplLB3lAogpe2H8SLzx+YlYi8QinD0pUNWLOxFdX1FfN6ZtRCUfcggtu3IUsmJJNKTqGExB6C1j4IdZkZ0knaaKcD4OL3KJ0GM7mCgYIPOau1Ql51DuSOc6EwthZlj+bF4l0uF4Na5IBILJDp9ERn27PyDohLliwZBbaWM1N9oTSFZluP/Njj6xS1tXxHF4Ctpc6ztWqhc4p6hmdicQ/7cNG7bsBjD34bjXUTNdpe3n8cV193BxYvqkZbey/WrGrGd27+BKwmA1Ze8lG0LK7FkbZu1FWV4Rs3fhCt1RVwvXgMgaO9SEXFoMD1P/nm/AGu912FCvMkwwdiQhOgLxfT9DQOEwS7ERqbAVqHGXJBdEUudVx5LZ7VmCnDoU54KH0xb1wzdWThfQgFtihQG42Sg6HoZEgphxT8Jk1fGFWIWxTwKJJsvjRfELqUNmEWllwOnU6PqqpKVFaWw+l0oqysDOXlon4YsaTadrWjbfsJ3mPRWk0pTSPn8SIxMLNhDs1NQqUN6sYKLNrYjMY1ixDwBHFsWxv6D7l4rp5toUCQQiNHy4XNaN6wmOvGgdrhENydQ6IW6vFBpJOZsUDq/3v6AZh67DDLLbP9mgnH+dJeOK404p577inp/H/lkxI/NL4WGvNQ3VB43vxna+vXAa5/tic2h/ouGMB1xVX8ralEkpkilCpFudqFCmlqyShFqcyMitUNWPH2ddDotDMuomkAJSbWE0/8nd0BZyoETq1evZpdEqurq8YOpYXmnj178NxzW0DgzWyoxhaLha9DaYvTsYvm0Nx8KNWj7cUTaNvRzi6Dc9Wf4UiKSo6mDYuweG0TtEbNvDcg4++B6kfpRL2H+9GzX4zySGRpaIKdkA90IBEOc66+2H4Td4BiSqITbT45gj4xpY8mV9JeU1kFyKxSJIQY4qMaauO/l0XxJRKOWtGk3tragiUWCcqTJ6EM9TE9eybkNCMVkHW0iqwtW91cH8usjmc213AnMp07IfUcgjRbjM0lRcZQC1n9Rigrl08LlFL/9u/bi/iLL0CSnbrYkDjLYbrwEqjtpTmWFbq5fIpjIpKAzz2q6zUUhN8t6nohmYSUNNo8PmSCxNRKLQgDh9P5SDBVr4HcZhSdD2UKUTi9AKCQ3/TTbxKzN5YZRkEvI0xOIwSNCIhT36G+27/7KFxbDhZ1YiIWj3NtMyrWLeWFvnfAh6FOD4baxUUap3jOguVSrOMo1DJIBgYR7xONL5jhxHpJGliWVKD5fefDVls2q+i6d9DHrK3OPT1jgPjpEpmnBXQ8EkfIG0bIE57ghkr1J90tQS9AJkh5rFflUkCPC4lgfMJ4RM9UYTUgSoL9SUBn1UJPoJcoHDJj89EzJdMScv0rW1KG8kVODozMJlU1GU+gf/cxuHccRpb6LsiZNC2ysijdMJJgphYxGqn/KMwa3vylI3EkPUGkKFBTYmFWl1EDRdn0rK58qqFKJ4BSW+m+SKfSUmFiLbeFYFvQO35k/0ns3nYIvR2DIN2VmQq1t9VpxLrzV+DsdaWxlyZfP9LXi8D2LYBnaMpX5zRyyC1D0DiCUNmtBeexPMD15g1khz734gtn2EWRNLgmFwa5SJMrVHhNIVFroaioAVQm5HQrIdO3Qq52jAExY2wcr5dBLXJA7O7unpX2Z7E7EQQlampq2QFx+fLlsFpfGwCI2VrROKeIkRNi3BOcP1ur1i6ytVrrXxMGWrG2H/95LJ7AVdfejs1rV+JzH33HlFP/8fxLuP93f8PP77yRxeXv/MnDCEdj+MInr8SF77oef3nwdtRVOfHY37fjjnt+h/+755vwvHIS/g4XyztQOW0A13Q3SqCXTAqVVQ+1k9heBqhtRmjtJij1oivyPwPoxcHB3iF4SKvrcA9yiRSikSiDVwRW0b8j0Qi/j7zeoaBFgeg7CbQrdWqknBp4hTRCaXJoLn38n67ZaXzNg1l2uwNVVRW81iUwq7y8DLTfKAY48v5h10mc2NmOiDcKWhbLokEkuwaRjs5cZzkF1xorSbUejWsb0LimgYGpY1vbMHDcPesgOwdCaTkuy8FWbwMygL8/wHuZQvuq1wGuuYw4czs2/gPzaBBXTFHMi82L0gyn72/V5yeyn+dW6zPn6NcBrjPnWSx4TRYa4KIK0gBH0QFfP4nuipt1ZmmoFbyhzak1yCrVYhqHRILyZieWbl6C8oaZGSp03fb2Djz99NPsPFQs0kLRj8suuxRr1547Bixw3QIBBsuefvoZxOPiAmOmQhN9S0sLzj9/M4MupUQZGRiJJdG2sw3HXziJJInwz3HznE97WrypEc3rF0OhzGvMFLuD4p/T5E8aTj2Hepm6TBMnAQ70nTplHDp/t5iSOIpA0CRLC4D8T5bMAPR6uAQHTrpTvIEUU84EqMoFJJRxJCS0aEjxBE5gIbu5yOXcX+hZ5jUO6HObXsBSfQiVGAQlqxgsZhh1eug0KqgEOQ/dEgkN3jLkpDIQa0tatxGq+nWnhW03ZWNE2hntO4CO5yFPFafqZmQCslXrITRsgEJnLvhA6P6De/cgtnvnVH0aut/ySmZyqS3W4g90jkfkN2rBfg+8J/vha+tDuHcY8UCMU7VYdyiaFAW0SVS0eHbThBqIoJYSMoMacqsJWYWAtFQEteZqoEAXZlFt0tSg/kkGFhVGaDQyJPvcLCRP+ieiFkVhAEVdbkL5xlY4WqaaSnA6bCIJNwFdncMshh4aFoXQZwOKiym4UnbtU+qVkHpHEOtyswA6aTnx4jCXg9Kig7C4DlmZgnWUKJXRXm2BrUZMMR4/zlCd2l/pxPFtbQgMUvDgFFBxugCusQeYZ3X5wkiEE8iQkYQUiAXiiPljPJaRPgixSSsqNVCMjIgLbWYGiNpr/M47TYiojQj74/z/xFIiW/LJrC5iMEmVMlQsKUPZYgfKG8ugNYraUrNhf+X7MoFz5NA4dLwXw3vb4SfGBEW+i/RfVZUFqgorMtEk4n1DyESSyJKzYwlFZHUJkDvNkJkNPPeRqyHpZRFYay43w2ATrezzrlolfE3BUzxuL4vI7915lHVSihWlIMdZ65pxzsblcJSVFmkf/x3UzuHODoQI3Bqnd8VrBLpfQxpKQx9U9jQEm32aZyvBg4+dwOOPP1ms+jN+LlPZ8NDdH4FMkoQUE9sik06NglyFx3GJRguhvBIylQqZnBJZVQ2y6qVIKxtYJH7fvn04duw462rNt9C86HQ62DRn+fJl7IY4GzB3vt9b6HwOunQNMlvLe6Rn3tpaUpWCtbXsy+rOaLbW+LaIxuL47NfuxqLaShaIp3Frcnlp/zHc9fM/4A/33sIfbd99EHff/z94+Kdfx1lv/BhefOyn0KgERMIxrH/ntXj6l99C5Fgf/G19SIZFN99XHeAq9MBpnCZ2jk4FTTmBXiaobMT2En/yY9TpyGaYS//NB+ZE4XdyMHRjaMiDkUEP4l0eSPuDSAYiSJfoSEpAV5acCA0y+BDnPcJs5v3J95Bf39I7XVVVhcrKCmZkEZhVUVEOtXp+QQxmcu/t5AwQCkhSMDIz4EZyaOb1KMsHVDsgsVpAqeEEdC1a04CwN4yjW9vgoeDepPT+fBYArQPzEg8kgE8sZwrmaM0aZhyr1EJBNtjrANdcevjcjo3fZeH+OWqiOKbBdbr/Vn/RN7eKnqFHvw5wnaEPZiGqdToALrFeOSQSKYRoA6QUkFWqkBXUSNMmsYDoNTEBll1MlNclRQEKciEiTa2nnvo/jtLMVEivgthXxMIymU7pjNEkeeLECWzdup0XqLNJI6CI6ubN57PbIllvz3azRULQbS+exMkXOzgFaq6i3+TWRqyHxRsa0XSu6AKzEIUGRaI9d+3vRs/Bfng6xYktv3kmJ0ajLADtYBtykWlSEmmzKJEgqjOjN6NHpyuETC4DpUOOrC6DuCI+QVCXFkc0sVM02mg0QavVMGYWCgURCAQRjUZQo46jXtIPvSINldEJwWiHTFAjl0kjFRqBJBmGWpaBwWCErqwOkrJlUFQsg9JYWgpfqW1J7Zcc6Uaa2FxDByHNzpw+m5NIkdFXQ1q/CULVioL9nPphYM9LSLy8Cygg3C+tqmEre5WpMEg2l3sZD2r5Trp4wZ1g56vJrp3M8xcZMHFRTy1FoFdMBDLJOY4XgCJuM1Ymg1oZhQoZqbxkUGu6eyODAkUmjnTvAFK+CAMqMorIakVdL9KCEug3uTjKZSC9q6r1raxNUqzkwVditQ11DWGo3YPBE0PTsrsY0FDKoTGoobfroJFlkB4JIO6PIu4LIzwU4E2NTCOHZlkTZBod1Ho1iMVD70YyIQq36m1aWGstcNQ6+H3sPdIL11E3A0qxUJwBpfyi+3QCXOxqqpAyY5NYHAE36bkFEfVHGfScTOIk84DySjVkQ8MTosl54VtK3wtI1YgEEpz2SM+J7t1YboSzwYaq1kqUkZ7W4nLIFaJo7kwl34cJdBvp98E34OO0W1+/H8G8uyi5aApyKFJRJHsGuY8UKwSwCTVOyMtsyEVjSHu8SI+EikbI89cllh6DeholVNQPNQJURjX0lRZYVzbAuawB6lEx6GJ1mevntPHZu+soXtxyAJ5BX1EAmcDYqjoHzj1vOVpXNRadf2dTH3ouwbZjCG17HtJJc3ROLofUEoGgPQnBpoXSaoVk1Ahg/LWzoMBFI+S2TVBqJ6aFzaYO44/Jv8cp/wHkIkcgS/Qz2JVvnEwqKWpyhacHuZTlFZAqBXi9XhYdH/En0Ou3osOtgMeXLRngovncYNAz65yYWosWNbxmoBati5KxBDykrXWwEzF3YP5srRo7rMv/Odha4/tMMBTBNV+8C+vObsH117xrwnqP3BIDwQje+sYNIA2uS9/3Rfz3z7+BuupyZnCZ9Bp8/H1X4D+vvxPvvnwz3vaGDXhq28v47788h598/mMY2nsC/o6B147BNdsXiMxhKJCkpBRHC9QOUdeLAC+t3QzZuLTp2ayHZ/u1vINgdz7R6W94eASDgyKYVUj4PW/YIK4vVbBkVND4U4A3ilS0NOBZTu6zBjWSDhU8sgRiCVFOo1DJs7IMBgNLmpxKMSxnZtbpZMSN1/ANuLzIDXuR7B3igNpMRWEjt+hypKTksitB3Tm1WHQOaXRFcGxLG0a6vRzcjIZEvVJybxZlBwqzgGnu19o0sJSboFQJE0Cy1wGuufT8uR0b+55VXHifQrRelb/VX/LOraJn6NGvA1xn6INZiGotNMBFYqH0Y1pSBVNDOYyNFTjxYjsOP3OsqHgz6avUnlWNls3NMDtn3nzShHbw4EEGuk6ebJ8xwkKTS2NjI4NcFBUdH4GiCevFF3fhmWeeBWlnzKYQpfiiiy5kja7pwCaqH6V9ndzVjs5XujnNb65C3NQexExpWr+InQUXCthit8Z2N3qJrbW/j0XtJ7PJBI0UpoQLgrsLudT0wI1EUCLhrENIUwmtzYiqZZXQlmvQ6+pl98ojR44wy4tASVoAaTRqVFRU8nMgnS2tVs9MLGLVhXzDSHS+CO3QHj7WVLsMxroVUFurkJKqoVHKEQ+6EXV3wt95CDKjE5K6dVBZa9n1Uq/XQafTjVG8Z/MsF+IYdkLq2Al0boE8UZy2S6mUueq1UNRvgFI/lY1FfdL/0otI7nmpoH6UrLYOpgsugWCYXtdruvvKb/RCfR742kdBLd+onfsc9Ib4+rQAJS2bFKV9JZGMJ5FKpFj3NSsoITUbQcy1NHktTif4Pc8HoFRJIQkGkOweLLygG82C49RXsxbmsxphWlLDrBmjw8D6RnnHztks0OlZE5hC749nVEA1MBQaY3cRc0xv06OqpQIWhxakZUTcn0wohrDLC9eedvj6PVDWV0FhNjE7iZg8aqMaGWSRjWcQ9kYweGIQsWAMWouWnfJI4FsilyA4FISrzY2wJywyqQAsNMDFulpKGT9LqkPQHWS2FuuT5cvosyeNrjT9EMNptP8QsFheLkAyOMyumpOLzGnGcFLJzC+1UeB7JPFahUoJa5WZhfkddXYYrGIqqtYkpmDTuJ3f8LBrKAFZZJ7Q74fP5ecxjBmG0yzA2Q1KkYMk4EeydxiZxMyANNVbblRDqC1HzmBALhaHJBJBiu5rHKuLMy0Z2JRB0KkYSCXTBEqdJQBvCpOQNo00ti+pgq21FuZFlQsCaFDb9HUNMmvr8N528ZkUKYJagXUXrGAReZ1+fi5u+a+iuS9w5BAiL2yFdFKaD40LCqsHSqETSocFSrO5ILhFTKm0bjVUjvMgk89Om67YvY6vXyriQjp0BNLwgTFWV0GQa7RP0xwWk8rgTqURJqbWuLFSKtfCnzSj12tEx6CMGR/F2OUE3FLwjZhaJBRP+pOvhQNivk041avHzWytkcPdYnp3kXTWadtbKoFUUMB2VgM7IerLrEWB6tk+u1fzuLy21vjvPG/tCtz7nRvxg18+gu7eQdz9rc/xmPToE9tw509/B5NRh6V1Vbjhg2+Dw2bCkbYu3HDXr6DXamDQqvHZd16GJrsNwwc7EB4gQyFxDDojGFxzaFwCvSCTiqmNnOJohJp0vSjFUXdqvJ7NnCouJUQgixz4aB1OQBY5GQ4MDKC/vw/hcGTOwu+k62qQCjBEpVAMRTmwRJqQcy2cvqhVIeXUIqDOIipJc10pyE2sLDHF0MG/zWbzaWHjzqbOVKf+Nhfa93TCe6Qb8ZN9SAVmJgBQZo1QV4as3ohEND3qZm6GodwAT5cXHS92IOQOITUHjS7S6qTgnrHMyOsWWvu9DnDN5gmWdkzsO7bXhMGl+cpIwQoPewPQadQT3GJnurO5Hl9aK01/1usA10K36Bl0vQUBuGxBfPEdH4WpuZpBLeuSagZj8pMbDbx9x104uuU4019nAnpoo2As12Pp+c1oWFXcktzn83GqIaUcFksRIObQpZe+EW94wyUTwCKaXMkaePv2F/D881uKXoc3PnIZVq5chc2bN7Eweh40o3v1dA+zI2LvYZcI6s0ROCDmlL3ehqZ1DahaWrUgi0PedAwH0XNQBLXCw+GCoANF83VCAjp/F2ReSkmcvrPK9Doka5fCdNYK1LRUw1I5USOEFs15phyBkMSYi8XiWLq0mQHH3zy6BVt3HeIvePdla/GBCxdhZO/fEeg5wnpbxvoV6Ek7cevD+xBNpGA2aHH1FWfjbZsWY8A1gLjGAUdFLR55Ygee27Ef3//ah1gDhZ5zXV0tu2HSQmm+qT/UP6i+MxVmw3n7kOrcAal7/+zYXLpKSOo3QVW9agprgkGuF3cguW9PQZBLWr8IlgsvgVJbfFOaB7WCvUPwdbjgP96HpD8yvcvcXMcnSm1QyKBxmmBorOAxQGUxMDDiHwoyKON3U8qyH5lkunQXx3H1IlajIpdEZtCDpNs/s6kFue1VWJmSn8zIePyhNDhybaX+TosxErAnwIt+6N8aw6lF+nTNMdauIyGQYxABXr4+PwNSNS1leHbXfvzsf8XUqtVLGvCl97wZ/hMD8HgiiGXlsJQZUb2iGlv2HcLP/vgX8biWJnz56vdwejc5YJYtKoPEoMDHvv593PDBd6BGMKHjlS6k4klOzyRB7jt+/W0si58FjbR4Xyh0L92ZDjRsqMcFZ10I0q0K+yIIDoZYyHY2wCS3QyrDgJjoNggIWiXKHEpI3AQkicAY62kRI4zYAIvKEVbqEBmOMhNwPMBO6acao5pdA43lBj6eRO0JKaIUyag/zqAIRZ1zmdEs1DkI148x/lwe1toqpiRPmznqP1K7FRm5QqxPOgFFPAKEY5CTgK9GFN5nJtIc6kLiz4JVB+uKetYjYjdH1hqcW6EAwu5tB7Hj2f0IB0Xtw5kKzV+NLdVYs3EZGpZUl/Sdha7Pqe779yK2ayckJLiWLxIJcjpAYeiDUjkIZZkTCqOpAG8LSEEDmM6HYF29YPUqVFfx/U0j5T8IhA9DmnQBqTASA33IhUJIpVNIxBMMWKUzIlhIJhg+qQyJUXB5/HUlUiVyUi36Qw50EqvLP5HVxWYTbKbSgpUrl2PlypWsN1nK8y72fGfzOQMKiSSGWFurC7FB37zZWtoaG6zL6uFYduZra82mjWYa+1mbLBhB3BtCloB8QYFUNguVRIp0VGTZkt4sGU+Ek2kYVErEvGFEB0bgbx/gc3OjLoAEcF1tX19ylR73HcRHSGTetHAanXOuDK0DOC1fdELmFEdme5mgtpxKw6br0rtHjH0CsEQwa5CBLZdrYAzIKgYSz7Z+lCKoUapgywhQuqNIB2LIFDGrEucr0iGjeUYGnU7Lxg56iwmWJVWoWduKstYGltp4rd7f6e6f+iWxzY9vPYSh3W2I93qm0fkVWfcsp2XRIaHRYXgwwq7BCrUSpgoDLJVmZLMZDLZ5EBmJcp+ebaFAl8EpBhJ/+9xvYOy0vi4yP9vGm8Nx0Tvonc+7Jb56vzVfFTVl86Wn341PfeWH6Ood5P8it9lv3HA175ULlZmOv+nO+/HYk9unnHbLjVfjPW+9cA6tU/zQ1wGu4m30T3vEJz/5SVQ/7UGlUDxdp9BN9if8ONoqxf1/eKjoYi0ajOLw1qM4saOj6MaJ9FyaNjSg9fwWqLUzR3BpIty1azeefPIfPFnOVAh4I4ttYnPV19dPoJ3TdY4cOYotW7Yy82g2EywtWC+++CJs3LgBkaEY2nd3cAoTA1tzLHTPpEfWtHYRyhqc8wa2eAGfzqBzfxd6DvVj6KRnQgri5OpxSqI8AO3A9CmJzFYgMKNpEcwbN6Bmw6oJYOZ0tzzGHKKNQyqNE539+PLt9+PRX30T4WAYb/7ILdjyqxsQaH8JnkNbkEnGYapbDo+iBhmVBevXn4M9h3tw4+2/xl/vuwmDwz5OUWzrGsTnb/sFqisceOCu6/F///cMM/tIZFSpVHAa5J133jHHJzHxcFrAvPjiiygrc7II6Ex0c+ozic5dyHVuhTxeOMIx/uosjF+1BkpicxkmLk4Z5HphO5IH907dhBNY0NAEy0UXQ6GaKr6cb2+KyjNT6zhF86Lz2sBMaJU8qFVmhrGpEpZFFezKVCilbHyqQYDArqEAg17s4ugKcMpdlkwLWN+r+KMitg+LqnYOFE0Zk2uVEOorkFbrkYrN/E6y6DfpP5GAuoEAFgMMDiOMdgPrJtHvmYS/8/bY/h4P38eFH7sJv/3+l9FUX4kP3HAnrn/fW9BgtaH9gAvxUAKVLRWwNzrwho98Cb/90U3icdfdjmv/8+1oMDs4XdFUbsCN3/sF9h1px51fugZLzGV48ZHd6DnUh1wuC61Fg4d2/hot0VUlA1w9uU7Ur6vBYs1SRH0xpJOkEzbK0JvF8xh7YpxSAq43sbpYk8uhgMTjE4Vw5TIx7SQjpp5Iy23wZwTEA3Fuc3brJAYwgY9SCQNmSdLMAkl+SRgYFcFqUVuNwEmKFlMKqlylgFJQQKESfwhoyh9XsEdJAKUghTQcRLLHXbAfieeL7CwCsNRWLZwblqJ6YyvsNQ4G76MeP0aOdGN4fwebMJRkW08VzLO6monVVQdzw+y0l6gO7cd7sHv7QbQf7UNmFrqOBrMW6y8k1taKBWMF0y2wZtMrexDfs1sEtzi9SYYcbQItaQjaXsjlYcjtNsi1GkgIneTCjYxcToKUogIy8wYIhkXFB4IFPIJ198K9CA7uQWzwBaRdncgEhguOuzOBXPn7kco18CXM6PMZ0ecl1nLFmAMipTEVS71dwFubcqm8MPfwkS4GtubP1pKzthb1W12ZZUH71Olsh1KuzaBgLIFApwveNpeY7pzLgdLZ5DoVAyKUsk8AF4H2pE+k0Kg4NT5LuqXBKBLBGFLhKK/NaC1lWVaHj177yVKqM+Gc7/zwLjiUBkTdPkQp6ENzKtOp5zKIz7sa4y4wmjYlkyCRTSOjkSGukCCMBNxhP0ZiQcSTpHElarnmU+4Xsgbjr0VzN63XLTkxfVEyEmMXS54rGMiSQqFQQqfVQqPVcKCUQC3KOqAxSoxbiBpsDORZdLCftQiOlY2ckncmAl0j/cM4/OedGNh2BKmQqCVGczSx7onhSwEs6odsBKMTAKcN1KXjQTGtU6FRwOjUs1wCGZQMHBngANNs9YOpzdRmDZ52/R2mjvm5KNreo8e99957urrHP+11o7fbX4sMRWi/5pnQZh//4veh06pw+1euwYDHi/d+4lZ8/Yar8JY3bCjYtjMdT6yuyKjDLJ1MWojvuuYW/PCbn8Ebz1+zoM/qdYBrQZvzzLrYgjC4rAHc/JFrYTurEY4Vi1j8fLrBnoUR93UbTGmzAAAgAElEQVThyLPHEHSHZmwM2vQ4GmwsQF+5ZGarck7P6OvD008/iz17XmYQZaZCQMWb3nQZA1OTF5sELGzduo2vNTIyEaWefE2aMNVpDfRJA/QwwKgXxThnXSRgR8TqFVUMbNmqrHM7v8AXURuTXW/voT507e3hvPliE5KSUxIHoBrqRK5AdIs2/pR6oyszw7T+XNjWr4eqhBS5fHXv/93jGBwaxk2fejdy2TQ+ddNP8ckrL0SZ1AvXy39FwueGxlYDbXkDdBVNMNYsQ1ahxbq3fx4P/+QrsFv08Aej+NzX78EXPnUlfvLAn/DbH38Zzz77PDtl+v1+nsxJ2+uPf3wEmQK6b7N9RnK5FNdcc82YjXN1dSVvWAjwItFQ+nc+hSqfRpXyuZDsfAGywX1F2Vy0aErrKkQ2V83ZE54/MTMCL2xF8uD+qdUlR56mJczkkiuVY2L9ge7BU6BWMLbwoFa5BaamClgaKzk6W+pmjTYLDBIEY/CPujhSul/A5WfRVAI0xqecUR9UyLLIeYaRIK2J0eh3wedIKYlOE2RlNqSgLNr/p+0LEoyJ2ZOOk7mCXBwJ9KLIJImEmxi4yQvwBvqGkPCF0BkM4daf/Q6P3XcbbzB+/ciTUCoUuHzTWnZBTMVSqF1VDXcigv/62W/xKB2XA379xyehlMvxjks3IZvM4Jd/+jsyyIEm/DduWo1lFdXY+cddaH+ZXGCz7CJ571M/x4rU/Bhc9efWYmPLeVwH0gCj+rEeWFz8oVTELC2EZwF8EbBFuloas5rtxOWBAJLtrrE0h3xKH+m3yKsdCMtUvGhOhhPM5qJUSNZ1G78xk4ABMEonFQGsqQYCp4AvCUegCfgSAS85lCplQeCL0jHlSCE3NILkkI+fFZ1DDDT6UaoFFsEXn6/4nbo6B5xrmmFbUs19n8YZmjM8BBgc6kK42yMKcpdYJrC6ltVDpS/M6goGw3hp20Hs2nIQiQKpoJO/XqGUY9nZjVizsRUVNc5ZaUjO9hboPQ4eOYzEwb3IBgLIZTKQkNaWyQJ5WQYqXRASQYDCYIRUkQPSUeQyBA7QcWpkJSpkhAYoDMshE+aeej3bek4+jubKUCjEpjWkxUkmNjKZFKsbZFiq9UCbGQTS4UnighJmcnmlMiQLMLnoOwh8pc2xzV4Oo6USSutaKEzLIFfZSh4vS71HOo+eTzqVwtCBDu6j0QHvvBi8BMxoq0fZWsv/9dla+RTOkeN9CBzrRY6YquPGJ9apIqYCs0opVVqUpCAmOq1jCUDhNLxRBoxg18O6XGRtKtTCgvWJvAA71Tfi9iE2HBB/PAFEB3zIJJKiBuxMc2dJHU0ETmgcHHMwjMZYU5XE4EXXbXG+57WSUg6ZQo6sViH+aOSIS7OISTMMhuUNh/LaWiVVqcBJNI5TkJu0X6stZXDm1JANRKCEFBq1moP0IguXJ5jiX0uBPqUctpX1sC9vgL78zErH5cyCVAontx1E2192w3Ogh+dZAqsKOlYrZJDaTYjJNQj5E2PrJppDdXYtbPXkdAv0HRxAPEAOxFNTPqmvqw0qqA1qqPUqnj8fevZBmHrmB3A5rjTinnvuKf5M/s2OiPyXc5K7/Kh74lg7nJ6/tTefckUmvcL1b/kMHv7pzVi1TMx2+fbdv8XgkBc/+fa1U57IXI//9R/+jv9+7Fk88dCdCzZW5iv1OsD1L/zCLAjAZQ7g81dcJQZilXLYz26EfUUDdNMwOqg5vQNeHNl6HN17e4tuPimK0HLRErSeJ+pUzFRoYtyyZQv+9rcneKKdqdBktn79Olx88cWcQz++0MTQ39/PqY87duycYhlM0R11UoOMO4vYcIyFt2nytDvsDHro9aQtNf0EyZotKjnqz6nF4nWNMNpEdkiphRYCIW8I3Qd70bO/D8GhUFGWnLgQl0ArJKEPTHRJ5M8oqkUudTYddGYtBKsJ2nUbYFy2ouhzmO4+OEqXSeO79/weVpMWH33vG3nzcNvdv8OqpXW49KwKDL3yN7jb9yOTk0PrrIdh8UZoqlqx80A3vvvzP+CxX9+GdDqDT9/0Y3z2w/+BMocVN956D37/s69i584X+YdSTrlNFgjg+shHplrMj7d8rq6uZj0GcsdxOESXHNJYSfW+AknXNshjE6MdhdonK1UiU3EOlA0boDTSpCUWWqD4tz6H1BExnXNCP4UUssVLIG1oRaBjgJlaaYrUzYFKPmOfG13AaSosMDWOglpWY8nPv1j/zmtxEKDiJ50lYnt5QmxlHenqR+xEP1L+6IxML9aVqHEiozcglTg90evxKY7GMj2nNWr1csATQMXKBrzc24//eXIb7vnWdaz78dSOvdh14Di+cd0H4e70wNvnY72p/V3d+NOTW/GTW69FOpXG0y+8gpcOHsetN16Np7a8jD88/jwe+OGX8JVv/xJv3HwOzqqrx0t/fgX9bQMg0wsC3RZag2tKHxs1ECBmF+usEeDFLK00i9ASEEnsT41ZA4NddEWkTQS55NKGTqFTIOMaQLitT0xx4CEgI6ZNSCXI2i0YHM4gHizuaDtK9hEBK0HOm8piOi95YIrGXKVawT+CTgSu9MTKanLCXGVCzudH9GgPJMSsKJJqSBt8+zlNKDtnCbQWw1gdaGMZHvJi+DCxutqRiS48q4vGtcP7TmL3tkPo73LzZmWmQu3jqLRg7eblWLWmecHfXYq0yuNRZNwDSA25Ee/pQi4SBSw6aBqNEEwayIwVkGrMkEhkQDaGXCaEXLyfAcWcqgJQkkvhdE6KxUaNuX2ed+zdv/8A6OfQoUMF3ZQrLSacpY7AoQ/BaByBJB0BMqOC1RIJMmo1fJJTIBfN36Q5Y7fZmOmr05MeJHEPxSI6MNYBulYoDOJapljfndudTT2agZl+D0YOd2H4AAWvMqWDG/nNPGlrtdTxZn6hdEHne5+n43xm9UVi8JAu2YEOxD1BZhmXWiSCHJbWWlhb62CqFRn6p/v5U13zcyr9jnqDzDol0Cs+FGC2VzIUA4g9PVvQi/UXc4jHE4hFo4jGCMgSwax4LAZy1BYBlLm1FQFeBHxBpUBWJ0dWo0BCAcQlGcRwCvSaTWYF3TelRlH/FATVqIshaWWVcWCSgpK0PuO2SWcweKAdI3vbEfcESn7GtPfR19lhW7EItuaaV+35Tu6PIpidxmCHG0OjOqFEJqCtkzQUQKS9H1HS8EyRhMg0gvEmLbJWM3zBLLOo84Xmea1VC3ujjf/LdWiA5216diQrQIAWAVti3z4VhHo1NLjoWb4a71Op7//pOi9y26m9wlimYv7L8hmLp+Fv7TdOZUu1d7nw1g/dhOf/9CPYrWI22EP/8xT+8tQLeOSX35xy63M5nsCwS977eXzrSx/FpRcsLHuLKvY6wHW6euYZcN0FBbjG3Q9tAAwNZewYZW2qKpjGRhPVsR3Hcejpo0hGZhb8pUh71fIKLN3cDHuVOLhOV2igI9tuEqA/evQoAx3TFRoQa2pq8MY3vgFnn33WFJCJ6rhv335OWzx58iRPiuq4BilXmtN5aLM3uVBefmVVJcrLyiBXKCZ8TOk3FA1p2tiIJWsbx7R+SukK+TS0rgM9zNZid7cZXE4mf8cpl8QTyEXC/DGzK1gDRwOdRcvAlkQqg6yyErpzzoW2urbkSYTAx4y3GwqVBnfc9zgqnFZ86F0X8wbgtp/8HnWVTvznZSuR6duLTGgQ8awCcetyZA0V6PeEGNC69cYPYsM5rfjlw08gmcowwNXe7cI3vvcAHvj+F9DZ0c46agROEjB0OgGu6Z5Z3lHHbrezo05DmQGVORcs0XaoFUyIF9N3CuKfEqS1ZczmEmpWj21G6V58zz2D9PEjDO7Q4jEZonSHKBKhGDKOGiRV5WK6yXyLTMqpE9pK6wRQaz4AbKlVoj4eHvahb8dh+A508mKKQBVi+vDvaHLMUZBp9mYdFNVOpGTqWQG8pdZr8nkkdi8fGYbRqseSK9bglaFBPP78Lvz4ls/y+/T0rv144tld+Nnt15/acGRy+MfzL+HPT27HD2/+NLKZDJ7ZsRf/2P4ybr3xQ3j3p27Ffd/9IsqcFtx0x3245LzV2LSsBV17u9F/1IUIAX2Z3GkHuAq1Ead0KKRwNtphrbFAY9IwYBXyhRHxRlgAnsTyCagkx0VaTKujQcQ73Zwewcy80QsTkyvntGFwOIVEaA6OV7NgddFXEJuGdLOIAUasMqqryO4SQTLqN+RaSVohSnkWSZcHiV4PFApRR7IQWyzfJmqnCY51zXAub5ii60jjHaeBHepCqHtofowZEjq26iDUOdEXjmHf3nbEwsXbitI2V29sYa0tq700GYLp3hF/MIzP3nQ32tp7OYL8vc++B2tq7YieOI5U2g3B6IHKYsY1v+jFvhMT07UfuPPDWNOsQ1ZhBhTl+PhXfowli2rw5c+8b8rXdXR0jDE/Sn1faQ1QV1eHo0eP4cCBA3j55T0T3H2nu65Dp8WSeBjqeBTWOhnMtihUigCQinBAL6vWIKhQwmixwGqxwGgyjvaZ6YNb5A6ZkWiR066EzNAKuWphWR951gZraxFbq39kfn2P5oIqKzOOHMtFh8fXYi4o9dnP5bz8msrfNcigoPdIj+gqPDesZuwrKZVN5TDCtqIB9mULy9aay31NPna8bACtH6IeH6KjbK/4oB+xkSADoSKDOoNIJIpYjH7i/O8omW2kU/xeElNNtJtZ+EIBDAJPJIICmVHQKy1IEZOmEZVkmOmVB7xo3UVO6bTmogCj00kMe5Fln2fYzwSA0LW87f0YOdDJGmnE0iul0DNXmDSwj2a0CFr1aX1fxvosOT13DmGoY3qnZ9aPzMSQdZFZUwDxSILXSRSkmlwoUChxWBDKKBHxx07pnNK8K8hhrTGj6bxFbALTs7cfqWiqoGEIXfd0A1xkCHHLXb/G4w/dWcoj+6c+J3zrq+sen28s3a2i1haVfYdO4gOf/S/s/OvPYBg1q3nkr8/j57/5C5595AdT2ncux//ovv8Budb+6b7bmHSx0OV1gGuhW/QMut7pArjGbpEEes3a0fTFBig1qgkRZBqcBzrcOLrlKAaODc3sNCgBdDYtWi5oRtOaRUUnDaJGkzsi/ZBQ7Ewlr6VFAvTEzhpfqI5+rx//+O9nsO+pfQiSXXyRFBSaSA1GIyrKy2C12niDpdIp0bSpCc3rmziNs9RoA03oQ10e9BzuQ/crPZzSUywFcfK9c0picgAqt5iSOJaCSKCWRQdKZ6H65WRyKJa2wnTOuVDq9SX1XGq/pK8f6e6XoMhGIa9bh3sf3Y1kOovrPvw2BnpuvO0+XLhuGa44rwU5bydIm0pqqYVMZ2fRwo9+/ru44Zp344L1KxCPx/DTB/+CHS+TGL2EtQTcwz4sbazBZ//zYjYLIPFSWrC8FgBXoUYiHYcWSxaN8gEYpVFoNaTvoIZaTRoPGkgZWTwFejGbq/xskc1lKmdQJB6NYvDRxxA/cAAJf1jUrMqDt6RvVNGApLpEkGsU1NJV2URQq6kSavP8WIUldZZxJ1E/p7Svge2HESNNkcllNJKcSqQZzFRW2CCxWxEciSPsjSKbzonaXqdZg4Q0wSRDbqQHfbA0lmPxm1ajJ5fAz37/N/z2h19lt6k/Pr4FR0904+bPfgDxSJxTVyjdbt+Rk/jxg4/ioR99le/uj3/bgmPtPfjQuy7DZ77+I3GzLJWgb8ADi0mP6656B+qVZvQc6GPgiDYYp5vBlW92YnOS5lVlSzmci5wob3TyQpeYXCMuLzsaBgb8GOnzIeqPMduLACtOO0ykIFNKoQ77GTxiFheZUJDzYTbHYsy5MhsGBxMsbj+nIko4MauLgSutCFxxNNmkFhllSjmPucWcFul7lTol5KkI0r1DQCzOQJhSJWedHfpN30PPLw98UXqSeUUdys5ZDEO5rWCQJDzkY4c61uqKJufMoqH3f3jIC8+gDxla5NmMSBg0CFOaHAv7T9ygEKhX21iOczctQ/PyhqJz5Zzae/TgB37/BF45cBx3f+OT+L9te/D7x57FL7/6YcT69iIXeh5yaRqK6rVI6OqRUzghUegRT2Txlg/fit/efR0W1dohlZtw96/+jPse/hv+851vwFc++/4xADgWi2FoyIPf/OY3uPPO+W1caMN75ZXvZ7fe2TJA8m3i1GmxOBKE3DsMmaCC3qmAtVoKmz0CtTwDtcUIVUUlZJOCWbNp00xOYFaXRNcKuUFk181nXRB0DY/1swVha60adUL8d2BrRePwHO7EyP5OJEZC/H5L5XJmmdIzyRIwz1qRpFk08X3jcZrmUJrH6SOBXFKrYW2tgam2bF7PdTb9aL7H5FMbSfidBN89g24Mdw8gODCM0MAIcqE4JKEk0gkKKNF6c/Zi4/Ot2/jz2ahEJodcUEBr1ENfYYWxygFzdRmc9ZWw1VbwHiNvclXKu0R6YLS+onRezysnRQOBUtYQ1CcICFpeB/vyehgq7QvGnmV2YTyJwXZiaQ3DfdItrnmSlApahNFLTGZ5FvB6kRr0cqAwEUmIUiYFWHxyuxFpgx7RuJTnP7VezSwt1iOVSSDXKNBwbi2vszr39CAVngoMnk6Ai4Lbf3p8K+qqy/49Aa5byhfyFZv1tXTfHBg7Ns/I2vK/d8NmMfL/z4bBVex4t8eLi959I+658wacv27lrOs2lwNfB7jm0lr/ZMeedoBrXHvwYE9uUcvroa+wTYh402B9aMtRHN/axgPtTIWYRw3n1qF181LozLoZj6WJm5z1nnrqKXR398x4LC0uyeGIROObm5fwsSF/GCd2nsDJXZ28UQv6aQHghmdoaEZmWP6LBK0K9c21WPvmNVjzhtWc419KofsI+yPoPtiDnv29CLhDzNaaa+GURGUS+lAP5N5ByKSSsRRElV4lAi2jJatUQrN2A4zLV5Y8MRPIlOjaDUnn85ClI5AYqyCvXYcXOyK4876/4X9+cRPisSQu+cDX8MiPr0eVXYffPb4LLa1LsXpVK4MCH//S9/HNL3wIF208m2uW17whUIMm2ZNd/fjit37BGlyHDh3mtFJapL1WDK7pngkttpx6BZp1ITiT3cimYmIaqEQKrU4LrUZ06lFrVPxbLlcgrbYjolmGYNgK3xHqvznI3ScgcfdN/Rq5HLmqBiSVZbPTAMqDWjV2mBaNglom0e3otS6JaIxZW0O7jhdNt6RxpWLzMlSubeG6U/+gBZuPdL3cQQQ9QfgHAvAPBsfE7AtFLEu5Z0ozlvlHEO8Y4A2OodKG+guWwdBchSuuvw2P//p2lDus+NTXfoQ3bFyNS9evxoH9J/Hszlfw0fdcjpwgwRWfuBl/feB2VDgs+PTNd+OyzWtw+YVrkYwmGFxRaQV88dv34tLNa7CutRmdr3Sj50APwsTgyp5eBhcxZylFuaK5DM5GBztE+gfFtgwM+uHt9yE0FBaBIxKPn2kjkCN9KxmyrgHEeoZGzxHTKShgQNpTWacNA64Y4uHkrNxnCWCj+UChVkBFwJZOYHMJrVkDrVFDeWEowRmeQUUFGTcG/Uj2eZCJp0TGJW92STeRUh1J10vOQCUBa2qHEeWbWlBxTnPBcT4/bg0fJVZXN0Jd7lkwa3IIh6IMbPlGghPal0BBmUGNXJkJIYUS8VSGwX6VWokNF63Emk3LodFONaAopZ9PPiebSuETX/4B3nnpRrzhvLORSaWw6covYdvD30DGvQ0Z14uQUCpo1RJIVWWQqhsgUZXj93/Zga27j+Jn3yZmo4Dnd+zDPf/vz7j8onUYGBrBtR95O/bu3Y/du3ejt7eXx/CjR49w0CI1j7Rrq9WEd77zXSXferleh+ZYCJZMGjarBRabHVKNCgpjEHL1MBTGFNROK+vxlVKykJ9idRlbIBdmx+rK96k8WyvSNzyLPjV9DdlAptIK64o6OJc1QEY6amfAfFBKmxY7Z4z50j3I76P3SDfPm5RWSqYVArGBdRooNAJfKhUmcfgY4v6IqGU1OtbRWCETlBBMWhCjk5yEzfXlDIgXk9QoVseF/nw8c8vtHuJA4NAQ/R5k1ju5kk/Wv6J7yLPSNTkZ1Fk5FGlAFklBGkkz04nAPwK+FrKIuodSyGWy0fURrY1E8XfS0CJ3w/HsWpp/QYw5sw4qp+jiqLEaoLGboTJpZ8XiGl///Lvl5vTFDkTJZbREYE+ilEFXbYdtZQPsLXVzBjzzeqUjfSNwdw1jqN2D4a5hUQagxLRZWrsoEmEkOl3IxpIsG0BSKxSw4msyQ1rOzGfBqIGqqQoZjR7p2NR9BwOPKhlqVlQiJ8mh/9AgkjSHj5bTCXBRCtvx9l7c+v0H/z0Brm9UTJDsYIx9HMZ5uv7Wf8s19nwLaWr9148egtvjm7UGV6Hj6ZkSQ/x393x9IYeWCdd6HeA6bU372l/41QS48ndLGxmyk7ZTdHCpONjTZEaDePehXhx57hi8vb4ZG4fSfogiSymLtcuqi0Y9aTJ/5plnsHMn6WnNTD02Go24aOOFMGRM6NnXxwP++I0b1XN4eBiufhdC4UkCtKO1FjRKqG1qyJxSxBRRBiwIODv//M2z1q3IL8CoTXoP9mGwzc3gX6mMFJkgg1kRhG7oJEeedWZKQxzVCRnP/KTIU3kF9KvPhba2rmjbFnpQ7Dbk7UOahNbd+0XHLFqQaK2QOluRM9Xi5nv/gR37O5BIpPC+N63BtVe9CVBqceV1P8Q7Lt+M9/3Hxbj3ob/gJ7/63wlfcePH342Pvv8K/j9qo7aOXlz/jZ/i19+/ES+//Ap2796F4eERjtSfKQyu8TdAIGezOY16aT+UUWKznMp/IGYI60ZAChXkUKQAqVKNmKoJsVw9kNHzQkIx0gGJ59QEM3Z9hQK5ykVIKh0FQS5eBCpk0Nc6YFpUDktTFVRG3RmziaF+4+1wYWDHEYQ63VNdzMY3JIGzdQ5UbGiBpaFy2nvIa5BQdNI3SKBXAAEPATRB+AYCLKguAjTZWYEq+Sow3Z+coE72s9YUPTtaSJctr0XNphb84+hx3P/oP6DTqFFX4cQ3P3UVu/U998I+/ODRx/D7r34BaqMaT+7ag9/8/Rlm9dWWO/C1D1+JVDiOoDcMZ4MdZYvK8NXv3I83nLcaqxsacHznCQx3DjMIRPe2kAwuXqgqpbDVWeFc4oRGr2bwiVwvyfHS6/KfYkGVaNxA6Zw51wAbBYhFFLwlNiItndN2YnJF2WlSXMCLYx47XCpkzBojEXuyISe2BKVpEriWIfcy0hiiVGspsS9kMJB+IKX2aYSSxjEaMxWZONIDHiSHggX743jgS6kRYFhcAeuqBpjrK2Cw6mGwGxgAy6fJUP1Yq8tDrK5uDO8jra6prC6yZx8a8MLtGmHgarrCYJxWgKTMxGlQKy4+G3WLKk/b5jrp93Eqyjs+dwdu/dwHsKq5loG/yz96C375ratRJulBJnIYCj1ZZyohUZZDql+GeM6CS6+6HT/+1mfQ3FiH7r5BfPqrP8ZvfnITtu7cj44eFz591ZuxbdsLDHB5vV5eE7S1teGFF14bgIskCUhf8eyzV6G5shKSfXsAz0Sn5pxcDokuDXmNDDpnDHJZFlKUvtkXWV31kOhapmV18dw2MMIpsMN729mQomTh8FFtLfuqelhJW2tS8PG1X6UubA2o7cgJ0XOoE8OkrTU0UXeJUqbVdiPMjZUQbEbkBBkEpZKdERPeMHxtfYgM+ZGJJ/mdlhvVcJ67FPbmaggmWk+JjK/XuuTnPcpecLkGOOiXB7XIkCmRSIyBWcVYP5PvJS/WTmsVNeRQZ2VQZaWQRFOQRdJALCUyvciRtxijaJyLoaAUoNFqGcBSq1XQqAnUmupiOOu2pSAesYy0KmicZg5CqG0GNsfR2E0zOmKP/w52tO4ahOdgB/zH+kqWgqD1l9ygZp1ix4qGaQ1E8s8uFoyxlpanaxgDbe7ROVHUsVyIQqxshSSFrHsYKY8fgloJqVzCwXx2U06TEybPqBzAEypFlnwyTWYKBSrB6YsylC1xICeRwHPSg2Q4ddpTFIlBdO3Xf/xvCXCFvlY5riucRtGt0bVa3nxB/+3+CV3wmi98D3qdBt/+yscw4B7BlZ+6bcxFMRSO4qrr7sA1H3gzLr9oLZ830/H0eWfPAN581Vfx4I++gjWrmheiuxe8xusA12lr2tf+wnmAyyQvLdLrT8fwiiWAz19+1dxvhhbmejVs+cHeoOVFeWAkiKNbj6FjdxdvcGYqlB60ZPNiLL+gBXIKuc9QaGHzwgs78MQTT8Lny2+uTp1AwIM6p4E8qEB8MAGdSsdilMSumVKIJZJM8qKhv9+FTFpc0BLbQu1UQ2IDYrLohNRIkSG2FJs3b0Zra8u0GxBOzeoZHktBTEbFDfh8isakhEM+AnPEBZ1BYNZBoUUYpyQ2t8B4zhoIBpFqOtfCrK3OXZB0PAdZMnDqdFr0ydWQGisgcTRDqrEglBUgl8ogaLSQaM2QycVoaSklvygYGRnBiRMnceLECTYIeOCBB+bloqhQSPHhD08VmS+ljuPPcRgELNWHUJ7qhSQTgzIngzwNSOMZdiEjTaZ8oQ1lVmuHO10Hn98Mg1kPe3IYQmBYBEzzC2pajBDIVdWEpNzK7CcGtZR5UIuYWlVQGQo7s833nuZzPvWb/t1H4NpyqOgCkiKijjWLUbVhGUjjYq5lfCQ7NBISGUnDAQQJ9BoMIkbpfzOwkkh/SsjEED/ew8AKF9rsCAqY6u2ovWwNtA4Lp8sl0ynI0kCAQKKBADLpLDPMtEY1gzVai46ttFPZDKSJLB/Xf2wAqWQSljIzM6eIGUKsIdrw08YkHoojEU0g5Anja9+9Ca2xVdBIC4xTs2iY7mwHmjY34h1v+w9Oo5bK5Ij6ovD1+1ljkFM95zn+TK6GoJIg09uPpHvc+DB6kEytgLSuAl5finXGyJGJROGprWizQmBizB9j50VyW6Q5gjS+pgP+6csn23EAACAASURBVBxKV9QT2GXRjaUDz6JpRp8roFRKIY2GkOweZJCyWJGplVA1lCNnNPHzJp0Sg8MAvV0HvUUHPQFfpPmlUjDY5T3eK2p1EasrkUbAH4Zn0IugP1J0g0h1EVQKOMqtcFTZoLIbRaY0OTDqiOmwcIzMaG8PUv290DYuxluv/S7u+PzVaF1cCYk8i8s/9C3c9eX3Y3EFaakdQTTo5mCSVF0NXdkaPPpsO3bsOYFvffFqnns+c/PP8KH3XIZN5y7Hn57YxoDX5z78Nhw+dIhdjN1uN2/AX22AixiANpsDq1efheXLl7GmTz51MOoehP/5p4GhUw5SY32B0gubGqFvtUCaOA5Zyg2ZhPpKabtRkdWlQ067AjJjK2RKM/cFFj0/2IlwL7G1SgfSRLaWRdTWWtbA66eF7CvF3pFX8/NTbC23qK11WGRrFXo0xLwigEtZZcUnfv5bePxBaNQCLli9DDdd/Xb4T7jgJ8auQO55DbC31kGhVnHb3fPgn/Hk87vxlwdvn3B7O/ccxsc+/z1se/THsJinuoRS8HU+bU/zAmnJGo2mMVZWfm1KDK08K2uu6blzeUbjTXcEqQh6qXMyyKIZSKPE9hLXseywmgUHfTVaUaKBHAyJnUXvXjGDj7nUqeCxBOgS8CWXQVNmgtph4jGTQC+t3Qi5oBwDviafT+0Xo7H5YDunL6YjCWYJz7lw+qKMTQdsyxtgqnaIabDZLMuP0I/7pGhGQ/PdQjHOx9eTwS21HOWLnbDVmpB2jyB0uBsY3XNFglFei9BcO/77SV9MWVeBlEw1Y7YNBYcstWbOUvj+L++C/qQFZrllzk1FJ/jSXszkovjvDXBVvSqMrbG9yChDzHD7xCyS7j43Pv6lu9DnEg213nH5ebjlxg+x2UMgGMGGt34GN1//Qbzv7Rfz5zMdT5/feOvPQMDYfXd9saQ+M9uTXge4ZttS/4THEcB14O/b51XzRatbcd3FVyIxHJq9E8ukbyQHEnNLtTjY14quECdf7sDhZ46ymPtMhTab5UvK0HL+EpTVj3OUKHASLXQ6OjpZl4tswWnCYuH4jAYSnwwxdwwxcpUZLTT5VldXwe4QJ6DJha5Huh6+oA9xVQwZYxoxSZQ3odMV+j5icm3atAkOh+gcRRNbNBDlFMTuA33iRriEFMQJE5hCyik0DS1GmGMuCAEPZtrqcEriuethXLGqpOg/3UNypAfZrhcgdR8UWVuTC7G45CpAY4FEbUHGWA2ZdRHk5soFj3rSs21vb8d5522eV/+mkx955I9wuUQaf18fpc6Irj7FopPTfbHo7iPALtWiSR1DZbIT8oiLqf4zFYlSDb+sBr0ePTI5DcoyPiiDXjGFQCEXf5NGhU4LSUMzhKalMNWVw9pUDUG/sJvdeTfq6AWoDUnrw7XzCHxHeosyEVROI8o3tnIKzXw2BYXqn9cioTGANKWCngCnORLbKzAUGgV6clBkE0gQuBWbCHbIBDl0yxdB6bAxa4iYRvFQjBeqIW8UqTiltgDZTBpShRwymRQag5pT6kg3KR6Oi85GJGCdzrGLKWlesLimRMKADh3D/U6SA6UQ3vngHWiJrCwZ4OrJdWDJhYuxvmkDfzeDWSWs2efaHwQhh0yPC0lPkBlXNA4SiCdolVBbtKh9y1pUnrMYrmMDrDVIbUgMVha4l1P6CsT0xlSGx3HWEgnTDzG/MiLwReyv0Q3IGKvLTkCXHsSynQvTgtpanksh5xlBwk3pKkWCDhIJBIcRsgo70lJhbDNAgBs9a2KkkfPUGPBl0yGdiKHnlTa4dh9HPBA9BZ5O07jU/60OA2xOCzRa1Slr+9ENlLmZdIDqOGVqPvpO/I6eOI7IS7ugsjugW3kWPvrNX+Lj778MG89pYjB+w7tuwh9/ei30QgSBoSPIJKLIZhLQO1oh0Tbh3Z/+AW77wlWoLjPzfPeV7/wG4Uic32GfP8Rd7s2XrMX65VXMtCa2CT3XVwPgonFTp9PjnHPOxvLly9HYuGja9ooODiDw3NPIDRdwxpVKIWtcDNPmC4GUG+nQUUgjhxnoKpXVRa96PJZDKGDCcKcGkSEDcjTuzEMXyLaS2Fq1rAv0r+yEyGuSaBxDhzvhPdDJWo7F3ltKT9SUWaCqdeCF9m68660XIJBI4G0fvwX3ffNzqLWRMYIU+nLbhD6ybdcBfPLLP5iiBTQ45MX7P/NfID2ZrY/+GNZxABetIWgdumnTeafe3bkOpKOM0E9+8hOirEFaXJvMZK5UwlfM+ZR8WiM5ihP4Vu5wwKzUQidVQkhLkRwJjT6PjPhMSunPc67VNCewhpqE9TJVVgOnmqrtBmisRk5xFAzi2inPzsunLxLY7NnXLho5zDmFWmQup3NZ5IilZjbAF8iykQ5ljSx0YQaxUgpLpQnORicc9TY46ux8XzQ3sLbvoQ64XjiMBLGVqeRyiIXjDHRFfBGeS6nO5HZJTtU5swnJ+MzrBZo3H97+ENSHDfMCuGzv0ePee+8t2Cz/zgBX8KvVo8xy2p/SujCfo3h6/zbcWUAmBWA9ZMpa0GpoPVK8zPX44lec2xGvA1xza69/u6Pz0bGRE33sQBJod5WsA0EOJOoKC2yrGjiq6Bvw4ejWNvQfchWNYqiMKrRe2IzmDYuLbnxpAfDss89h+993IOFKIjYUZ/HnQoUG/7LyclRVVrIN+FghQpJKjpqVVWhYXYf2/nYGzlyuAqljBS5MkeGLL74QTk0ZXEcG4Do2OK8URPoK2vwRRdjR6ED1sgpYFBHEX94FyahLYsEbpMndWc4uibq6+jlt+vLXY9ZWxw6RtZUSHRkLl9GNusIA1K6Dsm4dFKrSmCev9ouWBz9oIUCUf7d7kLUr6N+kF0OmBuNdfSbXjxZ8KqUAU0YJTRyQj8Q4VSKTSMFoFVBbHoUVXcjFI0VvLaexwZWogS9uhj08CHnAy1FJ6qs5lRxZhQRSox7Z5Ssga2yC3e5AeXkZbDbbnLUoilZmHgdQWw7ub8fA9kNIemfqNwCNDebldaha3wKdo7RIYClVzTMDCUyhlMaBg+3of+plxIYjzKISF30iNVzVVIms0cIpQ6RnEfVHEAvEmcVDlH8CkGj9wb8JqAEgG027I70+vVULpVYYdRnMcTSbgBBOEYB4HrtWjUv7WMgUxVLaZ67nMLgjl7D4u8WpRuJENySxJFQaAZQelNdVkRI4//YNsC+p5c2ap3sY3Qd60PkKseamCuJye/ImRYJMMs1tTgBXXuyeHaPG2F5Z5Nt7rqwuinrLWbtkAOnQzOYl1DYEeiprnIDRhGQqVzC1g55pwB/CyEgA6WwGGosGJq0UykgMuUCI02jz0Yks53MCaq0AZ7kFZptpxjGbmAqCXT/K1KmHUITVNZ7dSP8moMl7cB8Su3ciFYtBqKxGzSUX4eFn9yIQTeDmz70Xew+344u3P4jHfnEdwkE37v/9M3jLBbUwawXk1I3469aT2HPwJL5+7ZU8P9JmixzPnE4HDAYDHvnbFjYT+dQH38yamTt37mCB+dPJ4KKxkoIMZ521CitWrBhjVc8GNI8MuBAkkGtkeEr3z5GBRNMSWC64mIXnM+k4Uv5DyIUPj7K6irtf0mhCKbsxfwgJb4hTlikFMSdVICMxIBKrRWTEgnRUMauNNbNVmK1VJ7K1lIqia6S5vtdnyvH59Wigh9ha3cyMnI6tVXC9R5t3kw76ajvUVgMMdU4IJj0+dfPdeNNFa/GOKzZPed/6B4fxwc/djq989n24+/4/jaVKJVNpfOi6O/Ch916Gm7/zK/z94e+yWQixzHfvfokZ5hQgpY17uhhgPkMDy2QSvOc974ZeP5Uddrqfy/h0RYvFjMrKKpSXk4uhuOYgN+nx4BDVJz+n0u8IOTh6AoiRi6MnwFpXIjOK2F7zy1yY770z+10mhUI/LsWRQS+R8cVGTBTk7vNg+GAHvIemZwZyXcgYJ5dDNCgG0ikFkTI0aPynd1SuV0FRYUdGpQUR+ItlsBS7PwoECXoB5U1OOBbZ4Kx3sHP7dMEOqlt4yIt+CjYe7D7V/pSxEksiMBRAaJiALhKzBwSnCbJKB1I5JQeVpiunU4OLvvPfGuD6ci27mNIKkZ4f98lX4W/jd2bWtC7WN8+Uz18HuM6UJ/FPUA/asEY8/jEHEl5YlBKZoc0KpV2sboK5pQa9xwdx+OnjRSMbpItTe3Y1Wjc3w+QobItOi+aOVzrRtvMkuo/1oqu9mxcZE3iek9o674pIIJfVZoFcLUfDmnosXrsIBpvoNsfpAx4Pi5xv2bJ1WhaXSiVAyKmhiCmQHEhBrdTCbrGBtL/mwigYX0WiA1MKTu3KatQsr4Zap0Roz0tIHNgHSWb6aFBOJuOURMPqNVAZ524jzxHS4U5kO3dA6jkEyTg9qULdNSuRI2NugLxuA4SKlpLv90x5Fcb0nbJZXrQS4EUmBLSJ+//svQmcZGddLvzUOVWn9n3vZXqbnj2zZhIyySRMEoGgH24IXuSK94IiSERQ8RP0BkVEvC4ggnxEAwKiuKBgUJQAZpmZJDOTzL719L5V176vp6q+3/9/qnqt7qreJovzYtk96XNOnfO+73mX5//8n4fYXtSvKAXTVBRgyFahjuQVUKuBDhxR49vbK2g3BSDlZ4jms+JjqiQdUtpuJMUt0MaiqCQjKAoVyJTeWANARJ0OQV87rhcUtpnRaERHRwfa29tmbbQpDbfuOtTK5m6j6j4bT2Hy2UsInx5sKt4qGrUsJE8C3i+lcG90NIAb//Q05GRW0X9ClfUqaPGn6/ZCaPezPlZgMMhuguXcnH7fclIkBPZY/VbYfTZFpHqV7KmXM8BVZ1vRQtu5xQFHmxVWnw2ONjssLjO//7GRaQz9y4mGYBEt+Ht/9AicfQrDk/owOTIOvjiM0RfHEJ2MN2W61oEv0khjdgO7oZU5/ZIcGwk80lt10JuN7B7bSv1zeodQRjUWQ3EywlozzYrGYYK0xYeSWj83j9FmJ1tAOBBFOJRY4mJFbDaLWYJFA6iTKRYDJjKf2WGElQSUTTo2IiAhYCW1h+5iGf2fOqtrp8LqIne3+rxF8zYBWTR/kb4kgUuU4kS/d6uq8MxMoZRJQ03jx+396LvnAPKiGQ//339DriAjmsjg/7z3h3D3/k5EojP4sfd/A5/+0DFIOhtKsOJDn/waPvTuH0Onz4bLl68glUpBq9Whq2sLent78f0TFzA+HcJP/8jdOHXqNLO26Bhq741kcNHzEqi1c+cO7Nu3D3v33gZyUF7LuJeZmlRArmikIcil3rYDztc+AHXNXZHqWM6MQ05dhpC5DFFVgMCqc3OF+3e+gHw0hXwkpYyLDQcOFapqPfJFPzIpH7IxmwLizF9r1drbtbeH27vu4rbWNUaz/v1S/53XIrlCja01hFygOVur0T1zkFCvhaHNAe/BrbB2+xHNZHH/mz+Ab37p49jaPV/zBsgXivifD38c7/vfPwG/24EPfPSzswDX7//ZV0HrPdINveONv4hvfenjSCXieOKJ7+LatessYUFtTjIKrwSAa77gPK0haO3g8/nh8xGY5QexteZrDa6mT8wH1vPxNLKhOLI10CsXjKMQS9dAL5p4VzlJruZGmh1bS3EkFpPBZ4fOY2NdL73LCkqvj10ZZ1aXnCRQmhw3weziOqCVTeQZvF52qUxSB2SY4nVAZbVAFjSQ860ZSrHhgUaAq8vB0gbubjdcnYphxWrGOJonp05fxdSTF1Ch4MpsUeZfYnQla4x22qdpe9pQNllRyjbWN95MgOvjn/4qpwVHY0l0tLnxyAfegSOH9zRrxVfN3xO/3q28D3Xm1k36af2j0VdFHd4CuF4VzXhzH4IWG6RLFTh3A5GzQy1Rw5e7Q9LbsW5tA1wWTA0nMHM93NDOtn4+DfJWvwW7XrsdPfu6Zwd2GrSvPTuAgeM3kKG88lquOdkCT0xMIjA9vaKFOG0+zXYTDr5hPx56+xtgsSmT+eJCC9nLly/jySef5p/0b41GA51aC6mghxySkY8WONWoXsitqJ0WC34fC5rOaiqt0Gy0ySK2Vtf+TnTu6YCv18vPStHlzJlTKI8Or7gQ4JTEw6+Bdd+BNYEGVJ/5weMQBr8HsbxyGik9hiwaUO2+G/q+eyBqDTe3Q97Eb2MR23wBkevjCF4ZZdp3JpFCOpFillc2m2VGCjNxGuymLcTmasvDVR1GNb+U1UQMGBUxtbQiZLUKBaMNUd1WlEZzqAbnrHtn+5ZOjxmvH1dzRXYlq5f5kVdiE9KCdS7y6ofJpIjPr2Zh1Eo1s0nDtXFMnbiE7PhSBsSCawgqWPr9aLtrN+xdvpcUEE2ForjxjePITS81wLDuaEffm44gOBbBjecGMTMQRDFf4jGQQBSK1FL6HEU5SQid0gBp6NBZ9bB5LTDZjC29843q9+UCcPHGRq2kD1o8Zjg67LD5bQzcOTscS6L49WfhwMD1MQz98wnFkn1RkRxGBrkcXQvtsFmrcAGri4Cr1jc+s8CXKCipjKjWgC4tVIKIdDDNLDCKVi/nEEkMXrWcQ2k8gFJkZQYiPRaJ5Esk1Ot0oFhSYWYqjOBUlJ1kVyrE8jOYtfA69LCgDHUmhzJtPAjTok2NWoSk13CKZ/1D+l7kgjUHeFVRLleQz+VQqMgo60UUPXoEKmlMBKaQy+UXpDaRJuUunQau4DTKuRxEnR7enQa0deVgdPdC33YAGms7YkUJei0g5yMo5mIgcfx4poJQyoSZUIoZWlTIEY20L2/cGGTwisYVYpT2k26V2ayk6WezDICRbhDNy9Q3btwYYOF5Sgtfa3G7Hfjwhz+M/fv3cwqizWZd05y3+PvTkxMMcqGBpicxudTbd8H52vsXpAEyw6iURylxgVldQmkGQjUP2tQTsEVOfasRjGdWl2BBJtOFTNSJclHL6VUO0ta6rRea/w5srfEga2tFLhBbazlQsHnvIcYOpcB7Dm2Da9cWSDodA1g/+8u/j3vv3IeH3/kTSy7yqUf/Ebl8Ab/0cz/Gjs6//YeP4e8+/wjOXbqBzzz2DfzFJz7AqehH3vQ+/OMXHmH3ZDJNuHr1Gvf3lyPANaenJXJQjFhZbW3EyvLC5/PO6tLVmVnNa3btR9QdBEvZArLBGLIRhelF6abE/Jpleq0lkL7221p4Jqc41lwcXRZIHgtS5N48FEB6NMxphzw3Mfu69S8VaTx3mCG47ShrjSxRsFjcnSRaKNXdt43SDt3w9nqgNymg/XrAbOqXseFplo5IDk4vIirQGFZGPJhg+QY6VvK7oPI4UZLFJfuzzQS4Wq/NV+eRiV/rmYdv1Rhcs3jX5v3b9sfDr4oKvQVwvSqa8aV5iDpdnAZKcqyJX5tcszAqp2DZDCgY9JiZzqOQXll8nTYf/Xf3ov9wH0bOjuLa8Rso5WoWuIuqg8AGil5TqhktOuYX2iQYbHpoOyTkDVkUSyXs3bsHDzzwAHp6lk/pIzCBRO2P/8dJpCYyKAQoDbLAm6mGRaWC2aQI27vcrobAQj0F0d3rxpbb2tG9r2uWfcPOSteuIPPcSajSqRUanFISfUpKYk/vqidBFroODqE68gyE8JXmrC1agNu3Qt1zF7S+Hav+vpem567uWzl6nC8gOjCBxI0pxG9MAUXS/5lHsSd6Oqq8kctkssjlcshls8hks0in0wyE1tMgRa0G7W1VtJuC0BYDEIhyLAqo6kTIogpFVRkyg2TK9YnNJZt6IUfVSE9EWch1fhH1ekx72nAtq2xilyvzhWIdDic6Otp5YevxzKUb1CO0a1k8yaUSxk9cROD4labjAOny+Y7sQMdde6CZnxq8uqbZkKPz6SwG/uUZpG4EllzP0OlC1xsPY+TiNK4+eX0Jy7SuuURghFwsQZaV9DqdRQc2Oq+qePG7ViH3lwrgIiCLPrS4tnfYYW9TWGiOdofixrSKBTanwl0exvC3nm1oMECbzt433QVbu2dJ/dO5xUIRQy+OtMzqWqlTEBtWb9ai69AWOPw2jrSno1mkoykW9SdNNtL9It2YOqCm0VShSiZRHA+i3ACkW/h9VUCnQc5qxng4x9duVtQaEb52J9w+BySDBLWqAlU2jdJ0BOVUnp0m51PPqpwGq4B2KjVQEaqQKzKKchEVVQWVam2sUQEagxay24C0EYijwKwSYjnt1giwz0yjXMhDspnQto1kYqahQhmizga1swslsxdltQ4VuYRiPoFyuYSZtBvnhyosME9jGonMKqkTAs+tNNYReEWFvofALWJRUeGUpUwGVquFN9P0IUfF5bRXmtVb/e9OpxMXLpzfEFBr8XemJ8YVkCu+FPiuCgpDmkCuxcxTnq/DMcSvnUExeB56YQQqOQtVZWWX5+XWDhAESC43RPduSL7bobXumF0btFpPr5Tj2KU5X0Dw4jDLYuQCLWjirbQiktSw7eyAi/TqetvmTAVyebzvI59GX1c7fvPhn1G0EBeVT372b/H94y/wfy2Vyqy1tWdHD/7nT/4Q/uyv/kkBmFXA5HQYHqcN/+97fgyD16+wEQ69a/QsLyWDa36gy+Vyoq1t4ZxPIPTiFMOXup/UmfO0ls4Q6BWMI0fAVzCO7EwMFXIbp7XXTUlxVNIOyTgmm8ozmEVsLQKyyESL2FgqWtvlcpBTBVSUqAS7DDLY1QLoRY7AajJaaXOjajQBajUHjUiKxNvtgr3NvmqWVqttSOvaiRMXMfPs1YbSM7QGjZMzNRnG6LSQuv0oqQ0L1kG3AK5Wa3v1x8U/2Fub+2vaW0y6qLkp1pldm/Bv25/cArhW31q3znjV1gA7kERTCJIDyZkbikDzGqIu9OpmM3lkNVoUBB3KVWGJmwdtKulDulqpcAoGk4GjGisyo2hxnc1yahmlaFDah8Guh6ZNjZxOASTma98QAPDQQ6/H3XcfWbB4peeMTEUxfnGC9WKiMzFMjk2yK9R8Z7zlGpoWE26PGz6fb5byTZsuEwkv7+/Alj1bYHUraZH1QhuG5KnnUDj3YvOUxO07YTl0B3S21ackkrNbcfAZqIa+D7HSXEuEWFvoPgpd/1GImrU7JL4cX4q6gC2DWoMEak0DtPFd1aJKiehRvyJmRTaXRTabRzabQV4uQm+T0LYlC2t5APliEuV5oNbiOiHw02B2o1j0IDiWQ3kRUCsaDJh0+zHQBORqVNd1wVgyXVBAL0pN8PEGlJhf9PeVAA2OBo7PYPrEZSSuT6783qvA6SEkJO/e0bXhDLLV9iUCBAe+dRyx80sp2ZLdCPPh7Ri7GERwMNSUQUSAkHebBzuO9MPf7+N2jwfivEBMhlKIzyQRn4oz64tAMLLpnj/mNLr3mwFwkbaVwhjVwLlljplFgrUmu2nNaSnzn4fep8CFQYx++1RD8NPQ4WSQy7KC/lqd1TVybhQjL46zSPtqWF3z74cAXBp3vVvd6Nq3BVv2dMym9KUiaZ5XkpEU0vx7GuloGtVMBqWJGRRn4g2/t1qtIJctIJcpoCoAgsuKnN6AWKLIqa6LC22obU4LPD47TGbDbBoCr1tJb0xdRTWbhhyKohSOI5/MzukAMqCu6L5QofGB0jTrzDWK/KvUpFlGGGsFgl4DlVULdNrgqMahnRxDuViEpc0Eb08ORk0AYOMQFaoGE1KSEYUqXU+kXRoqKiOuzThxeaTKABaNB9Sm9TRIuoe68HV9U01sEBpLPB4vaHNNH9LsIfbYy21TvdK4kR4fU0CuRHzJYQxy7dwF53338zNRHw1fVbShkkMzSl8nFp5OBaMzAoN5GpIqws66TQuxxAwStA4z9A4Lmxew4y45MAoWxYHRsgsancKgfCWXerA0MRFE5OIoO0mul62ldZrh3NcD9+4eNmGZD0ImUxn8/K//EV5zcBd+5effvCAw9+Sz59gZ7E2vO7KgSq8NjuEDj3wW//ToR5mlSO8BzZl6vR73/sSv4O8+91tIJSI4efJZBrhuNoNrfoohSRUo87gCJFMgi1jba00xfKn7Vh30Yo2rcIJTHBXQK8Gg16yO3Tq0zurPqLAwZWRTOQa0SFOLmNnLgVWCVg2t0wRVqQg5nkaZzGTkMhvNgD40hgoqVAn4agB6kUEKMXP1Vj2MbjN8B/s4fdbe08bZIZtdWAPzyggL0OemlgL5yjRTQSKU4nmQmFwVixWlgrK2vQVwbV4LxX+lb05zq669dRN+2j81tHkPdROvfIvBdRMr+7/DV3H6Ijl2XBhCmBxIpij61lqO+fz6IYHnRDSDoqiGymFHWUOR5ApHrjOJLKLjMRRSykaRNmf2NiVdhhb4KxVa9JMT4lRxArFyjIGt5QotxI8cuQv3338MZoMFIxdGMX5+gr+bHL9mJ8RKlTWapqanm+p91c8xmPTo6uvCoQcPond/N/xbfUuiwDyZB6aRPv18SymJ+tvvhG3/wVVHspm1NTPADoli5FpLrK2KYxvUPUcgefuXZW0R/V8tihzlX2sh0CeTycFi3nyxeq6HTE5hag1OITEYUER+VwVqLf+kZN2u0giw9LfD2uuHxmtBMBxGduwshIlTkIPXkcukmLlVIWrJIro79W2TzggRDoQiEpKR/AI2l9pgxLjLyyDXei3DF6c40mKZRGVpwVwHZ+ub26kz1zD91AXI6ZVBUXp+MphoP7IbhgZ26mvtI2s9j+po6LunEHp+YAkoVxEB9fYejFwMLqs9Mf97SZx852u3Y9fRHZw21KjUGXypKDGFEqx1QR9yVc1EM7NML2Kc1stGA1zzdbPspA1GqYY+C+x+O4+fm5G2Wn8Wev6pF69j/DtnGopnm7o9nApqdKwspjzL6nphBKNnW9PqWqmPEBhEjpg9t3ehe+8W2LxKPSgLewWEpA+1W2wyjOkz1xE5PYB8LItSrsipjoVCCblMnlNX56cma4xalF12xEoqpOKkz6K0rU4vweN3wOmxcXoeAeDE+MjRp8b+LFAaX6XCjpBGgwSrfbYxrAAAIABJREFUKECizVaKUvBbm1MV4EsBvwx2Azo8ZRgzQVQNWpi2a2FrC0AsR2rOnYCs1SMhqpHnlEE6T410xYuLExYMT86938pmWoQoqnlc8Hrp4+G0RHIPJlbofGB8LYzQtb7Xm3FeamwUKQK5koklly8TsNi1FUVzGyIvDrHe3HKBEBoDddY0DPYIDLoJBroWsLooQi+ooCMnUIcZklHH7LjGqxoVylUJFX0fVKZdUJu3rctNczPqrdk1ma1VKPJ6kUAtShFv5oS44vqO2Fo7OuDc0w3HPLbW4nNOn7uGd7z/Ewv+89E79+Lzn/wg/uQL/4DR8QA+/bGHGbQl3U16J8emQvj9P/86PvM7v4Dh4VEGuex2Gzo7O/Ez7/9jfOr/vBOhmSlcvHgRoVCYJQM2I0VxPhObQCsKSvn9pLvp4bmZglL1cfyV/t6t1NYLdL0SGeRI12teimOedL1qaegr5g7W2Pc5Ymilcsgm88zYYpmJVejgEwufGF1qSUAlk0MpnkE5W1DcGWlfQtrDNdCLfkomHfQ2A/QWAyRiRSt2w/zINE6Q2yOtl7z7tt4UtmYmksDkyUssO7PcO8jzIDlkEjPd6UBBVuOxf3sUtjH3ulwUPT9txec+97lmw8V/u7/HfnnrHGOrztS6CT/tfzb4qqjrWwDXq6IZGz/ED37wgw15umPHjq3pOsSOILeb0IUhxC6PN0xPaTaBxWfiHDlQ6bUo2yyIxEpIBmljsTAiThOI0WHgTZqO2FyLCkXrPb0u9L+mD+3b2zA4OITvfvcJXLp0qaHlMi0QKLVCK+thU9lhKZthNloomL1soeednp5mzS9K11pcKAKrM2qhc+ugsgElQwEdnR04evQo9u/ft4QpximJzz8LVapm67vMN6s8PhhvvwPm3r5VpwiWCjkUB49DNfxfrbG21Eag5z7oth4FaYs1KuQG93uf+jIef+Ik//ldb/th/MLb/5+Gx9KE+ejfPI5QJIGPvP/ts8fk80X89h/+FSiamsnm8W9f/SS6OrwLrjE0NITh4eF1Ra9pAXvX4Ttn0w+TwzObAGqJvOi29bbBua0Tao16STsVMwnWPKsOP41CKsoLaooAU0pPOp1hYFdx6VPBrBZhUkmIyH7MBAA5O+fMSELRo04vBjcA5FrcYPMX1pQW1OPvgC1RRXU8Ab2khV6vW1YMW2Mzwn90N/z7+1cNwK5p8GlyEoFbY8+cR+CpS0tSTUkYvNLhQ3iGDANWBhIIXPfv8GL73f1o2+pf9ftXj0xTejOPdXW2V4AAsBQ+8Ze/h925/TAIawN4RytD2Hp3Lx469kY42u0gUMvmt8PZbud+uJpUw41oB3rfJk5dweQTZxuCXJb+NvS96S4WhW+lcDBlJMQOjBvN6uq6rbMhYEDPEBmcQOD564hcHkVwIoxoMI6KrOiwcCCGtNh4g6Q4Ugk2E/JmI0KJAjTk8GcQUSwWmFXMG2EGtVcWWKb2IiDOYdBCR4L0yRxKy7gDL647k8uADlsRUmwGgkEH10EJdu80hEoOVUqPFlQo6Q1IChoU5RKqQpVshBHMd+D8qA7JdLmm0+NjAKsOZBE7pO7axRu5BrqVrbTjy/0Yek/TY6PM5KL5WGmqCvKJDDshktB0xdeNotbXND2bn5VZXZhjdYkxaLQVha1lN4PSlhRv1daKwuqyomq8DWrrbqi19nXNi61969qOqrO1ksTWujSK8Pn1s7UkhwlOcufe3Q2t2biuOYYDi9ksRkfH8MwzzyCZTILmO+rrhUKeAUfSmqN0XErB7e3tYY07Epync6amJmtztrJY/OIXH0Oppgm7lhojF8V3vONn0de3lcErArGUQJMfTqfC3nulM/jWUi/LnVMPJJEpAet6hRLIE+uLUxzjHLAkhlUpr+hnErCVS+Q4UNFKSmEr90rMS5JRUVVklKIplNMEdIEzR9hZmRyFmXELCJKGjQ/UegkimYrQR6tR3n9iV+s0cB/sh2dvLwzOjdEXXO4Z2EX8hetKwHIFF2HlHSmg4rDij//5MRgH7LCI5laqZskxyXIK7p+y4Atf+MKazn81nxR7uH/OPbHuongTfjr+/MarolpvAVyvimZs/BDvfe978a9fVUCGtZYjr9uJv/37r65rAqUJJ5dIz7ovyjVb7Gb3xINoIoPweJRdPQrZEiSzFlWrBXlRi2y2zOLO84tGp2Y2l8Vt4cU2TTJtO3wMbJGN7nyaOkXMCeR64oknkM8r0WnSDdFBC01eh8J0AflEga3oWSi+vY0FOCkyvVzhCEcqxS5VoWCIwTMtbUhsWkheDQpSHgUUZnVK6Dp1ptjRo/fw9QkcS5yupSSuoKnELonbtsNy6E7o7PZm1bng78xWClxDZfgZiNEBSkxZ8fyKoEHFtVNhbblX1vY6d3mQtS0IlKJUgNf99K/hhf98FNoGzJb7f+qDrGvxth9/cAHAReBWPJHBJ3/rFyDVaNok5kr3LRdKSE2GcOnMeXzy/R+BQ2ta1bPPP3ggG8Cnfu1jGw5qCRKBWp0KqLW98UZ58U1zWuT0FZSHj0OMDylOi7XoYjarAF45+pnLArkcdNkc0oIb4bQJiUgR1VpfUZtMGHZ4MJTJNQRv11xZtROpv3oFEwyBHEphRVCaFv3E6DAZTUrahkEPg0EPo9kM+65OtN+1G9YOz8tiA0z1PHn6Kia+++ICkIUc+CgtrehyIV/WNLXx1hjU2HVsB3bfu3PNG6r5UWi6r3Q0g1Q0hUw8g1Qkg198+BexK713zQDXWHUI9//SffjgRz5wU6LArfQtWkRPPHsJUz843zBSbNvVySCXtqbd1Mo1mdWVL2KQtLrOjiI2mWjqwLjSdRewuvZ1weaxLpgD6RkuvHgdl79zCsmzwyglSVBakeThDRYB0pSGSuLDRAOogKP0Kp8dCVQRDiZRIMfVFplYi+9VZ9TBZGyN1WX1GNFmzkIdC0LnN8G1S4bJFABqelDEPCjrTchUJRTKVQa8RMmKYHIHYpkeOH0OeLd4YXGZOH2eGG7r0eprpT1fjsdQH0sODyH+H/+O3PiU4oRYVBxsuWg0qLb1oqj1tgZyESAoiZxGZ9+qhl43DTF/DaKquMSBsfX6UFhdZf1WCMzqUgIKLwfgcZatRdpaxNaaim4AW6udXSQdfe3rfk66v6GhYVy9ehUDAwNIJlOIx+PMhqY0RJrX6HcCKhKJJAPTlEJmsZjZ4IHWhRSQqmcF0Fry9tsP4WMf+1jrzbfMkX//91/Hrl2KM/UtMGv11ckup2SMNTSDmSvjiA7NMOAlJ7IoJzOoULp7qdwyM7bZHTAZSxBgcplgdJsgkmFQMI5SPLuiKy+/pzQukGSAQTsHeOkkSDYjrNva4d7by/19pX1Is/tb6e8srTARZMmJ+LWJplIzjzz+KBxBwKRvLSi1+LvTuQxwVxu+/vWvr+e2X5XnRn9p2wL9TcVUZv5ebXP+7fjswKuiPm8BXK+KZmz8EARwfeevr0ArrA1ZL1RS8GwH/uATn8TRBw+teRNXvzsaOGmSCV0eQfjcEDLj4YZRfI6WUhoPbQLSBcXlqlpBIVtEMUvuS+Boh8pqRMVoRDKvQjFNm4WaKLeogqvHiT0P7MLu1+6Aq9257KKAFjVnz57Dkz94CqHBMORwBYWwIhi/WB+HJiy7zYb2jnbYrNaVNb8EIJlOICNlECmFkVfnUCgsveb8liN9kjfcdSf6ykVUx0ZWdknUSNDffgdsB1bfLqVcBsXh4xCGn4RQWdnhi+5P1lig6r0XWnJIFJunG/7V176NQCg2C1j94m/8Cd7/rp/Ezv6uJR01EkviX/796QXHxxIp3POjD+PxL38CPVv8vFEsZfNITYURujSCxI1p3kBMhgN47Gtfxlvct6/pLS5Vy3h05ml86uFH1nT+/JOIUk5aDAxq9bXB2d+x5gW3nM8oDpajT0Msz7lx0vfxXqpaZbZHLhpBcWIcJUGHqKoLgWkZ6UiM/yYYjBh0uDGywSCX2WCENy9BHE+ilFs+JZEAL53FgGqvg3V/3G7XbOSZ3BzJfe2lWKzTO01aUCOPPz+3CaXxJpZGIpyGyu9BSWdaovs3v60J/CDQfPs92+Dv9TbdPM4HsUg4l0As+j5Ktc7GMixErug8ZRgQoQ/rGVWBjUhR7D3Sg3c//PPYeXQ7dPql7NZ1d/41XIAZdE+fR+DpRQy62rXs+7qx9UfuWpMGyeawujzsaNuxsw3hmRhOHb+E558+h2wmB4NQhZGi3dNR5DOKlqPyqeEekhomqw6ipIBfkt2EaqcD8WoZpWQJcqYMOV1GOS+z1gu7cbboKtiM1eXwGeA3ZCCmYrBsM8LZl4QkhGrcINpIiShrTcgXBQYbREmCrPUjlNqFcMyLUrHCjsTMziI2AelfqgVYPWaY3RZYXEaYnOYa+GVlnaibzQpcQ/db1Sl1xlH0+gTCl0eQGRqGeuwyqo3MXgjkau9FUfI0FG2mL6b605Nhw15iHPVA0mtntczKpQxK8YvswCjKIQa71lqY1SXaUDXUWV1zqbdrveZqz5tla02G2AkxfG6D2Fr7euHe3Q2dZX1sLXofo9EYzp07h1OnTrPERF2PlYNptaDR4rlqvgQArYnoOesMZ5rf7rzzDga3CBS7BUitttes//g6MzoRSmJmKIjQcAjT12d4j1BnZc/qFaoF1ralj1AuoZLOoZzJokKsTNJdJUOhJvaITFwVVJxOrrfoobfooDfrlXGzDlpp1WxEQ6mU+WAc5WyL7zZfQ7k+Mb00VgPrmLoP9XPgUGdS9OU2up9R32fToGcurwjY//G3v4yDMSvatavX/aWWnizEMfk6760UxQbdPvre7S9JiqLjc9fX/xK+DK5wC+B6GTTCZt3CRgBczq0VvOnB/4HbDvXjtW84DFsTfZRWn4UWCCQoSvR0EmTlSGilwmLMBGyRKO9iy1za8ZUKJRZpZjpxzZpdbdKharciU1Gzg4nFa2HRdkenHTvv3o4tuzuXbELrC6+pgWmMX5zEjdODGBscw+TEVFPWi1qjwZYtnWjzty3Q/GJLd0mEq9uBzj0doBSXXCGHZ545ge9973ussbJcoWhfD7nrxcKwqUW0+X2w2e0QGqV8uL2KS2Jv36omNarzYuAqs7bUMcqxbsbaklB274am9y5oXT2tNi3Iechlt+Cdb/thPud3/+SvsX9P/xLR1voF/+Ff/wvXhyYYEKN2OX32Gn7uA3+Abb2duD40jkN7+vHRn38LjKUqgucGkSEnnaKMqVgIj/3tSwdwEagl6jWwbaf0w3Y4+tcfRa7XCbO5AtcUNlfsBlQsAL2w0JqrmIhDnpwAiR2XDJ0oqNqRSZSRS6eRE0QMOb04Oz7J0WZasNSFoFtuzNqBFC10q00wR0soBxSdsOUKa1F4LEg6RYTkzIJNQl3Q3uGwM1uxrh1COj6k27PZ4tPhG+MY+MdnUK254dGCk0Xggyl2CCrbHJBzyztRas0Sdt6naG3NB3vng1gETtRBrGw8i3QsyxpbBGJl4tkaiEV6gsTuWbklNgLg6rmjC0f33AfvNjd23rsdbf3+VY0bq+0rrR5P49HID17EzIkrS6PEKhVcB/vQ+9Ada45UU5sU8kUMvTDMWl2xqdZZXbyhqaWhZUkfK5dDmVLS5CKy6hJGZwJIZNKcmkRaLSQS32u3whLPQ44qKcME9hiMEiSDGlUsfPdEjRpVvxkpu4hkRQl8iBChLqsh8kdk4KucLkPOKYAXA18kWr5MmWV1qUVoUznYTCp4hTjEUh7OfTo4O6ahKqYUhgD9Ty1CJnCrQOBWGYTApXIdmLpsRypQhdqohdprh8psgSxKLOq/eJ/HezcCtdj4RYDFY5oDvhwEfJmZ9UVpOa804Iv6Z56Y58Q4OjfMmjqsrUUbTXUBmqmrqKbTS1tDIpCrD0WNew7kqrO19nQz48i6RWGTL8esYsZJegRy6gqE7JWNY3WZd0Nt2rrm4Eur7zaDQ8USghcVba3s5AawtbYTW6sL9hp7ZT2sNGZgXriIM2deYJkKWputVbeS2pHkLA4dOoRDhw6gv//lkYbfalu9Wo5jhmCxhMCNGQRHwpgZDLIzLo2bS/cSyzw1SWXReEYuwuSJKJcgVEqoZPMMfFUy+TmmV1XR/zVYSUdLAbQ02rr8xPLpxcTarKCKQiLDQX7S6VqdeRGh5IoxjGjUwbKtHfZtHTB1uGB0WmF026C1GjckdZXqNHx9HFMnLiE7Fm5YabcArs17gyLv2c5zLs2zN/On6/PXNu+hbuKVbwFcN7Gyb/ZXbRTA9cb73sILsa6tftz3hsPo7e/YsEehATSTSOPSvz6LiacuIx9KNk0tIbdCYnOVSNC39vITsGT2WaHvdAPk8AEN5IIMSlncce827Dm2izdKtIihDe3YxXGMnh1HNpadZX7RRmUmOIPxsfEVwSjevNTcEGmTbrFbYLDpsKXmxuXwL9S/oGe8fn0ATz31NM6ePbtkIWUyGtGPMhyhACoFhRUjCgL8bX74fT7odBQJAjglcet2mG+/A3qHY1VtUMwmURo6wayg5qwtFWStDaqeo9D2LnSRbOVLP/7pr6Ld58LPvfUNfPjH/vTL6Or04Wff/LoFp1O9UL/6h2/9ANcHJ/Ch9/wU5HQR//XCJTz2D9/B537/V2AxGvAHn/0aUqksfusdP4HA81eRGgtCzhdfEoCLQS2DxKCWvbcd9q1ztuOt1M1qj5ELOYXNNfIUxAbOWwxyxWOQpxX3worWjKJ5JyoVF1SFEqomM4z3PcDC0ZQ2S5+pqSmMj09wOgWBXs0W9pRq6K8YoBlJophe2f1LY9Ci3GlFUCogSdTzFkod9KI0EHJ/am/3s/Ma6YzQ+0VpIBuxOY5PBnHjG8dRjKR4tUCi4fFAglmi2i0eVL2+ZQXlRY2Ajt1t6L9rK1xbnAw4pCMZZGJppONZZAjEIjYWgViJ3ByIRSlq6ygbBXDds/tevgu1VsTuB3Zg17071wwcreNxlpxK/W/kiTMIPn99KcglqOC5Yxu6Hzy07nuts7pGzo3xuF93YKwDWeVKmdN/SeS9wGLvlBKcmzMhqahQyJWRrRkp6M06aGwSClIJsXwamXSOx2iPw4IOtQ6WVBFaidg6cyyQRvWmMRtQ6jRhRlPg97Fe2OWxLuQO9RzwVSHgq4JyRoacVbRk2EmyChj0Bhj0episRmzxaeBNjEAtZ2Hry8FonoRqHhuUwK2S1oRCXqVsrjRGRCI9GHvBCHkRs0DUaaC2GqD2OVGWDJDlKrO6Viz1jWIN+DK7jCwbQCk7ZocJFreZ/33i5HG+zHrACmrD+++/f0O65Sxb68YEu/nFByYba4cKKmjEAtQEcmWWB7lKOi8LxjNba083JL1uVeAy388sq+siRDm8QayuvTWtroWpt+upxAVsrcujCJNYNWkYNmG/LPedBJiSk62zztaymlpikC93PdbOi0Rx5sxpPPfcKUSjUWbV10szls7i61JQksxX6mwto1EBFW6Vm1MDdZZWdCqKmeEQgsNhxe24RCzYVajDt3C7DHpJAjSSAItVgtmqhSQCYqmEHOl6kd4ijcOrMCSi/q3SqlEg2YnJCIrR9IrpiyvdJq1JdR4bC9NrDDpQAMVA/3bboHeZYXTZYPDY15xank2kMXnyIsKnB5eYht0CuFroQGs8JPzunS8Jg8v1/11d4x2/vE67BXC9vNpjQ+9mIwGu+o1ZbAbc/8N3Yt/hHeuazGlyymfzuHZyANeP3+CUIEGt4mhzJRxDKZxEObcChbda5WiNLJdZ44pSNWihTmspUauG2m6C2udCWWvgW/f0u2G0G5GYTiI8EmHwqyF7gja+6TQmJycRDkeWZaqQSCRFzN39Thx64CCO/ch9TdNpaDNHFtLf+973WYyeFkM+owFbcmkYIqGG32U0GBSr9c4OGG5/DWwHV5eSyKyt6cuoDj0NMTHSGmvLexsk0tpybllTf/yLv/4miiWZ0xKpfPCjn8Wxuw/gRx68ixcf2UQKhWga5WIJZq8D33zyFG6MTOLXf+GnuM3PD4/hTx/7Bv72z3+Lz3/6+fP4zJf+BV985GFMP3cViaEpyLmbB3BRxE00aFkonkGtXv+mR8DnVzwzUQLXIA8fhzpKbK6FLA4CZhnkCkwpCy1RA9nYAVmzhZwMmIFhPfYgjJ2dzBSpi7CGw2FMTwcwM0OgF5kjTPCin1zdqK9S/3ToTLAnqsBUiq2zVyqS04KMT4uZamaBxtxaOtF8y3NidxHQRU5tBHqR5flqUxwz0SRu/MszyIyFmQUaD8SZtUXggLbNCVV7G4o5eZaJorixVkEphYJWhLvLCZPdiGwsh3QkjWxCYe7QmMMAwyaVjQa46Dbp2dp2+bDz6DZ4e7zrGsc34rGprw39+/MIvzC4dDMsqOA9shPdxw6se3NLfZ9ApOmpadw4PYTRsxMIj4URjySQz+e4PSm9dz47kcDXiiwgHc/ze7G4kK6W3qKF4NAgVkyhUC6hrduBbocR6kAKcjAx65y4XF3xRsdrRs4lIVzOoFBYOO/VU5/onTCbTWhra+f3wGGzQ6cyQFPVoFqoMuBKH3UiANPMVUhmGfauCHSaaajKZd6Y0LOp1GoUNSYU8yQPVkFFY8f0yBYELmtW1KChfqOwuhxQWcyQhcasrhX7xCLg67nBkzj1nTPr6kZ5Wwaf+9RfgEBH+hCjwmDRw2Cj9DXSB1TShFYC0ZitlcxwCjy5iBXj6eb6UAxy5Wsg10Iwn+QMtF47jEeOwPe6B1lncz0gHlXQLKsreRlC7uoGsbr6ITCrq2/NcxqztUqywtY6X2drteby2ajhVeSEuK0NDtLW2qpoDa2n7qjeyNlQYWtd5rmJ5jYNm70o/YMYznRc3fmwDnbVgeZ6/6HzJEmDAwcO4ODBg+jvV9hwt8rNqQHqa/l0nrW0iKUVGAgiF1eC1PPdhzfqbupajP7tXrh73azjazDrZ9u8vpbKzESRCSWQIxdHFrOPoUxGWHUXx5VuiMYmSl8slZAPJ5ELxJjVtZYiSGqQoY+x3QnJoAdozCcSAI2DGgEGrwN6jxV6lwUGlw1Gj50F7VsJINL7ETg/iOmnLzIYVy+3AK61tFRr54R+YdfsgXUyR/0/bOa/3V+43NoNvsyPugVwvcwbaD23txkAF92PpNPgngf3454HVge20Lm0cCAR5evP3cDgc8Mo5eUl9GFiGYiqMlTJJErTEcg1y956XZCAo0avgdVj4Zx3YmFkojWR39pB7LZNaRF6DaoOK2LpCjIpGXqTDjavtemCiSauqckpjI2Po1zTYaBJQGvSQuekDY0KBW0ehVKerdLvu+9ePPjgA7CSNtcKhZ4/GAzhxIkTmDj1HNxkg5daaj2+4BJOJzS3HcDu+x/Atm39LW1I6XtK2QRKQ8chjJ1ojbWlc0DVcy+0PXeua9F28swlfOIzf4N/evR3kc3l8UNv/TX87Wc+Ap/VjL/5+n+g1+PCdr+HLdAtnR5886nnMTAyiQ+96y0oZXJIFYp403s/ir/59G+iu9OPP/yLv4PVoMfbHziCwPPXkBwLolwobR6Di9JuyOmG+goztdpg67m5oFajLiQXi8gPPg3V8JNQL2JzMcgVi0IOTM+CBBWtCUUTsbncEMxWBeRqa19y6fnpdalUGoHANGZmgoheGUXs9CALjiqbfwKQl4I5olYDtFkRNcqIFjJN9SrWOqbR+1dne9lsdnR0tIH0Tii1kUAwcrlqlOJYLBQx8M/PIHFlHEnS9gskWMuPhIg0LguErnbkKB2sxgwtZoqgDwHoOrMOFocZWj3RcVp3NVvrMy4+bzMArvp3SAYNdj+4EzuObFs3Q2q9z0sbyxuPn0TsHIHwCwstzn1Hd2PL0b0rjktz2leK0QeNs6FQiAMVwWCQ2YsE4NYFh2mDqyvrIWY0yE/leeMk10TfBUofq4rIZ2TWY2SHwxUKRfhtbjMcvVaI7jJSKtK6UsOZ10AznkSxBbdDYveUu61ImGn8UTOIRX2atBlJw87t9sBmU+auRhsSZidfOIvUsycBbQw64w2oSlHF1ZGCP+TCqhZRVBtRSMnsYZEt+TF93YXo8OpacCGrywiZvmMNrIlnLj2F4edH0SX2ru4GakdnKxlckF7Er7/tN2Z1wgiIq3/0Vj2MVj30NtLF0SsAmFk/m1ak1qqRGA4genkU8evLsLVWbHgVNOo81JNXgWwWol6CzmmBzm6GqBZZeF7adxCOO+9a15w6/xaYKVVMo5Soa3VtBKvLjqpxL9SWXVBrm7O66mwt0sUkba3QBrC1aGNObC3Pni7orOZ11ZeirRXF6dNnmK0ViYSZrUVgFDGFyRWR1momk2JQQ06JyWSCGV51DS56z+hYOsZqtYDS6nft2o1du3biFltrTa/rqk+q97PwWATBkSCCg2GExyMMaK1lvGl2A4rMiABXlxPerR54ut1wdjha1riav5bKx1LIhOLIhhPIhxIMehUTWYB1Nkljc+mcQuvOqiSiEEkhMxliJ8NVpy9yEIvSFyUY2l3Q2YwQVMJCTUAaI0WBUkWgd5oV9pfLCoPLCqPHBq3F2FAjlZ4vOR3G1MnLiF0eZ8baLYCrWa9a+9+DP7/npojKz92hEtj1PHpp7Tf9MjrzFsD1MmqMjb6VzQK46D7VGhG33d6P176+NV0uWnDEAjEGtkZfnIBMwBZp0Ky0aSAnEUmAWMiiNBVCOZ2DpFY0tsxOE0ffqJAAfWwqzh/likTrL7NWF4n20uJeY9JCZTWhqDNApTfAaDVCQxvzFQoN5vFYHMHIDArVIrR+xQWR/kdRwPmFNhykvfBDP/QA9uzZsyKARoyF2HMnEfiv72N6fByxaLQhmUzQaJB2eTAsSAhms6zzQCDaPffcM7vRaXT7zNqavIjq8NMQk6NNu1VZ0KLi2wep9wgk+1IApOkFUHMOI1Atk2dW3e//x+NAAAAgAElEQVR8+it49uxV5ItFvPmBI3j3T74e5XwB7/zY5/D6Q7fhh/fvZiv09z76NUxHYsjmCmj3OPEXH3wnnC4r/u3ki/jTr/0r7BYzdnS34/1vfSP0hQrCF4aQDcWZabChGlwMaqmhNutg29YBe58f9p62liJbrdTPRh3DbK6ZAdbmEiLXIcxjczHIFY1AJtC0tniqCmqUDR2QpS5UbV2wv/Z+GLy+FW8nG09h8uQlhE/fUFKgKmVkMlle+JOTI30y6TTkchkakx75DiOmVJmmab0bVQeLr7MwxbGdGY8EDhDwReDA6HdOY+r4VSSDSZAmFoEY9FyiQYe804lYsIByUZ7V9ePxjVww26yweWwLdPY26xmWu+5mAlz0nSQc3rm3AzuP9sPd6W4K/G/m81Nq4OC3TiJOC+dFhYS5247tRcdrds8KctOcQhtTAmOJjUgf+p2ALBKLrqffNkvBJfdPnaSDNq+HHKqgFC8hEy8ikyy0JPZO5xstWoiSCuWKDEmrhs6qg65di4pJhkGlgjZYAAIp7ncL2SAS9JRaaNDz+E4fYq10HN0Lz84uZgW3wl5hcOvsGeTOvgjROgOdNAChUksnrk2zVY0Eld3FzKtCHohG2jByUo34YBLVUs0NkHXHWm/l9bK6NhLgauWuqb9TAE2jUUHIZSHPRIB8AbSSECU1iJlNaxv+1P5Nm0WGtuf+39xX0byh08DWaYQ0dRVajeIoOx8Lr6rVkPYfguOO16wLtFlurpfTw5CTVyDmrkLYEAfGbRDMuxqyuurC68ELpK01guxEZEnKUivtUD+G2Vr9bXDs2Ui21iW88MILrLE1X1uL3iNKK/T5fNi9exf/1BtM7O6cSiUZDKdzKIWfziNwq7e3B0eO3IXu7m4GxJZja5FbtJFSw26xuVbT/A2PpbGMDFhmiKU1HMbMQBCFjGIi1WzPsJYvJ/kBvc0A3zYvvD0ueHs9nJ3RCqup1e+rM71I4iETjDHolaPPTBy5cJKBIgay6nsiSomspy9OxVCMplAplFr9ugXHMejutkLnsUKj1SqC8Y32XmwkQqCXChoKAnhtfJ6hputFAFi9TqiNJp+/jKknL+KPvvHYLZH5NbVM85Nm3kkA180v3r+6ePO/dBO+8RbAtQmV+nK55EYAXN7twBuPvXXOFarmDkUbbVowdJMu10OH0bO1sS4XDezBkRAGnr+ByUvTzNhqJqy8ZAOrV8Pb74HXZ0A1mkBqaGahq0ct7So8EUF0IoZcMs9R60YLdUpfFC0GCB4HRJsNOoOuYYoRCzhKIjp2+eHsdeD69AC+/30Sil+ZOkwblTe84fV44IEHlrAiqM5ywRmkTz8PeVhJx6H6oTQxSonMz9ODUBuMCLt9uFqSWch4dkFIdd7dhWPHXsuipvOtgpm1lY6iNHwCwvhJFsdcqVRVAmSdC0LvUei672iJGVa/Ht03pW+lJkJITUeQDUSQCyags5pg6/ZBazehQGLjFEkqyOyCSCluFRL3VgGVYhmCTgODywLJYuT/JmfzyEXTvI/QGHWAXkKpUoEOKhRiKSRGg0iNBxlEo4XOVCKMx77213idbY7Gu9p372vh5/G53/kj2LZT6mEbbN2KAHcrm8rVftdGHk+b9/yNp6Ea+sECNhfVSyESRjk4s2CnWpFMKJl3oOLYDcd9D0Lvdi+5HRYUvVYTFB1vLChKLy+/VwIgeM1Q9TgQLecwOTnFKY5kq073Vnef2shnnn+teuoIbSj4UxUhVhRxbqEsoJKvQFJJcJUFYDiKco5swCuKuLZKBcmsQ8njQTRS5LFi9v0SVGxQYfNZoTNqXxLWFt1LnYHyh1/9BHbm9q65GqMIo/c1Xbh7p6LBtVzRW3XY/cBO9N/R95KyuXKpDINcyYEpJXLJ/1dl9kWhLEPa246EscpjJgFZaQJaazpyzYCsZpVIm1+dYEZ2WoYcL0OOlJBL5ZcVdmeGh1GCzqhBVUWBlIVpWcwWIcaQ3wBXvxN+owHCcAzqUpWBLL1eV0trr7lk1bwNuf3VAlwH+uA9vB1mt6Kdslyh546deg6F62egMU1AEkeXpDFDZ4Dk80FjNEGu6lC1HYXafjvPP6GrYwicuo7o1QkUEzkUCyWUciUUaaymNNxZwf2Va3ABq0vbgNXVADi7WQAXA3FaGhsKQDyJ0kxM0RpbtEjgauYPjRTKTwK7FbBLVEAwjQjSGjS22eE+tBX+/VshGXTIDA0i8+T3ICwKftFlCOTSHrgd9sPrY0cv1wLURnIxDZkcGDOk1RXZAK0uB6rG25jVBdEISsOKXBpF6MXBdWlrEWtEshrg3K84Iept62drxWKxWbZWOBxaoK01f+1EoBWxfnt6e/Hpr3wPsUQGBp0Wdx7Yhne/7fUsOH/16jVmbd199xEcOLCfQbEz56/jkT/6Ir79lT9Y0ARf+Oq/4i+/9m3+b7/58M/gxx86yr/Xmc7080tf+tK61hN0jXvvvRd9fX3ruk6z8e+l+nudpRUYCvJeITgYRJwMQYilNW9u3qj7I5CbTC+8fS54ej3w9LjhaFN0c2+mhlpdLoKkOgj04hRHAr2I7RWIosqAXoVBJ06hjiSRnY6inFlb+iIFcMmB0djhhNZI6YuV5mnYHAQTABLdJ10vvx16txV6p4U/pUIRv/K+X8aeYc0tF8WN6qDzrhP437dtwlWbX9L32IXmB70CjrgFcL0CGmmtt/ie97wH//Hlq9AK5jVdolBJgQCu19z2emWhR6APbSZpsOPJgMKXKpjMOuy/Ywe27+mBVitBI2mg1ggIjUYwfHoYMzfCzNiqLRlrkVDllmaX7Q0W8GqdiPadfmy9s49z3+m7OboTiiN4fhDBMwPIhlMs7JyKKA5HxNbKZwu8QF8pEs0CpmYttJ0e6PweVEQNKsUKRK0Ie7sVW27rRPfeLdCZlEgOfS9pOHznO//BYNRKhUCn/fv3McjV09PNixI6P3X9GrKnnwXi8QWn17VhAoEZBGZmULZaMWGyYSRfXBYooMj+4cOHcfTo3RxdZGbPxHlg+CmIqYmm7c2sLf9BSH1HIFlXZvTUJ2IClpKTYaQDEWQmI0hPhucmSQI8KYVMp4HWZoZk0bPYJW1QiwRu5RWnGGofqg8CYiitR9RJ0BCQABVK+SIqeYUZR2lvao6iqSDnSyimsiiksqzbRVFfcoyJVHP43Y9/bH4vavrcjQ74zpmnXpGRV27z0CDKZB4QuQKhomgEMcgVDqEcCi7YwClsrjbIvkOwHvtJGF2u2eog/Yfx4xcROHFlRUtofmclNbx3bkfHkd0smjyflh+PJ2ZTHCkSTsAXaXzVdb0apTgu12gNQSxymKuIUMkCyvkKytkyypReWCgz4ErMTfpJ2kjdbivE8RhKSSXFrD7WqA0SSl43gsEcQOZxJOatUUNv0DFry+ppnqKzpo626KQ6iEUOdAaboSbAbYTRYWD9INL8ete73sXvyVoLARiH9x5Gn3ob6xyuVAjU7z7QiR1Ht4OMMm4WyDu//xALKzA6gcn/fBGxgQkG94kxSCAW9WsCUfJ9NkzKCdbL2YjCujqiHplYGVPDMeRzBdbnMZkMsGtNENLkVlpksKte6O9Gqw6Chsa0Mo99VF8EXJHQO22k6yCWTq/nFFdq147tLmgyGeSGAi05e2mdJnju2gn//v6GwCPVS/Tkccjjp6A1DkFdDS6pEpXRBMnnh6gzQBZ9EBxHIVm3L2hfmp9ysaSiQXV+GHK6wCykUlFWwK6MksJZzBSQz5WgovdJLSqOY6Kan58G+zrIR1pdGq8TAml1iRqUssUac7KW5lwDuzYb4KKNrKgBxHwGpUAUcjyzZiFnXgMZJGj8DghOG6oaLYPm9B0Gm541Pk2qBKSBF6Euy7OgmFrSKCxQArkOHYbz8Gs2dSOtaHUN1Vhd1xjoUtFAt8pCwHK1AqRjRSQjDiQmLchGjGsGt2jesPb72UXS0d+xIdpapKlFbK3z5y80dUKsv5+dnZ3Ytn0bBifieMubHkChVMZbfvF38aePvBsumwGSpGWXbFrH0dhEwNY/ffspdHf48PhXPjELXj3+3RP47Je+iUf/76+i0+dANp2AppxFORVGJRcHShmQ0N3bfu5d+Ik9+lXW/tzhZyYKePdv/D66e3oByQhIBgiSEYLWCND4pKVshoU6c80059Z8Mxt0IvXRZDjJ4vCh4RAC12dQKpT5fVrNGqGl21GB31GT0whfvxceYmn1eSG1qD3V0nds0EHz58IsgV5hheFFul65SJLXyIV4GpmxEErJ3NrYk5SGSQB9uxNamwmiIDZd8y15PNL0EqliBfzpv38V+yZ06wK4xh904/Of//wG1eKr5zJT/2t+cJMmzfmBrs37d9sXz78qKvEWwPWqaMbGD7ERDC5nXxmHtj+I6bEQpyTNLwQ+8ETKttkifO0ubOn1QShUUQxmkQ6lUcrJLPTKYAb9JGCMfhdUyuK4FjWhTR7/rhaYOdG+pw1d+zth89uh1WpY2JNSP0jXgtzKxq9MYurKNPJTIRQnQign0uyMRYWALRKSJlpzMwFoGi70TgPMvT50Ht2F3qN74Gp3NtxM0ORDzIEnnvgennvuuaYsFdJ5eOihN+COOw4j/eJp5F88A1VNz6tRi5UFAVGjGafiaZy+eq2liZ5o8w/dfzcOuArQzrzQEmurbPCyQ6Ku61DDhXYd0MpFk0hOhZGZjrLLSzaUUEQrV4iqUV+g1EP60AaIGoOOJ2CL0S76UR+jqf8wW0ERaa2SEDKTaRSwjDazUIvQkHiwhwQxbTD6nTB5Ha8IltXNGlo4unfjaWDoSahlRfyzQumKoRDK4YUgF/9NMqLUcSfMr/0fMHo6EBubwfTJy0hcV5wYly0qQO+zw3/3bnh2dTfdpNVp+ZTuQSL2C10cx1EsKsK+VGaZWJUaE6sOYuVqABYBWcXKLIBFINZyRdJrscVlgzQeRYEWgfMOJAZn2evARCDDKczUGQmMl8wSVDoVdCYtu9HpDXoYDJQ6ZuAFoMLsWL0GF4NYPLbNA7GcRhjtCohlpk2xw8Sb4fmblI0El6gdJgemcfXJa5gZCDUdV8jpbvf929F3qHdDgd/5i3dKJSRdLAK0QiFKLZzh/kFMLeoTVo0B9uki5GBySTMTcJ7vs2KypKQhrqcQEFXJS5i8EUWM3DUbFINRD6veCLNKj2qiDKFahd6ohcFEIJYWep0eOj0xshTxYW5Huk6D/sJpUlYJDrsaQiwBqSTXgKYV+pYowL6zE947tsHWMWcKUCoUEDnxNKqR09Bpr0AoL3YtVUFlNkPr80MlGSHrdkDtvAeSwbNslVFf4dTPiRAyUxEUKDUmX0IpneMAQzGZZRCrLBPYSO+MBLWeAhQCt0WJUokoCEFpeqIInUUP6DQoCSLS+SpSoTS/d/VUo80AuOpsLbFcRDWRUNha9K6vJvdyXg2RcLPaZoDG60JFTy6SQJncARsUWsfYtBlYAldQzeVm2WCzKY8mA8Tb9kHTtxsGc10MX88pUfNTV9fTp+vnKqyu1DxWV7Qpq4vGSpJ8KGULIA0hEr3mOYHmcUFCCTZkc13IRBwoZ4XmG+w6W4udELugt1vWNaZQ3ySWsKKt9TynFc53QmxUb/V6pXeT2FiUtt7T0wOPx42tW/vgdDjwvt/+DB46dgd+/P6DkFNBlPMJqKqAxuRABgZcHwvho3/yVTz+6IdRSU5BMHvx1vd/Cm/90WN48xvvQbWUQzUVRDU2hnLgPKrpMHUSvp23/Obn8Vc/aoROvfr5g87/8BMZvPd/vRU9XpuyTqLRhTSV6ENUavqpNQOSmQEvSPWPgd97+hAYRkAYNHP9bDEothF9brlr1I0IAoMkDh/CzI0QkqEUB5WVteHGlrrrIQFaxNSiAHk9cHUzWVob9VT1cbmQSCNNIvbRBKLXxhG7PIbseIQDwzy8rXKMEyh90WXh9bVGr1UcY5tIxyx+plsaXBvVykuvM/Vz+5QmVaSxeElxM/7d/tfnNu+hbuKVbwFcN7Gyb/ZXbQjAtbWCN973FsQiSUyNB5Fbxt3DaNbDQdpWZQ1UhSpKNbCp1WemDaDOooOlywrRKkGuVBlQo0mYwDNJp4YqU0YunOVPnRHG0VOzDibanJKwSDwJOV1UNg28wJMXLUaVRQYtROlcySDx5lKjU8PebodrexvcB7fCc1sv03jrmgr1DSf9pIX8M88cx+OPf5vFjJcrNJF2WC044rRiC4ED5Bu/TCF9FO3BQ7AdPMwLtqeffgb/+Z/fXWAdv/hUYghss5XRg1F4pCJ8fh9cTueymkFlUYtK2+3Q9h6BxjK3yalPnulAFOmpMNLTUWQmwryZackFptVGXuk42hSqFSo02RtTdMnoc8DCIpnmW4BWkzqmzUwxPAyZ2Fzhywx0KiDXDMrh8JKFT1UQUfZuR67jPsxcKEJO1PR6lvkeEj917utB+127YHQqC+3VlDrYxZvnSArpaBpTo9MIToQQmQ4jPBVlZ0NmX5I7KmtirZJ1QOCBRkKb3Qp9MI48CbrOKwSeV30OTEYKnMZMMIRGr4ZgFCALc2AbnUIAq1AT8ybgwmA0KswcBr6M0EokOk8Ljpqg9SyIZYTZZeRo8RyIZeK0x80EsVppC2ImXX7qKq4+eX3ZDXr9OlRXvXd0Y+fR7bC6LKtic9UBchon5wNZzM4KzHCQoFxW0lgJzKI+0ai4DVY4JosoNQCeJKMemV4zpoqJWZC0lTqoH8O6bdAhESwgMBZnsLVe5gMNOh21t8LIau/04O5j++GxODB9OYBEIIkKseLWCHzq9ALUhQw0qRSMJh0k3cpGBqSl4r17F9ru2AEUCoiefBKq9HPQqgehqix2HFZBsNqYuUXpZWXzndB6jq4KXKB2TKezUJfKHORIjoUQH5hEMZ0F1b+118fW8yRSrNHrAEGFYq6ASqmESqmKKqWd0/67AnbNpfklMBpGKi0jX1ahnJfx9MWNE5knLR3+FDKKOc262FqA2kAsNDtUdivKgsQMyFY0gBSQKw3z9BVUskvHVZVOi3z7NkThYsFpBuQkNbPA6KO3GKC3KI6Q9LuRHSENzDJdKyjBrK7UEOTUZYi560tYXQpbqwoKauWjachkirDMe8mAiqhHttCObMqLXMy8hNXFbK2tftbWcm4QW+vy5St44YUXOY2Q1kjUP5UgK0khqCAJFWjFKiShCq1QgcS/AxpVGWK1BDVkaFRVmPRaOLxt2LJ9Lxy9+xArqHH/2/8P/vmzv4o+YxryxAtAOgSVWoLg2QrBfwBD0TLe/7t/ice/8BuoJmdQNnqx/02/jl39W3B5YAzd7W589N0P4VCvDeWJ06jEJ4CS0vYbDXCtZpxbAIIRc16QoNKaUZ0HhlUZBFNYYQyI1Vlh6jn9v9X2u/ocEAvEa1paEU49pLRDYlmvVqak2TPXTaUsXjN8JA7f44avz8sB8VerLlpdDy82NI3AqSsInx1m91dyYJQpE4LTy1sDvWh9p6GxpsMJyWiAioTwW1x/3QK4mvXOtf994mcP1ETmawhXHena5J8dXz679pt+GZ15C+B6GTXGRt/KRgJcdG/ZTA5T4yEkYmleXNCkZ7LoYdcaICRkZOM5FHMlaGixZtJzmkezQumO5FRm7bWhalSjSBvbWhobMbYEuYpKqoT0ZHJWNH65a0p6DYwmDaxiFZpECsUUpSCRW4mi+cQpLpSyIInssEiRyjLloVPEgoA0DUWctazPI1l00PZ4oelwQ80aEYo9ND0bPRfpcZBLz+UrlzA6NqqwIlRUJ7Q7rkKr06BDFOANzwDJBExGI2s/OJ2OeZtFBWxTOZwwHr4D5v7ts6wYmryGh0fwzDPP4PnnTy1gKtCE7TFrsE0fg7cwgqqs5ORT1Ipct/w+H2/I6/suWuSUTW0Qeu6BtpMGTEAulpCaJP2sKLJTEaTGQ6gUZGVSW2UEp1kbN/w7LUyZ5SXA1OmGsc0Bk88Jc7uL9UxeiVG2NdXDBp/EbK7B48DQU1CXEgrIFSSQK7Tgm0jsWs4XIOsdSFkPI5Vth5xrnAqntujRds9u+A9tX3axWGfn1H+mImmkY2lk4llk4xmko1mkI2mkwhlmgBCzskqfOjugpltSLBQUIfuaoH0mnUEuT5prFcXJbpkIJacZVjRwW40wp9IoxBaxWchV1efAVKqMTCzLC1+NWY2KuowSCfW34JKn6PBoIJk0nG7mbHPC3eaCq82Jti4fOvs6IWmlORZPLW1kg5t4XZejcWXs8jizuUIj0aYbDZvfgp3HdqBnX9eStq9vYmizSQwsYmLNMbICDG4pQBY5VMrcF1dTaH7x6q2wjudRis3ZktevoTUbkOw2YrpA/bx1FoCeUvWyIsYHosimc7xBZhCzBmQpYu8KmMnpixoRew9vw+Gjt8Hfrgjx03s2MxzEyLkxjJ2bYPZwM7Zwo2enuUiDIqqhCMR8HiZKTXUoDlYL0xFqZ6tUMPc5YdZNwKC+Aq1qknKSF16agFmbg5lbZdEB2O+F1r53VWNqPJnG+z78aVwfUgT/P/U778OBrVsQOjeImRcG+VqWDhc+8q3v4NIY6aXNlS/83vuxq7cTv/oHj+LCwCg76b7nzW/AW+69A4Gzw5i5PIx8sYqKxYhvnv4+Bk+MwElgzxrLdd0lPPLOD6MaSyhpiBvC1nKioicdseXZWivdLrtqSimYA5dRyc6lttbPYZDLvw3hsqOhGxwDCuKcGySBYLROMhIAZtXDYNHzv+uOkAarnuUUmrFA51hdF1BNX4SqHEElm1rC1mq1KWZZXdkuZOIuqNQGuPZ0K9pajuXZWvV5gr5nwe9yAdVSHtViDuViFplEFCM3rmJs+AZy5DYt56CulqBBCeqqzO+OplqCyGM4iXRTihut+eq/E5iijDvEKjcZrfD17IB7x2Fo/XuQ11jwjt/8Ao7evgPv+6m7UY0OoRIZRDWfUdZzRjfEtn0YSoj45Y99Ed9+9EOopkMIlUy4/+2P4FuP/Q66Ozz41n+ewCc++/c4+ZUPoTr2PMrhAaBAY1b1JQW4Wm1HGmsYDGPjptrvaj1QZ4YRK4xSIgkA0xAIZlBSI2uAGAWEOMiWKyI4HJpladFcS4AWzfUbXSgIQ7p6/m0+ePrc8Pa4YXYqem4byYDe6PvejOvR/EdSIDPnbiD4wg0UIymUyBWY1ngkdZKjT4EBdWZjLrfeUakgEjvZ74DOodQls7pWKLcArs1oUeWaEz97cMHSdJbBNbcc2JS/d37lhc17qJt45VsA102s7Jv9VRsNcNH9E6tqZjLM1ulWjQ7VWJGBrcWMLVrgGU16aCkq3aAQQETCxpZuGypGNQq5Im+ACECiaJwqV0FmOoVcLIdidnVaKwRiUaqRwyBAk05DzBYYuCEAi+6TtXqWoUUrrA7Sf1KjQrnqOg0Ehwmy04qURo1CvjSrI6UMNlVMTk1jenqKN1kUUbTYTNhvF+CnSF+hUIsyUhqWAIvFAqvNwimQAjG6OrtQ6dkJwWxVnp2EIAlEk9QMqFE0eGDgBl548QympieZYt9nyqOzNAhNntKNeIlY/z/+XavVoa3Nz4BaRa1Hpf12qDwHkIkrkfj0VITTT2ZFJldJa15LP64LVZKulrHDBZPfAZPfCUuH+6aLe67l/l9J5/BCMzIKmcwGghcJzUQxMI1yNML9Qy6UINM7UXsHqiYrCpZ+pFX9yGads5E7ajPLtja03bULtk4vV8H8NLNZECs2D8SKKiAW661RBLEOYq2hAuvfRUwfAr1y2RyyuSw7OmYyaQbHCPRSq9QQigIsRj0c5XxDxo/otWE6r0I6kmG2JrG2SgK9y3MsMQLbOeJLH4MI0fj/s3cd8JFV9fq7Ze70ydT0ZJMt2V4oS1+aCCIIYgVRUUTBh9gpzwYoKjYeiBT1WUHB50MsiIXOsrRl2YVtyW42ZdMzmd7rfb///86kJ5Nks0Xfnv3N3snMnVvObed85ys0FSEZJUBWkZOyyEk5vgcSwFFkHzG4Rv46ej1qa2v52qMEx6qqSk50pM+PtOCCWCiGXRubsffFtpJsLkkWsPDkhWhcvwDRRASDg174fD6ekr/a0JBvmI3FXlnzeD+heqvQ21DWmUA6PF6CByh2C0L1BvQnQlOut3h8CLiym8sRGEgi5I1Bp1MKPlkakEVldMeI7u9VtW6ceOZqrD52cnCX9jUZT6J9awc6tu5HsD/MfnCzLTqjBCkeQWZ/P5DJweqxwOq0TGB16UyAxbQPNvNu6JU4ZJIJ0rYX1U+CCMnpgq6iGnn9QkgkSbQsmO3m4OcP/w1bt+/FD2+7Dk88/xp+++hT+OWdN/EzLhGMILivl3268uS56LRBZzNyIMg7r/oaHrjzJrTv78Nv/vQU7v76dRjyh3DxVV/DY/feAkMkicFtrewpQ9fP7155Arnd/bCaLLPeRvpBOpPBS7H9uPl9n2RgK5vJcnIyMUCzNGBTCMXhB+VU+DjZYxFbq9wBwWlHTtTNmK013UZTB9yuC2tMrlFBMcXfEMiVqGqCbwqQq1SFFAEwZjFRW4XY7CR9JgCszAijldhgxASjvyk52sRMsSIwPbizA9G2LZCybTDI3RByCQgFH8dS6y5cLNpsEoV2WCA7XZA86yBZV0DUV0IkiWgmyUymPE9TyGeTDFLReyGbgJqOQ6DPMnEy6+RwBDWfQygYhG/IC79vCNlshu0LSg1CTLrNNHApSXC5XXB7PHB4qiG5FkCsXoek3o3rvvkgFtVX4aaPvx1CIgg1PgQ1GQEIaFPz4PzM8ia0BwR8+hs/w19/+iWosSFkFDuOvfgGvPrnOzk9MR6LY/3Fn8eLD34ZJt825AebgaQmrz6cDK4ZHcdZzqSBYCIosoXkksl4FvGkiGhcRDQiIKvqkVb1yEGPbE6HrKpDJqfwi95r+KM2uMWvwrVZajPY/kInwlFl59Cp8gYt8Ut49YoAACAASURBVJDu3f+uLK1SdTL+ewaws1n49nZjaFsbIu39nJBbDGshsCuTSCGXzCDHwBcxbrVrq2gPUlwmhUDpXTaYKh3TyhePAlyzPUozn3//B4/T7ntFZOsQTet/cxTgmvlROjrnYamB+Qa4CLRSyFwwloW3haRFwWmliNRZMJoNMFEiXqHo9DJMLqLCWpE3SkglMgwAEVtLSOaQ8iURHyB/nNSsR/xHVzI19vQWBa4GByxWGXIsDnUgiEwwjlQwVVL+xLJImx7QicgRcEWx4VYDS5yiej2SuRwyBR8OeqgQm4t8hhxGFSsMadhCQ1qjbEKhqGoFNo8b8bomdOZsDJpR0UZfCwlORflT4bNsLgspO4RKtRVV2M+gBbUzhiVSBamURNJLiWLQFejKGpAyrkQq5kLOH2VmlkDm7sM+aJof2vB6ta0Y3uKRAIDiRzP3kNDkhhIMTjPMNR6WG1qr3eyjdaR19g/LxXkIVkodyFTbS1DbnoeY9CHZ24t0bx+DWxMaRiYLchYPYsoyRFN1yOYVlJ+0FGVNDUiE4ogGaDQ9jpg/xkwsYmTNB4g162oYTnHNM9AVGAgiNBCGTi/AhRQyA1qAw+jxYtltw2BeRsQXh+LQQzCSn0yegavxIFa2AGIVAazidLagDUvgCq+KinLU1FSjvLwSlZUVDIDZ7Yf/OqB969i+H7ufaUGgJzjc0chkMwwmEnOO/NOSyQTi8QT0Thn6egVhNYxEIjGvQNZ05wHdzyoVG6ztUVDM+viic1oQrNXDn4nzvYUYtlVV1cxmJaDR43FBrzOho6UfW19uRjpV9L2aeq30PFq/YRXWn7YKDmfZjE5Tqk9KAut8c26sLuq8KUIW+SE/Mn1+7mATUEEebSR5VSwCymy7YdXthpDV5LfEgiUPLFmvA6ij5ymH7K5BznwM9J4NkMmUeg7lE9f/AO+58HSce8Z6ZuCdctG1ePmx+7RgGfb407y64t4gswIUswG//8cmbHp9J+75xqdxw7d/gmNWLMZl7zybL8brvno3LjhzPU5e1ID+V5uZMZxLZ/G3NzYhsHUfjjfPHoSj7Qhm4/hDcgdu/+j1hb0cO9gzDHYRM5zArwyBXxoARuC4aDZAriRvLTOyGXVOKc/TVS+BXA5dGOY+8uSanMmVqFoKX9Yx74lxY1hgksDAvsEgQopHkekdgpDNaQEbZgVGu4yy2hBstj7ICEPI07YSI51emn+mQJAGGVMVpqIElnhzOiUraMi/h+pVQl6wIZevgpTVQ8xlQH5ovIzxbMPiUaMwmnSaPbW8g15m8I5PJZ3NaUztGqPRxD5b5LmlKAQESxAMVojlSxEtW4arv/k/OOnY5fjMlRdDIDAu5oOaTeL5zbsQCkdw4UmUWihCsNeibSiDz9z6Uzz2sy8DsQCgGHH5F+/Fey88He887xQ88fwW/PZPz+DnN1+GPDO4WoEUAfL/KgyumdUu9bXp2omH40hGkoiHEwWG1vinbsGDkBqpdKIwCC9BFWRkRSOygglZwYCcYEROMCCrUmK2Dtl8AQzLK8iRDyeBpxRqs8QDTwOxtMphtpv/X7K0ZnaERuai51F0wA/v9jZ4X6fk03EJ9tSWAjFUMwx0ZVMa0ytHr1SmwPTSUhRlmzYwrbeYuQ+hEihWKEcBrtkemZnPv//y4w8HvoUFv31t5ht5BM95lMF1BB+cA920+QK43vGWS6GjB1Ukg0hXGIkImbfnkU6lEYsmpweLOFlKgd1jhbXCCmOVGTm9yBHknGKS0ySIsZ4IktH0lJHsM6kLNvA1KzA5jTB4TAygZdgQNw+dIsEgS7BlMpB6/Ej0hZEMT+87xJ0lkw6SUUZeKOjZBUBHgJ2HWC8mxASRASpavluIwdzVgsRA77SjjardiTapDBHFBbdbk7xMV/RGHRptflRldkIN93FnkzqeVIoG/noyUBUlyKoKSbHAm6nHnr0yggMJmMwm9g+iDjf7Bmn/aR0k9hsiUEwDu7TRsJH32t/jAgGGAwKKwQASpx6Sgbel0skJhyQ1JEBLbzONaYyM9jLj9c/Bv2Ym58LRebQaIGAm5etE5PUnkGl5CfnBbgjxyCgESBtB5W6LwYI0TMhYqhEsOxa94QpkYsRyGhltPSLqlVkzKQT7Qwy2EVvTLiaR6Rkq7AuNeNEuqtA5zYi6ypBS81AqdEgoCaTUJHJiDrn8CBOLGoOzBbFmWxd0LdE1SACMzWZHbW01s7zKyyt4WllZeUjYjEU/NEq8HBwcQH/XANo3d6Ljtf0IByPc0SyyPLTR9RG4UG9SYFlkQdqWRDQ+UTY42zqZ6fw04FCllMG8L8yNcLpvUOecQgBIXlhWX4Hqc49B9ZIFDGoVQXTa/m2bm/HK89sx2OMrSQIhAKexqQYnnL4KTSsaZyXrK+4Ls7piSbRv60D71v3s1TUbVheDBuk40p19PCBDwFf1Kj0W1HfApOuESEDC6EJ1YTJAqa2BrqIBguMM6N0nzGnbi4u96CNfwte/eCXWrVrMH533gevxs+/fgNpqz4RDRvubSKZw3mXX44c3X4tVTQ34xt0PosxqwWc/8R4GCW7+/s+xaEEVLjn5eA60CHcMcIdq/gGu0meUoEiwL6uFc8UCmGvcSEZTSISSSEbi7M1HaZnxUALxYByxYILbN0UmapF1UnotI3MwyKWEYe6dAuQyGhCvbIL/AEEuDrQoDpAV3osK+ZeqUDJRIOAD4lGI+TQkOQ9JykOmqZDhlyikGawyefIwudIwGHwcXEDzU2EQS6REOhmSQi/yaJo6xJgM0POiCbl8OZC3QcpIkHI0uDJyP6H6JNN475APPt8Qs/pm4nM2af0X2FpOlwsej7swiDCqbUVgFflLuRfj9aADH7314TGLOW1NHe794oW48+EX0dkfwB2fPINiRHH7o7vxj1f3wR+KobbCga9csQGnHrsMuzt9uOZbv4PNYkSZxYgbPnQGVtdbkOt+HWq4h1lqVP6VGVza7V9FIpLg6yIRJkWFpraYVysLBsLoJTOgolhNMJTZoHe6YaQ2Mskh2TuMzPI183z2DOPPLRp4OSpJ8mi7cuTUpud9JpXm5Hnv1n1IecPD7P2J15HWz2ELCwK9iOWVSiNHKbipFCQKValywEDpi5QymsriKMA1m6fB7Obt/MD6QrtU8+Ci81prpx7cvxseOgpwze5IHZ37kNfABz/4QTz/h30QqFUyh6IiD3cj8L5TLke4N4JkmLxwCkBPoZGSyWQRp/hwQvwnKdT5NLiNkJ16mDxWpnMTZVxMklwugoQ/iVR8vEHu7DZWMehgsCgw11ihGiXkJIHjzScrBOKQP5aTPMS6fEh0+ZAeFf8+2W+I1k8pa6pOHJP4IpN8kW709W7YxAjM3a3IxZM8+hiLRieYH4s6HSJlbmyPiugYjEAURB5drKmpgdlsmrBqAppc1iwW6DrhTLUCuQyDUfQvn0oin06znEXK5fmBpQoS4nIFOr1OdHaoPEJeLNSpJnNs6gweKKZEXhYy+aNRyqHNDNVqQFqWkSYJKFlf5HIQBWpYU/Kl9tKT7LLwvii/JDafruBrppA0k73NZCi6gtdZ8Tfke1SQb44GyNra2rBx48YDAsnoYfHRj370gJYxu7P10MxdlPdlMhl0vbQTPRt3wCR0wYa90Ef2Q4hFxnif0Faxj0aZHUldGXKCHkH9cgwmFyAW1R2ajZ7BWuj+ExoMaQlMuTyMdiOc+izyfUMa6CGL2jUiCtBZjTCsbIRzWTWsdVYE40H09/ehp6cXvb29TOWn12z8m2awibOaRQvR0NheJGWke0FNDUkcKxjw+s1vHpw00XWmK6HzwOFw4swzz2R2hM/nLyQWDrDMs2j0Tuu35KyItycR806UAo5eH9WtpdoCpUZCFFEGxOa7FAEsrV5Icl2peRjm9Ei/3gVFlGEkY3MNrmcKv6nOhUUXnQKrx6FJx7sG8NoLO7B9Syszd0oVg0nBaeccgxNOWw29gZIBD7xorK4BdL7ZNSuvLpKm6yQVYiKKSnc/qpy7oMtqXlcEwvFghFR4rlNHw+JAWt8AqepsVKw7AzrdgV2zF3zoJtz+pU9g9fKFvE4CuO645VqsbGqYtFJ+++iT2PjKdtz77c9yh6i1tQtXXP99LF1Uh3Qmix0t7bj1s1fgrauXofflXQh3DjJz4FABXNRp1rutcK1phGdlI8i/bSpZU/HeWZxS554BrxB18uNIRAkASzKzlewZktHkGACMO//jLIc0JleowOSayKAVCOSq0kAuAtP4GV1MqS68l4UMZDELScxAErOQBXqf5c9EIQtRTUNW05CQgiySR1UCIrGIEjHkqS2QJ3/NEX+qok/VpAdU0kG0maCvVGB0JCFLUUhCktk4Y4M1tPstA8p8XtK9l4V9I0UA8gJJ1uzIowJiSkEuEYdvoA+D3kEesDtwtpZRY2u63VD0+snbOAxwmSE4GiCWL4NgdkPQGXkgBOkY1ASxfwVNLkkSRfb1Ix8uNwSTk9MKKRmRZIxUj4LOhLxiQTiZh90kQY37oAZ7kCMPr2HJtIBLb/whvnm2cc43k59sSeGTH/sgGsptGotOcw6f8/JK/ZAWn06mGexNRrXzPs9etfTL+V/vsLyWfORITmszsFUHHcTJ2qpjjfMpSZJGnS2AgZIkzVA5RXK0V9g48/zCQmdrnF+q3o707+l+Rs8j/74eDL3RhtDe3jFMrKm3X+vzsfyRQC+yk1HzkMir2GHBXX95AMf0m1Gjn334EK2zJxVEz7kVuPfee4/0Kjzk29dx2QnDftdU/0WA62BPGx/efMj39WCs8CiD62DU6hGyzEsvvRTxJ7PQSXNr7GZyGXgr+nDVW67hziTLEopT8r/hv1X2vQj4w4iEyEBa88UhJpWx3IS8SUQ8Tx4KeZhEHUykxw+kGdRiH6wCO2DYS2pmoR/sN0HrMJebOXVRNcoMss1m9I8M8i3pPNT9XmT7A8hENABvssLyTIsCGhHNFR7y9GC2OvRw66IwRrzI62VkZQlZlUKuUiyhSrIsQYVsNqHPUo5X+pOIUjrhqEIshLq6Wga7igCOwahgkcOPmsxO6JIBSOQHQTc4aqhmstwIzhU66NRJFUw2DGQbmLUV9k2UQtDq6LlOPjRGkwmKTpkx0KWN1soQjApgMyFjUJCSRCQlCVlKxZlh2sp0lwXv97Asc0SuqX2uNXQkcSxoFgr78L3v/gAmnXPOV1w404tH//gIqmo9qKkv547tv4qEcnRHjMxdI5RUFoixiXo8HENsIIhwSydi+/q0kAUANreKqtogXNndkMLkyaUVkpQK1FEWReSMNiRFM18LGWMlvOJyDEUqSno1zfkgTPFDkiewvwz5+TlMkBSRZZKJUII7URQqoaSiSDR3adtG4HuhDS6bFDhPXo4lZ6/FwmNGmDhF9hIBfz09PZzqRy8CvLq6upFKJUCgPTUED2cpgl4PPfQQAoHAnDeF2DNnn30mmpqW8j7RvWKqQue9VbFA8MuItkenHCQo/t5g1sOyxIykOYFYfHpQbKp1jgayCHwnEItknHQvdLvdLDGiabEzQsvpfb0FXf94fdLGuaWxAg0XrMeOHZ146ek3EA6W3i4CRZevXchyxPrGqgNiPk21n0VWV9u2DnS8vp9ltaVYXTqzDosbO1EhvQRESD41yky+QMIVKdrdVoF4dglC/TXIxBQ4ltWiYv1S2Osr5rwvH/70t3DNhy7CKetXcQP7xAs+iUd/fhtqKieawSeTabz1si/inm99BmuWL+IqoN9EYwn24rJZTHjf1bfinluvQ6PRhP7NLZzUm88cDIni2CNAaX725bVwrWyAc2H1vEmbRt97SbJFnnYaAJZglguzwGhKwFg4qfl2igLsUgCWgRZm94gy2QXkIRKQKeUhGWRkbU6kchKEXBKSmuKXqKYgI6W1lYoA1Sgjda33mWdAjO+X+RzLIfNJrd0110LPBJE83mx2yE4Fij0HvRKAkItByI8e0Cw8u4cfJiNAlwZ4jQBgZPeQzCkIhI0IB4CYL4pcIjoxKKHURg+ztZx8f3A4HMPy2al/So0IGQIBICa7NtUZNTAul0Y+nWQJppqlBDp6XhITmHSYBm1eUWYwhY89pREaNPYQZAPPx3AY/YQkebIeos7Ay7/yQ5fyYOZcC4EJX/36t9FQ6YKaJrAyxoCc9opCIDP7VARIh4EMpQMXQTCalj7+GniRL5y/Gksrk9BSmEtSXueyUwU7DaNVD4ONvOIMMJiLAQlzWeCUT5dh43xiE1IjUoUM0DFjMIyAMAtUXZEVRswwC0QCQenYymNDG7iddKCjw/O5ewewLGoLxIaC8G5vx+BrezUj+dl6Z/J1ANzx+AM41ld2QABX91vLcd999x3AHv17/rT9/SeOQMpFK67irh7Evxf+7pV/iwo9CnD9WxzGyXeCJIqDD4fgkOcGAASyfgTrvbjinCtL1hJ1HL39fgRDEWZSKS4jRIMENZlDLkyJfSGkolqDy11hh8tj5wfopKAZfT4GUCv8TaMGig4Ghx7mSisEMqfPkF9MCpmiUWJhpGG0uWxx9GGynaBOndmggxBKQ/JFIPnDyEbiY9hPo39HrCTZooNgVuC0C7AnBiGERjqg5NUFg4K8IiMtCIiGo4jIMvaoFuzoiyOVmpztQKPJdfW1WLioAfVlOdRhHxzxViCRIGd/rqdJk2hkHaJSBdoHytDWSjr66RNPaF+oEUxsLgLWiCU2phALhgAt8kQzG6CSebBOZjArJYjMhKBjcySUQHgID/3uQbjl5XPaHBU5DGbfxHUfvwkkgSLQtKrOjdoF5aiqLUd1XTlsdvMhkY1NtQOjO1LkS8cgVjCGWDCGeCA+nE5ILIJiMiGBsXIuzobVGf/EDr5k1KFmSRo1uh3QhboYQCJ5AI+EFhpxObMNScGknXOKASFmczUgGtPN6yAug1jkAycKMDvNsLrM7DdEgJbJbobVYWaWVsfWTrS80Iq4P877SbItfT6BZPN+TrAbXWSTDnUXHI81F50Eu6f0qOJoOR6lAfb39xdArz50d3cjFAoNs70Otoxx/HnwyCP/C59P8xWbS9HpJJx66qloamqa8c8JaDJnrIi1xvkcm67QsbPUWiBXioiqERBwOFkpMtXoPmfmRNlKVFSQPJMALBezL5xOLWG2FMBMjfOezc3oeXLb2ChzVUU4FEPEIGG/JCEcmciUGb9tznIbTj5rLY49ccUBMeVmXLnUlyZW174Cq+vNyRMYzQ4Bi2ubYVe3QaCOLHWsiIFDgxvF26+iIGXwoL+3Eb59TpjMepgdWgIjBZhUnrYCVScsY2bgbMuPfvEoAsEIvvq5D2Prjr34wq334YnffZ/B3/t+9Sdc/q63otytXVsP/O8/sWnzDtz/nc+PWQ0936OxOB545Ak8+fxreOiOmzD0ZhsG32hDipKY8/mDwuBitpbLAtfahZzmp7dqnj1zLcV7MP1++D0DImSWnkQ+Q1NiuaQKfyfZy4k+A8+TQC4eRi4eRTYZRy4chOobgJom+beWXKwS8Kzm+D6cNdmRzCszloDR/tLdW80Qu4i2Z2TgcLb7zOxXnQTRZIAq6wrYWWHQT6JwDgP0bhEGSxQSIixhLFWo/cVehgQaFdhHzECQjciqVsTiZYh6KfEtxmb0qkBsdA10KYIvxV4e3W8o4VTz1nPzuT095qAlAmrJgPQiPygZqt4KkcANxcRMLFXWA6IeKoFV9NLpIcoKA1SiTg8oJoj0+bBX6sizcvxnpepjPr4vPofGsw1VYpglowyCqeko1BSZ98f4HkJ/ExAmpMJQk2FO3UtGYkiG40gEtWCYg8nSInY+PcuL4Qek5JiKpTUfdTSbZRSN87VzhK4m0uIqnCKpKlYNFNOZOUlSpHOBvA1JJmkgQEwDP/8VJZLUr+BE4DdaMbRtHxJ9wVmD4kclirM502Y3b9v7Tj4sDK5Fv395dht6hM59FOA6Qg/MfGzWoQK4uPNilLBwfSNklx6vv7QL/g4/YgNRJHyJCRJEAlhc5XZmzZB8bcpSjHfWiQy4LDimDnUralDeoCXvFRucNNU8wTKcqpROZ5FJZ5iBMPzKjHyWLn6XyqL4Po88ol1B+Pb6oGTT0EVjQCiKTCw1zAopbqfRZUZNrQhLuAe5+OQ+XtzoNBmQqq/HHrEMr+zowEC/d2RXBbDZPL2cegV2PaU+GrGyMolasRVSMlSSjUasLa+6CPu7LEiE0kz1j8ViM2afUEqj2WqB2WaFbJABqxGq1aSxs0QJaTIUpcb3FKy2+ThHD2QZ8wlwjd8OAv4I8HJ5ylDbUIGqOg+q6zzwVDjnHfAa3UhNxJKaiXsghjgDWXFEfQRkRZGi1LJiMiH5Yk0y4qYYRAjhINIkAZpCNqy10oHKlRbUurpgCu0CqCE8qlBHJ2cqQxJG7fgLAjKGCgxJK+CdJZtrOhCLDGMtDgssTjOnF44GOGj/vPuH0LxpD7q292gdN9p0SYBeyCC9pxPZUfJmZiiWGbHwovVY+97TD0imVTwm1AAkgIsCJMivqq+PQK9elvkdConj4QC4qI4JELCQ7MMrItoZLSnxM1oMsDQRm0sD8QkwtlisBSCLGFluZmVRx5QM9mcCZE13b6BGOUlv+559k5lN2UwGg/0BDPb6mBks17sRdtsRn0L+TjLpdScuZdZWeaXrsIzMs7dNlLy62tGxtYtZXXSOu6qSaCjfDktqN9RRgKHGHqCbcg6qpENcrkFXSzX6d+s4CYv68SQdt7otsLqsnMBoXVSJivVNcC2pmxXI4wuEcdUXv4d4IslA13e+fDXOOvUYRKJxnHThf+APP/sGyw+JvXX6uz6Nn37/eqxdobG3qBQ/j8WTWL9uGcsdKzwOljx5d7bDu2UvUr4I/rb1hXkzmWe21rIaja21qGYMW2s0IFBsN/BnDFDFR4CqdLKQ9EefU+IfgVYaSIVsEgLPGwfymYJUbEQyprFlyEh9egkZS8AoHXBgQAO1CswfasNwMiyBMXYXsqJhTCJkkVFTDNViMGq+2VoGPVRR4kGEaRkdihEKhU4481OwugjUos4zsWG1epmSIMIsKQtiURuifomDhvJpCoxQOaFRlCk9T+a2is1pR5nTwee2IMnDABWBDaCIUWJNyUYGpjSgyqABU4qRp4JiZFkiP0cKnk2TvT+QdsmR9tuiNI1khwNtgxjq9mGo04dUOAg5r7EEZTENWUhDUpOQ83HIKjEIE5DVOH+vMQcLElcC2kuVIkuLUjwLLC29icDIyWWHpRZ35HxfAMA0DfEIGEbnlJ5YYZpPGAFiAoGnBTCMmGHECiMwbKrz7nDuY/EcCbT3wbezHYFdXVALIVqltusowFWqhub+/b73nnJYAK7F//vS3Df6CPrlUYDrCDoY870pBxvgogaWbJSxbMMSLDy+Ed7OIfTs6MHeLR3obu1HYCg8pXEzPR+sZWYGDqy2iUlP1ImVFQnli8pRv6oGDesWzIu8YLKGbrHemRnQ0otdz7Yg2BeERGa+4Qgy/UOafFFVYXboYZdDUIL9HJJMwBCNKhZZYrx8ehmNSDhr4I0b2bAxX2FHTyaBrr5+6NJZ2CQFChntx4kKnofLpaLG7oVD7WavLfJQkeUpwD9ZQUKpQV+wHIP9Mi+/2EimTnc8Hp8y5YxAG4qWlww6pAwyUoqIvMEIvcsJvd7IhvzzUcaPqs6W/TyTbTiYANf49RMoS3VnsRpR11iJ6vpyVNd6eMqplOQ7Ms1Q8mgQKx5JMGBFiYQkbSEjY5JqRHyxYQNXNjWeAsSarG6I0aRT08j1eZEeDE7LsiLpib7SAcHlgs6uR312G2zJHZATQ2OkIiQDzJrKkIJhBOTUGRA2LMVgshGRmDK8HpaiFJhYBFZZ3GYGrYhRYrabpgSxpjrOdC02v9jCCX+J8AgTh+pYkbPI7O1ENjryOa2/rMqGRRccj6XvOOWgsXGKEkcKeSDQq8j2Irkjsb3Ij6roa1XqHB7vozDZ/IcL4CpuC7E8zSkLIntjLLcqluHRapKKKgpMJiMzs+rW1GL5hiYsXNU4L0DWdHXIKZDPbUPLX17GQNcQYpH4cCeapY8N5Qg5rEiMAUEF1DSU48TTV2PlusWzAn1KHc8D+Z72pW9fP/wdL8ES+id0of1Tj6RbyhAWlqDjFQt8LZP4OZFiTBI4gdHqssBSbkP5CctQtX4ZTHatgzXT4g+EUWabGwPK6wvCajZxyMzoUmQNBPb14s7v/QDd/3wdNdLMkion2+6n0YHf/frncDS6oSjQEvGyCajpFDOpVAaqCi8GqDTAisEqleEkLRmwyC6aIVA10zqcbL5hkGuwf3KmFgVSVFZBsTu0Zzsx/zKU3JxBOpZkBlwqEGGmueaPpIFjNGNRpl1q+xggkwtsLd04tlapHxe/l2RIZgMUtwSDJQJJjSCfJsYrsbU0BtaYMgwqFYNuNAuCvCoiT6b0khmJnB2BsAeDfXqkkhKMBiuMZrvGtBJ0yIFe1IYxwWjTs2+TkbxeLQaNHWQ18jPHZDP9S7JqZlr1081XZCX7uv0YaB+Et90Lb4cPObKUYLXDJL+mQ1Hwrxz2WaN2j5hnAEwnpaAjbzfygCMgbBgE04AwnZCAoogwWhTNE9eqQCwAXfOxT/9qyxhhDhYYYcQMI4aYYtMYYQWJJDPBGAwj03ySS9KrIJ89DMb51H5JhqLwEtt2C/kKE8A5tffaUYDr4J2Zre85taB71qTR/OwujHAczL8XP/LiwdupQ7jkowDXIazsQ72qgwVwMU3cbsDS0xbDWe1AT3MvOrd2awyTAkBCN8neLi+GBgLaaOAUhQzfq+s9cLq1UX1K8bF6LKhfU4v61fWwuaxz9hGZa31HQzHseq4ZrS+3caNRVkTocikYov0wDnVA8I94F5HvBXkBFUenaJ2C3Y6MpwE5MusmPx+K4U2lkQ4nkEwkEE7Ez5A2YwAAIABJREFUEGKD5xz0FiPqq5OoEFshJENaY7ZQXeTDQ4brBJ4MA2hGK4bUJejqsSEZ1uqbO92FVjD7Rqg0gp5koCuHPCccggAto4yYqiKQSiGQTnGSJTHYqBCgVltbw8bWnLY4h6LZZWlAEMePczS0oBl55/KFRq82klucl+Vpwx0ukqyqIENe8qzQEYVdFPgYUAdw/DIOJcA1vjrYE0yWQEyQ+oWVqGFZowdVFKVs0LMHS4z8sAosLPLFivmjiAzFkEmOSiakUfsD9G2l1DUpHka6vW8Mo2myQ0jeVPqGSmSNVmRSGphpNAOV2T2wC50wZfdD4HhzrTDIZaYUQsPwcWNZgaMaCfd6qK4VMJXNDcSabPvooT3QMYiWTXvQvaNv+H5SnFevANmOLmT8WoIfHQc9pShWlqH+rFVY/I5TDoi5NYfTfkziIDG8+vr6MTg4OAx+JZMJPvdJvldMa+TrQybZlMDXL31XBMZGM/MON8BF9x7y7bNIVkh+HTLeLAyKHgajQfPzMxg5KII7RIUDQsdj5VuWYunJTXO+l5Q6DlRHPm8AW17aic5ntiGzp3fCucIDMI0VCNgsSCbSzBY+6czVWH/aatjKLKVWcUi/505F/7PItf0JeV8fMol04T5RAC4KdZu3uDGYW4f97QuQT2Sh+vxIs5/V5KyK0awuz6p61J2+GpVrFh1WYI/ZApkU0r078KO77kJF9z9Q55ybTyhdVz/aLOG3374KoqBJ8xiwGgauiFE1P4M2831CzAbkoud6MhBF0h9BJpIY1eHUHh7F579mZUBtAu1ZWgS+2PKB22HEipIg6nUQZsrWmrDjghapSCcXd9pFvn8lBTKml0B+7AZjGGqW5OTUNiFXKGrDiCAyVz4vIJen+x6QU+m91ugZJr4xu90IvdmORHYRAoEqhAJWlqJP96xkcKbo21gIYjAR0GU3MthrsGoAmMlGf2ufK3ryIiVWkfb6Vy507GnwjOTP3o4hDLQO8OAQ3Ruma4PPZZ+LxvCSXkTFknJ4Gtxw17lgtYlAWmM5slcYMcMzNI1CSEegFvzChGxcuy75Oj34xvlz2cdD95uCfJZ9woqsMGpgKhojbAwYRvLIgkSyAIQxK0zWzmPtMTE/53JxIGJwR7smX6S+XHKiBcpRgOvgnSl733XqcLu72G86FNOmRzcdvJ06hEs+CnAdwso+1Kuab4CLgAd7lRULjl2gpVRt74W/NzilWS4BEwP9PvR1eadlBhnMCmoXVeK489Zgweo6VC6sOKwNcDpO1BFt29qOnU83M1jhVL0wDbZCSCSgplLIJ2iUuNCpEIgNr4O+zAyhsgZJUzmS4QwygZgmcaRR1lGJhmS0mhJy0Ffk4LL0wpzdDzU74l1T6Cry6UIgCjEjDNYypI0LEFUbkYhbNEPtYWBkxKMsTw9ISuAi7yiHGf2RIFp6uxFKJZBKppBOkWRA5c4gSwhomi38PqeyrMjjKofVYtUazsOeZsVG6EiiyvjzmTvDRgVlJDmzmWEiDy8A8UgckXAMoUBUCwJQyVxXhMGkh9ligl4vc2M8k80y6GY0GWCmUViLkdlxNGodDcURjSYQCVJqGzV0VRwOgIu2Ryo0ngUa1cqqECj1itj76RxyySxkVWBgkoAug15hIIOzL+e5AU2NeUXMQx3yIdXrm947gZhPHiukynJkRP0EMMBkUuGMtaNM6oVN6YOcHOA+DKe16WSIbg9kh5OTMOnF7CNJgVp1DHQLT4XOXnXA+0ed/N2b9mD3M81IRSd61SkGAfmuXqQHNE8qZm1V2Bjccq6ox+JLToVhkjTSQ33f1a4bTUJKL5INB4NB+HwBDA72Y2BgkBmWxI4iE3gKpCAZJJnJ05RYYEWQ61ABXHQ9ErBNwBsZNhPQTWbvZOCsSQs9DGgR8LjrqWZk09ODBnTe1K0lNtcSuGs1k/j5KnRv3vbqbrz83HYM9vr5nmOPxJBrH5hwDfD1urgKjmOX4NiTlmPR0vpDPmBSar/TsX6k+59Gvus5qCH/yAgH3V5IWp/UpPY5ayW6Iuuxf59nWK5LDGpdOo50Zz8y0xjq84CCJMDitqD61OVoOv94lFWPSP1LbeOBfl+UwGT7dyM70AxhcCfEfBq/fXIbdL2b8a5lcxtU6Y/kcdNGCb/52uUHuomH5ff0fE35hpCbjMmlUmAPkLfYkYpmtVCFWQ+GFAAw6vTKEqeeyWYyRRf5GqaAmGyWgoJI5kttAoLSRGRVPSfpZqEgB72WgigoyAv0t4JcXkIqI8Dnj2FgKIxwNIVEkljHeWby2h0CGhelUV3uY1YXmaMXIkAmrWe6D5ItgNFIjD8Dvx9uB0kKUnknArEF8A24kSJ8ryBXn81B444/yR0pMMiowGDVw2I3QUeDPmaFB9b0RkrkJhDMxKAYAWFFO4z5Ag5ms83TzVtkaQ10eDHYNojBdi/8PUGtHTKH+im1XRwWoBNRVm5DJYFajR5ULirnZ8Z0HnfjfcL4+ZhNI5/SvMKQIuN8zSuMX2yYT+b5Ee09yYEZBCtKgI9MwLpU/c3P90WJZJEVVvhbNkIgrzDylWNATGOFsXcc+4ZZmDXGYFhBbTDT87l47w7tH8DQ9nb4d+7nPk2xHAW45ufITraUPZdsGPUx3ctHt6MO3t9Nj26cdKeG/CFYTMYJrOypaqDU/NTv8/oCrACwmueeNDvV+o8CXAfv3Cy5ZPKnMJs048qpCp0AsXgCVotpwizkj6GTZegoUneSMl8A18cu+DjcjU5YK2xIhZPoax5ANjVDbyYCInxh9HYNjpGKUHIVNSpM5RboyvQQbQqWr23EGeetP2JG1+nG3t/chu7Hn0TizV3IFxLIqGPN5CQyiE0QfTcHKHokbZWIRhWARtanSRaUbUa4KgOw5XYhFw0iLwF5SqDmDvHEh7docSJuXA1VWgZFGHWsWWIgQiDj5loXzNUuWCqdsNa4oZiNBeaXivb2dmzc+AK2bHmdgbvxZpjj/yZfsOOPOx7r1q2Dw+5gA/+ipxlFvg/7m/F77UUdMZLUkUzAU26H0UTmrJqxbywcx1B/AC3b2+EbCvLyqFNaVVOO+oUVMFlM/PtoJMFBBTUNFXA4rChzWHmQOB5LwTcQQH/PENpbezmtkxrmBwvg4k4xH2ORwSvk6FjT0DOQS2SQjWeQiWXYH4WBwqzWoBzviaX5DAnQG4iuT4CdASazkYG9mTYuprovENNRl00g3dGLzCjp2GTzkxxVX+tG3mYHEfZ4v1hSKLCMkDx7LE4TTMY8pOYtUNIBKHo/9LFWiCTjoYcqSRXKK6F3EVgxdi1ZoxtC4xnQN6yfEzDN11nbAIMnPbv6J4BvtDadSYbQ14dk15CWBmrVWFvk32WqcWLRJRtgnYGhfMmb8ixmIKCazv3xEqzxixg9X/EcYcZOMsUm3ASYer2DaG5uwc6duzA05B0Oo5hvgKvYGSEwi0zdCciqqCDDZg/7ZJFHFgFvRcnteGCKRnV79/Zh93MtGGj1lvTnMzlMWHn2Miw54cBZQ1R33Z392LxpJ3a+3jrGF8xgUmAPRpBrHxxzHdKzsXKBBysvOQULzz5uTufnLE6JWc1KdZkOtSA38ARyPdugRiJFLs7Y5QgS0vZl8MsbsHdLFuGByJhBJQa6ZRUIBpHq9iJfImiE7qnGijLUnrUKS992POxu+0ED/eh5kxnah2x/C9D/JqRsnIGtYnnw6Z3/rwEuqgcaCGSQyztQ8Doi668MeyhS0iQo3dZUhrwqTyEt09hULImiV4E5TYbqZJoulTlgqCiHsbJy2BeIDN4FSgdkU3W9NtUZGMBKJFQtDTJKJuQpJOl9KMkS5bAvisCgH0PeIXgH6T6VYZb6VIWSVhsX5bGgIQlnmU8DuvLa/MVBHzKKJ0YoG8YXvpl0eUxHNCIUr4OfWV0WLVRnFqAf3c90Bh0clXa4Gpz8/CBGdTadQfeuPkT8EWadUfuU2zL1LlQtreLgExrYicTisJqMbE2h0yvMCmXm2DwC+NP3B/Jsb9DfNghvhxd9eweQSZBKYIbt8Vndocg7XYTOIKOyqQLlizyobCyHxWmZF7uQ8Zsy2j5kDCiWjjPzK89AGIFgRTBMA8KIHcbm+ZlYAQTTGGFFQGyWu/xvM/uIcX5BGllkiLE0smCcXzTL15lYHskSSfILYzBM63OO7h/Q/TwZjmFwezuGXt+LTDSJH/zplzg2cGApij3nVuDee+/9t6n7+dqRlneeflgYXMv+9PyYXdjfM4BP3vRf6Ojq58/ffcHp+NrnriioECbuban5KWH5W3f/Bn/6+wv84/POXI87brl2vqpteDlHAa55r9LSC9y1pxNX3/gD7sR4XHY2aK2ucE344ZPPb8GXbv8pG5FT1PZ/f/96VFW42MD1uq/chTd27QOBZJ//xHvxsQ9cMOH38wFwpdZG8NmPfh6BLkpBJLrz3EZPYtE4M7mS6TQMZQYYK8xQKRYbNHKoMaEIDGhsqsEZbzseCxbWlK7IgzgHdT4i+/YivvkV5LyDCA6EEOwNctoRPThpBIMNgGmI1WxBWHQg2JtBLpGGTi9DMSnMvhpdREWGxZOD09QNY6aLgTFaTzar+XBRwzQvCchRihAtV6dHRFeDbp8d3v48LDYb6hrq4K6phLXOA3OVE5YqF2y1HkiyPG0nhTrUr722BU8//Qw6OztnVHPE3njLW87G6advmFJqNN7TjB6GeVXFbXc+gL8+qRkVfuyyt+Pjl1/I+0gN4nQqDer0KwTO6nX4xe/+jiF/EJ/5yLsQDseZ+fXxG3+Alrau4e08+6R1eP9bT0dfjxfhYBSpZBrd3fvx45/eD4tQPaP9mWymsNqOmz51C/LESMlrbKxcIotMPINsLK2NapOHGk8nglizWTGzKEQRlGxntpqGAS8Cv7TGfkFzN91CBWg+M9SZ7fKOYQaO3NU16R79p9hNsK5YAEtjDcw0Is2eWGTsbobVadEYWqNG9GJ9fQg/8yTywQAEKQQ51QY5PlhI+BIgl1dCmQTkyos65CvWamwuR82MG/x0Xu7a2MxeW+n45Al8JMEU/V4k2ga471ZWSawtO2SdDF2ZEYvfvQGO+srZHIoDnvePf38B3/rhg7yck49bie9+9RrolYkyq6nm+9X//B3fvfdh/v2ihmp85TMfwvFrl7K0cf/+/SxzJKbXLbfcjL6+wTlvr6LIeOc7L8a5557HQJbGyHKjoqKCmRJTAVmlVphKpLDz+WY0P79nSgZvcRnUSWo8rh7LNiyFo0KTos+20Hny6sY38eJTbyASnjzZ0WjWo2woiGynl9fhdNvgqXQyE5TYK5Wnr0L9aauPCJCLOgqpoVegDvwTuYEOqDFNcju+qJIBWfeJsKx+PwyWch6g6GvtR+ebXRy8QLKtovyIQG85l0K2dxDpQU3uPl0hNoaBgjOOXYIFJy5B3fLaeem40jZmAz3IDOwGBnZATAQg5SdPtDwKcGlHiNjUyYEBpPsoHIQYnDSoQICVxIyqvM6IvLkcGcGCvKBjRpUqKFAFPfKQoaoy8qrEIFgeJD80w75iEZxLa2Fx28cc19kOrtBzOxqN4fXXX8e2bdsw2OflQR5RlSHmRYg5Eblknl/5BLGY8+wLSvvE0ywBRhKc5RKWLM2htioARYqBcm00tpbGcJ5VkfRI5YjVVY+hAQ/SCY2VXqrQvYj8uepX1aJySQVaenpx+08exk+/+hnsfbEV3v0+BrworMFZ5WDvV7Lj+MGDj+ClrbsQT6Zw16evht1sxBXfvnPC6p7+9fc4lZCYeXqznhlgd91z5wEByFT/55x8DvQ5EwbbvAj1h9lHa65t8enqSJMeirBX25mlRYFO5Y0ePkZFJlupOj4U348GwGh9/Hcuw6wwNUWJkRoYRu85hbYAhLFMMhmBoKZHgWBFdtih2PIjcR2TG+erlAw5nCJJqZEW9sEj4/w8BzaYEOqJ4OrP3Yim/TIUCouYQ0mrOQxscOPBB7X21NEyUgO7Lzpz3KBXIWhmeJaD8/fyPz835jB84vofwGI24Fs3fRx9Xj/ef/UtnLD8jreeMunhmm5+Iu28/5pb+H5y5aVvx+knrUEkmhhOZZ7P438U4JrP2pzhsq658Q6csn4VPvyec7mT5LTbcM2HL5rw6ws+dBM+94n34i2nHYubv/8L6BUFX/7MB/HE869xNPc93/4ciAJ44YduwlP/cwcqy51jljEfAFe40YcPnfWRGe7Z5LNRQ5oM4yuXV8Afi2JvWzdi00S4O9xWnPX2E7D62KbD8lAlP4ng668h9tImZINRZOJJZMjYNRJnkC+bzPCooSDLyDjKEcqVIR7KQ6CRyXSa5YvUwiGGGqX9UJFtBrgrgnAIzUByfLQ2SQSyyBRkigSCqDYX+rAQnYMmpPM55KwKkoqKjFHECWedhjPPPANG4+wonSzrCwTxwgsv4Mknn2JpVKlCDZtVq1Ziw4YNWLFieUkqOjWeCXj91JfvwuMPfgfhSAznXvpFbPnHT6DoZJYgZqgBT95mOhkXXvllDAwFcNnFZ+OLn3g/EtEEjGYjLr3uG7jhk5dyUhfVdzqeRsIf5xSgiC+CdCKNju4O/OLnv8Ji05JSuzHp9ySZeCO6Ff951ZcRjcRB3mthf4xZOZxYdQgKgbr0spAkgqQRZgN3yIlhMx7wkhQJulxS68AOhYe/p/lYOsijyjpunJPswrGsDvVnroGjoXK4g1MKXGBJXV8vwk89AQT9UBXqXg1CF22FSA1FkrJVVEJxUvLcxArK6p3AwjNgaDyx5LnS29qHlk17mRE6VeeEO+3REJL7evh6YtaW3azFi+tlLLrkVHiW1s8JNJnr4U2lMzj23I/jf358M5oW1uF919yKL336cqxfu2zMIqebjwYvmhbVoqbKg5888Bfs3tuJ2790Fbq7e9DZ2VHw8fLie9/7LgYHR3n+zXKjicH0gQ9ciquvvhrr1q1llsR8dVSo47V/dzean2uBt91XkklhK7dixVlLsfDYxhmDTLSOfS37sXnjDrTu7ioksk1dCWaTgopEEo50jpN6SfpULMR2rT57DWpPXDnj9c+yumc0eyYVQmZoI1Tvi8j2dwHJyZN4c7IVOc/ZKDvm/WzkP7pQvWgJjB3o2Lof4UGN1cUMFb0AMRpGqrOfGaelCvnyGRbXQF9djrrVtWhY1wCrwzKr84QHaiJeZPp2Qx3YCTHWDzGXKhi4T70F/54AV6HDSKANSbmZOUGfUVqgJhuCbIJKjCnRgJg/gag3jmSQUhqTwGA/VAYuRah5AWpO0AbSjHrkypcgk9MzW5pRlFHPKUEnwdpYDteqBriXNxwwKEFA5d69rQxsEfubfD0JaB5fNKYysZ41EEQSJQa9JFWCmKeXCCEjQMgKKDPZ4SxzobYmCad9EGalTzP9L7C6Sp2rE1eusbqC8XoEApUlWV00oGN2aADXQ6+8iMc3voq6Kg9+893/5GcR+cmm4mn266pbXo3G4xtwxwN/YObW179wJQN75KWpZlUk8xlYXBYYrQbs2deFz33jPvzlR19H6yv7mGFFPnoEGH3lzi9jpX71rHet+IPOdDs++qEr4TK7SzJm57ISArQUs4IqYmk1elCxsJwHwUoF58xlXYfjN+Mlkvx3mkIoNFZYERAreoUxGEYvAsIy0YKvnwaCHWWF0fO0eH/TGKNXfOcPuHKhF3plbjLzVDqLXyXOwsMPawN+R8tIDex6BwFcWil6bx2Kv1f85dnh9VIf7uR3XIvf/OgrWLdqMX/+zbseRP+gH3d/89MTDlep+Z/ZtHW4f7igtuKgHu6jANdBrd6JCyfmypqzr8Szj9zJ7C0CA37+0OO46xvXjZl5X0cvLvuPr+Olx+6FJIrY2dKOG277Mf76wO24/uv34djVTbjskrfwb6790p246NxTmeY3uswHwBWs9+KKc66cdS2xwa9egrvBhbpVtWhYu4Dp3NQQfvn5N/Dc319DaprGN5nPn3busTj1rGMOemeEtolesX4/gu0diG/binRzM/IkPyz46AzfVEhOEE8hAwnJshr4wgZkRoF1bHLKUe4Zli8qFj3c9SJcpm4YMt2anHGKQnaseZ2CsK4Og8kK+KM6JC0SgqYchjJRxGIac6EIOp1zzluwZMmSWXfuqeG6Z89ebNq0CW++uZ33fVLZYp55RRDIU0rWY92aNVi+dAXMJhOPIJJEj9h3JFEgwMpcZkJFYzkeevxZDPqC+M9rP8Bsrk99+U5cc9k74JCMaNvSgZA3BIvdgkXrG6H3mPD4c6+i3+vH5694NwY6huBZ4MIVN3wHX7/+SixbVM+gYmgwjL49/dwAjQXjDIh4Q4P49cO/wnrj5KMIpU7anJrFc4mncMs1Xx82uWUz33gK8VgCsWiSk9mSyYxm1nsIMC8Cu+jaIR8yq80ES5kRZpo6jDBkE8h2D0JSSVUiQ1ZkllsQY5A68prJNyDodag4eRnqTlkF3biOcak60R6kKmLdXQg//QQQDkGlEXY5DDnVASleSA+lhC+Hc1KQS2NzrYbccCoUV92E85Mkrrte0FhbJK+YqhCgp2SiSO3rgdVphqOyjJmKvJs6CQsuWI/KNYtn1RGfyf6XmmfbjlZ8+Tv/zfdiKj9/+G8w6HX4wCXnjPkpz3f7f+OvD2rz/eyhx6HoJLzr/NMQDIa4XqxWK97c3YbP3nwPHvnxl5lhuX37DkSjGqNnviSKy5cvh8GgxzHHHIPVq1dh5UoN5JkPsCsWjmH3xhbs2bSPpTLTFepMLTyhEctPX4oyl23aeSPhKF59YQdeefZNpGhQoUShwIfjTlmOtccsgm/TLkRa+yb8gs6bmrceg9rjl83LvpfaptHf03WVjnQg798I+Lcj3d8LpCcfZMjK5VCrzoN97QUljfqLrK6ON7vQXWB1kQ+SrKaRH/AhPRCY3p+PwyQEKBV2SNXlUA1GVDR60LCuDjXLaqZkdTGolYgg27cT+cHdEIOdEPOpWZm6H8kAFyWegZ/m0wNVUIzQJH/FqR5iQfIn6oyg73lKUkBBYBZewh+Bv7kTQ2+0IUvtB3Za1+5rurwfYtdeHiwbXwSzCdnqpcjkTBq4RYwbkwL3ukVwr2yApdxxQO2lomfg5s2v4bXXXmPAnYCtuRYCZh0OJ0455US+95AsmuqA2lAUwJIIDyIf2w051QwhRX6uMZYdZokhTyslH/JiNGSp5+8wq2sBhgbck7K6iMFFzOXG4xpQVl+GriE/brv7Afzuzq9g98Y96NrRjVQijTKPDYtOaIRtgQPnfvgG/PHnt6GxphKJcAKRQAzhwTBvo7veDZvbghu/+1OsbmrEhSefwEAZDcQRE4zKLfd/DWcY3wJptL3ELCp0c+JFfPjSK+ApK5/Fr6aeldqoFATkqnOiYrGbWVqeBZof33w8D+ZlIw/DQopAGK16GBTLZTVWWIENlk/T+7gWxFMAwsgrTCWJZJ5YYf//jPM/c/+T+NiCbiz3zA3g2u3N4hd471GJ4iTn/M4Lzz4sDK6Vjz0zvDWERVz0kS8NYxb0BRFs/vzPTfj9T26dsNWl5v/OPQ/hkb8+h7eddQJa23sYB/no+88fBs/m89I/CnDNZ23OYFmBUASnXXwddjzzC37QEwr63qtvwcZHfzjm130DPpzz/i/w506HDT39Q8yE2fnsL3HLD34Jm9XM0kQqX/vez7G4sZYZYaPL4QC4JL2kjZCtrcOCVbWwV0z096CG8a439uGZx1/FUMEwerKqk3US1p24FGeetx7WeUy94oZ5JotI9yCi/X7Een2I9vohJkMQ+/cBgekZE4LNhqipCn2daSQCk8tlON3NZUSVxwsXdkNMxlieViya6a/mlyHqZUg6GarZhbB+Bfa0idi/p1VjtZCBvdEAyW5Aym2AX59h5hXtA3WOzznnHJx00ok8osheWGRGPMoXi0Ao/rsARFEHlPadpulkGp3t+9G+rx2RUJRHhWk5/KL3BO6xmf3IlExgybfH4/YUImu1BiilSFYvrcLyDU24738eg8thw0feex6DQqS1XrNsIU5dsRx7Xt4H334fdEYdGtbWsQTgsedfQWtHDz734Xez/MZRZcdVt/wXovEEHHYrTl63Ah98+1kIdAfR9noHQgMaRX9eAa7xJ2Ah1Yn2jZIm49Ek4lECvRL8ntOqSjW4Z3A/YEmALLEsgHw/dGYFOpMOskkHySBDMsqw6gSYwzHownEGKUwUh24yaLKO0TQqQWA/qqpTVsCzbMEBNVbpmEc7OxF++p8QCvIpVaH+lBe6yB6I2QTkqmqOsZ9KcZZV7MDCM2FYeBJ3umiZPXt60fLCXvTvGWSvk6kKdUQMQgpq7wDKHCYeUS4abBITp+Yt61B74ooD2scZHJ5JZ3l60+t4+I/P4Cff+wJ///hTL+OlLTsZkCVD+VAozOzKV7a14Pd/eRY//ManmPnwxMbX8erW3fjcVZdg37422Gw2VFVV4f4HH8OAN4jrrng7A1x79+7lBFQq8wVwNTU1De8LJaZScMXxxx/H7EwCyVkmNAfpYHGh1Gnv3L4fu55rQaBLCwGYrjhq7Vh+xlI0rKmf0CGnZdHz4dWN29FFxvEl2JS03fWLKnHi6auxbPVCXl7UF8K+P7+EWOdEeSeBCHXnH4fqdYeOIczybP9WCIFnkQ/1INPXC+QmgruqICMt1ENacAEcqzfM6vweZnVtLbC6vBFmh0qJCNIdfchGZ8DYNeig1JdDtZHnkwij3YjG4xbwABWxuhigoQTEvh3I97dA8O2BxB27qYHq6c6DQwFwaV40WlLZGMCKAAcdSW8IfNKAqCJQhQIgpQFTBogKeVRpQBV5V1GZLLVsqmuomEg21Lwf/h0dCLf1a6bxkxSBmLpZP8TuPWDTxHGFQK5c3Qro6xfAtbIBnhXzw9Zqbd3HbC2yMpiKrVXquqbvi8mrK1euwHHHHceAeqn7C3tD4daAAAAgAElEQVS1hZqRi+yCmGyHiBSyaXoV2jQ0oEZtmMLfGWa4MfpVSF/U0qO1A1NgdcXq4Q9UIhwc8eqi5y15a9Usq0LDunr4kjF88dv34+H/+gr2bNqL7uZeDnVwVtux5OTF6EkE8Yn/vANNC2uxp60bx65cgi997FLoBZmZXJ46N3rCAVzz1Tvxl/u/gUh/GK2vtCHQHxwG+48EgIvaF8YyA3tpeRo0c3gjhfgU7AlmclyPzjNSA5Ma56cTIAAsnySJpAaEkWk+vRfIJ4xlkhEINB1Oj/zXN84/CnAdvCtjx9sJ4Dr0ZdXjTw+vlAZqL//UbXjpL/cw7kCF2rX3/frPePr3d0zYuFLzf+ard6N5334GtSrcDvzj2c34yxMv4rEHbkdj3fxajRwFuA7xueP1BXHmuz/LQBUVkmed/Z7PDf89enPIx+gfz23GyqYG7NzTwV8R4FVkdy1bXA+SwexobsdtN34Ml5w/OnEBOFQAF3VGia1Vu6oG9atqUN1UPaNRRDIMfu4fr6F11/4pJWHsy7W0Bmeedzzq5+DLVUyaSUcTCPcOIdbnR5SmPT6APJWyeQw3KHtagelGK6mT7q5CzlaFbFZBOpFCsC+IsDei0UcLB08y6uAoz8Bl7IAp3cMyDVEi5hWNkAkQFBmiJGlsG/KsEvWIKQsQjNciHpTZ8ykSjsDvD7ChOwMpeRWiLEFnNiDrsiCUVxGNp5GNZ+F0OFFZUcEJRCNx24XMokIKotYQHNUILJ5oqopEIom+/n709fUhn5uegaG1H0W4XS5UVlWhrMzG+6A3KahZVo1lG5pw90N/Yk+5D17yVl7Lt3/0W9TXluPiDSehfUsHfD1+9hgpX+DGwhMa8LdNrzHA9fkr3oPePX0MkPYEA3CVlyEYieObdz+A8884AeevP44boUPkk5HKHlyAa5L7QrFRQ8cnHktqLK9IAtFwfDiWfbLbyXCktkwgFh1DHb9kow6iQYZKp4IkQJVFzbek8CJmlpN83joG2cyzWFgGohNhYR8vTdZIxq/uYxaj9pRVMDunZ8bM9JZH+xvpaEPkyX9CKMioNDZXBHKqE1JyAEplBXRlJAWbfKl5QWY2V756PfY1J7D72T3ITsPa0s4vgQ3vDQEfbGVm7VoZ3nkBlaetwIIz1s3oHjPTfZ1uvtGNWar7fzz7Kv74txfww9uuYzYGPaAff/oV3Pr5D2Lr1jcQj0excuUq7GztxeNPv4o7bv4kA6JPbdqKfz73Gr55w0fg9Q4xyLT5zVbc9bNH8cNbP4lMKoYXXtjEHlxF1sTBALhG7ysxLFwuF4477lgGu+rrtZTBuYJdYV8Yuza2oO2V9pJJXsTQW3LKQizfsAyWMjPfn7wDfmzetANbX2pmwL5UUQw6nHr2Wqw/bTUnso4u4QEf2v78EuI9/gmLoXtww4XrUbFq0axApFLbM9n32Wwaae9GSNFXkA0MItvfNymTNy8akVSXwtB0McqWrjyg7aLzsncveXXtR29zP0vf8oN+pHt9yE8BrIzedp3bCl1tBbKykQdaFIsOCxdmUOkMw5brgowMxHxpVl2p+nrgmWboel7BCtfcRwtuf82AX3/7Myz/UxmAMvKUgCl6LxBziqfkG1MwV6cpsaxGmSgX34+eltr+Ut8TsB33hTC0swND2/ZpIOMM5O/UJlGyPgjE5KJngLalbPptcNmgr/LAcf7bUda0dM7XKl1vBKQTW4te3d3dB8zWstsdOPnkE/l+QsEVs2UE8eBjyo9saAcQ2wEpH4EEbf8LeZAaqEVs96wW8sGDeswoH5kOs8CI1ZVxIRCth3fAhXRShSxJDPIsOr4RITWFG27/MR6+8yvY91o7hjp8vBzyoGpcV4/XO9rxy//9O+755mc56Ok7P/otIpE4brrqUsQDMVjdVnz17l9i9dKFeOeGk9gbr6e5j5leRWD+cABcHISkk+BpdKF8UTkzMl01zv/3LK1S1+t8fz+pcX4+x6b5JI1kQIw9w+KaV1gRCEtHgGR4hBXGKZJHpnH+UYBrvs+akeVtP19TaR3qsvpvTw2vssjIeu4Pd8HtLOPPZ8Lgmmp+AriqK9248drLeFmkaiNM5D8+fPGwKm2+9vcowDVfNTnD5WQyWax761XY/Lf7YTIaeFSIPLkmQ0JpkZ3dA8xkeXnLLry8ZScb0lMhc/m2zl5GVN/7iZvx4+9+AcesGutFdDABrqIE0VXv1Hw71tRDb9Qo+LMpJLt77u+bseXF3WNSscYvw+Gx4qzzS/tyFQEtalRGen0MaMV6hpAYCgPZHANao81iJEWFHOmHMNgNjPeXIBZPga4s6PXIlNcjAQcyMc1DiqWNuTziobgmm8vkoTj0qK7wwy1TwzQJEEtLljjhKA8BkiJDFlUgTob9OWQNTvjSC9HfY0UuPiJJoP0gplUsHmMAagxdiIzGLUbky4yISiL8sTT7XdTU1nCjcrbHgBuPefLn8qO3rx/BQGBCIuBkx5TkYjU1NaiqrIDFbkXl4nIsO60JDz/xHDLZHD71kUv4Zzd8636cfsIanLV+LZukxsMJNhSnGG7ywnh802YN4PrIuzHQ5gUEFQazAWUVZey79Ls/P4M3m9vwhcvfjeaNLRjY52X22UFlcM3kJB7F8orHkyxtSKRSnI4HReSkJWJiUbgABWCRnAS6sSDWZF5fBIJaFQmmQBS5GXRI9W4r1DoPbEtqUFnjQWWtG7X1lE554CO0bDDctg+Rp/4BYZRkRtXRSP0QdLFW6D126Gxlk4JchKmSFMUfBHqSTegL1yKbnBq4IL++inorxJ5+GGSNeTFcBMB93BIsfNv6krKtmRy+0fOMH5Elrzqfb4hBZr/fj1AoBFGU0NS0BL5wCvc/+Ff86s4beRG/f+x5NLd24rMfuwQdHR3M4lq4sBHt3UO499d/wS//60aum//96/PYvXc/brr2/cwKfHVbC757/+9x583XwFlmQktLC9544w323yKWJm3TwQa4RtcB+XPR9XzMMeuYdUGJitPFv09VxwSutG1tx65nWjjxb9pCx7TBiaUbmuCPRfDSM29iqL80A4y8dJauWoD1p61E45K6KTvSwe5BtP35RSQHwxM2gzzcFl58MsqXN8zpnjmTcywd60PO9wKkVDMyPi+yg/1aUt64Qn5bqdxqmFZfBFvjonnbHmZ1RRJo39aJ/Tu7kegdRGpfLzKB8T6Q4zaIAirKjHAt1sHmSMKc7mAWgpBLsTyakletLit7/s3ykQ+WMBNjqnItHn6+GZt3ts0aCBl/7d59991jkmlna6Q+k2M503mG2VotBbbWvqnZWtMtk0BYJeOF2NsGnV6C3mmFkZKFyX+QBsb0RtjOPgfWRYtndb7Q9UkMUmJrEbB14GwtPVas0Nhaa9ZoIQ5zaYNMuCYorIBYXVGN1SUJaQikWZymjAHB1BFWeyadRzYnI5JZhFiiHoK+Ep46D/ypKL74rZ/g93d/je0P4pRITCm9ZC1R58Ke3j7c9ctH8NsffYXXuvHl7bjn14/iZ9/6IrdhOgYHcO0tP8Qf77kVCW+cQTJ/b4BBsiKj7JAAXAJYdmh2mlC5uALlC93spUVt8gMZsJjpOX90vgOvgUmN89NJBsFGADENDCM2GDPBGAjT0iTp2tB8wnhEfFZS8QPZ+qMA14HU3vS/ffNtRBKg41k0kz800zV/f3J4wybz1CLyzYA3MGMPrtHz3/GT37Nn4f3f+TyvgwCuky/8D1z7kXfiive9bV4r8yjANa/VObOFffBT38Tl7zoH5599In76m8fQ3tWPb910FZKpNO771Z9w+bveyokC1Pmlzi75dN1w2/244T8uY8N5KvQdRcw/8MgTeHLjFvzhv78+oVFxMAAukiCaygyaBHF1Pcctz3aUbrKGzMvPvcFsrtG+XFpDriAFEAQYTDqcctZanLBhzbDkqeifFe4ZQrjbq8kNu4aQJlYNRVinKamQJHZaMiG/J2q7JMBoyMIQ6QUCQ9qoIH3HlVuQ5dF7YmaVaZLEoF/g1KrRsdR866HAI4qp96ThMnTCkO/n9RCWRglXRblfcb9pFNbotiNjpdQ0BwLtiTHg1vjGO42ykicP7cP4IhsViDYjUhYD/KksyiwOVFZUQZkk0W0mZycxuIjN1dPTgxQBNaVKwUdoQWM9lq5rQtPJi9HqG8Bdv34UD9/zVSSSabz9ipvwq+/eiHKbDb959EnUezxYXFnBUgHyf/jrxlfR2tGNz1/5XgT7AghF4hgIhbD++OUQdCKuv+1+rFy8ABefehL7Wwx1/h977wEnx1mfjz9Td7bX2729prtT77IsF8lyww4kQBwgCSHNhgCmxSTElAABQgmYhEAgBhwSAvxJQjE/SiAmuCNLli1Zlm31crpe9sr2Ojs78/9839k97fW9ZsvKvR/t5251szPvvO87s/M+71NGXxIGF4sDJ1N4gWOMK6ffwUxmHT4bbB47bB6S0lmZnC4WTWBoYAyD3SPo6RzC2HCCAbiVFb2ZmlW2iPAYOoTekTknoQSW8g0+ZFx2pIoXEx5J6iiKAoINfjS1BtHQVIdwSxBen2tBK7gsUfT8OaRJrjjOJoDpzSWkIeh9sLo5yA77hMkuMd1iQwnEBxPmNSdKSCvtGNHWIJF2mEbJVYXSEtde0wyjawDq6FRgxLO5GWtftxcksVtImQ7EGh0dRSxmglhjY2OMWUVJhgQw0USQXnT+ZPpPyYMk61vV2o43vvtz+Ok3P4VwyIc//5t/xiv2bMeN12zG88fPYv8zJ/G2P/wtcIKE1731kxO2u+W6HXj1K67Gg/uO4Bv/+QC+/rn3obHex47f0dGJEydOsJRTAsnouC8mwFVpU8bItFiwevVqbN++jU1a3W73vO7zLNAiEmeAdOeRnpkTzkgKm8oikUiDC8jQHSLyFNIxS3F77dhzyw7s2rOlJqAz2jWICz97Euo0oA5vlbD69XsQWLu0QQXUd2riNIzYryFqwyiMjrA0XpKmTLi/czw0hFHERjh3vhr2pqmedQsZ69N9xmR1DaL7SAeGnjmHQufgFLCZ2McOtwafLw2nMACxmARvqOCdVhgETI3Lis17IN3v6B5omlLPvLhF0ssSL8MIbYYQ2gip3gwsWQogZKnaZ7H7ofbNjCUwVmZrFVP5mtha0x6XvmcUCf6da6BoY0DHKQjTfP/rVhtcN98KZ/vsoChdj7lcrszWOoze3sWytSRU2Fo7d16JYHD+bK1a29tkdY1BS5wA0schGBdZXbXuo7IdLTQaoh9wXgnBuRGd/Qm892P34r+/9Rnk0wUWXrPv0PNIprJ49U3XIKup+N13fxLf/fKH0doUxj98/ftwUoLibbeyZ8uPEntrbRtef+Me5t/Vf2Yie4uOu1wAFz1HEpM7tLoOQXq1Bcefxxf7TD7fdl3Z/sVrgelZYZTsbgJh48b5xSww7hWWMtlhhSRbpKAF84uA2MRF//meyQrANd8Wq337F171SpPbUMa1aK75Yrzf/uCDEyr59vf/A2Ow/t1fvw1kn/Smd31qPEUxlc7i9r/4HN7+x6/Fq19xDfvcbNsTnvFH7/40A7iu2bkJP/nlE/jUF7+DH/3rJ7Fx7araG6eGLVcArhoaaak3IY3qnR/8AvMXovKNv38/KE2ABsq1r303fvzNT7P0uK99+6f43s8eRaGg4n1v//1x+l4+r+KGN7yXsbiu2rEB93zkzikJirTfpQK43vKbbzMliJsb0Ly5iUnRJq/sV990xx8myiZF1ZN6xrAq6WyFi+jl9JBAMjySnHWd68WxZ84hk8iyeQB7mNbKTCmSE+qAJPEIhjwIum3g8irUaBLFsQS0HEUEl30ZqAIVg6SqOXTlv0SHBT5PEbZYD4zs9AlWtAuKltc8QSR0N9IxEyAz/59nTCzmneVxwBp0wGfvgyd/EoVEAvmkyb6YtnAcNFsd+rPtGM42ML8pm8zBSCahRaLQMoVpPGfIB0plk14aC9OZP5F8UXYqKHrsKNLKri8Il80x0aOpxoFcMZodGhpCZCjCJtpzFQoQWLd1Ha6+dRfC6xvwpf/4MZ45eQ4FVcXrXrEHb339b7J0oj//3Fdx8xVbcfPWrRAlHh/59n9iaCyKbK6AcJ0f97zjzdDUIv7qa99EkRh1HLB59Sp8/B1/gnw0i65nuxEfXj4PrllBLK+dTeQcPjtc/osr6bOxBcYB2EQaA73DGOwZRV93BAM9I9C00gQfKociwZHOwugbRWkOU23ZaYXeUoeoJLFkytkKTTzJz87tc6K5NYSGljqEm4MIhf3j6Vdz9S+dR/LsaWQeewRcOe1z/DqXeHBKAnZrHBaraTSaiacRH0wiR5O8SdeCYXFizLIDgylKyNSY7KZ+fQjtV7YgefQMMp1TfZPsrUGsff11sLnNe+ZMZSqIFcPo6BgDkAjIIlbWRRBLnQBizd6GPPO8IwbXtm3bsP/IWXzvv/fBblPQ0lCHD77zDShpGg4cPoGv/sev8K2/fzdsNjse3v88/vNnvx7f7sPveSMUi4yP/P138MKpzgmHvP22q1HKJzEyMsJYFS8VwFVdqYqfDiWobt26lSUxkqyx1gkUC7Q4dB4nHz2D7CS/Qrq/Dw+NIdIfBTGbaZy6mtywNTqgcsRgnSiXpjG8dddaXL13K8JNtTNVaUyMdvThwk+fRGkaHyrJbUXb7+xBYAES+OnGDJ1zYfQpCIn94JFHYTiC0hgtoky8j5I0XdVWQZe2wH31K2ALLa3/xEzjmQWqJDI49eCz6Hv8GHLDcSi2Eny+DJxyBJZSDChkJzLNmJm5BZxiQYlSAavT+1igzFRWF2Mt8xYY/rXgQpsghTdDkGofO3Pdky6Fv4+ztc72InqsC8mOwRm9tWqpL/nDOVrq4N/airrNZtooA4ufehKF558FN42FgGGzw3nzrXC1r55yCMamvEBsraM4dOjwotha9D1ntSqgwApiaxH4/WKDlHQ+WuIUSmnyNa2N1TWxUYhR7wBvXYXPfrcbvzpwHtF4Gk3hAD72vjuw9+qt+OK//BBdfRF8+VN/zj764wf24fP3fo89r1Pozfve8gY4ZQWnO3rxF/d8Hf/5dx+CntXQe6wX0cG4aS5f9fi3VABX0BMCL/Nw1TkQWhNEXVsdwu0hFjazEKZtLeNxZZuXdwtMyworFqCrKRh50ydsXCJJiZFMIlkFhlHExgTj/KlzgRWAa/nGyHO/8aqqnVeQrvEn74kKh3Gm1+L/vuOhX004KVKSEWbRNzDC/v8Nr74en/irN7OF9EQygz23vQd/85d/ij98nSmpnG17+vu3fvBLfOHrPxg/BgFnr/vNvUvekCsA15I3aW07JFpeLJ5iZtwzrWISkEXyxIrutXrP5OXltNugKBPjw6u3ede73oWRHyThFX21VWrSVjEtCvWKDD7z8c8wDT99iVaMPplpOTMsL15M1KsYmpeNzlnKXjkRp8h+LzIDT5rYjPtBlWVeFY8oSq2jyX8ilmJeT5IiwiLzsJFJpgjwuTz4fAG8DlgkAaIwj+QODrB5ZHikJOQ4PYjOLJXirAry3kbEKCUxXzLBLKsFgtsOWBUYggzYrfDII/AVT0DJ9437XxFAU8iorF2qC2exIsq1o3OoDiMRguLBJHiesAeeehcDfIR8BsWBUWipLPRJiWSGoSOTzjDZ4mzGywR0wWOHtb4erlAYurowQ3Q6BgECAwODSCST0wJrlfNjvkkOG1o3t+LaW69CfUsIhoWHQJOcQgn5TNkwNq8y0I3MYkWLBHfQBZvbxoAsarNsIsPwEPL0KvA6LLIMyeCZzI2SiUZpMkwMD47DwFgf7vvmfWgR2hY0vulDZ7QTuO/v72PAld1XYWHZWWofSXAmp0su+EDlD1YALwIqB7ojGOwbxWDfCGIdA+CIeUihC7O41zO/u6AHOZ8TCYOb1ah9prrSORFYoNgsaGmrR+OqIJM1NraEIEnijJIGqnvi9Elkf/0ouElyXoMCFJwGLF4V+f4OJAaisye3CRIyShti4no0XHUVY/51/vwgYid6p1RboUSrN+yFOxxgf6t+aKM6xePxcRDLlBQuDMSarW+pzQjYIRYXgT0NDWE4XR4GkBl6Cel0ipnL63qJSVTJX4tYX+RRZ3e42HYEcFTM4x0OB+hF2xBbjJhkAwP9uHChEwQsE+BDTLXvfvf/w9CQ+VCxkCLLIl75ylvR3r6GGd3Ta6GF6krMrkoSI3l21TLBZd5afaM4TSllz/czj8FkPI2RwSiS8QxLWq0uJA/yrfNPYHPVNwdw7Y1bse3K9QuazLE6nO5Gx0+fhEEs3EmFZL7tt+2Gt2VxIFMxH0dxbD/E7AuAoaJAvobx2BRwqyTYUcivAWfbDs/uvVB8C/uOXmhf0nVTzKWQ6TiC2DO/htZ1CsV4AkYVQ3O6fbPFHacNhkhsrsmLOBxbFLIFfVCa18Gx4WpYGrdAtJrM0cup0PWcjSYwepy8tS6gmMotjq1lkRC4op0lITrr/dMGL8QOHkDhhaPTg1x2h8nkamtn90cCyEl+SKBWb2/vory16D7k8Xiwe/e12LlzJ0Kh4EvenyaraxRa4iSQPgbBSI97dc06zsiAXnCCs7WCU1rAyXTd8YChQddUGJIHvOwHx09kF5LXLX1nV0yWK99BdCx6zsumckhF08jGs8gms8glckzuSO/f9/H3YYe8a8HD/7x2Gn/9tx/Ctmu3o76tDq46V0333QUfcOWD/ydbYPLiIHvPEiJNrzCjkGVpkmScf9ErLI2/+sf/wtuazi+qzVZSFKdvvud+4zdNf+cyc+vF+nnFw/87bYXIM9xhs7IF21rKbNuTYm10LMHIOQSULUdZAbiWo1UvkX0uBYMr2T6GN7/yrSZ4Q+dVbVZeAaeW6HzJV4U8eHQ1j9RIFCrJVohhlS8wpkepMJGpQmahlChnYSDf7N5f5IPk9nJwqBHw8dlTEnmvB1l3E5K6E5yiwLBYzAd6MsxmTDIDisNAyNIFb/6Y6bU1qRCIR4wlorzTA1TRGkRfpg2dPU4UcxPPgyRv7noXvGEvW40jtpxApsBjMRTHkhPli/TwWiggk06jOMdkhOSLjjovHG2NEJ0+siCbWSo0Ux+SF5imMV8gigzXJrF3xmWkjCUkwua0oq6xDuHWMMLNYdhtduZNVcyTf4bJfiMQhRM5SBYZil2CxWFlVHtaKKLnTxoDBGpKkgEe5JuWM79oKeVSTYDX0uC1LDo6u/Cdb/0rbt9hWfAI/NTjOfzXv30F8DRDdDdC9LWAp1j3RRhtz6cyxMzrPXAcQwdOIhNLsYRGSmok83ryaaoGMiW7BVxzADGLBblpJunzOe7kbQnwoi8ZkjQ2toZQ3zjRx6syQWWA0onjyO1/fALIRQ9DaYpPNyQYHg621Ekgn565ShwHu9cKZ2M95K2/hcFeG8aePl8F7pmBCCT9bXv9HvBeGwOBKp5YppxwBMPDI4zdWC0nXEw7zPZZagMCeCjq3uv1shRE+r9czpQQ0wSI2oHqIkk0QRLgcNjhcDjHtyOAqwKWESOMJo8VCSQlZCqKwpiayWSKSSbvueceDA/Pfr+arc50rd18803YvHkzstncuHSZjst8/jSN1Xe+wBd9ns7tyit3lZMY18w56aJjPPfoMez/wdPoOTPIAhVmKgTkupvccLS4sO26jdh13RYmsV2MpI3aefhEJzp//jSMaQzsrWEP2n97N9wNdfMeQtSWavICjNh+iEWSZBZRGBqEnpwKWGt8AGq6FXxgOzzXXQ+L3THv4y3kA2xsFlUzATFyGtwoJSAWWJpjPplBZiiK7EiSfT+xvpnJ9538fshv06ZAh3nfhqxAlQJICqsQyweg6nYoTgVtO1vQur0VDi9JGF/eIFeFrTV2tg/R451InF88W8veEoB/SxuCW0y21mxtRNdp7OB+FJ5/Dpw+NQxGtzuQ3bAFR3v7loStRfcik621kzE3awGzFzIuF/sZk9V1EqXUKfCFrjm8ushPQgInugDBDk4kRjAPwygCusk21nQehrIanL0NomIu7M63VIMF73nPexY19mlfd999N9asWTPfaqxsv9ICS94C1eAu/X7XXXct+hh037v33nsXvZ/LbQfP3vJbLFCDEtNfzJ9XPjI9wPVya98VgOvl1mPzqO9SAFzxlhHcceufzeOotW9a8RDgNdWUPWWz0BJp6ExuWGRSRUqqm7zCX30EnuNYipyVEOUZ3G4rkkR7vAd6ZpIkkXy+yFOJAA2rBUa4ESlHC9KGAyWdGwe0KsckDzK/Ywx+7aTJ2pqlEPJeNAQM5ltwrtuP6PDMSVFUdavbCm/YDRuxxADQsUSjBC6dRHFoDBqZ27NJoTmJpokwTVpnY/zQfogp5a33w9nSCMPlQkmQmCE+S3GkDcpeZ5WfjCUki6AUP2aKTxR4iUc6m0b/YD8Ghgagc0a53cjOkpYYCI0wF0MJ6CKQzmq3YuPmDdiyZQuC4TrwRonRoVGklaAsAwaNYhaclmP/xxGIpWbAqSkTDGP9aYDTVIB8Ayi1i8klzXbsjMTxtW/9AJ+91Wyv+Za8ZuCtP8vgh597J/soMz+m6HhnGHC3gGOAVxMEm3fJAS96MIj3RDDw5EkkzvVXrf6T/5vJUiIPNEprzGQKKFoEpFwOUB4cyXmXu1DiJ4FedWEfmlpDCDcF0NAchC/gZnVLnzqB7P594Eqm1Dg+FEcikmSsDs5fB72xDo5SJ6z5XlrinlBdGl/eBmItelhfJiNJxJNuxAvNiMZ45DN5FPJ5aLyB3FoPzseGkM9nmaSTMaZmYbgtd7uwBEtBYGwuYjRRqYBr9JPGLNWPtqsAYua2AmNBkJcVAWT0ovcEEhGYRawtMqg/c+YsY1tUwOul9OCiehFASGyzVCrFUlfp+AS0VdhkFX+z+QBfdH6BQAA7d17BrvWWluZpGSgnnjuHw/tPYLRvDPmBNBI9CXFs5bIAACAASURBVJRY6MfUQpe+021H4+oQ9vzuLmy6fmNNfltz9T+BFEPPn0f3A4enlZLZWgJY/du74azzzrWr8b8zSWLsOfCxxyAii5KqMnDLSJGx/cV7vsFJKBpNUBNhyM3b4L3+RogL9JOrtXIVwFUbOg2NQK3h4+B1ddoERFqUyYzEkR2KoZgtMLY1WQnMxBbmrHYY3iCS9vWIZoNI5+wg1nY1MMYSZC0CGjeGsWp7MxrXNyxJP9Z6/kuxncnWSo4nIRaTi2VriQhcsRqBTa1whqeytWarM12XBHKpLxDIZTKzS3oJI8MjDPBP8yLOOt3oIan7Au6TJlvLjWuvNdla9fWhRYEzS9H+te6DsbryI9CSFVZXZgZWFz34sOji8ovoEQTolu9FrN0M6JCgS2EY9i0QXRsgiNLLpi1qbbOV7VZaYKUFLt0WOHLLq6ss5itAV8WSa/ne73rkgUu3UeZRsxWAax6N9XLb9FICuGjiR8wcWsTligUIpSL0dBaleJoZt+v0ID1lRZ8m+UVk0zlo03hPVPqD9q1YZdjsJvOmuti8MjxyEnKsLElkRuE8OIEHpRRxkgiDHnRsVhSCrRhDkEVJTy50DJtDR518Ad7CcUIZZh8OHA/VWo9RbEDfsBuj3VFkxtJzYVHMj8jb6IEv7GWG5szAntg1MgeeJvkDI9ASlNhoghwkb8rkMuwhlwFC1L7Mmd8EmxhGRG0vcIxx4m8Iwt0SgntjC7xrm0HeWQyQIkCLscdEEJOOSjVbojJxp4d98vPYv/8AM6In3xwrr8MqGlAEHYqoQ+ENSNAgowBZV+FSeLSGvaj3u8ETMDae8FKJPZ7S2uX/qLDyKv0xsV+WGuCaXAsyRtZ5EYbig+FdBd7dCMHTCMFVvyCz9sr+mdnzkTMY2HdsWk+g6nqQJ4t7UzPC12wAFIvp49U7ir6uCPp7hplk+KLx8/LdoSo+Xi6vA81tITSSaX1uFMWDTyLRH0UhVZhA+DC8AaTr18ElDcCnHgNyacbOszgtUDwW6LzOmFfFRBZqJMF8+KA4EDFWo7NbhkoefWu96NOSczIVl++sZ95z5dogsIvAqwrwRcmDfn8AgYCfAVgEZNHvxPiizySTSfT09KCnp5fJEel3ArOYhHGaspQAV/XuCSwkhhj5kpHEkyaHFeDObrexe4XTSS9TRkkvqn+pRDLHmRlfxEKjJMYdOyiJcSvq6gIYG47j8IHjeO7pMwwMpaLYZPBpDdEzY8zcubqIIo9QYwDBeh8EaluBQ+OWBmy8fh2Cq4KLYnHRcehc+4+cQd+Dz04LcjnaQ1j923tg987u90b70ooFqKNPQEwfJp4utHwOKoFbmYnsRV2woqCuhharg7JhKzzX7llWoIfGU3H0AgO1MPgCBC3LgK25Cs3t1UwO2eE41Fia3VvI40/Ll1ldogWGbEdSb0Q85UYipoC3WiA2BqGJ1lkTUmmRxO63o23nKrTtWFU2pr80WV3jbK1zZbbWuSVgazUTW6sVwa3tc7K1ZusnArnG9u9D7KkDGBmKsFAMFoZRAbTcbnS4fAzkqqWw5ydFwYYNG7BrF7G1dlyybK1azoe2YeM/cRJ66iT4QndNCYwz7ZvxyA0Zun0beOcmiLaXH0hba7utbLfSAistcOm0wOFbXjPuKs8YXFUu88v5/qpHVwCuS2cUrNRk2hZ4KQEuljZHnlIEZmgq+KKKUiKNUirHwCwzjXBmRlP1CZEfDYFcNAmeRTUBSZaYZJFWIUmS6PJycJWGwSdjzBuEp2RBMm3lebA0HVq0I7aF04F0YDXiJQ9KxGyaVIiN5HeMwl86AUtuYNJfyyBMBYshbEm2ImHdhJFCK7I5uQxS8UzClRhMlAEnnoFZxJQhsI2S75hEU+DAywICLT40b2qEJ+gxWVQM5DKlfem+YcRP9yDTNcyM9TOZNPPJIiNtMwmyHJY9riml9UgT7Xe6nGhqakIgGABvV1B3xWrUbW2D1WP6TVVWfXWmty8nsqgZpsMnthXFEZP+vpAcRaTnPIb7OqEXizAM0j+afkT0c3Kh8UCT/HA4XJ7sL/6iXW6Aa3INCQglhpch2QHvKsDdBKEia5xDXlLZV3okhv6DJxF9oRPGDOyVyrYkz2u4fgsarzYTxyql4uNF10NfTwRDfaPo7xpG94VBBgiTx9FyFzJKV0qALzkM31gnBIOSBgnsEaEbOiiNU3X70CuGISCKVl8ETrEPqp5hcji6XGy8DCFZgF5dX0FCVmlCv3M1nk0VGEvxpSx0TVDbV14k+aurCzLGkt9PUkUCsfzsd/q/imcbXUfUT5HIMAOxurt7mNlzJBJhgFYtwQ103ssFcFXalAEaqsrALmJ3pVLJKSw5YmhRKqvNNhn4kky5MQO+TNCrwrAjQNTt9sBjCyExRMxTke2jGjSn8SKDR24ghURfkrEYPX4n6up9cLhsU4AsxaVg8y3rse6atYsGh6ie/YdOof+R56a9Dt3rGxmTS3HYZhx+arofpeh+iIVzDLQvZjMoEriVmwgslAQ3Cpl2lJIeKNt3wrvr6gXJnua6DlgfxAdQHDoFRI6Dz0VNCeICCqUA58YSyEbijIBpyAqSegOicSeGeiUU0wXoVR6T9J0lN9aB83lQLAmzSuHpu4C+Uxs2hfFM1yGc7T6zKGYMXWtf/epXF7WPShMxtlYsibET3Rh9rgNqgsz2a3tOmdLMtEAlE1urnbG1XA2BRfU7k8GqKpMfPv/8C7B3X4CtvwfGdL56bi/OuTzomwXkouck8ggkthbJEOvrzYWby6mMs7oogTFDXl3Z2ry6ZmgEYnWVpAYY9q2QPORBuMLqupzGy8q5rLTApdQCh17xmpfEg+uax/7nUmqGBddlhcG14Ka79D/4YgJcBNawV0kDX1KBfJ4BWnqmwAzFCdRaTKEHFZIr5rPqOIAzZX+0EmmzwNPsRygswJbog14oMBq6wcCbSrqiiUaRH1TJH0La1YKMZmP7ZZN0S5nRpIiw2TV49LNwpujhqMjAKJq8MQCPMcGIZUUMKfpdhO5qgt68G1J4KyRiR8llYIrj2KR2uGsEZw6cxXDHmMm8KdepzIofB5ho/446BzbftB6rr2yf8uBJD+Lp4RhGjl3AyNEO6HkV/T396OntYZNMsz48Y6vxFMdOkjMRsMgGrAqH+pAHgYATIk/bqrB7JNi9EhQrTImgoU1KTzFp+9WFwLR4IoGhwSGMRcdmNb6vfI7qQgbd9DBNq8YzqEprGiovNsA1uVIEGRokaySWl7sV8JiAl0CyRtn0nKlM6KlPyP9n8MkTyA8lZj0/6itikTTs3gRfW8OcjJUKmELja7B/hDG8BnqG0dM5hGQszQCvGrHkWetFxxEkAbIGpHriSPQnmPxobUhDXbyHSbPoQBWglvpWrwuhv64BKVsBbY4RNBcvQM8nYRNkyCkKqJh4X2Dt5bIgZ7ehk2vF8bgVqcmy4ppGR+0bTQaxCNCpq6tjL9Nvy8MArAqQVenXSt9Wtz+BWb29fUxu2NFxgbGjCNBaiFyIzmC5Aa4J17MB5HI5RKNjGBuLIpPJMtP8mepO7USTZAK+3G7nOOOLrmtZsCMRKaCvcxRqocjGsAkG+uD3m+mdlfYj9q29xANxDW6X6Vc2U6HvmJYdTdi4dx38jf45r43ZRgFdk71PHsfg48emDUTwbmlhTC7ZMjHIha4zNX4SRnwfpNIouytq6STUwSFAvejHSIsoRYRRTDbByFhhvXo33NtNdsxSFTaBT42iOHQSRuQk+PQg+FKBOXYsrNAKDQdDUECsM9XeiGTSgeHzJZToelWLLFgmFc0wE21N08FzAvueIZk6b7PA0hKCJtlQKpRMJjEpwEokqyfg23yxMWUAB848gQtPdsFlkFx5YaXDfgpf+rt/gqfRA2+9yX6m4BL2vVwDYDOBrXWiC4mzA4tOQrQ3+eHf2rZotha1CI1Tup8Qc/qpp54eT0K0Wq3YwpXgjAxOD3J5vDjn9KIvfXGRoMLWWr9+PXbtuhJXXPHyZ2vVOmpMVtcJ6OTVpfZD4In1XrnXUGw3fReZYSAXC10PtM1ENrkBESXOCsO+DZxjLSRr/ZJe17We08p2Ky2w0gKXbws8dfNrTSLIi+UuXz7OtY+vAFyX76i6TM5sOQEuxs4iQKuogiupMDI5lJIV/yxKpFk4i2QC6DHOjDJjJPK5AnJZc1Wa5FuiIkFQJHBOK+C0QXZK8Bkx+AtR2O0WCDSRqgakGDDFgbNYIG7YBMf2nbA4XWxFmaR6FXkeexgaOAZ07oOYHpwyIiYDMyXBAqNpN+T2PZAcs/u35LN5nPj1KZx54jxLopytiIqI1de0YfMNG2FzWccnmxWjRyYZSscQPXUOyXOdSEUGkYwOo5hPQkQBEq9ChAqJKzCAjrGr2IsSCkXYrday8TTJGzmINhmKzwVrgAydaRI698VAq/3ETOnvH0AuW5sswu6wo6GhASTpov5YSHmpAa7p6jzu4+WoBzzk49UAQwli8EQEI0+fmTbBrXo/nEVE6Jr1aNqzFfIsCamztVc14BIdTWCwdxgDvSPo7YpgZCjGUp+oz6YrbFzRH8gDrFBgk6kCeQrl85BFEUqRR7onhWwyZwLNBti43NrEIZjuH5fO0i5kRQJvE5AN+nHW6kWe19Hi07DFFoNnpBOlVGrqdeVUkJV1aEUNHC8ipTSgQwuhM4FFSRUng1gEwpgglp8BV8QupFdFTjgZxKquaIVBR2wKmnj29BCg1Ynz58+zBMW5wh/mM9ZfTICrul40DlKpNJMwUpIqnddMMsrqz5Ess87ZhOhAAel0DrIkMb8yxqolPybBjLT3+rzw0rahOuy8dgOuum4zCrEcTu07i5HOsZkNzssHswfs2HzzBqzZZcq9FlronHr2PY/B/SfJzGjibjgOvh2tWPOa3RP81gojByEk9zPZE10rxWQcxcFB0iuOf17nLVC1VmjROkATYLvuRrg3b6kJcJnrXExWSgra4EnoBGrFu8HrBXNBYhGFMVRFKwz/GvC0QFPXDl4yGWzxriFEnqXvGLrGdSabl502ggOgczxKmnkv0CgllxjJThtErwuGJDNwi7y8SIqaS+WQiWfHvb32n9iHzkPdWCW0L6jmWT2DY/JRfOCPPsQ+X1loc/hs8DX54Amb4S3+Rh9jQE9edMjGUxg70YXRo0vE1tphJiEuBVuL7iNPP30IzzxzhN1n6F48udhsVmw2yiBXaeoiouH14pzDi2FKAHQ5ce21u3HllVcwJnUt4N+COuUS/xADNNUoStle8GoEHEeLsimglIZRTJTN5suJN5wMTrQDvEIoLY12GAQg81ZAtIETbNAJ6BJc0KUQBPsq8PzsYQGXePOsVG+lBVZa4BJpgYM3/XaZWGCqayq+xAS4L+f73Y//4hJpgcVVY4XBtbj2u6Q/vVQA15t/461l/ywDZAjPa0XoyYwJaKkl0z+LmX+XC5mWV/1OsjuTSWQynUwGlPn+4s/y79OBUewzlLAogJMFZNUixgoqsoKAgsCjIIpssu01cgjEesFHR9n2/qAL4aYgk9FUF92iwHbNtXBvMZOBqouZhjUCrfNJ8P1Pg2erejMXWqUvuVeBb70OlsatNT800sSq+1gPTjx+GonBZNlvy2SG0UsSCJRSIQpFSFIRnoCMcKsTXq9oxvSqKSCfAlfMsBVHksgYJAtLppEZjiIxNIp0MjUnc4QexshomlgY471GgBPPQQm4YPW5IFFi1hwYFC0yEPuDzLIHBwdr8oWividAgdhcZL491zEm98KlCHBNHEsUJFhAeiwDNS+jINahCA9UzYmiZgcokbMyqeY4UIpbeM9mBDe11jyOar0BVUCZVDLDfLyI4UWAV+fZXqTTFFZgGrsTkJHL55DP5RnjkOSGFouMkNMLIQlkRrLT9q3dbcXWRiCQGgAPHYKVYFUN+TKrK+sL4pmsBbKsYJNixdpAHA1KN5CNM+YHW6SykTxxKpDFKw70SatxPGFFIj11knfxVjNRTkgm6sFgHRtjleTDiicWjbfZQKwJ9wtqB11nZvDd3d1MctjZ2cVALZJPzzeBsNY+o+1eKoBr8j0xkUgwCSMlWVakiNXbWK0KfK4QtLSEsQglvE69bzKfsiqT/sbWINZsbsCGre3YsmUTtm3bxlJnzxw4h3NPXpgT/KdFlvZdq7Bh73p4gnT/WBhQTufT9dhRDB88PVWOxnMIXLkG7a+6CoaWQpH8tnLHwUNj3zlqLAZtaHCCLLsk2FHIr4U+6oYhCnBefzOc69Yv6pqeKQGRY5PuxZUSb4HhCMGo3wo5vAmiIzBe12wuD6tC938Oar6AyNFzGDhwApIkw91eD1vQC6vfCVGxMA+oQirP5MnFXAGCRYLidYKXZebjlUtmMdoTQ9/JfqSJWVrUsdQA1+SWYCwukV48PA1ueJu88NS7wKt5FPpGkTo3MKdUfLbWpUU2W6Mf/m2tCG5pZ0DoYoAj9lzQ3Y0jR4it9dQ4W2u2OtB392ajaDK5qrz86Gqg5xtX22r4bn0ldtxww8veW2txI33qp1lARC4FC5+GURgAMucAdcAMteFlcHIQnNIMSC4YJZWBYcgPA7IHkHzgZB/AKWwSapToeTgOjcBeayMka3hR4PtSn+vK/lZaYKUFXl4tcODG28oMrgrOZRI92ASbVtfGmV1L+/66fT9/eTXUDLVdAbgui26c/iTe9KY3If5oBFaLdUFnmSvkoLbo+Oib7kIxloKWzIAr0Rd5yQSpiOFDoFXFuL0s26tI99jPslG6WYGLE5CLAFh11SZOUEhCSKvBstsOR1MA9rAPzoYA7CEvBnoj+PWvjuDC6T5mjt4spuEbuoASpQqWCx3b5bEj3FQHh9Nmel+FG+HYdTXsLaumTIhoolPofQ7chV9DyA7N2WYlknG07IGl/TpINteE7atjoisSH6OYh66mYeTTLEVQV7PIRUcxfLYLqb4h8FoWkpGDgBw4AtYINGTeVkSf19mDuqfeDV+DaUA/UyHpYDFfwGjvEBL9I2xiMgGAnPRBmgSQ3MFus0/0tmFG9Rxkl42xuixukt3NPomkY0djMQwODjH2Ry3aODKSJmNqAroITJm+cKZvWlkuQD87hxL4l29+B7+1nh4wF1buO5TD9z7/XvAkP10kA6K6BsSQygzHkB2MAqUqthQvwBAt0EUFqhSCyvugwQ3bui1ouHojnIHa09tm7P+y/1NlDJI3W8VjiX4nkILAilgsyrqnmDOQSxeRjOWQHCNwS2WyMip+jxs+yYnCYB65WcAl2tbuteGqNRK82X5k8+S1NXHyrTc2I17wIHlmkAHdjS0i2hpScBuDECQDqlOCRuNeIMDLBJUqCW4cLyBlDaNTC6M7LY6botvtdgZikbF7tScWgVqUDlgriDWx78xjUyoZmcHThLOjoxODgwPz8s9a2Ig0P0UTZWI93X///azvFlNe+9rXoKmpedwnq1b/r+mOSeOaxpDJ7Bpj7eRxeeGQ/RgbyIMA1LmK3WGFv8GKvBHHWHSUTQKtVgvcbi/Wr1+Hbdu2IKiEEDuTRH6sYEqZy5Gv04FY7rALG29aj/YdrQueUNK9v/Ohwxg5dH7qPUvkEb7Oi9CqIcgl8mA0fQ7VsTFow5EJ4FaRr0MxtQp6XAHncMCx9yY421cvCHwbT0CMnAGlIHLDxxhTa65Fl7nan/6u8zJKFi9QvxVi/QZI3qYJbRdPpvHnH/kyzl7oZbv78qfvwu4rN7P+jnYOYOx4F3jNwEd/9kuc6JnoS/m1v3knDh46ge8++MSEqvzZG16FV1+xE51HupEYTrDExeUGuCoVIIa2IBjgMmlolEiczoEzDCh2C2S7BRabDIvNwpKDzbE2y/dcxVtrR5uZhNgQWJQnHPUzjb8KW6uzs3NattZs/Uog1xajCEdkkJ2XLIkIBkMs5IEtXtWF4Ln5Ftjqw7UMj/8T2/z0f/fjs1/5D3au1165GZ//yJshaBHo0QPgtVEIogWcfQNga8ORUyP42y/ej59/4x0wMmeQz+u4+vafTGmnIz95P6Ts8ygVhlESAjDsm/FXf/ONRYGeND7uvvturFmz5v9Ev6yc5MurBYhIsdhCz2n33nvvYndz2X1+/w2/c5HBVfZRLiNb477Ky/F+777/vizacgXguiy6cfqTuOOOO7DuQBp2YSbQYPaTz5RUPOkcwUdve6u54fSo1NK0ID1TigIDtGxBN1sVddT74WwMwEqrwFWeLZUDplIZHPzfA0gcOgxlqBdG8aJEpLpSlNjV0N6I4HXXwnPVNZAdE9OxGGsrEYHWeQB8/zPgjelZWxUfI5JylDytwKrdkOrWAsWyCbuagU6G7GoOHLGsCmnTlJ3YVoUUOKK2MxBFZw+h5u8Gm8THh5OI9ZvysdkKAVs2jw3esAdW5+zADtWXTLojXX0sFcugtMpZ0iglUQJJB60K7XfSAz6Bl4rEVuutlIZIvl6zzAHIb4W8ufr6+6GSD9p0hZh+lGDJU78LcDrdqA+H4fMHAMUJyI6qlw28bAVnsYMjfyuLHV0DY/j+//vZoh4eacL2wXf9CfR4P/R4HxDvAV9Ms0kk+ZDNtzDAKJtHJhKDGs/MaVDMWSRYG0JQgn4maYSn2fTxogmnxTHtuKc6VWSI04FY5J9EIBa9SDqqaWZK32TAqfrcCGQgQIVehsaDNyRwCQGZ7hzi/UkmGZyt0ETRUm9FyaFjjZhCIDo4AVSlAAiPKEG1eHA+JrNEUSoWhxWbrhDgtXUhMTrEgC9i+ciKyF6ixEO2iKB0PtligWR3QyMpcNseBMJNcDgc48buC2HwVMs5+/r60dvbg66uHnR0dDAgZzH+WfMZO9TusmzB2rWr0draipaWFqxa1YIf/vCHCwJHKseu0Nj/4A/+AENDEQbajYyMYng4wtiWw8MjCwa+SG6YSWgY6owzCWyJGImzeD8RkO0P2WFxGYgmI8jOIGemsUj9un71eoT4eqgDRUi8BKvNyoB4ArysihWK9SLwRb6JJOXeeP16uHxzpx9O1zcEMnQ88DTGjnaMSySJoeOoH4PbcwqOgARn2M8+WhgdQWlkeNyvx+AkqHoTtHg9kObABerg3Hsj7E3N8+4/MwGx00xAHHoBArsfTf/dNp8xxuTTgg0Ib4MQWg8xsHpGRs+/f/+XOHrsHL7ymbvw0L5n8F8/eQTf/qe/Hj8c1THRNYRkNAnZ5YDksqJY0vG6t38c3/779yNot6OgFiHZLMxo/UP3/Ctuvnobrt+wCWee6kC0L7rsABcLcSFgq1iAPhZDcTiOUm76JElaN2EyZlmA4rBAJi+xMuhF45YFE0sibI0+01uL2FpkaVCDx9dMfWSytXqYt9bBgwdrYmvNtC/T486LvS4bGvMZBHy+qRYDwRA8N90CW6h+PsPmstyWxubOV74dP/yXT2BdezPe+M5P4iPv/WNctX0DA3HJYw/5TgiSE5/6txfw4189i9amOvzi3+6GkTnFno+Sqh2Q68AJdpw+34e7Pn4fDt7/YXCpZ6FnO4ASyfh5vPHOL+ETf2beNxZSvv1AEne+93No33QTRHvzCgtvIY248pllaQF6vrz99jvw4IMPL2r/73rXnfja1762qH1cjh9+4obfeSksuHDDEz+7LJpzBeC6LLpx+pMgZL3xwQgaLQszcO0vxPGsN4G7X3P70rcSrYKKxAAT4GgOwNbgg7MMaEk2ZcaJfaUi9BCS7upE+vBTGDp6AoN95gRruiI47Ig3rEHbTdfhmhsnmvzSBLbQexTchcchZIYr+YMwyM+iVIRBEVK6Zr7XNZR4GXpgIwS7G0IhUZYIkt04gVbEuCK54PwNfgkYyadyiA0mkImRj9Xs+yA/ETLVNaU5s3cP88gaimCodwB8XmMvSsCabjJKrDy73cbYXNM+vFfkiz4nY3XRRGAym8xkWZFQjUMmm0dkhMCWKEw3MAtUTobKWVCEiHyJQ17jkdc55Es8ipyMjduuxDXXXsMm+TTZXQhwsZABWwE7SskItFgv9MQAuHgPuNwYA7vmmmQSUJmNJpEdikLPzwGOETPObYMt5GUgT3WhiajBidDtIRjuZnCuMDh3I5Iqx5gzxL4i9szo6BgDLCgmnsYxTZhq8Umaq20csgOWtIJMTx7FPDHbOBg6h6JaQrGgsZ8EYFbAE0edHYaHw1A6hlw2D7fHgau9QCA+xEAumgh6JRl8tsDWoHLeenSMicjF01Dcdgz7bbBYM9gRyqAOg+BKRZYuSn1PTCaaYCpWC+xOK4j9Y3PYINavg9C2F0pT7bJgOu9KH1N7dXV1o7e3l8kNOzrOM1P1pfTPmm0ySoCWy+XC6tUEaK1CS0szVq0i/xZTjr2cY74CirKJnKoyEJSALgJECfgi9iWNKwJECfSZzPii+llEKzKxEvovxJDLFRhwni8UUGAeZCpr5+o7mMtth79RQbIwwoDDWgq1gdPpwvrQeihJK7QUMYfLcnUW7CEwdoqNQC/2UtC4th5XvGo7WretGr93zKcti6qK8784iNgL3eCtPNwNA3AqZ9jiBLFZrWEfk47rxKorMz7JjL2grkFp1AdOLYJvaIRr743zAhLGExAjp8ANHQe3iATE6ral+wh9ZxmhzRCCGyCFN9V0T73zA/+I33vtDXjljVexcbDntvfgqV98fQKDl8ZFPpGGli1Atim4/1cHcOCZ4/jiB9+GTCTOvpeIbX1haBhv+eA/4hf3/S0S5wbRc2oAo9EC1JS6LAwuk60FcJkUioOj0MgvcI7E2injsUziIlsEq88O75ZV8G9uRXBDI+qa6sYN7Ocztir3H+rrCluLklWn89aq5fqgbeg+QhYDu3eTt9ZO5mkZ//Wj0M6cmpY9zYXCcBPIFQzWeojLcrvnjp/HRz//b/if797Dzo8AXcUi4Y9ef+v4+TIGcSmDVDqLs52D+OQX/xO/+PcPwUgevsppKAAAIABJREFUhaHFwYkecPbV4KQA/vKT/44dm1pxx+9shR4/BCPXA5QTTH//zi/j2x8NQ7EsLKHyQ1+L4D1v/yOsaq5DSQzAsG2G4FwP0eJdMGP1suzUlZN60VqA7mGHDx/GQw89gu9///s4edIEfRdWDKwAXNO33L7rX/+SMLhueOKnC+vKS+xTKwDXJdYhS1mdSwrgokQ/kYdos8DeFIAj7IMj7IerqY5NVOazEspWj58/ityhp8CVJ1Nkpj3QM4ICmdwSM4h5donQAkGM2OsxVhRBnt1bt4ex84pWyLwGNTEE9B+FMPwCuGKOAVrQi2yCXY43ZEwr9mDKiyg5GsC56iGJ4oLYPbX0LYFRsYEYYgPxOVMJCVhy1jmYiS4Zes9W6DSSiST6B/qRTqRg0XnwWQK6Jvmnsa8pjhlDE5vLIhP7r5wkxJNEkBhXtNwtAJIAwemGHAxBqW8AbyHWFbGrbOZPmVhXdpREBac7erBv/1MMSGBpWmVfo5nqTJP/W2+9FTfcsJexNl6KMg54ZeMoxfpQSvQDiV5wyQHG8uNorJSn8VqhyFhb+dHknKwtiMRS9MBRT/4dpqa+PMqYBxaBBAXVNHin9/mihkLRQJ63Ig4PYiUFI3kRYwWBATLT+R0tpL0sFgscmgOFviLSkcwU/7aL4AvPAC8CrqSggtF8CpGRMajqRZaJ2+vEtR4DdekReGUZQlZl7ULXJYHaqr8BkZIXmXovEuDBwWRqrfOMoEk/DYO8uaYpjElBHnWyCIfPD33VbtjWXY/G1WbS6GRwqDLOiMlo+mf14sKFTtDEktpuOf2zKtWnOtFElEztV69uZ0AWAVoVo+f53PsW0q+1fqYa+KK2mY7xRT5khSTQe24UYyPJKbumcVwiqXc5oIAkzd6wDbylgLHEMPv/+RYCOut9YQT5ILgxc6woFsW8LVXtjN3zKUnXYUXTFQ0Ibw3BH/SzIAFq+1AoNAH0mgmcyGdz6HroIYiZQ7AKvWVzaTI04sHrOUiGyhJy6eAlwYNCph161A6uVIKwqh3uvTdA8fnmPM3pEhAFAtIWsEBSfTBmFk+gln8NuNAmSOHNECTLvL5jb3vzR/Cp9/8ZdmwxZVGv+qMP4Jtf+CCaGuqm9rlhIJPM4Ldu/zD+6cPvQHvAi2TnEFsAcTQG8KF/+jZ2bGjHG2+8BoNHO9D3zFlkSgZUxY6Hj+zDhYNdizaZ/9DtHzbZWloB+ujsbK05O4a6WpEg+RwQ6vwoWazQVFMuXTGx97f44KMFppAb3gYvXAGTZT7TtczCDHp68eyzzzK2Vi6XX/C9p5KEuHbtGuzatYsBW9ULQZRyGX3sYWhnT08PctU3MLmiNTC1L2tpm8thm0cPPIvv//QxfOMf7man88CjT+PgM8fx6Q+W1QqTTrKjawB3/c2X8Yt//whK8cNAoRe87Afv2IzTPTnccfc/4/HvfRwKNwwj8SyMQgQoM8CXCuBqa75oX1AyZOjWNhi2jZBcG1n/XyrfI5fD+Fg5h5lbgDx2H3/813jyyYNsgWz//idw8uTpFYBrGQbN43sJ4DJLJUzxxXh/0/6p8utlOL1l3+UKwLXsTfzSHeClBLiYf5YowOKp8s8KB9jEfrYHwdlaiyZg+UQcqWePQO04awIJvOlTxaGIfCGLRDSOYj4LUSihZFfAMv2KNCkxfa04lOD0BxAM2mBNd0LIz80mKMlOlHzrIFvtEMqrcsvZq3QjIxPe+GAc+dQcE0KOg8UuwxP2wOkjudbsNStpJSYb7O/vZ2CDAhmixgFFg1l9kVxQh4QiLNA5BVZXAA53ADq91yXohoiSLkPXZZQMCYZOgAUPwW5BYFs76revhsVpm/KwRX1HIMMTT+zHgw8+NKM8qbr2NE4ozvyGG67H9u3bLonVSgaYqDlosR5o8QEY8V6oPSeRHxxGKUlJTNNJTMsAFgeIdgWS1w5dEpAv5MeBAAKzctkcM3VnQMMMKYfUPpQuyEnk42VFgvcgASdG8wKGyci+qM1bVkcTJofkgJS0IN2dRoHAqFkKAUyOOgesLTI0JzHVOBiaAC2vo5AFcqkiA8D8AQ/2yBnYO86y86mKngAvSyhs2IgTcj0yyYvG8VSXkDOPNms/XPkukG/dHJWBam9ARN4ILrAeoUYfQo0B2J0yIsMRNqkkuSGN9wrLbTmvXdq3KJpyT/K9am9vY0xEArTI4H6h977lrvNc910mp+rox9NPHMNzh06B5OGVMUvhEvRijAcau+VFAW/AiUCzHWPJAZYCR+DWYhiG5Km2yt0KfkRCLpZlUkUCZek1+bbHwP8GB6QGAVkhy+pGbMBwuB6hEL2CzJ+IgC9ivVTMwU25+kmUhh9GtvMUiolyKiyBW1oGXDbF8CfRYYehrEIx2QAkzcUFce06uK+7ERaHY8bmnJiAeAp8vGuJEhB5Bmrp7hZwwU2QGjZBtJpBCgspr/nTv8Y9H7kTWzea6YYEcH3xb9+Dzetap93df/3kYTzx9Av40ofvRPR0DwqxDNxt9ehJJPD2T/wzfnnf36I0msbI8x3IDJE8sYhCsYQfnzmI44+dgV1cmKxU10sYFPvwsdvfD7V/BMV4dv5srfIZ0fcYpQiLYT84pxMaJ0EraLPijSw0R+RgcVjgb/bC2+CBu94Df4MXikNh18Lhw8+wJMQLFzoYsLXQQvcUYlfv2bMbO3fuZL6VM/UvMRFjjz0C7dwMIFe4kckVrYHAQqvzsvlcLl/AK//wA+P1/e9v/x0OP3caP/3lfnztnvex///lo0/jFw8fxFc/+5fTnhcBXO/92FcY46ukJlHMdEA0VPDWJvzlZ76PKza34s2vuwJ6+iSM7HmgSAnB5rLVcgBclUqSBLIEGbptG3jH+hUJ48tmVL78Klphnj700MMYGLjou7gCcC1fXz523e9OWvCquMtXjrk8728+8OPlO6kXcc8rANeL2Ngv9qFeNICLGFMM0OKZ5MrO/LN8zD9Lcc/sI0TtUT0hGjdmJxCh7F+lFzLQC2TInoEa6UWx+yy4xAg4PV9+ETOkZMoD9RKTEmZzBSQ5C1IlEXqVwTcnSJDsNjj4NBzFQTisgmlqPgMoZPASSs4mcM4QJJJTLkFi1XzGAMnBYoNxJIeTc7K56EHbXW9GohNzjR58wEzZiWNEZv0yIDthWBwwJBsGx9I4db4HAyNRUKS9YFggZiSUIgXkkgXoJE0qkewS8Hp9aGoIw+Gkidsc5rsWEb6Nzajb2g53i8mYqC40wSMGDX0pHj58pKZVbOqj667bg71796KhoWFZ5Vvz6p9iEX0HjyNy+BykUhSSmIKMOGRtGEYhCb2QQ0nNs0k9PerqNhFJowBVK84JYs2nHtTPBHjxooUBXknejbGChOG8iIxqzGqMbrK2nCj0qkgPT2VtUT0IdGIvAkTtCuo318G/zg9vyAOfz1t++ZnJOwEFdB2PDI2h+8hZDB84DutYF4RI3zjwwYInXDYUZBmpUAsu8AEUchM9hojNtcY9jEb9LLhsbBZWi5nAWBJk9BqtONKroJvYj4YOu1uG06PAYhfASwYMjsA/EwBcylLxLiO5YVtbG5qbm9DW1sqYhy9HQGty21Ci5tP7j+HAw0en9FNFikjXNQG0+XwOJaOEptU+WFwchkcGGLBFTDmSJl5MYiRJ7fSS8tn6hoFUvjB8JT8KQ0VoqsbauAJ2EfO0+g5FIINzjR05WxaZ3EQDfLo3VWSwBHg1NTVhU1MW9ZazsCocJF5ApncEWi4PXs2Ao88TgCcoyOabYaTDsCo2xkiUNm6B9/obIEpT/S6ZWbxWhDpwHDpJEEfPsoWSxX+fcKb8kKTM9Vsg1W+E6KxbkoWA29/7WbzzT2/Dnqu2sOv2mte8Cz/598+gsX4qIJLPq/iNP3w/vvrZv8DWDe1IDo2hEIlD8brw1/d+Fzs2tOGNN+9G9EQXYuf6oaZz499n9x96CIWTg2iT5ma8zTQufpw/jk/93l1QsyoD5wuZAhsXbJGA/s3hGMDYWl4HhKAPJcUGraBDn6+ksWq+Qfe3nJpDTssgWohCt5RQQAFFsQitZN5/ag16qLC1yGB8164r2atW2X6xkEf0sUdROn9m2kYgKS3JFa3keXkZFxq/g8MXFzJDdV48+8JZfOG+H+AH932Cnfn3f/YoTp7twqc+8GdzAlzj4JJh4NTZc3jz+/4Rj/7Xx2DjRmCknoNRGGJKgEpZToBrwrMVxIsSRtcGiLJnSe4Fl/HQWDm1GlqArp+BAWJtPY6nnnqasbaqywrAVUMjLnCTR/YQwGWWF5PBdcuT/2+BNb60PrYCcF1a/bGktVk2gKvinyWKzD/L3uBnkkNXYx1ERR6fEI8DVuVVfTJfN9Q0CLQyyIyd6B7FTNmIPW2aspMZOxmzMy8r09eKfHyKYyPlxKrZJ0WczQYxUIexlIqh3tHxSRRndcJhF+HMd4PPm/InZthuV2CzWaakJpVkF0r+tSZri8lGXppCD+nJ0RSig0kmkzDlgTxjWpG/isZbocEGjVeYgbAt6EdobQu8zQ3jZuycxQFOUqaYcZOP08MPP4onnniCTUDZCrGswK9ZIEeyzLukVJadkalzU3MTk/nU4jtCxsLkqxbY1obQtqlmxnQ8Wtl+9NHH0dPTXVPjEtvilltegeuv37uo1KqaDjbNRhWGCv2M9wyh87GjGD3ZDZI0MSlhPg9VU6HqGhy2EpyOIpxWFS5bBrycRa6YQalAKZ/z92ibb51Zf4sWZAUnA7yiRZISiogVuPEJVoW1lepKm15bZRCLpWoqCvM0IikYmbuTB1ZwVR2237oFa69aM6e/0WhHP87/aB9KWRUcmcWPnEdpoJuFKOg2CzIcB40CFQQe6XAbOjk/CvmJwBPVI+gsoNU6AE/hAgyV2A8moGVKMysv1WQPgUfOEsTJVAjPdxHgYl63xKiSFRkOpwVOnxV2lwxe0gFBH99HhXU0VztTnUwmhQNr1rQzIKu5uZkZw1dkIrVcH3Md51L4O7XpmROdOPzEMXSeG2SA96yFA1raw7jmhi1Yv6WNAU/UR9UeX/Q7PSyfOXOWmd1HIkMMAKt1wl85PkmYW91twCCPDIU5sMBX07eNAgksFoVJaFkQrMDD2eSAUM8hpaemBdWDPgXbWrOos/QDlKhKoRocD7/dAUcmAy6TZfJHQ3YhE21G5iwPTivC0VYPz003wrv7ugn3pAkJiJHT4CJLnYDoMRMQQxsg+Uzj6aUs937rJ4jFU/jY+27H0ePncPcnv46HfvAFBhB//Ts/wx+/4TcQDJjent/90YM4cPg47vv8X41XgUIpThw7j7d99Et44N6PQ49lMPLCBcbeKqkX/Ql/+fwBxI52YJd91YKqH9eyIIDrnrdUGDrl+wMxxDKFCaAXgVYmO5YU9mW2Vr0fnMsBjZPnZGvNWkFKriVgvxzikEwmTbaiYbDxR5Jq0SJBcosQXSJg0VGUitB4E/Ci78PqexDdY8hfbs+ea8fZWgvp42Iuh+jjj6JEjPdpkD6+sRmem14BxbdwE/QFddxL/CHy1br2te/GQz/4R4SDPtz5gS/gNbfuxut+cy9+/dTzSCQzuO2Ve8ZrWc3gqq76XR/9CnZuXYs7fu9maOlO6PH94LUoeOPiM+OLBXBdrBfH2PUrEsaXeJBdBoenexhJqslri0JppisrANfydfTDu39v+XY+y55vPfijl+S4S33QFYBrqVv0EtrfkgFct70ZnMRDdFjhaK6Drd4LBzG16n1M9geVGFaUFkgpglkYhYxpvk7/V0iDK6RgEHBFE4fx9MCyKfsc7VVSVagjI9DjsdmXYmlC4vZArgtCkGX2LBcdjWOgPw6IEhxIwpofMH22qgpJ+mjybnMQ24KDIchl1lYQEvmGLStriwMZsrNX2efKAD38OiakCOqSDZmMjv7zMUQupKBqEoolGZohMZkmgWDM374sbbM4JGx6xUZs2rthTolKJZ78gQceYKblbKJYZkT4dQW2eBGI5lgyIPPCCYXQ2NTIJpC1FGL28VYZdVesQWhbO6w+13idqL5kmk6yxUceebQmfx4CKzZv3sJki5s2bZzz/GqpY/U21TIrqh+1STRKL9PYPR5PoNgzivyxARTiaTapIbbQdIWBvU0eJJwGNGRRp2gIWDQ4jThcpSR0LQ+jWBg3q55vXeezPSfKDOQsiXZklCAKRT9iEQUjwxIEToDIi0zqpdBLITCUgFSTrycoItp3rcKGPeuZ58xcJTE4ivM/fgKFEZJpmEWwChDHLkApJuBcFWJgSTadQzaTRyZXRMQVxgXdg1zm4sSgwg6ikM0WZQCNxhloiSGWyslEnzPghOQB16u34Jk+Bf2R3LReYhZFAiU/urxWuLwKeNlgoFcFNKsALhX/LL/fzwzhKdmQJIcNDeEXxRB+rrZerr/HxhI4vP8YDu8/AZVkWnMUYtztecV2XLV3GxxO27RbVy94VDy+SDr6wgsv4NSpM0zCFYvF2X2g0g+zHVaWJTR4GuFSPShE1AlJnwROEcBFAC2NawoqsDmtcKy1I2tNj0uk6Z7W3ihiU3gMVgxPAJ9tkgiXVoSkqhDoa073YeyCC6nzOfCGwdjAeus6yHuvQXhTGwP/CZgoxbqhD59dhgREK4z6bRDrN8yagDhXX9Xy97FYEm97/z8gm8szoOvzH30Hbr7uCma4TcDAj7/5aaxf3Qxib93whvfiX7/wAWzftHrCru/66JexdV0b/uDGazDy3HkkOgahZi6yt2jjpQe4pjm7ssdhIUtMwhIMuxXwupBRBRTzGjQKXalietfSPpVt6LuXpPcU0DAUiTD/uVrAWkESQMmyolVkoBe9SmIJvJ1Hc1sTduzYxvy1amVrzVZnNZtF7PFHULpwfnqQq7kFnhtvgeK96PE0nzZ4uW77vZ8+gi9943447DasaW3EVz59FxRFxhe/cT+6e4fw5U/fxU7t7778H/jfxw8hGksyD7pPvO8Oxmw8da4bd/zF5/DYj/4Jdpv5PETPU8XEMRipU+DVPgicylIUl8JkvtqDq9Y2NyWMFui2rSsSxlobbWU79sxEqdLE2jp06PAU1lZ1E60AXMs3YB58iQCuV64AXMvXqSt7XpoWeNOb3oS6sy/Abp1+wjHXUTLZDLpdAXz9Ux+CYuch0yRQzZRZVymK/QNXyk9ID2RSwSVgqBBApaVTKI4Mw5ghTn68/rwAoS4Ii98/IdFPEyjpKwa1/xj01NiMUgUCuehhU/HXg6cVccbaWqhXBoFWZVngOHjFM3kgFAcgO2DI9NMOTrKBIyN2i52xrTiFjNnJR8sU2YxLw8rv6eHp1IEzOP7QKfZQPluhuPOW7Y3YeMMG+MOzyz/ogZzS5GiV5siRIxMe0Gly6BYUuLI8pOEsipk8HHY7k/P4yUh5LtOvSiWJ9SeLcK9rQHBrO7ztDeOsA1olOnv2LPbt24/nn3++Jp8eAmE2bNiAH/3oh8wQf6GFzv3b3/4OA68IbKukE1IyIb0qyYS0nVdxwJ/mgYEkSoXZZW6UDphvsKOfz0wA7ioMIEUWELQUGeDl5lJw63FwBHhpBTOxc6GF0uUYE4tjAAwx76it6CVbZAgQUEioyKc0kATXkBTk+BDyfADpohMZ1Q2tSEbhOht/nrALG65fh/adJiNnrpKNp3DuJ/uR6R6ZsqljdQB+SwJcZHD8b3SdE1ilczxyrWsx6gjj3KlunDlxAaORKEvfTKfT7IGrLSxjV1MeIaMPJWJ/zlY4DnlLEKdSYRxlbK7Zr2eLIsNikeCus8Hrd6C+MYC1G9vQsqqJMbQCgcCLLjekc961bTdKs/ixzdUf9Pe/eP878Za3vKWWTdl4P3bkDJ7ad5wxYOdittGiwLotrbjq+s1oX9tc0xiZriJ0byPw+PjxY8yIu6urF9lsBolEEqlUEmRuT+mMFGQwWWLq8XiwytEKYxDIVDyzygch3zcax3SPoHuZzWmDp8UFLmigIBSweVUJ6wJ90JlnzviH4BBFOIsFcGSKz8vIFxsRP84j05lgG/FWBQlvI/pHC5BddljWK3Ba4mgUonAKKmwizOvOqjCpKkkrL97Xa+oKxtBdSAJibXuvbSua1Ltd9kUxxOjeOXz8AvoefwFqND3hwC8KwFX+7vFvaQW93BRsQ+xCVUO0P2qGukQSiPbFkYmmoWsGkyjO6INYZmuNltlaiSq2Vm2tOnErqosgimhsakCwPohAox/+Fj+8YTe85OfV6IOkSItKVy1kMogzkKtj2uczvmWVCXJ5Fpa4vZDzvhQ+U1CLII8uj2tm37yF1JN57eUGUUycxJ/88R/i3W9YuAT3f55M4l1v/1Osbl6YT12l/jqTMNbBsG2C6NoAYUXCuJCuvew/Q88ABw48ybxyiZE6V3niiX24cL4HgiDOtem0fy/pJbzu9a9maYwrZWIL/Ora339JmuRVT93/khx3qQ+6wuBa6ha9hPb31re+Fe+0/DfCzrknptNVezCl42vnG3DfXa9aEtCq1qahB0s1OlabJNFqg1RXB9HpGsdadE5EkXC25ACEZC+MoopsJod8juLrp9bCEC3IWxugii7U+V3w+uxTcBtiWQFlTyvGuCLQymGyrcjbSraXQSsCq2zgLARcOcBZKFXQfDCpBqwWKmOiB6eB80M49fhpRM6NzDoBZUbLQQc23bQBq2sAKGiS+dhjj+HnP/+fKWwqmqDZLVb4SzIsw3kgo6I+EEQTGd1WyWPYOYoCk2UwXzYaOUVKTSwx81+aMHOyACXoRt32doS2rzWlRCRZ0zSm8adVo7Gx6AQAjL50aWJb7dlGE98f/vD+BXn5VEaBJAm48853sIn9TCvvNDkO8Q7YhnIojlZNhKcZ0IIkgg+5EHMZGNUyNa3mU9uylD2lhDqlCA+fY4CXVMqYgJc2yfS9CsQSeAGKtQJimYbbjIlVNuBmUCkBroaBxHAC8cGEKcWZXGh8izJ75YUACnIIzrY1+P/Z+w4wOY46+9fdM9OT0+YcpdWucpaVLAewwYADGYMxcGAOnwHjA3wmGEw4/y8YA2dzgG0wNmAMBgeMk2xLsrKVLK02SFptDrO7k3Pq/n+/6p3VSrs7M94gy76t75tvtJru6uqq6uqqV++9X9maVTAXFWe1uCJj45NP7oKnqXtc9toCC2qv2wi1hof31a1I9nSPsLBkhEJhBIIBBCNR9NrycCwUYTuGSlBTDn53BD5XBCF/hDHLVldJaDAPgA85M7LfFDZXGQ716tBNbK5zwKIUEGg2mUEm5kajESaTEaJOhFoloKgsD6UV+ey7uKwAFpviKZgN2JfteHfucdRWfm8Ae7a/gS/+8xeg8pVONSvEeS/e+5GN+Optt6C2rnzScjOfmt4hHNh5DEcPnEQ8NlGwhLOLYbIasOGypVi9YfGMSobpOSQ5xNGjx9DYeBzDw0NMGkd9IpGIIxqNw+/3jwG+FHltvjEfxrAZEUcUFExjXBcnsIvnIGpEVNYXYf2VHHJMJ5GgTZuRRHi9iaT3JIclrxG1AU5vCfqOxSDGElD7E7QbAm9uOQLRGHJMIdg1ThgEPyLqKMKJyJn9HXpOCVzheOb1qNfpodMrz6oiAdax534s8DUaAdE+D1xh/ZQiIE65s8ziidSmvr5hDLzeCndjJ+QRuetsAlycWmCeoPYllchfVAW1dvJIktT/mY+cPwxXrxvuAQ/zv3T3uBEJxhjglYwlR9lajgEHe19lw9aasFo5jr3fSGqbCnZAGxNjJx7UL8jAniI3kr+mvdQGa6EVtiIr7MW20TE527lENBBgTC6pnUCu8UmoqGSeXFpzZpbuLHaVd1zWd91117TeF9THPvy+VajIDYKPdIDnYoyXNfU0ImHUVkM2LJiLwjj1inxHnUljYFdXF4uQSPYhmbxKad5aVVmDJx5/Ao4mFXhMTSYvIYn115bg0UcffUfV50zczHNrPzImG1q8jnUYnb2/37Pv8Zko/luexxzA9ZY3wewVgCSKn8GfUZ83NWS9eSiBBztL8dMvXj57hTwnZ/J8ig0NZidJNI9IEskofiQlBD0SYT94ZyuE2BgwQqaFdBShQOQMKEQLf10O/NoyBCKc4vGj1iG/shyFVVXgtGZAoz8DXDHQysBAK05jYqbb57Kssp1sTrdCI8EIjm9vRuvOU2zinS6ptCrUrKvCos310JvTs/loMtXS0oIXXniJfZ+bmD+TTgebJMIUkGFLalBoy4XZYmb1IRATxmKAxqiDirzNyC8pGEHMH0LUF4IUVUAqOlZt0EJjN8C+sIIxuki+SPkTi+r48SZ0dHQyYIwAEAKzSCZIchBm2k4gwCjANXVPK5WKx2c/O7GxLN27SW9AQUSE0O1FPJzei43uWSqzoFcIIhghr62pJcVHSIscHZCvSyJXm0S+OgSzEIOWFKwCB4VxpMivUiDWRGQ6AnSpr3gGvAi6ghmDFdALlKJyWoosMObZAV4FWZ8H2VoO3loClbUEgil/HOBFi73Tz+/H8EGSwZx934JRRM11G2GrKGQLwvamJnhefhHB020grxoCLhQPLSLLiHAWlaA5mmAga4rxxoAAWYAU5xH0RWHhE6gze5AX70QifDYrZKJaj2nz0RwswpFOjknuaGGpAFoGGE0mCCPP8mQtJggckzJX1JZg8ap5KCjKgd6oZQtS7cj4M9mznyQPwViCyV/GJvp/knzpdVpoKDCELCMajWHvq0ewd8cxRMMxPPjHn0EMlkPFZScJPrf8YTiwbF0d1izfiJXrG7B8XT3yCuxn+ehR2x3Y3Yg9rxyFx5UewKX8BRWPJavnY/WGhSgqVfrCbCUWvbGzkwFdhw4dZkb11F9S5vD0Tcyu0eABMqDxaxFoCzFvLtodHgtCUBvV1huxckUYOSYnNAYenI6M2pQNCLMgwBgNQyYjcLUdjl47Bk9GIMViUGlEWPPzQP2ZD/VBl6RgEiGiO7IEJ86lAAAgAElEQVTbp7EvoucROReQHj+IjgJfBJ7rDQbozHbw9iqoihfDVLUclrySUdbX+XqnzFYbjs2X+prjaBsce1sQGfTOvERxlK1VgZyFlbCUKREyp5JSPmpuhwcHdh5CW+MpDLQPIuyKMM9CMrKnz5tJKbYWBTUgVqjRYDyLdZ4pLwbIq3gQQzunzA57iRXWQgtsxTYWRTkT+B71++HeTiDX6QkvJVRWM08u0WTOVJS5389zDVB/TETdSHibIQebISScDOwivcBUkwxhJAojSRgXQGUonRFZ7FTLM3feW1MD9J5NRTin+XemZLFYUD9vCQLDSfzusQfgPMVD5KfGMIxKflz56Xrcf//9mS77f+7359Z+dNRcPmUyfz6+37v/T++Iup4DuN4RzTjxTbydAK4zksQhyKGzo12NuzsmScyDmJM7OjmUeDXiCXmUtQWkfJE4yLwK4NVssR6OJuH1RhDntPDpqtGfLIUjqEMkLiCaVCMpcSMLuHnYdPkq6A26rEzV34puRC+ljqNdaHq1BZ4+RTozWaJJcW6lnUkWy+pLMt4TMSS2bn2ZeWNNtpND4IpJEFEIAyp4CwryC2AosMNWWwzRbgQ3EnAgGQgjPOSD+0QPwk4f5EQSKp0GhuJcmCvyGdBFkzeBTHitepiL81j5AsEgXE43PB4XY3QR4Nbe3sEka7RonU2AixZFuSojzM44kg4/C3QwWWJgXZ4J/hw1HFIgq8iQlFcqiht9k6Ewmejn5eXAbs8djU5I3k8ExjDmWjQAydODpLcf8HaB8/WAlxKj3nbnlo/YSp5BL9x9nowgKJ1LiydzgRm2AguTxIzLjxNAz5mkMQO2CvDmYvDWUnDmIvTuasTAzibmCccS872RIak46NdWY1gO4/Tp0zh1qo0BV7laEbU+F1TkrXdO4kURw0VlaA5HJ/R+UKIWkr+SDvP0EZQmOiGRN1dIicx3LqBBiz4CEjQGEzz6BehNVsLlf3OLXuqPBGhV1BSjYWkN9hxtwq8f/wcr+arF83Hn1z4NUa2C0UyLTEUeSuc8+fxO/Phnys7kRSsX4j++80WIGjWeeHYHvvufDzHvlmAogn+75Xq8e/0KvPzsXnS0DTBQktJv/vTzGQG4ltavZeWx55mxeuMirNqwkPW/jlO9eH1nI1obO5gsNVMqLMnBukuWYPGK+VMGDjJdY7Lfabwjc3oCu0hKHQqFzuofdH90TwTAG2FEqDMKb4+PsbkY+5OT0bCEx8K6IfAJkqwrfZX6umDkYdZxMJMsUeYQThZgoEMHb18EKlELq1WC2ZIEVAEkI1EITMo2HtzgtRpEswW5NHqEVTYM8nnoDGrgiXIMvCeph8lkRnFxIRQghMaFXOTnF8BiUTwMUxsrU63Lt/I8qveg04uBA614+IHfwH3g1LRN5v/fF26HjqK6LqlC/sIqaHSTs7WyuXdqh76+Phw8eAh79uxlGyvUh2jsYYzbhAaqhAp8XEDcm0DCHwdFPU7E4uOfo7Fsrdxc5OXnMRl51vL+DAWmdzsxvShiaE6ZDdZiAr0UaSP5DKb6SyqbqM8Hz/aXkexonzBnobIG1ksug2icWdleNvU+d0x2NcCsE0JdiPtOgA8dJ+MB8JhedOAzEsaFIxJGy7SkydndydxRb2UN0Fjc0dGBbdt2sHdqJtYWvV/r6uqQYyhGR8sQY3r/Y/vjcwDXLDXis6s/xubRZLVwPr/f9/ocwDVLTTqX7UzVwNsF4MosSSSQikyvBch6A9R5BVBZcsFpSRpoQlK0Iuntg+B4A7wUByeowBGoJaiVb144Q+zkOHjjIo55irH/hJqxJCZKJLGrrS/DlitXoaS8cKaaZFbycQ960LyjBe0HujKGN1fr1ai/eD4WbWnIOHmhSRSxJp577nmQGfRkiSb8NqsFG+qWo76iBqbiXPzkj3/HC3sOs1M+eeVmfOLSi+A83gV/9yCLoqW1GpG7pBLm8kI88tx2DLm8uOW6dyM06IaxJAeP7ziAp17ey8AAo0GL2z5/NXq6uthLmHwB6EU8WwAXLZCLJQPUnV4W0j5dUutEyCUWDIoReCbwhRoLYlHkvfz8POTm5oCAK5vNBrvdjpwcOwOxUovWbBgxBOJI8SgS7m4kPL3gvL2Ap4P5eFHgh6gvCI/Dg4A7dAZ0mvRGOIhGDWMCmHJMWa+7SLabhBpBdwieITVinA2hiA5ODwevO4BAKARvkQZdMTeLMDk20b0Wm4yo8QxD8CpRTccmQauFo7AErQzkSj9xL7aKWGgJoSDRAzkahorAbIlHkgBv5sHEjzz/Cr07rstDr7AAHV5bVgbqdA6xluy5VixaUctYXO/7pzvwu3v/DbVVJbjhy/+Om2/4AAotNhw7dBI5OWYsWFoNe54FF139L3j8l3difnUZPvLF7+OOL1+P1UsXsEhdJYW5zNz45dcO4fYf/xJ//cX3sffVN3C6tQehEc+wmQS4UvVLhus1C0qhUvM41dyNWAY/PzpPrRGwetMirN6wCLYcS0aAfFYGupFMU8yalISRfPtSxvRjr2vUGRU21+kQBIHHynVJVOR1IkkRfFmQAhnEoiNgN8ckQC+FkeB4DHnyMNiphVkdh9WchBnkRZaAn5cRiCcZOKHnNRB8UUgTSCEpqEZExyM6AZOL5OsJtQmDQiG6QyIcIZ6VPZ3XGWP9CAIDVkhCW1RUNAJ85TJQnEAw8iF7uwFf9H65/z9+gtYHXpxWdzmuceMvzz4FS/nU2VpUgFS/IlDrwIEDOHnyFBu3MrUNA7x4NVQJ+qgghzkkfHEkwxLkpAy7hcb4HNZ21NdmPXG0l0egFw9zrpFJGy0kayxSQC+a28T8fvh2vIJkZ8eExRGqa2HdchlEg2HWizt3genVALEiE74mSIET4CPtcxLG6VXn/5mzafzdseM1vPDCi8x/NlMixvuyJasQ96vQeXJgVA0wB3Blqrmp//731R8fw+CS2bzrDINr9v5+/4E/Tr3QF9CZcwyuC6gxZrooFzrAxRbIsSSiLhckHzGQVJB4LaDSsm+ZfURm8itxGggllTAtXA4xt5h5BTHK9nA7pM5dEIZbwY+ytiauScY+KVgKddUGhAUzdrx4AEf2nUAiPrnEL6/Qhi3vXY2FS2vf0kVdpr7B2A17T6JxazOi/vRSOpI3FNcXomHzAuRX5KXNmup4YMCBrVu3sp1sFvp8gkQMmYqKClx55RUIRmT86w9/iWce/CF83iDe89k78Npv70ag3QHn8Q7EvEGIdhPyllTjk/f8GoNODz763ovxtRuuQdjhgmzS4aqbv4/nf3c37HYLvnLn/2DjmsVYvbgSTz31NNraTjPmxkwDXLRAtIsG2HycYiQfTy8/0dpMCBZpMShERpgXApO9EYiVk5PLgCu7PQVijSxwyKOMefPMrKyLAV4khXN1o+fAIXhaj0MdHoAq6QfisXHRQ1NNyAk8LPkmtuOvFrNnNdFLlvnqOIbh6xhELBJFLJFEkhPYsxnmbQjYi9Ael9AX4OCPygyUPJddVWoyoMY9DI49/2cnQatDf2ExToSUqHrnppR3GfU7inA4zxRGfvgkdAm3EvgCQCQUQzAYZhEbA/4wopGYMjFTiXCKteiMlmHYL2SUbhJjrLA0FysvaoA3Hsbd9/8RT/z6LnaNhx9/ARTd813rluPA7iaEQ1EsXlELXzyCf7//D3jyoR+y9v7dX16AVivi+usuZ2NXOBwFRfvbfbARP3vwr/jlD2/Fnm1HcKKpk0mpKc00wKXWqFhd9nUPY3jABavdhByKiEuR5SZI1Fcr5xVj7eZFmL+wKiMonmmcmunflXoM4403juLYsWNoaWllgBEt+ijRuFRps2OeZRgmrh1ycuyGBgeVWoBNz0Gk6L8aM0KhEiQ8cWij7ZDDXsj0/zo9AhoRkTFgFoEEBk4D3huFNMGYyOtFhLVALBFn0UspqIiDL0RvVI/eoIqVccr+TSOVOBb4IgaoAnwVjHg6EeMrnwHoqfHmQpQ6Pvzww9OuB6qObIMoTNT/6J3W39/P2Fq7d+8ZZWtNpa9SHRsMejYeNcxrQIm9BP7hANx9Xri6XUjEkmwTij7nM6WkjQR6EeBlL7HAbNNA3X4U6uH+CRmBQs082LZcBo1+akGKzuf9zV1LeR8nY15FwhhqgRAfmjkJo2EJeEPdnITxHdDR6J3Z3t6OV1/dhsOHj2TF2qKATsW5VehoHoT/nEAucwDX7HWKp1d9YsT/mjZGUp5bs//9gTmAa/YadS7nmamBtwbgoiiCZMY+YsRODCqRmFZkyG4Cx6IIGiCr9cyTKUo+Sy4fOEkA+QFAlsCx1TPtsCv/ltRq6FauhnW5EjabUjwaRez0LnCnX4EgpQd06PiELg9c1WaIlavPMi/f9cohvPbSYcQik7NEtDoNNl+5Eus2L73gFnhjewq9uBwdDjRta0Vf85kdlokXroDepkP9JQtQt3ZeRsCFFoy7du3CM8/8gwFL5yZiPdXVzccll2zBizuPwe0L4jtfuYGZCX/x9ntw88evQrFKxOChkwgNeSHajChcNR/JHBP+vv11OIZc+PpnPojQkAtDiQSu+5cf4NXH70FejhX3/PJxJuW68drL0T04wBhlTU1N8Pm8IybzU/egSHlwkdyykDNC1xccF+mL7pVYQKnohDrybaophGFBMcxl+SNMLBvzVKGF5pthYs3Mk66wDwbaHWjdeRK9Tf2K5FPFQ6sOw6jxQS94oZWGICZdAIFFyTi0I6wtI8lJ0xALmJJrRHIYDAQRCAThDwQQ8wUBZ4gBgYwRM5KormAWERQSoIAPHAVxEEzwcha4E1oMRVRwRfnRoAFlRj2qXYOAf7z/k6DToTe/GCdDZDDPMd+xefNqUFlZifLyMgaqkl9Zir0S9zkQbdsNvu/gWeMCi9Yoy4jH4ggGCPCKsG9f0ogevg5tHnvaMUAjqlFWWYhVGxfhVF8f/vr8Tvz8rlvYouKl1w5i3+FmfPXGD+LQ3iZEQ1EsWjkPJ3rPOW7nQew/3ILb/unDaD/VA4NZj588/Fcca2nHvd+7GfMrSrFvxxtoPtqOoD/EdupmCuBa1rCOMbY8bj86TvUhHDwzZmo0KuQX2ZFbYGdAXSpptCpsvHwFkzTq9RMDYDPVf2ciH2oLj8fDwC5id1Fk2JKcOOoKh2Hm3eBjHOL+xChIT8Etcgw89FwEssaO2JAKUk8vEPZBUFPQBSCh1cKnUiOSSDCwjII6UCJmD4EGOkkAvJFR0/TR+1BpINhs6DUUoj0kojOgYaDWZBsEM3H/qTzGAl86nRaFhQrwlWKPEvBFY9WFDHzNZH1MlFeKrUUMZWJrnThxMiNbK12ZmGRaq8W6deuwYsUKVFSUnzVXSG1AMOP6fg88Ax5mZu8Z8I0CXsT2Op+JFzjoDUBuqB26IPnRiRB1GogGESqNisliVPPqYLvkUmi0F/7zfz7r7kK/Fo0ziVA3Ev4T4IONMydhFPIgG+YkjBd6+09WPprHb9++g7G2vN70tiaUh8FgwPp1GyFFRLQcmdjGYA7gmr3e8NSq68fgWrIiax/Ft2bv76sP/n72buo85jzH4DqPlX2+LzVzANe7RgAr8o0g8EoYAa1M4EQjZIokqFaiCJIpO68xsA9FGOQ1iofVmUhRnML8aDyK0P494CkM+2SJHubcPJhWrYWxRmFQ0blRx0lI7TshOFszGmwy1lbRCqir1kNtLRrHwqL8jh1qxcvP7ofXOblZNTEfVq6vx5Yr10Cnn5rh8/lqf2JokAF906utSEYzGNCLAipXVWDh5gUw56Q3lqW6Ih+ll17ayhaRY6UbJL9oaGjAZZddioefeBk5VjM+87H3MBP0H/3s91haV4VLly5A3+5m+LsGodKqmQlw7qIqPLV9P0619+BfP/chRFx+GPKs+H8PPI5nXt6LD753Mw4dO4F7v3Mz9AkJg8faAKMGbf4hPPHM3/Cb3/wWyWksDAjguvXmLyMvrIbQ62cm+EqkNQ20Wh20Oi20oggNRSYUReisJhStb0DZhkXs/y4EVgRNWpp2tqL51RbEghMDtakdfI06AYshgPJaFQpsUagj/SM+XuTlpbAKUoAWM0H3+xmjwe/zM0P4VOQwnUoDTSAJaZx8kANnEhFSSxN6kXGCBpxaRELQwcvb4JH0cMY00AhmlA32Iel2sTIQ3pbyzrLm50Nz0SbkLV3GFo4pI+XJ6p6NEV2HlDEi2D96X2OfvxTgRQuBYCgJp6YKbaFiNJ30IxpOjIvCxwCuqkKs2bgITZ3dePaVfQyUomtt3XkIL2x/HT+49TNoeqMNkVAE8xdV4Y2T7Xj2lb2jxxEQ9vy2/fjuLZ/E0QNtyM03YzDox+GmU2g93Y177vgijrzegrbWHnhdAWac/uAffjptD65VmxrQULMc3e0ODDk8E0quCLw1mHTIK7AxRlf90iqs2bQYFdVKBM23W6IxcLjjFYT7noNrqBuhYIjdglpWQwrL0PAy8owJaBFFLGpF6LQf0tDwmNvkIBmNCGpFBJNhSCNR/0jeqUiybSwiIkVkjDh9iDjciCdlJAURfuTCGTJjYEhE3K5HjyGKQCZfyfNQwfS8UNkJxKRxmRhfhYXE+CLZtCJ3JPDrnQx80fNOEToPHCBvrT3MzzGT70y6piEAsbKyCqtWrcTatWtGAwNk05w0dsQiMbj63HD308cLV48HIXcQUkJmwFc6eWQ218jmGJ1Ogt1/GvzQCJOLB2PzihQExqCBduFCFF71HtDGzrl+XtnkfyEfM1kAkHPLTD6JZJcwdgNg7DE+f5BtwqU2YC+ke1YkjM0jEsbTEJgx/UxFYayH2ryA3ffb8T1xIbXTbJaFxhHyPyXW1tGjb7C5RbpE7wnasK4pX4Cuk04MdE9uPD8HcM1eyz258pNKUK6RSOjn6/vaQ3MA1+y16lzOM1IDBHCpjv1hWnlFKy7DPT/6NgOsyD+EAC0WSXCE8pECr7I1vaUoPt6DryPedAzcJHI3tsgWVFDXzod51Wpo7TnsHuKRMGKnd4Jv3wZemtg7a+zNJvUFQPVmiOUr0048WHjc033Y9vwBtJ/onXRSST4utQ1luPiK1SgpL5hWvc72yTR57m7qwfFtLXB2KKDBZIkTONhKrGi4uA6VSyoygjYkDySQ6/nnXxg1eaadnkWLFjKA64HHXkJRQQ6uv/ZSBlXc86u/oKaqFJ/64LsQHPJg+Hg7/J2DMBbYkbesBs/sPICTHX34xuc+zFhBCa0KN3/vPnzs6kvR1tmHx556BT/73pdQX1iI/j1N8HY5WHTFDtmLb/zg2zAapha9hSa34UgY99zyLXBumsCKbOFHMjJlokrALNUamZpw0JfYGbiVv6AyYx3NdvuyZ0SW0d82gNadJ9DX4sgoe6Ed+9yqHCzYOB9lDaWsiFIihpizE0l3L2LD7Qj1NSPsHYbP7YLf61aiG55jsC+qNdAGJUiR8c8gZ1CkWdkuGskjjwAvAsKhLYAhrgYXp4WEFXqtDnqNRvHP0ogwXnIZzPMXZF33cf8Qoqd3g+89ACF5tgfYue3DglxobZAqN8PFV2Kgdxi9XYPoah9AwBtioGdRSR6LRDgc9OMXjz6Dh++9nWXzl2d3oPlkJ277/IfR2znIAK6SigKc6u7Dfb97Cr+955uQJBl/+cd2tJzswpdvvBanW7phy7WgsDgHGq0GG667BY/+9+049FoTDu09ztqW5IN/euYB8J6SKUdRjAiDWLCkAjqpENE0LNVUfdhzLdj07mV41wcuQmVNWdZ1fT76e7bXSMQCiA3thCp0mBkvs4irAT+8bhdi3iFo5TD0sRCkpICQNwfhk04gPIY9yHGIiXp4ogJrN7VJhaQmiUTibPCYAa1qDfKLy6DSlCDiz0E4mgO/L46wP8ikk9FYBPEiE06r/QwspsVmKgpstvcz28elgC8a84ilppjbF44CX8T8IgbY2xX4SrG1Dh8+jNdfP4gTJ05Mi61Fiz8CttauXYeVK5czFulMABtUThpvg74Q3L1uuAc8irSxx8UCaMymtFGvlWDzt4EfHjiruzEvfJ5HoqQSyZplMOdbYBuJ2mgrVHzf3q7AxmQBQMZWQCAYxgdu/BZjmBOAdfnmVfjx7f80esivHn0GD/zhWfY3BQq59j2bRn9j705Zxg0ffh+Tok81ETv6zrt/ymSv06lrRcLoY2CXHCQJ4+AMSRhFSIbFcxLGqTbwLJ9H7xwCtp5//kUEApmjJJMK4bJLLwEfN+LQ7lYWAZrNglnwHOVDYwILlJGU8MTzv4W/R4JWM7WN/0gsguVXVuGxxx6b5Zp4+2X/1xWfUnacGXPr/H1fd1gJjPR2T3MMrrd7C6YpP7FtprsDSJPa6urqadcSlSPQ3Ynggf2Q+npHaCITZytpNNAtXw3rSkWSSAuC2EArpI6dULlOjWiRJy+SxGuQLF4FTfV6aCzZA1E+jx/bXngdb5Av1wTmwakr5hXZcMl7VqPhAvflovL63QE0bW9B277TSMbT+36odSrM21CLxVsa2KI7XaI2OX78OHtptrW1MWneggV1uOSSS/D0ywdYm33p01czcOj2H/8aW9YvwwfevZ4toCjFyBdp2AvRoMdT2/bjVEcvvvGFDyPmD2HHsRY8+dIe/PI/bmMD+++feAl7Dh7Hv3/pkxjYexzedgcSkRg6hvrwyJ//iCtsDVPun78f3o+f3vLdEc7QxNlwGhVyllWj9KKF0NumBqZNuYCTnEgAUvNrLYylFw9nDlWv0qpQt6kW9RvqIOpFtpAaHnais7MTXV3djJk3ODjIrmZTR5EnJmEVwjDLHoiJAOREFHIiBg3JhcMypNB4cIuZa+t5RMnzK0NiEySeY8bL5FtG3/ThY1HEHMOQiXmptiGpIXBbB1k2QFLpYNp8KSy187IGXhibq/uIwuYK9IGT0+9ck6RSKlwKoXI9VNZiNn4OD3ow0DsEnycIk0kPo92Ea2/6Lp566Ecozrfj5m//FJdvWIFL1i5DY1Mbtu8/hn/6+FVIQsLVn/8O/vrru1CUZ8eXv/tzbFm3DFvWLsWufUexYvF85Obb0Njajn/57s/wx3u+he3Pv46Du44jEAijoMiOv297FJpA+ZQBrjAcqFtagXxjNTwU+W+SaKAaUYXymiLG4JKSMotSuXbLYqxc1wCLLT2zM1Nbn8/fo/4uSK6dUMVOE3zLwFkp5IIc9gD0ScQQD/gQSxjhH9AienoIUmRMIAmeR0xjgDvKIZGa2HMABefg9RziiEOSZfAUAVFtxSCXj66gBnG1GUVhNWwuwGa1jgaNID2BzHHIWVkD47IKDA0NY3h4mD1r5G3Y19fPgLMLHfii6IFFRSngK5cxvojtRQywTIzK89n+Y69FfV3x1jrM2FoEMGYLvE9UZpIgkjQ6xdaiOpltBm8KJPEOepmk0e3wKuBXr2cU8KLndSaSXifB5j0F3ukYnx3PIVFYgWFdFRLRJDOwJxljTrkdtmKrAnqV2GC0Kiyv6QAxM3EvmfKIxuJY8e7PTxgAZOy5xNx67pV9uPY9G+F0+/G+G27Hwz/9N9TPq8DTL+7Gfb/9Gx74r6+jrDgf4UgUGrUKyaATcXcfi+gNXy8+cdPX8KNLpy7x/NXBKG762h2orF8BzlICla2UjT/TqWdFwtiLhL8FfJCiMEZmIAqjGklVHmR9w1wUxkwd8Dz8TnMXkl4TuEX+lClfyrGXTm1apNjy8+fPQ215HRwdXnSfdJCxG7OL4WQwv2QpmkQimmDf9LfRbMAzb/wFxQNlEMkveQopKkVheL8K5Mc4l86ugSeWf+p84lqjONqHjjzyjmiKOYDrHdGMF/ZN0MvUS5LEfSRJTMOkIJQ6JxfGVWtgqp3PJo/xcAAxYmF0bM+CtcUhaSwCyGurbNmUdlWprFn5cuk1uJj5ci274CdzdE9tB0+j8eUWBJ3BtJ2FV/MonJ+P+k11KK4tSnssvUAp+srWrS8zA/qSkhJs3rwJg54wfvHIs/j9/3wLkUgU77/x2/jl3V9Bnt2Mf7x6AKuW1WPlkrpR8PXPT7+KE23d+PrnP4x4IIK2Pgc+/+2f4tU//ReTBd77wBPw+QL46oeuRP/+ViZxTEbj6HMP4aE//g4fyVs1pQcgLifxa8druPeWOyc+nxa2VgOKNyxE0Yr5F0Q7U533nuxnrK2BE4OZWVs8h9yaHMy7qAaCRUBXVxcDtcio3+l0jjN+H1sRBC7TIs4qysgTEygwyCgKe6DxD5EJHuR4dBSo5kU1ogYBkQkix1Geqcm42WIeBbRMRiMElWpEwqxcmTap4l4v4n09yuSK/k8lQhY0kNQmJPSFEBdeBOP8FVBZCrOWzMQDToXN1bM/I5uLrpkQbUDVxRCr1jLZEaXUYjOZSOIPf3sF9z38JIx6LcqL8/Gtf76emY3vev047vndE/jVd78CnU7Ey/uO4E/Pb2fHlRbm4Ws3fohF3nvwz89hx+FGFOTa4AuE8Nlrr0BDRTl2vnwQHpcfeoOWeeDMlAfXkgVr4CT2pMPN/McIpEklCqRRWVvEwOexLC8CIAtKc7F6QwOWramf0ng6pQdzCicxINN9DJyb2L1uSGQQHyJQy8VATQ5k7J1AMhxHLGaD5FKDd3sRDoYQCUYRo2i6PI+IWg9PBBMGHlEZjODtdgzo8tHmBRwh4awIiMzoPaCG0O2FVtSyyHlk8k7sVgrmkL+uDlWXKWziFFuH+SY6HCwyLIFfQ0OD6O93MGCGwJgLHfiiZ6OwkICvsz2+6G/67XxL2s6wtY7gwIGDaG1tnTZbS/HWWouVK8lba2bYWlPo4qOnMCZOIglnjwuufvLxItDLw8zsUywvFkhjCsmgS8LKQC5ls+OsREwuBnJVIh46e1MlFbVRZ9bCXmYbAb2ssBfbIeo1570fZLr1I42n8K3/9wCefeRuduhDjz0HrajGJ669PO2pn//X/27JNegAACAASURBVMSVl6zFde/dhI/c9D189AOX4kNXbYaUjEEOuZAcOg2p7xDgd4BLKvYbH/m3/8WDVxugVU0tguYdW4P40mc+iqoC64i/rQoyzXOtFZAtJRCsJRAM9ikBzannJeFrgRRsBR+eSQljDWTDgjkJY6bOOAu/k8pi+/bt2Lr1FTb+EYOQl3jwsjDyrfxNSlUpJrN/l+QVQwrzcPQ4WWRlkuUTeM78A0miP2ZIITULBd0pKM7BI6/8FtauPNhU9indiTvhQv7HLLj//vundP47+aS/LLuB+dvSXHBUqnge/v7wHMD1Tu5Wc/c2UzUQDQTgO7AfsaZGcMnJmSYyLaZr5sG8ag20ObkjrK0WyKdfg+Ch3fj0EzZibUmla1iERI05d1rFZ75cB0d8uVwZfLk21GPLFRe+LxdjovQ60by9Fd1He9iLK10SjRosvHQB6jcuyAjs0CKMFhP79u1nxt9V1dX49WMv4UhTO2KxON6zZSWuv+ZiBIMh3PGfj+KKi1fiphuuYayvaz/3HfT2D4F2SkuL8vDgXbfApBbx88eexY7Dx2E1GWAxGvDNG66FIZ7E0NF2hAbdkOLJWQW4OLUAS10JSi5qgKUkf1r9aaZOJr+W5l0taNp2AonJWFtkBs8M1SVEk1FY6ywIigG0njqBYJAYDIkpsTopiEBpVMd8ykRRhtWchNmUhIHzwqwJIKZNIhj1AyQ7JkUnz0Ot1sBsNp0BtExG9qKmbaJMpvYxrwcJYnpOwDiSRR1UpZUQbAVsks9bS8HTzrb9jD/XRHXOQJCeowqby9+THZurYDGEqg0Qc8rHsTWIBRAKR2A26BEIhDDY50JPlwP9XYPQ6ESoBAG2HDMsdhOSMvmVSSyqKEVyFEU1THYjkrIEvSjCNeSFa8iHvu5BeF1KO1GaKYBraf1alh89j8RIG+xzsgiC1fNLmFQyTruykyyK6bi6xRVYsbYB1XVlGceDmerv2eZD409kcAf44ZfBhR1AyAVOIp+ZM4xVKZ5AIiIjFsmFPBAHHx4zrssyItE4fEkRLm+cSQtTHm2cRgtO1MMRL0KvS48+lwZqqxp8PhDAmXZKlZXArCKvAKnTzaS1BGbR/xHYlZOfi4pLV6Byy+SbL2cDX4MM+BrL+CLgixYvjIGRmNqznG29vtnjaEOK7jfl85WfXzDi8ZU/GtmRgC8CUmca+KJnm7y1Umwt8gucLluLwKzVq1dizZo1rMyzzdZ6s/WdOj7VZyLBCFy9LrgHvPD0e+DqdiMciJ6RNmaJeRHIZfOeBOccGl8knke8sBJObUVa5jCN7ynQy5xvYpEbKVKvrciKnFIFjMnW1mKq9ZLuvFd2HcJjT76KX/3nbeywf7yyD3sONOIH3/jcuNNSKojBYTcu/fDX8LcHv4+q0gIsu+KLaJhXjqaTXagsycP3bnoPVlZbkew5AMnTA8QVZuhMAlzj74mDxKsgaW3sXQhLKQQGeineiW/mOWPAadyvRGFkEkbHDEoYl4A31kGlL2FjxIX6LM1GX5vJPKkvjv3EQjGEAxHQsx8JRBENRtDd0YPW4ycx0DOABAFVEYnNPRTASvkkR75psma1WpGbk4dwIAb3kO+sza+Jym4061FYkgOLzcTa8eGtD80BXDPZyGPyenzpp0cArpS3PHde/v7oG7+bpTs6v9nOMbjOb33/n7kaDcLB7i4EDu6H1NuTUZKoXbYKtlVKhMNY0Id4+y7wnTuzYm0lzKXgKjdBLF0yYywDKn/n6V7my9Vxoi+9L9fCcmy5YhWKy7KXQ75VHYEWRc27WtH4UhMSkfRyLUEUUL60FA2bFsBeZEtbZJoc9fX14dix41CrBdjtOdCIWhZ9MBoJMXkILcxCoTBrI6ORJI31KChQTI3HTtYpKl/UG2KRMsPhKLQyh6gnCF/XIHxdDsQDYdAO9WwxuDidGkUbGlB20aIZ60/TaW+q294TfSxCouPk4FngZGqyQ+0a8AcQCAYQDocgm2VI9iS8Sc+0I7eRL1lp0gC+zcUiJo4mjoPOakSizg5e40WpVY0yM4d8VRBGkYNBqwZPxvUZAK2J6oYAhpjHjUR/34QgF9RqaEpKoTYa2a62xKkh8yrI1ko2yVdZR6QcoiKZGZviQbcSabFnb1ZsrqTaDLl6C8Tqi0bZXKn8qG383gCOHT6JtqYeJAnE5znWP5nXkiSD5wXEE0n43AH4vAEKDssYWvY8CwO6RK2aASokgfR5AizSYwpsmmmAi8pNz1tekRUmmwEDXU4E/WMkemk6qqhTY9WGhQzoysm3vuWLFKrfyGAz4gMvQOM/CD7uH2+eTAF543HEYwJivlzAEQAfP4dFzPNQFRQhqdax6HY+TxRRiUd/2I7OYS3aB9SIBCJnBR7QmbQw1hoQ0gURCisG9qlEUttCFwepyz3mUeFBu9723ByUv2sFVlx9CSwWS9Zg4Vjgi+SN5zK+Bgb6EY1OH/hKgQ4sYuQY4+ixbLJUHyIgKwVo0TOmjEUUXCI5Cl6kvKnGGuUS2EesL/L22r9/Px5//PHpDI/Mj/HWW29DS0vLjLC1yCye2FokR5wJb61p3dwUT071F9+wn7G8vMzPywNnl5v145SJ/WTZG7QJ2HynJge5iqrgFMuzksenrpEKdELAF0kb7cUWWAqJ5WWDOdc0Lcldumoi6eC7P/710UOe/u2P8PqRFjz53E7cf/et7P9Jhvj3rXtw34+/qjBW6BN0Qo5HGIs5nOBx4zfvw6bVC3DLp67EoDeGSz/+b3j6oe+jsjSfyRX//b7HseeRb0Du2o/k8EkgSiC6PMsA1/g7J5m9rNICtirIljLwlmIIJGtUiVnXsSJh7EPS3wou1AhBDs+whLEegsb8tn2+pvhYTnjaWMCKDqDnM+wPM8BqFLgKEXgVY+8h9v+BCMK+CNvoZedLxDpOoK+3D10dXRPKEc+9OI3fpaWl0Gr0GOx3IxxKH42eGN3E9i4ozgUF3UmlOYBrJnvD2Xn9aemNbwmD62NvTCwXHXZ5YdTroM1gYZO6izd7/EzX5BzANdM1OpcfW9j5jh9DcN9u8JF05s4kScxRJInz6tikItZ3HDIxLLztGWsyyYuQy9ZBXb0BGmN6ACZjZpMc4PX4sP35A3hjf3pfrvxiO/Plql9S85Yv/DLdKwOjTvYzb67Bk8NpGT00KTXlm7BwSx1qVlZnvDdaCB0+fARHjx6FKJLppMwiVVEkPoV1oIBqVAZaCG7YsB4rViwfBxykXvqBPic8p/vh6xhAZNiHRIh2pJU8ZhzgEngYyvNQfFEDcueVZrzXTPU8E7+TYXnzrhNo2X6C7cal6iUajbJ6pQ9FOAwEg6xOaeFtqNYjqPUzA/3pJprcl6ksUJ1wIRFVvLUItKQFrdluQeGWJShcMY9FN6SFayolvQNIenogeXvBeTrBRdyj0RqzLRMDudwuJAYI5JqAfqDRQFNMIJfhnCxpV1sNNtE3FQEjk3yVrQyCwcbKTvUY6z2GZPsuCL6ujGwumVMhmb+QeXOJeVXsel63Dwd2N+H44VMI+iNsZ5S8hIl0RoFmOfAgUIgmA8xHMBKDx+WFxx1CPJKAPd+CnDwrM2slxhZ9kudETptpgEtnELHx8uVYvXEx89lqPHwSh/Y2obvNkdZ3MFXBBIDkFFhYNMmV6xeOe26zbdupHkd9PBFwIjbQjOTwIfCxY9AkyTNoAn9B5hsSRyxiQMKlBecMgJPOYRHzAtTFxVBZcyAJGiRt1eh3W9B4WELYq4DGLpeLyXkJnKd2VMKMAhRR0VRmBJcnIyAHzlpUWAwm5A3LkHo9425Vo9eCq8+HtaECDQ31WLZsKVtET4XVcDbwRTLHwRHG1xDz+CLGF40V2TC+Ugwsk8kIm80Oi8XMIsmSR5jX64PH42Gh5QlMp/La7TbGzjSbzaPeiiSHIZYgqx+BZ+cT6OX3B1gUVqpLOobaka536tRJ7NixM2NUr3T9JTfXhuuu++BUuxRIglheXo7Vq1dhzZrVLNDIVNpiygU4TyemgBuK2kgf74Di6+V1+CeUNhp1CVg9J8G5xkYXHSmsQEyuajjFsjcFcp17q7zAg1dxEI0icojlVUJ+XgropTPp3hQDabJqpGekf/BMoJ2CPBsOHT2B//rfP+FP/3snexf86alXcLy1Hd//6schefogEcOXV4HX2xFRmXHLDx9BTXkRbv/C+8FLccQ4DVa8/zbsf/peZj5PUVpXX/017H70W9A7j0AabAEiPlak2WVwZe48FPWcvQstpYC1HByxvEjWqFMA9nR+aaMSRn8rpABJGNtmMApjDWBYoPh1vQOjMJ7LtoqGRoApYloFImB/h2Ls3ynQKuKLIhqKsY0xBbhSPvR6SzEJz21x+n8am2mD2e32jAsKNO6Z43nG2iooLEQkEMdgv2tS9nbqXK1OwySJOblWZjY/Ns0BXJmfwake8cclN74lHlyfOPbbs4rc1evAP9/+E3R0K0FIPnjVZnz31k9PGlU23fEujx+brrllXJU8dM83sXZF/VSrasLz5gCuGa3OucxiwQC8B15H7DhFSUwvSVTV1MK8Yg20ubmIBz2It+8G37WLTSDSJWJsJM3l4Ks2QSxZlPUu+FRbh/lyvXwQr710BLHo5GXTMl+uVVi3eemsl2mq9zL2vHAwjKZtzWjd1cYMI9MllU6F2rVVWHhxPfQmfdpjaSJNxvO0cDlxonUU2Eq98GnxQMcou/8CFi1ahIsv3sx2zCdaWFD9+/udGD7WjqE3TkMm8+cZZnBxogp5K2tRtn4RRGP6+5uJus+UB9VPT0sPml87icFTgwj4gwgE6OOHz+dHJBwe9YSivCisu7HECDlHQkD2T5u1RXlS+5RorDC0+5CMxNlCVjGEN8BksaD0kqUo37SELXbTLS6Y9CHoQsKdAry6gMAAeDnBQK908mOa3DGQy9E/IcjFiSLUxOTSZ+iTxO4ilpfWDtlaDt5KoEYpZI0BsfY9ELqJzZUZEEyqDAgXr8ehbgMO7mpCJBxngMcYS6uzquJcKabBpMPytXVYsKQaXncA/T1KtMbeTgcSsSSTDoxNMwVwLV90ERauqMHqjYtQVqF4l6VSJBzFgd2NeH1nI7yuYFYSVnpuqxeUYsW6BahbVD2r4x3rP9Eg4n3HITmaAV83kuog1HwHBGmSqFAUFTMmI+o3QxqSwfuVxeZZSSOCL62CqqQefMFCqIoWQqW3sEP6Tw2g+bVWDLQOji4yKBKjy+VmAFJsBDSiY/VmHYzzDAiIfiZvTCWbwYzcwSSS/d5xl1brRMRqrHDwxGjlsXz5ChaFduHChhmR8IwFvojtRawvKjf9eyzwRRsOKakj9Ql6vilaG4WIJyN5lVoDogfQud3d3Th+vImNQUajiR1DvoskOyRQjIBvYo/SJgcDAmlcIoknB3g9HpZHY2Mj+vsHRplWFNFw165diMfTv3/SjZc5OVZ88IMfyjSknvU7sRcI2CL5IUVCrKqq+j/HJhndLAlH4ex1M1kjfZw9boS9YQZ66dUxWF0nAffEIFesqAZOTenkkvk31SojAYtVBHrxMNkNsJWSnxdFbrQxaSOBym9Gdjf28qlngjz56F160TW34sXf/xjFeVZ8/vaf4aqLl+GaS5di+2v74PEG8P5LlsKf0OCmu36PdSvq8ZXPXs2kz4gE6IWL62/7H3z4qk245or1eGnHQfzhqVfx0J0fh8QYXKeAKPmdnn8GV6Yqp/kzbdjI+lzIY2WN5vy0skZFwhhAwts0wxJGrRKF8W0gYTyXbUWsqbA/guhZbKuIAlz5FUCLwCvGtkoojG4mfx8BrqbqlZdqYxq7KVBJT08Pkoksgg2p1SgtKYHRYMZQvws+79ns43P7Dm2+2XLNzGuLWOcTeUvMAVyZnrip//6HxZ8ZPZm21cZCi7P59yeO/easQn/h6/8No0GLH9/+efQPufDRm76H79x6A97/rvUT3ly6411uHzZd+2UWRIyCc6QS+dFmywzLtkbnAK5sa2ruuLQ1wCSJPd0IUJTE3u4sJIkrYVu1huUZ7W0E2ncwJkWmxFhb5RugrlkPzchiJNM5M/E7vdyPki/X3/fB557cqJ2AhlXrG7DlyjXQ6qYWVWQmypttHrQQ6TjaieOvtsDbN8EicExGNOnMrbKjYfMClC4oybjLTawtMqCnD8kT0yWz2YKrrroSmzZtmnShwRh+4QgG32jD0JE2dLSdxoOPPDxtk/lf/OC/mZF8weLpheHOts4nOy41AQ/5Q9j77H40vtIMp8PJmA+xOMnW2DbeuNMNVj301TrmtTVTrC1i1y0uq4X+hAcip2ILX2VhweJFI2/NPFS9a9WbZvCk7lGKhZB0dyPh6QU8PeC8HaMML4749mMSA7lcTiQcAxPeP6fVQVNcApU++0hVbFebRWrUM1kjI4h5uqGOOMGD2CVnVzNVOz0rjj4nhob8cKvK0RWvwIBfy1hXmRLtgC5ePQ/rLl4Ke84ZaVqKVUGhuHu6BjAwAnh1tfUzw/dfP3ovxOD0oihuvGI5vvq1m5lRfMow/9zyUrtQpMhD+5pYFNmxZvPp7k2jVWPZmvlYvq4BRSV5GceETPWU+l0xtk0i1tcIebAZGGqBIMWQFFRIigGo0QVenoQdTMy/uICoxwb0BcHHxozXBK6rdZDMRVAtvBSGBetYsIKJpGjEuDv+WgtatrWyyHEsyTLzKPF6vHC5XRgeGkYimQAxUYxlRiBXQiB5BmC2GyzI6Y8jOTh+bFXrtYjUWNAbV1hRxBwymcyM0UpgV21tzYyDLmcDX0o0RyWyo+L1RdJYurbJYsN//O9f0dHjYEPOrZ97P8oKLHj99dcZU4DYuVVVlXhyWws6es8GP35y501YVFeBu+79PXoHXCy63NL6Snzymk04evQYmptbGBOM2vh8A1wKW6sMq1evZowt+vudyNbK9jmbaBygdgl4gkq0xgEPgj19kBv3Qx4eYlKosUwSThAQLaqeWZDrnEKdkTZyinl9iQ22IgtsRTZYCyZmIaXGVYr8m/Q7IAWc4ML0cbEIhEJuFf609Tju/cM2tnCrLcvDT77xEehUMn7y8PPo7Hfj3q9dg4NtLtz43bP9aDYurcAvvn09mtsH8cUfPQazUQeLUYdvfOpiLC43ItlzCLKvlwViofRWM7iy6QvKu9AAzlY5KmskxjMvTBwoQpEw9o9IGI9DkIMzJGHMh2xogMq04LxKGM9lW0VIEuiPjPhbKd5WxKyigCQp4IqArVgofgasGmFc0WRisg2vbNoim2OovBTgicAtYm9RtOB0ieZuNpsNxcVFiAQTbGPt3M20c8+njZfi8jzkFSqeeZOlOYArmxab2jGPLnprAK5PNp4BuHz+IC56/834/f98G8sW1bIb+dFPH8XAoAs//9GXx91YpuNTANffH7kbVWWFU6uYLM+aA7iyrKi342Ff+tKXcPDPL02r6Iuu3IBfP/xQ2gFuVJK4fw/4MTvYE11YtufAtGoNjPPqQF44ydO7wPXszY61ZakCX7URYnHDrDIGJqsweql0tPUyyWLHyfS+XPMWluPit4kvF6M4D3rRtKMFHQe7MkbmU+vVaNgyHwsvVtgG6RL1jSNH3sBzzz3PGADpEvm+kP/JZZddiqKi9BEcaUF46JVd+N6nvgK7aJxyHz8ZdmBr4z6YCqYWAWbKFx6RadJEnCQ7FNmwu7sHHcc60XWoF95uL/NiSpfUohrGMgNkW5JJpFKsiTdTJsUMXs0mP8TcqKysYAtAEy/i9FO7EXeSj8jZaI9tcQXmXb3hTYNbk5UrBWYkXF1IensBbw/g7gQXDzKWF+24E8gVdQ4jOeiYGOTSEchVCpWOZLFvPtGudpzXIREOgA/0Q+Bk8BoDONEAAsMG+50M3FIkhEr+nNaIPs1inPQWIEJR+CZI5K/VsLyaAVv5hTkZx61RAFCS0N87hPde8QEM9Uwe6CKbO/3O3bfgSzf/c8ZrU17UFq2N7Ti0txmnW3smjCY40TXNNiPWblZki7qptoGs+JbFB08gOdAMznEMfDLK+gD1wbhGADROqKT+8V5bqULJQDSmQ2xQC27QDy6ptAuBWrLGhLi2HLDXwLThSpgyjDGp+uhu6UXL9lYMnXaezW4bAbtcThcDu+hbNInQVYsIqP3suaaUZ7DA1htDYng820xj0CFYZUJf3Dv6/BLgQmBXXl4+li9fisWLFzGmVKaxNpu+kO7dxgB0gDGwfveXF/HG8Tb8953/zNgpf/zbVtz51Y9j7969aG09wZi39fX1yCMj+aIiWC1WJCUJH/rCXXjwv2+D2+PHz3/zJB79+R1MsnjZR/8VP7/rSxga6MGBAwcYk4za+nwAXCm2FoFaxNaqrq6e1bqcTjtciOcywKu3B87nnkOkp58t9EleFQvGlOeB4xEhJpeqhMnoz0fiBY6xvNRaNXIq7EzaaM0zw2yMQCN5wQX6wfn6wI0whdmmCb3GeA04Yw74vDpwxnzE1CZEYhIsGglyPKSAUhQJmJcBlR6cRg+IRnAqLfPCIVaWHHaze+YENSSVHr5IEla9ADnkhOzphTR8EnLYS9sk7PdP3PYfuG5R9psv59bfwZ4obvrcjajO12dkPM9U3RPDi8zrGcOLZI3mEubjJYx4WqYAjzMSxhMjEsZTMyRh1EDSVgOGeqjMdVOSMI5jW8USCAfCiBCzKqj4W0UJsErJBP1RBmgRcCXTe36G2VYz1TaJeFxhbfX2Zs3aKisthdViw+CAC+5hf3pbEg4wWQzMSN5kIWYux2SJ7EMxgkb+LYgq6K06/O9f7oN41DStKIp5HzXjF7/4xUxV0Tsmn0cWffYtuZdPNT40et22jj584MY7sO2Je5GXY2X//8hfXsTTL+7Cn3/1/XHly3R8CuDasn4ZrGYj6mrKcM2VG2E2nWs1Mv1bnwO4pl+HF2wOBHCVvOhAvsY0pTIOxvw4lOfHnTd/HYUr5yFnftm4iWEsGIT34H5FkpiGIktRElVVNTCvXA1NTi4iPW+AowiJgZ6MZUsKIuSKTdBUb4BaN3UwI+OFsjyAvHe2vfA63th/8izj4XNPfzv5clHZCTQ6se8UGl9qZpTrdEnQCChuKELDpjrkV+SlPZYmGsQUICbXrl27MwIxZWVluOKKdzOj33Q7R6dPn0ZHR8e0duCpbJdeemmWLT+9w1K7yh6PdwTQ6sbp0+3o6uqEmtdA4xcROB1kE6xMyWAzQF+lZbKo1EI60zn0Oy2SCdAiALG6uop5Z5H/TF5e3qg8Iej24dTfdiLYNV6WYqopRO21G6GbRRlnqp6SPgeSnm5I3j5w7k4g5ER8aACSo3dikEtvgFhcAkE7deYkgVks0mRgkC2OosEgAmEgBhHRpIBoUo2ExDOmCwO6BBX82gp0JyvR79OPjgfEbJq/sBzrtixDSZki/ZhKIqnvdBNNUGlR/2YSgQ+v72rEgV2NcDqIbZM5BJug4lFWXYiVFzVg4bLarECEFKAXH+5AwjECasX8Z2140EIrIUrghR6opDPG7efejwQB0bAFid4EeLcXsqBhDL2EtgwSbwMkE1QlpbBs2ASt/YxfXDb1QqzK5tda0LpzYjk3W+glEnA6XfAGfAx0jpuj8MV8bDGRr7fA2h1BfIKovKJJD1+FAf0xhdU0NlG/IbCLQOclS5ZgyZLFTDo41f6Uzb3SMSQx+ND7NuPdF69m3mzrP3AzXnvyZwzEIzCeTO2JlatSqVnfKi0twdMv7cXeg834yfe/hKdf3INnXtqDB+/5OtQqFT5y0/dxy2euhhT1Yffu3Uwmyd43syhRJHZWWVnpKFuLIsHOsbWy7QHjjyOGvnfby4Dbxfo0jQkpZks0mkQwpwIOKQ+xYIJtkk1XfjVRSceyubSqCPTqALScB9qkE3p5mEkIVUISokEDUSdC1GsgGkQmA2bBTmgcVmnA6WzgtBZwoomBVXIiDDkaBifHIcvE1lQALFlQgRNEQCUq2zyJGKR4GBxHwJ4ATm2gkMGsLqSYHxKvh6yzAoY8qCxF4E35eOSRR6bV76iuN27ciHKbBkliPNMGkKcDfNQHjm0AZWYQT73VlTNTgVxgVCIXy2YK4lICwaiMRfQ5I2FsBkIt4GMDDOzKFAE9XdlkCEjijIRR0BWPvldSABYzYmdsqxGmFQOtCMCKKWBWIIywP4p4eDzbivXRzK+26VbfjJxP90sehgRuEQM2K9aW3c5YW4moxFhbY5nZNBYyoJh88NiHg6BRoag8FxXzimG0G5k3ntY48hzpRWgMGsTCMQTdQfiGAnB2unDf4/8Dy+mcaQFc+R+z4P7775+RenonZfLwwjMA12xKEtkzPmYr+9PHzwBcRxpP4fp/+SH2PHPfKAj152e24Re/exqv/PmecdWd6fhAMIyfPvAEyAvRHwjhr8+9hly7BY/94rsQNZPbnUylXecArqnU2tvknBTAVSIqqOubTb1RDw7ZvLjtqhvAaQToKILGyvnIX1TFXmihnh74D+6D1JNBkqjWQLtsBayr1iBJrK2O3SOsrfS7fcxry1arsLYK62Z9Uv9m6ocWgDtfPoidWfhybblyFda+TXy56CXqaHegaXsr+poH0k5S6QWpt+vQsGUB5q+tzdg+tKDZvXsPnn32H4xWnS7R4uSSS7bg8ssvY2b0b8eUAmocDge6urrZwpAALQpnTywJ+p3AJqNsQnJAQqA/kFHuRjvWxlIjJFsCAck/bkF8bj0Re4GuQf5m5DNDC+WKigqYzRNHrSJvoZNP7oK3eTzwrCuyoubajTDnn1+2WwoESYbciDs7EWzaD7n9CPiomzF8ONpxH5mlckYjxKISCKJmyl2GFivDrhACHi/04S4gpPRVtjgakTbGOS1ispoBXrGkCrJGh171YnRFSlBUXoB1W5agorok4zMx5UKepxOHHW4mW1T8xtLLjFNF0ogqLFxRixVrF6CsGFJjqAAAIABJREFUqnhSX72Etx/xgRZwA8fAh4cnjJibFLRIiGGomN/W5H4htAgK+22QeiIAmfXrSiDxOZBkC3jaeJFlCLXzYd14McQpjif0vHYe62Jjo6vbPenCiPorGbtHEYFcIKMn0MWCQeRqjLB0hhH3jpe4ayxG+Mq16I9400TsFRjYNW9eLRYvXoylS5ewsXE2wC7asb3rXz87Kkm44hNfx4P/9Q2UFiubGWPZETSuR6IxvO+GO3Dv92/GgtoyBMNRfPXO+xAIhLGkoQahcATfuuXjaG1twfbtrzHPmNkAuM6wtVYxqSexUmeT+XaeHsML5jLB7m54X91KETbOKhOB/RLPga9bhERJHTz9Xrj7PXB3uxnQQIAXfd5U4sBYWvTRqBLQq/3Q8T5oJSe0ySGopCCFjgOkyfzbCNBSosZqdGq2WNcQ6GXUMp9NjoAuXqUwuygPZgEwUkaGZhFdhVFWlI/S89mbRoIKnC4HsqUEMBGQlQvBVAhepQSLmI1nMlV3oxtAgSEk3L2AjxjPXeBCQ2xjgBjPs58okIsKEq0tmI9X2YivpfLOY4B/xIGkj6IwkoQxkFbCqGBMZ8AmCthCwHoyPvIhr8CkgHDCCn+4Am5XDvwuIOgOQU6OsK3OYVzNfh2cvysQm5+k4b19fRlZWwRWiVoRpeWlyM3Lg2vQC7fbD17DQyUK4EUVVBoVOLXSv2Xq2jwHe5EVay5ZgoalilVHat7l7HbB2eeGs8uF4fZhxMLxkeiNyv3PSRRnrx/8duHnZi/zNDnfePzB0V9TjKztf/0pA6IoZcPgyvb4zh4H3vvJb+IP938HSxtqZvR+5wCuGa3OCyuzmQS4UnfGqQVo8i2wFwpQDXRAyBSpzWaDYeU66GtrEes5Cq59O4Rgf8aKooWNVHkxtDXroRLfetPviQrMfLkOtODlZ/en9eWiBd/KDSO+XNNgl2SstBk8gF6ojdub0bytFcmU/8wk+au0KlStLEfD5nqYc9KzBanOiHX14otbceTIkUkXc6lJIhkZv+td70J9/YJp7YLOYNVMmNVYaRlJMUlu2N7ewcz2CcwjQGusdwllYtAaoAvp4W8LMjPSTMloN0BbqUUwDWuLwCyKXFZbW80ALWIwELhFC+NM5ry04Gz7xz44D41nDanMWtRetwn2yvTS0Uz3MBO/U116DuxHtPEwONkPjguDjzkhxIaZJE2l1UBTVAThTe4G0W6uc8gLR5+y0ymBh86ghVEVgibsAJc4u43IVJt272ViGPE68HorNFWrYFp1DfTFDTMm4ZyJOptOHvTMnm7tZkDXicYukF9YNokiNhLQt2JdA8wWIwNjEwEX4gNNgOM4OH8vBCYhnHgLPaEhXxgP1OhlzIrJUhwmhH15SAxrGaAly1ZwCQlcauHL8VDXL4R108VQa6YOfKau73P70byjFW372jMG56Bd8Zw6GxLWBJpONSE5HIB4woW4f3xAA43NCHepiMGIwvpKl1JADpnSE9hFkRjp/2aKoXTVp27H3Xd8AYvrFeYfAVz3fO9mLJxfOWGx/vC3rdi57xjuv/tWVvYTp7vx7bsfxBc/fTWeemEXTrX34P5//wp8bie2bdvGwH6KStnS0jIjJvPXX/9JxiJLeWvp9foZq4ts+vr/pWMC3V3wvbIV8I3fpJKJcbh0JazrLmLAIj3zviEfWyB7Bjzw9Hng7HaPAl5S8kw/T0VUFFSAQeODThWANumCVhpmskMmHUwTuCirNiAWF8OseGgJ6DJooNEpLC/yT2VyrDGKfMWQXfGngrUMMBWDNxeCtxRD0Crg8myCWdncUwrwkiJ+hfHs6QM8XeB8PWzcVAK5zH5ikRqJ7Tbi48WZi6GylTKvy2TwFOTACciBFiAeRjIeY2xn9iEQK0EG9ilAixiABCQqgJcyFI6AX+zfHKDSwh8phjdQBOeQnY3DbxpAnf0qmfYVGGvL6UJffz8CoQDrmynGFbESCbRiH1H5qHUqFJUVY9HSBvCCGs2NnUyWSCAWzW8Y8zz1PRoNmMeyNXVYe/FiGAw6OHtccPV64Ox0YrhTsWWQ4pOD03MA17SbedIMHmp4awCuzzadAbgm8tT64b2PwDHkztqDK93xwVAEa977RfzmJ9/EmuVzURRnrze9w3KeFYBL5KGJDIJ3dLIFhD7fCj2Fuj9HgsMkiZXVMK5YBZWWR6J9F/je10f8VCavaJIIJe3zIVRtgKZg3ls+ecjUJRRfrh5se+4AOk/1p9l95zFvUQW2XLEKRaVnIkdkyv+t/J0mTl1N3Wh6tQXOzsmlQVRGWshZS21o2FyHyiXlGRcXBFLQTv7zzz8PMqNPLehSnlBqNU02ydScYwwk8uWiSIsXym58CtAipkZHB/lndTPg7tSpNhZJje5vssRYW5IJiRHWFu1WpkskdyMD66T1bNZWqm4o5HPKP4vkncTSSk28s13wsmADrx6GY3fzuGiFFGGy5ur1yKuvyNiu56u/Ehjn2bsbsTcOsZ13kpLQmMNxQXAIQWXioLUKUEmRUR+vycpGEz6X04fBPifCoeg4OR4v6mEyCvj/7H0HmFxV3f576/S2M9tLstn0SkhCOoQqYPnAghRFRUBEBfwUVPgjSlMQsQOC7VNUkE+ETxAE0hPSe9tsks32Pju9z537f37nzmy2990kmPM899mdmVvOPefcc895z/t7X3O8ARzpr3RKNOAUJREGou8Ta4wXkJQsUIoWQyheBF1WAQRHScdkaLzKZyyuw/T0th/BzvcPo6nOjYHaLeWB2m5JiR0LpokoNnkheE8yplZ/YTUsTFRHZLlmSGpzH7fCMSewmDQB4eBEpOpEIKGCS7v3ZQ6iCbc8dz4cS0dPM47OTWVRubeKLQD4Gvs356D9rbkWTLtwCkQnj/LNe1D75k6EPD4o3dgnssuC9gIJLeGBz5m5R9IuJABbE6efjZkzZwzJibE7mEZ9xs13PY47PvsxLFs0m/XNiz/8Zfzjd4+iINfZ4x0XiydwxfX34peP3425aUDs8Z+/iLzsLHzxxg+zbN714C+wcO4U3Pixi+Bra0JbUz087W78z19fwYF1r8NqHp7+BplvRFIifv/3tzFhyikHSg2o0LZzafRLIFhTDd+a98AFejqEMpBr/kLYL1jSA+TPgDFtdW4mYE/gV6S5Dqq/GbLSDl28hTG0GDOLMXPHIFG7oNBDUWKMK42ppYLnVMgmCaLRCNE1EbrCMkjOYoj2fIhmVwcz60xvUx2Lbck4ku21UCjE31cLeKrAK1FwxPIaQVxeB/ZOouoEPRHbioFUGkBFzCtyDFQUjoXzR3gnQqoLwZQdMc4Es9kPi74OMt8GJMO9uiMPutaJRcYb4Q2VwOPNQcBrYguyAy0QDPr8Y7xjh7ZVJ30rXhJgsOjByxya2ppQ01iLJBJQuRRSfHrjFChCigHImY2cbS+77BKsXLkCW9fvx+b39iAe6x3cJDdSUeJhMuoxY1oJrAYTPHXkouobMtvyHMA1do3ktzNv7QgdzIQQjsffWw//pstN3fbNH8FiNuKxb9+KxmY3rv/ywx0uihRmePPdP8BtN30EV1+ymB3X3/7rt+4DgVpLF8xk8gUUrvj6vzdh9d+eZtcYzXSOwTWapXmGnWtUAS6egygkIFL8f1uTRuemoQENIAUehhwbTC47eFEEZBnyvPmwLViERN1ecOSQGO5ronKq0Bhrq/Ri6CcvhygNX0fndFSD1+PDurd3Yv+O/nW5cguduPjKRZg+d9JZM/gOtAdwaEM5Yyz0t5JD5S4ZRUxdPhmzV83UJvz9JMYMqazEO++8g4MHD7PyoNBEp9MJm83WEZpILoLhcJit0NPLm0Cc8R5kZgYRgUAA1dU1qKmpwcmTJxlLi8AsAlwGk8w6E3QhA4Inw4NjbTlN0E/QMYdE0rwhcCw3N5fp3pB+Fm30eSQryTRZr9t6CA1r9rPBaudEjM2SqxYi/7wzD2ymMve8vxGJ/Xt7aHIR2MWXTYVl3nTw4VakfPXgvNXMSYtWtEm7hIAtryeAlsZ2hIIRdGYT9KhLXkizuSKQI01sokCDRAK2mLVxt4k0A+othVDtJeAlAziTkzEAaOVftBd1aJeMdzseTBsdaB+fN4BdWw5j2/r9zA69eyItLlkWUWBsR7bQAluyAZwSgd1mgCvHnhau7f0qKV5GQp9IhyR2F9enaRkPVTQgZcxBQjcX4TorcKKh15NRG9AvWATbggvGhE2XMec4sukoTu6sPtU30nyZTZrT2Ur/S/omExeWYOqSyQg1tuLwK2vR3tyKtvZ2BpipLDyKg5RtgSdHQHs0pLFNwLHJNxkfsBV8FlFCn+l/lUiE6e8AnSzCbDRgclkpSoqLkJuTzfZlIDCFLtE1WCgWGTdofxnYmFLYggJvskHMmohnX1oLTyCMB+++CXsOHsc3H30B7/zh/yEe8uHZF9/GDZfPQ7aVwrTs+Mt7B7F59zE8893PQg22g5OMeGnNIWzddwI/ffhOlrfrv/I4PnfNhbhijh1KzQ6kAk2AksDzb+yC3b0bl5YOT6MumgC+uV7AXx6+BSovAaR/pLcDBhtUnaaxxOut4A202ZiuUmfw62x8/gZ6Psfr90D1SfjXrAYX7AnGqrwA3fkL4LhgaZdwJyXUDsXfBNXfBM5fD9VbC470r5KklRRDnNzrSPQ7FNNYOSz2cfREkoi5xUl6SFYnJEc2BGsWFMGKSExAICzA41bgC5JRiQoycXEVO+Ga4IQt1wqTzQiT3cQYNGcbeNoR1uhtQNJbB5CZC70Po15t0bkz0J4GrpREUgOuOsCrFAuP68y2Ssa1foSBXnRcpqp6Y6DyAtM/SwhWRHVFUK0WyOY4jHIT+FQAaiI6Mj0sgXQyHfCGS9De5kQ0JAzIsB2LZ4UNBTKi7Ay40gTaiS1oMOuht+qgM1GYrA56phGnh96kaV3pzQZIehEHDx7C+vUbWAQAjXP6A+xogWPevHlYteoiSJwe76/bh6MHqrrIi4gSAVoCeAXg4sSkJlVREVajUXN7H2L0cOdyOwdwjUUr0s75woxbx+7k/Zz5tiNdAS4KI7z9vqdQ19DKjvr41Svx0H9/npnN+PwhptH5/+75LG645lL2e3/7v7dhF+7/4QsM5KKU5bDiRw/egSXnzxz1ez0HcI16kQ7+hFTBhKD3l4hSGgpHekU2aeVUFPg+WS2jBXB985ovQIQfYmMl1GBPJyiWf7YqxsMwuQSOyy6FpTQPavVWCA272GSyv8Qmg64ZECYuh5wz6YxnbfV1L0yX671d2NTPygkdSy+1VVctwuKVc8+ae6V7O77zBA6tLkeovW8tHLo/QeKRNzUHMy6chvyyniFt5LZFYU4EDNCLmxhcq1evxcaNGxm4RWE3eXl5MBjNTHQwEPAz160DBw4ykIde5EuWLB5TNlfHSnNbGwunqa4mQfhKNDY2MkBrqI6FNAgxp8xI1CsINocGZL9Q2IR1ggV8tgpnkROlpRNRXKwBWsTYGgmg1bn90n027j2Gmrd2Qk101e7gRB4Fl8xF8ZLZZ2w7ZSDXxnVIHDrQi/A8B3HqNDguuZwBHEwEN+xDor0abcePoKV8H1KeGiixGMhOfjDe3oLBALtNB6fghhEEQPTPEFEkE5SsKZCMVoipGFgYB1my622AbUIH4MXbNfHcgc43+LfL2O5Jz211ZQP2bDuCw3tOsImQrJOQa/QhR2qDM1kDNU4T164AGIFf2XkOuHIc0Bu6AuBJUYaiC0FCDXj1VDgoCQ2TYDwMDhYGmtI5EU3NQuhgBFxzUyeTz1OgkiqK0C1YDNvsOV3bLk28GLijbRrYk57g0Xcq6bnQ92kwiEAhmsClP2t/T/1Ok7uUkkRrdTOajzUhHo6TdxrTwdH+Mi81DUTitL8GiwRXkR1CKo7gyUaoShKxaBixaATxKPWtKXAGAXG9ikQyw3bL6NOwmWR6IqjF72RCeTrF8zBGikBhWDo9nK4sZDnsoLA9vqO99gIaCDI4Sw6EwvloT1lw+6MvIxxNwOML4gd3fQwXL5gEf7sby+/4Df723asxLc+EmGjDxXf/Ec9/5xOYU5oFlYBkkxNBzoYHnn0LJ+vamMD3/OlFePCLlzGzCKXpANSQm5Xxi2sOQWrYgY9PF4fVYJsCKXx7o4A/f/emXo9XGdAoMJFstsnWNAhmA+gZ7ASAMdFx2dgRyn22gRjDKsARHhSoqtRArtCpcSEBy7RB5CCXFbDFTz7UxMTR+ZhvQGH0DFgSjyXY80SC4ZrTncau1YTBhwh6UdyjKCOly4LqnALz5PnQOXMhm61IkGB+REGgLYiGo41ob2iHqqiwZltRNLMAlmwCYnTac5bQGDN0dYvLDKPFAFkvM7FkGsufKQzzTLV21sqj/xPRhOYUGIowQDHhb4VKbpP+RvDBWnDBFqSiUSjkAMuKOa2Ole52RoZAdWts1BdJeigGB+CwQbKp0IluxgBTM6DOsICXTiGMgXy420YnhLE3thWZLRHbSmfRs5BXAqp0Zhl6Wvhi/2vfE7BFC2LaVKlvdqnH42Eh3OvWbRiUeZDd7sAVV1zGFn73bi/H+rd3IRSIMDCLNgKzuISKmC+CaHsE8XCCOURm52Uhr8AJfgAX9MF0D+cArsGU0vD2eX7Gbayro0dlPP9+qfyFXjPc3OZhC2gD4RaZg/van+ZPbR5tYSTHaR+zce85gGt47W5ERx2uqMaXvvVjxGJxZrv5wlP3Mup/95RBOnU6GVazEb956l7k5zrZS/7eR55FZU0jE29decFchp52T6MCcGX7cP8VHwbXdJL81/u+b0mE6iqA4iqBXu+BS18Jq1mBaNB1Jzd0OYciGpGadAn0ZaMbQjKiChrBwTT42Ue6XG9sR8DbU0w4c2rS5VrIdLkWQ0cMkLMg0WCHQgsObziK2v11bBDYX9JZZMy6eAZmrDhlEPDa25tA4SuUli6YhScfvIOBWCz8ae8+7NmzBza7Az/702p4fCEY9Tosnj8VX7rxQzh06BADuQgQW7ZsGaNjZ2WNXPC8s35WfX0DY2cRqHXiRCVzrckIwg+3isw6M3RBPYInQ8yeuq/EQCuBR8GkAkxdUYaZy2cwQIvcv0YL0Op8bbrvliPVqHztfajddZV4DrnLZmDixfPPuEF79/Jjmlwb1iJx5FDPiQ/HQZw+E1mrLmVlSKDM1vX7cLKigYGMelmFQw6xzaS6YVFaWWgMMQoyLFVtUApIsoi8IhecuU4opGMRbIMQqGdsrv4SA/DNBYCtEBR6S0LAmUS/kUZJStAzsV7OVgTBQQ5VxeBFecyBxe4rw72tFPf1HZswxaOo3r0VnopdEFuPgI8HgESUuYwR9KfBf8Q80voK9h1HJF8RVrsJVpumlZQ06MEZfBDVFo1dxwAJEdBZAdkATtQzcCjJ2RGNFSFZ2Q4uTJNqmgGlASTGgEqx84m5OZAcdg1gYqAUCc1nQKt0ntJ50+rilMDxqfCdDjoC+zlzLx370710TABVZjvvbfIh6A4NOAGnyZItzwpZ4hBt9KRZKipjrESjMcRiUSRFDmG9ilh8hKFaVB6CAJPZBGeWE1nOLMaU7YHNUki4zgIuayJ4Zxk4owOeCAerQdDqNeZnYJwaD4ATdUxLBzIZgFD98khFvECgBSDGlLOUOdWFUzII1NQlg0iFPVBbK6D6GqBSaJKqjjnANZg+m55B1t4YO1B/igWmJxaYFbzeAo7uiTHB7Ey/6RwLTCtZprFVVYnA5o3go26mh8glvBAS7eATfhYOJ2Y5oHNlMxbLcBPDpcm8IUwsLwK9NOCL/ifAKwOKsfMTpZEcVAUdokI2ooILEcWKiGIBJBtcxQ4UzirC+j0H8au//R87ZMHMKfjWzdfBU9uOusMN7L5yJ+UygOsPb76Ll95aB6NBj/NnTMb3vvJZCOSyKHL4y5tr8eI/32P9w1du+i9cfdFCmGwmBmoMpHk5/LLIgE5036SrlGLOy6TjSa6WBFzROIM5CQbj2vcEavmjSMaJuazpMXVsqsrqhp5TSUrCLPthFHwwKK0wpFq0UNFBLgAN957YccSuNFugyxYhmFIQxAgbFyZTIpQUr+n/D5XN1zmE0ZODgK9rCKPGrurEuEqzrTQ2lQ56BlwR40rbGGhFjCuzjoFWtBA5Gn0B1eHu3buxZs06FhnQ3U23e7nSgun555+Hiy5aBbPRgu2bDuLInhNIRZJATEHUG0PUHUEilkQydooBZrIYkFfohD3LOmqgwjmAa0Stvt+Dn5t+29idvJ8z39EHwHVaMjOCi54DuEZQeMM99I5vPc20LW7+5BVssp9lt+KOmz/W43Qk9Pr12z+FS1ecj4ee+j10sowH7v4Mtu0+gqef/xuz1Ywnklh5zdfw8q+/h9LivC7n+PSnPw3rvkMwGwzDymowHEa9QYfHFi5jKyp9JoMBalEZYDbBlKiAMXwcoEmcwEO2m2B02SCbyKL71BnYpC9nlsback0c84ncsApgmAfRoOPk8Tqsf5t0uRr6XGykAcXUWRNw0ZULkV94duhyUZEQa+bwpqM49O5hJAcQoJdMEqYtK8P05dPBywLOv+I2/O3XD2HqpGJcd8f3cf9dN2HRvOkdg2W3ux0nq2vx/s7DuO5jlyKWUHDdHQ/j6e/ejmQ0gC1btjI3GcqDw+HAb3/7mxG/qP/85xdZqOHx45UIhykUsG/9rKE0CcbaUixINCQRaAp2daRMOy1RyKHVaoXFYoHDacX0ZdMwfdlU5EzIGfF9DZTX9qpGHP/7RiQD3QAajoNz/iSUXb14TEK7BsrXcH4nkMuzdjWSRw/3OJymA5HCUhyIWnBkb2UXq+zOO2dWPbPkIOy6MCzwwKK6oUMYubkW5OQQc+5UJ6bwOiQjAcBzEmKsf1dQug4JFZMrrEhhYKnegU7Njl1jeam2Ynzu3ieR9A8c3t1fmX3kpi/hho9dlg5P00AeYiJlQtM0RlI6XC1Fg+FMKJvGVNIAImI3aZ9TBAYkYlAifvAE8EV94BIhxCIxRCNpDbPeGBZdvtOWJSWjCVJhDnS2EMSUjwn2QzKwCSpPOjnMEUxlYFcC+VA8MlInqlh4W6+JFyAWFEC20argcFrSyI6hxSdfi4+J9Ka6MSJ7npmD3qqHQc9B8Qa7hYmoIKZrUuYRFJPw+v1QSGB7iMSV7tckcIYYVVarDVlZDricTogShe3RnkzBGByBVkYHeAJ4RB2rfzUehEqAVorAxAQDgxhoSCBkZmmZQs0SMRYGSCGCxIiCaGDAIIFiatQPRLxQyawhHRI11gyukdWmdnQG/KKZMP1PIZCq3qExwNhmAU9MMAqD1NvByQQenmJpnC2szIHKqvNCUCrQAnJBBYWa+uqQaDgKpb4aXIzME7o1Uo6DkJ0zYpCrc/4yXQmFlUciScRiKkIpG3xRKwJRE0JxE0IxExMr15o2xxgtFGJYNKsQrlIXLrvlPrz40/sxpbQQN939OO65+VpMsDpxYlcV1KSKknlFELP0uOEbj+PlZ74Lp92Cz9z1OG67/sO4fOVCvLlmK55/6Q08+9g9cJmtaK5tQ6DRj8YTzYxBac+3wZFvw+133j5Q0fb7O5XmD554HNm2nHT4JgFWWkinBmzFtLFFB2iVdjkdKhjUKRcEeJF7pSByMMtemOQAc640KC0QlLAGeKVlSkZ0c30dLOkhWGXoXBL0Ri84xKGoHBROh4QiQUmJGlDHkM9eTpJeSWH9WprYy0kGKEI2IvwUJNQSCDoLdOSqaZKhZ2GCeugtBFwZOsJQtaYztlp+bW1urF+/Hhs2bBwUaysnJ4e5i8+aNgsHtx7FwfePorXajZg31gFodS8RGre4ch3ILXCOyoI6tQ8yl7JmG/H0i09CVxuDyTA8HcVQJATzymK8/PLLY9KUzuaTPjv9dq19MwYXLSTRP2P/+ctHnz+bi60j7+cArnGuRhq0zr3kFqz7+08Ze2vf4RP43V//hZ898rUuOSFrzhvufBhb3niGhRocOnoS9z36a7z5px/if99cj9fe2sRcB4gR8KnbH8J3vnYTzp8ztcs5iMH1oYO7UDZMAdcTwRD+AREPXXUVIm1+xDw0Se+m0WN3QCmYDJ0+CHNwD4TeJnoCB9lqhMFlg85iREpnhTrpYugmLT1rJtDDaSbedh/W/Zt0uSqYbkFfKbcorcs15+zR5aIVpoZjjTi8rhzNx1v7nHjRoNJRlIWZF05FSyKEh57+A9588YesKH730lvQ6yTceO1lXYqGVu2ISUUdut1uw10P/goXL5+HyYV2bNq0mQm6E8BFoYt/+9srUAZgkvVXd5LE4wtfuGU41dvvMWbZDDloQLAqyPREMq6QeoMBVqsFJAhqNptY2BD9ZnaZMOOiaZi6ePK4MKb8Le048eomRJp6AjO26UWYcu1yyLqzSwcvHovBs/Y9KMeOahNTVWWi8S2Nbni9IfizS3CSVvQjAzNiaEBotOix9KI5mD8vDwg0aqEc5E4VbgWXSjLtEpo+JZUUlJAHQqAWfDenxR6NhOOhmAqg2ot6sLl6a1A3PfwX/HBlEnbD8NCaN48rSBYsxmcuyegbDA8hYU5YNMGIRcAFm8FF2yGkWTgd+VY18JtArmikp2to9/sjdow0IQd6UztEUQWJ+RPYQlyazmhPijMgrpYg1ZKEWnOi74mVJEHKL4BkodXpUX+kB31CmnNFAxF4mnzMxn6gcCoSFTYZeCAc1bS7OidiuznMmi6Xx4s2t5vpEaa6iekPOnOddtQYowIDurIcWSyUkeMEJjUAAhoJqCJAh+kgEbiZXuTKAFpd5G/pgWMzTu0KpIdFYWGcoFHf6FgC6OivRrdhu50NANfAZUuGB+kQSGKDiUaNBUYbMRB1VsYA4wgIM9gYE6w7AHYmgmAduk1hD1K+RqQCzR26WUysXCUtQ21cQ1Wa8PuRaKgjB4aeRTZKIBcB3SlegKpY5E/IAAAgAElEQVTPAmzkapgP3pYH0VbIROMpRQIRtNd74G32wd8aRDxEjFIekl4LHcubnINaXzse+eWL+McLj7Bj/vDK25BFEVcvWYhjW0+AwiNL50/A5mNHsX1fOX780J2sT/nT/76L+uZW3P+1z+DTX34Yn/7YKlx75UrGJCPB/LYaN6r31cLfFgDpUxEQ8L1nHsRi/YqBm1EfexyK78PnbvwCsq3ZfQM6wz774A/kJQK8eBilIAO8DGo7DKlmSIp/dBwue8sK9T+yAXKWANmmQG/wgU9FoHKAwhugcAbG1INgTANyAnhRYPkUJPorMJ0gCiVk2mkM7eKgqDqohsmAcTpE61Q25hpvN0x6vnbu3MXkOWpqqvtkbdEiKG0G3ojJRWXIt+Yj6k7g5OEaNFS3sbDT/hIZvRQQ8zzbMWwWJSdwEGUBzpIsWG0SRBr7BMNItPrw5N9/g4UeB3Lk/h3U+8pjSzyAmktd+PWvfz34xvgfsuevpt1+WkTmv3oO4PoPaWGjfJseXwAr/utrOLj292yQ09TSjk996XvY+I+fd7kSORVc9ulvsO9JhK2+qQ1XXP9NHFr3Bxbv/+Vv/wT+YAjnzZqMaCyOH3znth4T49EAuF6DhMc+9XH2Yk1E44i0+hBt94OcctS8YvBZNhiUKo21NYCFsyrLUPLnwjDvMmTPW/iBBrcylUkTvk2rd/fraEL7ki7XxVctwgVnkS4XG0wGIzi0/ggqNp/oVdCTrLddJS5MXTYZB+pr8I93NuGFH9/L2v6/1mzDlp0H8ch9Pa1wqb1Fo1E0Nrfho59/EC88eQ9iIS/ef/99NDY2sbDB0QC4RJHHLbeMHsBF4cTmpAXxegVhdwRGgxFWC4FZZrbp9BSye2pFkAZeJfOLMWPZFDgLe4Ypj3L3o00AgiEcf3UzApVNPU5vmuDC5GtWwOSwjsWlx/yc8XCYgVyhw4fR0tAGd6ufuTtR4gQBgYJSVPFOxCK9DwqZ0YFRxqIVs7Ds4vlMgDUz+cwwGJSID4qnLu1OVcMYDAQEKCEvc6oSY+S02D+QlBKNULImQzTaIap9h63e9PCf8cOVCvIswxPhfrU8iUTBInzmkllDLvsUhXdAhBILA2E3A/b4RDjNqurndCpY+D0BiYk4AV3d9iWx4ewiiLlGCEI7UskEY5QROY7K3kDhiunbTfIWKMpEpBp8SDXW9AlucXo9pLx8iCbzaQW3Ot8psbnIKc5T7+1h3tC99IgtIfMq+FiMMU06CYuxf3VOK6wlOQwr8gcCIK2W1tY2xOOxAfX8BlPxNPmjSZ7L5WLM2CwHTYa6t7mhgqPdUcaex38wAK6BS7gDAAMBfiJg1MTwVaYDlmaBdYRB2sCJoxP6NHDOtD0yYBbp5iV9DUwIngs0sL6Ni/oGdKKlcwwK5MrJgc45uHDFTJgyMV8JzFItBRBseRCs+RpbjgDaHm206x1nQr3ikTiSJJoeU9jztXHXQbzy5nr86uG7mOTHOxt3Yuuew7jvC9fh+PZKRH0RFM0twt7aarz0r7X48y8eYGDJG+9uwb/X78BPv/dVzL/yNsyYPAFHjlejpCAH99z0cUzJz0Pljiq469yIp98x33vuu7jIcCkEqvdhpB2R93Hz9Z9jDK4zKVGfRZteisIkUVijF/okuWC2nwprHFSGNYqVxrbSIH4C2QlQoTKnMRIBVrysA280QDADot4PSfBCRExjtxCjVGcBdGZNR082M6fMzPn6ygbpOxJIphpngzNPh2gcHy3MlpZWrFu3Hps3b2Ih6ZlEY40MoCUlZYhJCUpAgRAR4bK6WIg5SZ80N7jh9wb7XTuhczmcFsbaMpkNPYxw+qsaxt6TeOSUZSMrz8IALS4aQaimFUqINEvJmETrz3/85h9xvseGQp19ULXdfaf6mBf1V+TimWeeGdbxH+SDfjntS520tzQG1yktrrH7/LWKDwbYeI7BNc5PR6vbi1WfuIcBVZRIhO2ST36943Pn7Dz60z+xl+msqRNxqKKK/USAV8WJWjzwxG/w5c/9F15/ezOOV9Xj9z/5NnJcXTuY0QS4MvmiSV4SPKLZxUj4GmDy7IIQ7WkV3b1YFb0dAcNchCJ5bCRkyLUjZ+FU5M6eNC6MlXGu5i6XY7pcO8qx+s1tCHj7FmjXdLlmYdVVF4CAkrMlEePq5L5qHF5TDl9TV0clAriyJ2gA1+6TJ/HG2q34xSN3QZRFvLtxJ954bwt+9fg9vd5qJBrDzV97HEsWzMB/XbaQaXTRRrpYdM0zCeCiQYnNYIOLz0GiMQmdIMNssTAQt1eKOwdYss2YfuFUTFlUNm7PAAGDx//vfXgOVPcoc53LgrJrV8BemH22NL0u+aS+KeAPYcf63QisWwO+sbZntIwoIlAwCVVw9AhVJHBl/pIZWLpqHqw2Akr6pwGdsmOPQWmvRdJbD6XlKFKNByD6TkJI0LPeDyjA2Fx5LBRRkmXwqZ7MsvEGuFjoOK+DEgtBjXjBB5vBJ8NMS2eoiYHU4Rgi6bDFlGSGosuCkpMHvZl0epo18fZOiYpclETmTskbiqEmcqDUtyDV2tin/gpHYY55eZCMo2sxPdT77W1/GoyG/WF4G70IeykUuO/2QJM6PhmHkEhAZ5S7srkI/Mu2wVKUzcJkM5pEXq8XnnYPWtvamMPZQNotg7knYnVReLXL5WTMLmKcjkQ/qb9r/qcAXAOXe4YFltYDozDRLmGQp7TAKPST15k63itD1Xrq6LcUBYqvnoFZ8DcC/npwoZYOl9mB89xzDw3k8iFRX9/VmS+zKzG5cnKhc7q6tCliwlJ4MoVnw1oE2IrAWXIh2AogWKjND9+5kMYRV9xwb0dmX//9Y9ixtxz/eGsjG4ukkim8vW47/rV2G578xq2o2lcDvzuI7GInjNkm3PPEc0goSeRmO7Bl12F85LKlmnTIdf+Nf7zwMCYW5eH1dzbjyedewj9/8TADyBqPNWsuySrwQQW4utc+C2uUeEiiAovOD6PkhyHVCqPSzELKOSXewawikDHDsCLGFXP4I2F0ArTof8a2Sgs2nvrTcUly21VECvuPg+daIKiBTsYkaTalZGQagQR4cbIJnJReXOzOkk2fNQUJipgL1TQTonUGBMk86uMy6p+3b9+B1avXsEiEDkBLkCAlCNASkfAmEfckGDOL2qbT6UJBQT5j+7c2taOxthXJfiJC6HYoDD2/yIUcEpIfAASm/aneSGMse5KLadTpiLwbjSJY24pIgxtqQoWaXijsXu/jDXCRLM89D/4C/3XlCnxo1aLhdFNnzTE/n/ql05LXu84BXKel3M/6iyYSSZx3+a3Y8dZzTLSyorIOpMm15pWne703stsMhiPYuuswtu46xATpH/vZi8jLduCLN36YHXP3g7/AgnnTmKZX5zQWAFfKZodhZil0Sj24xn2ItLQj3OIBqMPtZeyuijIixskIpkoRj+i7TFI4SWDhF7mLpiBv/tQPNKMro8u17q0dqDnR2L8u1+yJWPWhhcg7i4AGuj9vixeH15ejanctezFTolW4rMIsTF5chtpAO3754mt48Wf3M4bC3/+9AeUnavHIfT0ZVGSe8NUHfoayCYUs/Nbv92PDhg3YvPl9BAKB0w5wybIEk8mMsrIylJWVQvBLcJd7EGwNdRmY9fZQ04rkxPOLMX35NGTlO8atTyM24cl3d6J1+7EeYVO8QcLkT6yEa3LRuOVntC6ksf1i2LJ2L7ZvPIhoOA6rUcCEQA2ktp4sNU4S4S8oQ5VqRzyaYG5+cxZOwZJV8+B0jczRhQawBCJGD70NVG2AGCbR+hi4VFzTMlLimaXq9AozOY7pkbQWQTBYIZK+CdPA0jrT8QC4mO4X6YklolAjfsbcoPBDmpCMNBFTLc4bEYAN7QEKt+NhNdWDS3YFwjtfR+V1iCbygLgFtqgPYtDfZ5gfb7ZozC39mR1OqygpBnJ5Grxdtfi6FTCb2MWjQDTOQK4ubC6egz7HBmtBN3AgLcDtdrsZ+K8tAJDOWrew+IwgTXriqIXrsA8dbZJlJ7MfaXULIgx6AxzOLMbsMhrTzAgKEyO9LgplZGGIAtPvYhpq7Ps0U4m+IzoefeYJ7KfJp/Y/iYH/5f9W48CbI1strk/l4o+/fBwgLbiIB4h6NHOB9DYQm3KkbXy8jtcYTYImhk9hWRQCqadQSBLDt4HTmZluGhPDN1q1ukmHatPfVLBV081igFY9OH8dCzPkWejpUNl5fd81A7l8PiQa+ga5+PxiSM4cwJwLlcILLfkaO8tWyMJmhwra9VcH9H5obGnv2IWAqt37K/DUcy/j5eceYt+/9PoaJgPy0N2fg789gGBbkDnDkkMeCY3Xud1s0fHnv3sVc6aX4rOfvAKLrr4Dm1/9JUxGHYLBCFZ88i68+evH0Li/HvVHGpioO6UPDMDFugkSZe+8AaJOgsFCguwGTZidRNmNmraVTMLsRhlSshVSwg1Qm/PUgE8EtbbHTEKGnwgYpRBFRUoCQigNdkWYTuCpRLYhPGUUKgHHsgk8AV4EfFFfl2aNdd5fUWWkKITRNB2iZXRCGJuamrB+/Ubs2rULqXgKxNDiojwSviQS3gQSMQ3UyvTBZC5UVFiAnNxcFvZPrC1Pq58ZkfSXLDYj8gpdsNp7X6RjchkSD1OWEdkTnMgqyYLFYYAaDCFQ70bgZJPG0iINyUHouI0nwHWyphEfufk77Paf/t5XPvAA18+mdmZwjZ+b4j3HRvZOHv4TPbpHnmNwjW55Dupsn/nqY7jp45fhqksW44U/v4GTtU14/Nu3slDDZ//nddz08csZG4uo07RaSzpd9z36HO678wYmOP+Xf7yHLTsPM90u6p+v//LD+Nx1V+LqSxZ3uf5oAlxsMFtaBkO2Cl3bbgjJYHrwRHOPFMJtPkRafEiRG1u6U0wanAjqZyMUyYUa61ukniM6rFmP3EVTUXDBjA7Wy6AK8yzbyeMmXa4dOLDzWN+6XBzYC2rVVQsxffbZo8tFVUEgSsW2Yzj47hHEgnFGYbe6rJh4XjGsxXZc/aUH8MbvH0d+jhN3PvBTXLlqEa69eiVqG1vx1trt+Mrnr4E/EMJt9z6FJefPxD23fTJNy1WZe+Latevw3nvvMUBjvBhcNNgmhhY5NhKgRc6GtBUUFDCdj4r3j6N6b22vIZqdmycNLKy5xNqahrIFpaO+Otjfo0CMt5qN+9G44WCPQQsniyj96GLGphyItXSmPW7U3jav3YOta/cxYIv6zEyymwSUMJCrp0g7J0kITZgK49zzcMHyOcjJH9xK51DuP+6ph9J8FHy4DZwS01zkIu0AhfxxKXDk0CZqTE01FoRC+jKiHoISZawpArnGDuDioNDEIJmAEguCJ5v4eGBAR8jB3D85QqYkI1IUUqQzQZD1SEFFBG6osUokIoE+AX5VNMMfzEewIQpLtB1yLAi9TtPO6b4SzdtskPPyIUia9s7pSWlvxQxQpM1O0llJ+zGmmYA0Lwn5IqzPiAUI6Mzspk3AVFVjHhAAq0biUIIx6EwGyCY9A4TYJI0TYCrJhW1igQZgMOCoE8AEHvGkgobGZtQ1NqGlpY191jSoSXtGe/w1QzJO21iImvYd6axl9k3R5DG9P11DlHTIyy/AjBnTMWPGDKbd1b1Oeus/+vuusrLylHjuMCuQAIxJkyax82hbCqmwD6kobQFwMT9AAvfENCenRwLASCuPALCMA+cwr30mHdbhyMrLrB9kZhUkTExgAoF/BCgwcxOBhUAywJE1V60hjqZunQZyeRnIxUA5QWbaZIqUhZTkgMqbIM9dAdu8BWy8NxiWyWiWNcl8LPnInXj35R8jPycLt9/7FD582VJcc+UKrN+6Dz5fEB+5fClzHSSwmNrw+m378d/f/xXe/tMTcNlt+Pw3nsAnr74QH7tiGd7dsAsv/d8aPPX123Fs+3E0EYOLHJPPAgZXxkkwA1xRrDj9b7AYNOCKACszOQfKkI0EWGkuguQUSU6Cou4US30gQfYOXbdAMwvzT/lI17IaXMTN3IU1U5HhJdJnUwQJikRGFx4I8EBI9caipv5WYwyCdKMY2GXSWJGsLz2lhHgqhHEOOPO0IYcwZha8tq7fhh0bdjJtuLg3iYRfA7SofXVPFCqenZODgnyNtdXe5kVjXduA2qE0V8zJz2IhiZJ86p2YYdbZ86xwEaBVlAVHgR2pcATB2hYEaloRanADiVSfLK3+amQ8AS4ax3p8QWa69rErln/gAa6fTLkjbeKSXoNgIvNpS2cmNj82n79+/BzANbxe6NxR2HvwOG6/7yk47Joo3/NPfhMTinKZtha9dF/97SOYVlaMZ/7wGv76+hqmZ/L12z6FG669lO1P+93/g9+gsqaBUVFJXP7Br9/MxOg7p9ECuB757I0Qywph0rdDai/vEBbtfK1MyESk3Y+wJ4IgNxHB5ATEI7pBrQKwARatXutE5F4wFfkLp7PB/dk24R5M8x6sLpfBKGPV1RfgghVzxn0AOJj76Gsfeqk3n2xhbK6miha2mpc7KRvFswrx9vbd+O1rb8NsNGBiQS4evvNmZmG/+0Ql7nvieRaqu3PfUXzu7h90Of3KxXPx3BP/zQA0onj/85//RHV19YhF5nvT4KIBBgFaBGBNmlSKkhIN0CJ9mozuB71oj+04gfL1RxFoDQ1YXIJOQOmCEsxYPg323OFpFQx4kT52oPqo21mO+nd2a9oJnRKxKIsun4/ChdPPqjbG2sGm/dj47h4N2FJ6XwnOMgko9lVBbG/tuGsCXe0OC3KKc+BYdTGyFiwcFthIhiGJeBJ6fd/hxCykO+xDPEy26yEGZKlKlOnwMJc5mVzmOKgRN9RAG5INe5EI+8BzItPmuunhF0dVg4uFH1JoUjwKPtAAPubTwLQRJprAKqIRqjmX3ZeoM4Inp0i6f5mEgtsgpprYu4NWoyME4CSULryRJO+Ez21DrC0McyIAMRrW3h3k2CSJzPGKNNEIGeIdWZBy87rUG/NL6wY0MfYQhT2lgSA2gSGwKAMKdfx2imXUmZGkgUfp32iinmYqkRg7MZA6wCUCphhzSQOhOgNP3b+PRpI4ubcGlbvroMQJkGEwS5pEo7mCSQYRaG1FrK4VRpsBthwrm1DSb7QglLt8JooWz+xy/93flVTPFMK4f/8B7Nu3D1VV1YjFYppQ9QgSARI6nQ5TpkzGnDlzcN5582AyaSFzZ2I6BXxlADAVqXgYakQDwNTOABiBYASARf0d4NdIJt1jWR6a4DqBWBwUJQ41kQAXo/x7wSdCjIHZM7SYQiE1azk2wRfkLhsTahckcIKsgWCZQNlBgmAdulm8DNVWhGhMQrSqEVxCgqrK4BSFbZRUUYRhyQrY5s4bVv870rL962ur8ZPnX4HZZMTkiYX4+SNfY33508+/gurapg7jp9u++SO2yEzj9ce+dSvmTZ/E3OoOlVfi6489B4vJAIvJiNuvvQoTnNk4uasK7Q2eDjbOaWFw9cG2IqF9jW2lgVS6NNuKFhDofwKsqJ+hrTNYNRBwNdy66NC1DHvTgFc94KtlZgYau3DoofGUl/5DGHvmVls84KGS3hvT8dJAL3oe2L2z3iATwjgLonV6ryGMGQCPNNjc9e2oOVKLQ9sPo66yAdFwtEMPtNfy4jgYjQYUFhYiNyeXjXWbG9rQ0ujpsnDX27HEkssvdCHLZWfaWRTu6Sx2pAEtB7KKHOBSKgLVzQjUtcJf2YQk09IaHEurv/odT4Ark497H34Wl1248AMPcD09+Y7TIjL/jePPDfeRPqOOO8fgOk3VQZMjjzcAp0Nz1OktRaNxFp7oyrL1+nsoHGUx67pOaH3nHW+//XZcfngPCo2GYd1lfTiC13UW/PTBW2EIHYGY0ijX/SXFmAulZAUCsWy07jyGcD3Fbw9xVYZi+XUSXPMnIX/hNBj7KaOB8nOm/k4vwr3bNV2uoG8AXa4Vs3DxVRcwXZSzKZHA9MH1R3Bs8wmY7EYUTMtnEzXZokM8mYQMntldhwNRxlS05lmRW5oNuR/AgA1eUinU1NTgz3/+Kx566KERuSgSwEXPCQFapaWlKC2dmAa0JsBiMfcQsqUBmbuhHeWbKlBDrK1E/xR7Wj2z5VmY1lbZ+ZPGHURiYOPBSlT9c1uP55AA5bwLZ6NkxZzTMsEYTlumQd/urYexefUeBHzhft1JM+d3mXgU+aog+dphtZvYKqfFqk3IVQrBWrIMtnnzh1QGr729CY///EV2iaULZuHJB+/otR/uvN+SeZPxxF0fhayE8Lnvv4w9x7oyy3773Rsw39KC5MnNSBDLy1qIWx/9I3NRHInIfLxwCa6/ZB5zQARp7ETcPRwQGeTR63uo57tJg0coTEoCCUCr5nyo5hwIpqy0vboG8rBJBu+HkCqHiAA7JhP+RqyIUCiKYCCKVEpASC1EU1se4mEejoQfgs/b4ULPjNpUbWJutplhnT0LeUuWQpKIhdKZwUQgk5hehc9837vF+1CZRp3b6mgAOfRcVh+sweF1FWivbe81QkwmkKuxEdG6NogyD0ehHbYcLYSWgOnCS+YxkGsw7BcCuxobG3HgwEHs2bMXFC5DYNdIE/WbBHbNmTMLs2fPxnnnnceeo9Eoo5HmbSjHZ0Awqhf2fyqZBsD8SEUCQMyfZoIRC8zDmGAs7Jg5RyoEFw3lckPel7GzCGAlnaoEAfpJIBYAF/WCiwUYmDwaIcUM+OroCyisiwAwHWNgaWAYgV+SJoIv6JASdQxAVi15TDeLt1KYIYUbFnQAJP6j5QhuWAM+3jPkmYFcy1bANvv0gFyxeAKk0WW3mvusE2KUU7JaTD32oXG81xuAWa9H2BeGu86Dqv017JlOxpJMquGhZ0dPZJ6xrFiYIOExHAP/KaxZC6XUWFUEVOlNFCJIbKtT3zG2lTx4ttWQG+koHNChD5eIIumpheKtB0cmLp4qplFJgO1QnrVTIYwKIAT7CGHsLePEpuWgivo0y8uoMbwkWnTnkVJ1UPSToRqnArpJDND01HvgrvWgtcqNRCSBxoYm1NXWMdfbgZx0qc+kUERibRmMBiYg31TfxsY4/SViZGYXOlAwMRclswrhKiGGlgPOIifTOwvWt8FX08KArVBjO0CLSgPodw21GscK4Nq+5wi+8fCzLDulxXn4489J2kRL/ykA11OTv5xmOKeJW0xknsTlx/bzvSfOAVxDfQ7O7T/OJfDpT38ac70bYTUND+DyhyLYEy/Ai9+4tFfWVufbIRv5VMFCSKXLINly2UuYBtXtlfVo3nmMObYNGeiiF7lehHP2BOSdPxXm3KxBDebHuZiHfTnqqCqP1WHd2ztQc7yxz/PQi2ra7Im46MqFyCs4uwTAGRh1uBYVm44jForDaDPCYNVWBxOROGKhBHNaowEADdQcxQ5MOK8EuROyB5wkVVRUYM6cucMufzqQJoe7d+/CxIkTGYDYn/YHteej246hfH0FQu6BWS+iTsCkRRMxfflU2LJ7B6lHlPkBDqb21Xa8Dsf/d2PPEGGeQ/YFUzHp8uGxl8Yy372dm4Ct/Tsr8P6aPfCQBXsfgqe9HSvJImaWOTAj1QoLhf91A3LYJGvpCtjnnjeo/oUmRedfcRv+9uuHMHVSMa674/u4/66bsGje9C6X722/79z5KSyY7ELQ0wJVNAF6K2IJBR+95ft48Ud3okxugVK3F0qwDUoiipuffB1PLo8MG+D6e3kK4aIVuHGRC7wS1zRPmEVhWncpo7eUXqVmIyc2e9JYHtrnjE4Jz5hPpHmSshaBy5kBMXcmBJO9x3OjJOOIt22CGN4JAd0nthnQTIXfn0RlSwE2bpMhRGIoDtdDbO2pm8aeVVmCN28SWgw5mHfBVMxfPAtZrvF/rkaz7Qc8ARzecBQntp3sNcRZNvBQ6xoQa/SwajE7zbDn2aA36RnIVXTFfBQuGDz7kvoE6seqqqoY2LV79x7G8or3Aj4M9T6p/9TrdViw4HzMmjULM2d2ZZgN9Xxn0v69ssBiQaQiPqhRP9SoBoIRe4qLaCwwxEmPkbTAlAHHT53vlU2siZ1FwJFCIXJJIB7WwCza6DkmQwqG/I5fIpCLQGtVtiBlcGi6X3orOHMueCNpgFnYxust2vcGEsPXgKPAsQqENq+HQKBqNwYh63+XXwj77LmD6n/H746HfqUMQBPyhlg4mqfZh+s+cR1ypfyhnyx9RCgRwANP3I9JpZOYrpWmb6XXmFimrmyrDLB8tgHM/RVOhhWlAV6asyc81eDi/kG5e2bOfSqEMQ6O90Dg2vsIYewtN+kwcprniEYkUjLiSRGRmIxIRITHXwK324WA1wh/ux8N9Q1oaWlhfW1/ierJaDKhsIC0tnIYeNHS4GYhibQI1D3R/hQSSu3AlGvC3JXTcP6K2cieoM0LEqEIvFXNCNS2wHeiEUo4PiosrZ4ZASMhSA4THvrjj5Hf1gbzME1egpEI/PNm4eWXX+5yGZLsaffSwhhYlEdnE7X/FIDrR2VfPi0MrvtOaMDi2Z7OMbjO9hrsJ/8UovgFvIIZ2cOzJz7SmsRvq4vwszsu67eUFHMBMHEldCW9syCok/fVtaB51zF4y+ug9hJ33v9bAOB0EuzTChnQZSvOOesHQp3v1+P2Yt3bO3FgV9+6XDTHzCtyMZDrbNPlonsl4VZiPZFWVUbhgMLKMlvHwIznIBslTF46iYXzddYS6N5GMvotI3mEaUAxefLkfk/BgKJaN8rfr0DtvrpBsbYchTZMWzEFk+aXnra26q1rwfFXNyLe3jOE0jFvIqZ8dNkZb+xAfcehvceZgDxR9Un4d7BJkgXkF2czV8Rps0sRaWqEf+27gMfT4xQ0yTIuvwi22QOHA1OIObnYvvmnH7Lz/O6lt6DXSbjx2q79ZF/7Xf+xC5nrInOVsubgr29uxcYdh/Cr+29EqmEPUo0HmYMhTWDHToNrsKVI+zA6BCgAACAASURBVHFQaGJrzIaaOxty/gwI1tw+GW/xUAMU92aIsQo6ss8LJWFAyn4xJPs8HN64Ha3vrUakqqZXEXZeJ8NTMAU1STPisQRjfObkO7Bg+SwsWDprSOy7odz5eOxLbbxybxWOrDsKX2NP8X2dnkOqtgGxZi/LjqQXYS+ww5ZtZZOMkqsWIn/e5CH3Mxmwq7z8KA4cOMDEj6PRKMgIZ6RJr9fDZrNi/vz5mD17FtPIIpbCBzX1BoCpyXgHAJYiDbBYQBPCZ1pgJIbvZWFYmfCoFGmHJcg5LQqehUpS+HBECzVUR14nQyl7lZcYa4v09EjMPpXWCxSIucXz/TotdhbDBy8DRjsDwyKBGGI1TUCK2gGFLJJVmwSkiInEw7h4GWyzZn/g2snq1auH/Gx2risCeGgBjvQ/zyWNwU+bEmyF4q1DypvW8Qq3DtoBlLGLBSAlJ9KsLgLLukWoaNHibIxK4fRKUmF/iZWnsRy1EHWFMyDJ6ZGABW1BO45Xm3HkoAJvaxSxcN9GLYIoIjc3B/mktWUwMKMCArc8btKoTPOkBR7kRC5bZOgdBujsJJQvoGRaARaumIWSiflpllYz/FUtCDeNDUuL3S5JyOglmEpcMBgUSMkguJYGfPevL+FaNYEyc0+G42Da64lgCP+evQDPPPPMYHZn+/ynAFxPEMBFsgQdjK0Mc2ts/3678hzANejGeG7H01MCYw1wMdZW0WKNtWVxDci4oYF8sMWD5l0VcB+o6ld4vq8SI40u66Q85J4/BY5JBR+YwRAxVDa+twvvr96LeD+C/GerLhfVJ9X/8Z0ncOi9coS8aQZUH5EdpCOQNy0XM1ZOQ35Z3ul5gNJ5Prqlgk0+w96BQ3QZa2txKWYsnwqr03ra8h1q9+HYq5sQrnP3yINlcj6mXLsC+mEyO8fjpqitVBw6iS3r9qOhppVpXQ02kfNcdp4Dyy6Zh1nnTenoI2jQGKqrhX/Nu4Df1+N0qijBuHIVbDNn9TshWbN5N156bS2e/9E32Dn+tWYbtuw8iEfu+2KXc/a3HxukR72IR+P40C2P4pmHbsGsAh2U6m1IeaqBeISpip5OgItNAmQrkDcHYu50SM4J/fa3VL4xz2Go3g2QlFOaZz3rjUNSKgLnuBCSpRShmioENm5AorUFbc0etDS2d6lv3qCHu2AKamOGHu2A6nryzBKcv2QGpsyYMKKJ5GDb11jt52nxonzjUZzcWd0DRNfpOCSr65Bo0wAwTuBgcZngyLNDZzeh9CMjM4lgE0ZFwf79+5lmFwFeZOQxEANhoLIgRiyFMNJEbt68eZgzZzbTmBlMWOVA5z7bfu/QG0pr4Cm+eijuahZ+pfpqwIfaNO2sRBggB1MlBpDDIYWksJsdmzDIDhF4EoLX2aDq7eAkPdMfEigccZScFmmiFve0I9ncfErkmzlvGjQBetEMafIc6CZMhWgkN0higtnBkU4hE8fnu+hCnW31fy6/Y1MCHc9VxA+FWF4kXO+rZVpe/ABtt3MIo0ohjGgB4kGkEqSXlYIST7IFF/bk9aNdSP1nUlFBqpJJ6BHn7Wj156KqPgtHj0oIekKIBLXxI7Vl0iykfjA7J5s91u5WDxpqNdYWLWDobDoGaEkWGSmJYxgwLe4RG/2CJdNQlp+FSJOHaWmNJUuLEwXG0rJMyoNejEGKBZCsq4LQSUvvgVdexTUYH4CLDNnu+NaPUdfQCpNRz/SnSZv3g5p+MOnO03Jr36kcPNh4WjI4yIueY3ANsqDOxt3GEuBSLMVA6QroioaunUAvg7AngKbdFWjddRxqjELUhlbC5PxmKnIid+FUuKaVfCCALiqXPduPYM0b2xD00wS39yTrRCxaORurriRdrtPpIDa0OtPGCCpa69pwZP1R1B6oh0q2Xn0lDkwIdeYl0xmbazwnRYwqXt2Ko5srUHuwAalBaG1lFdsxbcVUlM47vRPtWDSK4//YDN/R+h4layhwYPK1K2DJdgy98sbhCMZmqajDlnV7UXOiaWjAlijA7jRj2aXzMW/htF7ZaVSvwZpq+Fe/Ay6kOcF2TqokwXThJbBOn9Fne3tn/Q689tYmPPPDr7ND31qzDW+8twW/evyeLucazH5/fvUdbNq6D7+8/3qoLeVINeyHGmrTJrbAuANcbNGC10HNm8tALTFHAwgHCnmheou1bYHg2wyB61vbKQURSeMcSM4VEHV2+I9XILhhHbiwxjJkToPBMNwtXrhbfeD0ejTnTkF9TO6XvaczSJi/ZAYDunLynAPmdxya8rAuoS0CVOLQ2nKE2joxL6kvlFUkKuuQ8KTbLUceBRIcBTbYCp0ou2YZsqdPGPG9s/dzOIx9+wjs2o+jRyuYXhd9P5JE7YjALjLtmDt3DtucztF3Lx1JHkfz2A49IQKzfY1I+huhBhrB+erBBclwgUS0TwH3HfNn0gDTngaoKQVIUphRAiqFJTLgK86+Y5pbtBFcxA4exCCK47QwQ9LVks1QdXaADCFEGbxAqpgUTpkcUkjlUMqsA+RqatSsO7snnoeYlw8pK5uxupi7qGhgLDKQKYee/loAYpTpKRzSpoVHkskDhVl32oaSr3P7fnBKoOO5S8YZUzpJz1tGx0uJdrRvaovUp0WDUeZ4GYukEE0Akp2DbAhBlr3gk9QH9/9c0eI0sV67m3ewd6ZoQEKwoc1XgPoWO6prZSRTTjgdTsiizI5rd/sQUmKQbToIRgmqzEFJqex9R3mUJAEGRUGORY98swEG0tAiFtkoa2lRCyCWFiQB5gnZsEzIhsRFIfjbkaiqBK8kOwwiOreW8QS4PjitdHB38ngngCvD5MocOZaf7z8HcA2ugs7tdfpKYCwALhocpYqXQpq0DLI5a0Q3Ry+XeDiCxl0VaNparjG6yDVrCIl0SAy5NuQsnIac2aVnfMjVQLfGdLkqajVdrhO9a9HQOZgu15xSXPQh0uVyDXTaM+53GhQc2XQUh9eVIxXv5uxHIRCCtmJLS9e8xKNwRj6mLZ0yLg6ENMk8svkoY21F/QMLMYt6EZOXUEjlVJgdfYvVjkclULmeeHMr3Hsqe1xOshlR9okVyCo5fYy4vsqAabWdbMCWdftQWV7XL4ux+znoWTBbDVh+6flYsHTmgH0APWOBk5UM5OKjPYFkArnMF18Gy5TeQdUde8vx1HMv4+XnHmJZeen1NThcUYWH772lS9YG2o9MRC6/4Zv45WN3Y/YEBxInNoFr2sO0ezKrxePB4CKtnxSxN7JnQMiZDqlACxMaCNTK3Gwi6kHCTXpbB8Cjb6adQsK81uXQZS9l5/aXH0Zw47rexadVFZ64ikpjAQ5WBRGjmccAic7pcFmwaOUsLFw256wD/08NXMnIwo0jG8nIoo6FxLDJB89BJ6WQOF6NhO9UuyU2lzXHAteUXEy/7iK4JhcPVFSD/p3Zsns8jNW1d+8+5lw7Wk6MpNfldrfh5Zf/Nuj89LZjUVExjhw5NOBzP6KLDHBwZ5F6pp/nIzCrCfA3AN4a8GoiPbEe2vim+2V7gGAqTXTjUJUEVAZ4JU4BX0lyzCRHOYFNtFMEEJFGliBBSLvDEcNlvF0iBwdyFUB2OHr3vWCeExr4xZzvKFRM74CaAcF0BIRR+K4FvMEK3mDTGGnnALCxfATO6HNTP0Zjo0hTFQJVFYg2VyHVehKKrw1qPAaVhWV3ejZlPQQS6s/ioTN6IHIBcErXsQJjbSVJI08DovpLjIFJgLKQDQUFSKAYYcGJOncKNe0iwrEUYpF4mqUlQOY5GBNJSBSO7wvBZtLD5bQxKYS0VfDolDczLOEhWY2wlRXAVJQFSY1AaaxHsroSXLJ3UKvzxc8BXKNTFb2d5dHSr4zdyfs58/87+avTct3Rvug5Btdol+gZdL7RBbg4KNYScKUrIReOrk4CDQ7pRdG4oxxN248iSeyloQJdaSpt3qKpTKeLrMzP5tTe5sW6f+/EwX51uTjkFTmx6qpFmDardNAT0jOlXGiA0FLdwtwI22o9jM1FroTESiAHINkoQxB4pn0QC8Ug6ASUzCnExHkTx+ReqR02n2xhrK26Q40dE8u+yosmls4SB6avmIoJc0rGlWHWW57oGapeuwfNW8p7PD8U2lt27XJkTysZk7IbbpuiNtBQ24Kt6/eh4mD1oICMzLXIlEBvkLHi8vlYvHLukJ55BnKdOI7Ae/8Gl+jF3UuSYb70ClgnT+lRXoFgGEs+cifeffnHyM/Jwu33PoUPX7YU11y5ApXVDXhr7XZ85fPXoL/96B7+9L/vYPOOgx0U+2TAjeiJTeAbdkJQtHCGsQK4KCyJdLXgmAQudwbkglngZeOQ2jCVYdxfiZRnI8QEaev1PcpPCC5w9gsh22ey+/Lu34vI1s3gEr0DV1yWC+aVF0HOzcOuLYexY+NBZi7QfZW8t3ZHzsITpuQzsHPG3LIh3dNw2/FYHMdMLbZW4NDq8g6gnfocnaAgXlGFZPAU+E5kAdkkI2dWIeZ97nI4JxWOepa6OjHuQVNT84idGMkoZPPm90ek++VyOfCFL9yCJUuWYMGC+SguLh7zOs/oAKWiAQZmKf4mcAECs2rBJYLgmbD84PUCR6OymNMiRAZoqbZiqJZ8JgDPGezMXZRpgMVJCJ+0wLxM44vE8LlYMC2Grwnij0diIFe7G8lm0uTqg8mVXwDZ3jfI1X8+SahfA7/YJpGhhwMwaCwwzuAAZ3RoYZA6E3hZ0w86B4KNR+2P/TUyLC6/OwB3rRvuBg/c1e3wN/s152UV4EUeeikCk+SDUfDBoLRAp3gYO5JtrEHwgM4AyU5hg0noDR5wSghKPNIra6vznWleNuRyyTFncL1BB1GWwIsEaAnweAwIBc2IBHlEVROiKSviCROCHgHRtgTiNA9KKMgvccGVQ88BmcOMPGVYWpYSF8yluTDnO8GHvUjU1SJRdWJQoFbnXJwDuEZeJ32d4ZGJpwfgerDqHMA1drV67syjUgKjBXD95M6rkSpZrrG2TPZRyVtvJ8kAXc37T6Bl+1HEaELTi5NIfxngRJ6tvOReMA0Fi6ZDlKQzakI/lMJjulzv7sL7awbW5br4wxdg0fKBBbKHcv2R7ksuKOR+QhPO/lIykWQWy80nWxF2h2FwGGF1mmF0GJnIPAFcYX8YviY/6ssb4JrkwsyV02AwD88dtLe8MEYZsbbWHGVujwMlYm1NWaYJ4ZtswxPXHOgaQ/mdJp+1Ww+hcc3+Hs8MR6KkVy1CwXk9wZqhXGM096UJYmuTG1vX78ehvScQiwzM0MlcnwTG9UYZS1bNxbKL50OShhemS3kIUIjcmnd7BVpSej2sl1wBy6SyHn3IX19bjZ88/wrMJiMmTyzEzx/5GvR6Geu37sOd3/4JDq37A8tuX/sRe+vCj9+FF566F/NmnhIPpjzFanYjVbkJQrgRn/n+n/DDlcqwXRRfLU8iUbAIn7lkFpvoMQaupQh83kyItJkcwwIDWD7du8F510JE3+HUxLJI6qZCyFoB2VzAVru9u3chunMbuGQf4FZeAawrL4IxN4+VOwsXbnJj99Yj2LPlyKBBUFkvYe7CKZi/eAYKSzRn37MtZUKlj2w8ivqDjUzwmIBdWYgjXl6NZDcRY5pM5cwuwrwvfgh5U0ePydW53DLi9CdPZpwYdzMnxkQfYGV/Za4BXJuRGIJ5RPfzOZ12fOITn2TtmMTtSYybnBwXLVo4JNC7r3x2hDwl4izcKeVrAgKNgL8OXKR90MLWo9n2MkLuxL6EKQeqrQi8JQ+8LR+iXdM4y4A13a+buZ8OYXwlcUoMP5IWw491EsOPaGL4p9wgR8ZCy+RncCBXIWS7vU8m15DLlIWN6cGb8wDnRHAGJ1IU7qkmoPiaWMiaSm6QRid4Sw4EsxOCbAQn6tLOsqeueDb2J0Mur7PkgAzg7Gn0oK2unTlYtlW3I+wJs4XKDAu2r9shdixFCshSkgFeJikAQ7IFhlTLKcCLF5HgJfA2BbIxCL2OWF3BDra1ZjzMMaYtLUQQHiVIAoxGA3R6PdPRo5DESCiKeDzJPnMULgwDwn4roq0q4j4C1xQkOCMUfR4kcz440YmEYmbfDyssMc3Skm1GWEvzYZ6QA0uhE/GGeiTrahAnUCuRBEfh0MNI5wCuYRTaIA95eOJXuywbUpvp3PuO1eeHqn45yBye2budY3Cd2fUzotxlAK58y/CQ/8ZACr9pmomf/vyXkPPH1/KbAIfWw1Vo2VGBcGP70Dt2gQevE5GzaCoKFk6Dzmw8Kyc4GV2u1f/chlCgP10uiYXmXHzVBcOe8I+osXU6OJVS8ehP/8h0iSjdeuOHcftnPtrr6WmQ/cKf30Cr24u7P/9xnNxVjd2HjuPJv7/aZf/zZpThkds+i+PbKuFp8oJcCmdeOB1F00fGVKDrN1Y24eimY2g40jTwQEjg4JroZKytkllFwwIHRqucM+dhLKg9Fah9a5dmCd0pEeBbeMk8FC3pXzh9tPPU32SRNCe2rtuL/TuOIRoZGEzMnIsmFARsUTtfuuo8GAxa2MlIEpWd/2g5QutX9wpyqUYTrJdeDvOEngzJWDyBSDQGu7X/sNTB7tf5PhL+VkQrN+Pzt38NT6yIDxvg+nu5gnjRUtz4kUuh5s6CnDcDgq1vB8TBlGUyEUO8dQOE0C4I6Lv+FEhQzIsgu1ZClHQM3PJs24rY3l3glN5DGYUJpbAuvxAGp7NHVqiujh2pxp6th3HscO2gHTUtVgMWXTQHC5fOgslsHMwtnnH70Pvw8KajOPTeESSjScY+kLk4YuXVULo9Q/RI2KbkYcYNF2Hy4ulj2kdlwK4jR8px4MBB7Ny5C7FYlDGyuz+bvbHvRhPg6lxpsiwzIeclSxYzsGuwwvZddLP8TUw3C34KNawDF+ismzU6IM9gG1qKF6FSKDFpZtkKAUs+RFseBFsheNnQAWgN9nz97dcBfJEWWHojF8hUxAdirIE5QvrTbpDEBPMCiTBzTOVUYoENXquNgVzuNiRbmvtkckkFhZBsowRy8SJjtPF5s8C5pmD3CTce+sXf8c+nv4hU9ftIeWqAZIysSsGbc7GlQcKXf7W5S3EtmjMZv338digpBYLOgm0HKnHbvU9j/as/hcNmYftmRPFHoz7OnaNnCTBTjKSC1po2uAnQqmtHa3U7EuE4Y2j1q+06iAJl9SfxEETALPtgFP1Q/FXgwzVQSUKAzDOseljz9TDbAhDFEHg1ApXTnhnqgw0GI4xGI5MToXYejcSY3hcxFjmKUCEwlT1fWoZUwYBE0oJo0AoEVOhUleleqSIJzRsRF7IRF1wM7IorFpCxKgO8eomPpHEfRAGWEtLSyoW1OAd6pwWx6irEawnUSocfDhPU6lyE337pFXwUCRQah7fgXB+O4N2Z8/H8888Pomb+s3Z5aMJXT8sNf7/6HMB1Wgr+3EUHXwIEcNVv/+fgD+hlz4IFV+HZX5++jocGyu3H69C86xiCVS1Qh7rSSyszOhGu88qQv3AqDA7rmA74R1TYfRyc0eVa+9YO1Fb2p8slYPrciUyXKzf/9Oly7Tt8Al994Gf414tPwB8I4Yrrv4nd77wAXS+C+Jd86r/R3NqOG6+9DA/c/Rkm9tla24ZQMAqLywLZKOHl/1uLYyfr8a3PfhLlmyrQUtWGRDQBb9yDn//Pz0Zc5I/c9SgSkYFd+oi1NW1FGaavmAbjGTJRZgyPI1WofG0L1O5OgwKPvGUzMGHVeafdhIGFBPpDTDx+95YjGrA1yDkiDRZ1BpmJiC9dNQ9Wm3nEwFbnRsNArvLD+P/sXQecG8XdfVvU6510vbkXbONu44bpJZQAgRAglJBAKKGG3jEtgRB6CTUkgcBHEhJaIIEYY+PeG+4+3/l6VW9bvt9/Vrqqu9MVucCNrZ9O0u7szOzs7Mzb994/sGhhUlaRarPBfuxJsBanV97ZllkhRwKQPNW4+Een4fFZvn4BXKFxP8FPzz8XnKBjYc0T4c25+N9M+kASJvK848l7S2j3zvah73keUrgeSvMy6KK72YJWW811vgRlWKA4joE+cxIbbxlza/lSRL/drBnVamGptF3jfwsjRsI5Zz4MNm2R2FWivNYs24I132xBbVUTCFDvKdEio6AkG1NnH4EJU0Yd9Ouhp/Im+536adXuGhZpsWp7DYjJqEcE4W/3QU7iUWYqdmHYmUdhwvETYTAZ+nLIXu3TGolxE7Zs2Yrt27dDliVIkszOP93L6ZUATSjzdAFciYInWF0jR47A1KlTGdjV1r4gwfyQA40s+hrzzfJUahHYFGL2pM9wvavGZVJDArQEI2AvgurIg2AjMCsfQpxx2V9gv1cntsPGyQAwNRaOA2BeqCSFJBCMSSCJCdakvTPZZgIAa71m0wdycRrrio1tNO5pnzm9HXzOGDz4t534x5frMKTAjY9evBHKnm8g120DokFwegs4RwFUZwkCogucxQVOb8Y7//oKu/ZW4IlbzwNiUdT4ZFx0y/OoqWvCV+88AGesDpKnCgonMBN/zmDDheee2U/fJBW/efHPGFLclpHZccxLoCRtT1aScTGpWVSH7eLjcWp9pM2+LX92UbY2GbIwCj0P23HwRmVjvBSJwdfgg68pAH+DH76GAAN4WJRDugfQ6e1U6BQOknS/eEaqilA4DE9zM6JyDIJRD4dThs0swcT7YJKbwHMSdGYOBnMMZrMPIsIw6Dj2oFmNA3EUjZEAOQZGddO+DFgTRaiiFbGoA1LQBKU5yiKrcnKM9V8WIELUQ9K5ENO5QPdaWTWzPifqRRgzrTBmWBmgRWwyqaEBEkUvra8Dx8C1rgDoFNqqzUlTab4gCLjujx9iqrEC9j5G5fYGQtjonIf33nsvtS73Pdrq/pLrDghjK9GkCUbYgn3PfSdaeZDB9Z04jd/9SrAF0r4a1KzZAc/OCqjRXtJpaWJjEJE5vgR5U0bCmnv4RW+iUMKLmC/XLhZOOFmiG2RekRvzT5l20Hy5Xn/nE1TXNTHAitJVt/8eN/ziRxg7sqRTkRuavPjnvxe3254xPSqbwPMCeIOAM35+N568+2rkGm3Y9s1ONJQ3QopKqPPU4k/vvoUpxhl9vgC+Dn2J+69a0O3+JPshWSSxtorGHjoh7mmh0VhahV1/Xwy5jR8PqwzHwT11OIadMmNAZDp9bWAqYzgcwbKF67Fy8WaEg9GUfJQSxyOPrQnTRjJgK9NNT/H7x9jqqh600PVs2Yzgkq+YB0Wn5HTCfuyJsBYOjOyrHVMk1AzZWwvVXwsQS8RfBQQbWYjznz74pwGTKLavk9aOakt7Jto17qQV9w/R9iE/GwGSXgYvVkJUGrQFG0222f6aHErTEQmICvlQ+WEQVPL0ElhEqFD5fiiNDVBV2k4zh6b96EUTZSG3EMbhIxnTSwPaxDgQR3kTuNYKzCUAN78vjJ1by7BlQynCYQky5aVyUMhRSKF6cFDoePHorfSu0wsYeUQJJkwdheKhee36U7K+lep3fb0++rJfNBLF1sXbWBAMIsvo5RDCxOSiIC0dkqnYDdfMcRg9dzQKRuWn7frpeFwmYY1EUF5ejrKy/di1aycaGhpQX9+AcDjcEpEx3QBX23IRm8LpdGLmlAmYMMQNuxAB7ydAaz+4qI9dbwfKgypRLk1qSL5ZIlRrHmNnkdRQdOSBt+cycPhARg/uS39Mtk8nEEyRWwAwYoORDxhHAFjEC4SaoIaaEKutglxbpT1k6OgFxvPQ5RdC56CIiSmWksYY0cAYW2AyQyNAzFFRDy5jCAKmQuyo8OCBp9/Bx3+4FfLeJZCrNgNRPxt/ODKnt2aDzxgCzj0CUd6MEy95AC8+9EuMH56PaDSKn935B1z245Nxz+N/xKdv3IOMcCmU8tVQCChVZDY+nn/HS3jhtL4zRx9fEsbVl1+IoTnd2YOkAk6k2G4pb5aeY2oBQVVEIzHmvcpe/jCiIYokGgezUi4jG/17tXXLxhyHSCyMsBSGyitQBRUKr7Cxi0WU5URwop75ahkp2JXRAIfFBLNdhSB6IXBN4KJeKMSSSqEITCbJ7qOtxVXJUoCzIhayQvFI4HwB8NQ/aeBPSCINZsBsYZ5ysLrAUUAJkov7A1A9jeCIkdiTC36qLcQTYCyAt9khWK0QbXbc9MqX+HnJfozN6pvv8bd1Et7EeXjxxRdTLcX3Zrt7iw8OwPVw2SDA9b3pZIMVPXRagMAPX1UDatbuQOOWMi3yYi8TAV2O0YUM6HIU5xxWE0h6Av71f1dj6f82INZN3U0WA479AflyjT/g9fvtC3+FO8OOn194GjszC37/FiaNH4kzT5qd9Ey9/9FX2LFnfwsglliQShEJ7/zzS2bE/dhNl6NiWxVK1+2Dr97PvGgSANd0U/J8e+oWsiphUehLPNANwCWaRIyeNxJHzB0No9nYU5YH9HdvTQN2/X0JwrWeTsd1HlGEkWfPPahyVfLkIcbWsv9tYIytVJg2iYoYTDocMXEYjpo/EdlkgkqgR5oTTVqbN21AaOnipCAXl+mC/bgTYcnL71VJmK+LSk+hFci+WvaCvxacvxqqt5JNWLtiiqTLZL43FZB5AyRjBCK/D4Li73JXhTNAQhH4iB0iTaoByNEootXVULyd+yjbgJ5YZ7pgyKHFfMeVa1cgXJz7xdG8nYPfG0RjnQfNzf42ftVxAI4BcTwU0EtgkdcIVOB1OuQUZCE7PwcGs4kBaCoD0RJsjwSrrQ2wRqyMduw2jfEGAuA4XgPhWORXjfGWYMO1fN+SfwK0ix+L7RMHCTu0bkeALfGZ+lLFzkpsX7yL+c2IET/C28uhROjBT1z2El/UGEuyIRblYeSskThi/tgBAbxT9Vckea5AzD8phqqqaixbtoxFZCTPLrom0gVwURRQnU6EQRThMsSQaZRhU/2wqR6YlCAESIxxkOXOgtvtYkyH9CeOAVnMN8uYqflmEYhFvlmOfPA6V2LviQAAIABJREFUQ5e+Wekv24E9QjIWmBz2w7t5DaLfrgevhMBJIXBKELwUYO+cGoEuNxd6q5Vdzd2jBhwZIIEzZ4LPGsmAKk5nBjHNVALYOBV85jDsaYjhhgWv4eOXb4FcuhRy7TbNjJ/AdwK5LE7w7tHgc47Au19sxOLV2/DigqsYwPDYyx/AaDLh5ivPw4zTr8Wnb96PDKkaStlKKM3lcaNyFT++82W8/kMLjGLf+thdXwRwzc/O7wHgOrDnbyCPxkhNBGgFI4zBT4BW2B9h81vGzBoocKbbQmueWaJBhNFmZICWN+hFs6+ZsU4ZoNURpCKsh4BXXoTdaIbdZIOg6NkDG4rErOh5iNYQTIZ6CPBAkFr9utoVheXD9fjwQRHMkGUrpIgNnC8CUQ5DxxGrS7sUlFgUaoyiqQKqaIBMQJdoB4gJKqvgZIVFWOWYgX4KiFuikG1ALdFqg2CzxccpbYMbXv5iEOAayAuiTV73FF/PzlSCWXWg3h8pezZNNTqw2Q4yuA5sew8ebYBagG44gQYPqtfsQP263X0GumxDc5A7ZSQyhhccNrIV5su1YiuYLxdp+rtIeoMOM44ej2OJxaPr29OVvpyuR575Cwpy3bjs/FPY7g899SeUFOXiknNPSppdMoCLNiQj7hN/cguevu8aZBts2L1qD2r31CMa0lhA6QS4yOMme3gWxswdgcIxhT1OPvrSTv3ZJ+TzY+c/voF/b02nbCxDsjDyrLkwO7uXevXn+N3tSxPClUs2Ysl/1yEUjDIwMtVkMOowclwJZs0/EvkHAXwmAN1DEf6WfZPUJ4rLymZMLktOTqcqtfjV0BNeOQbZWwPFR0BWDZM+cd4KcEqUmVKnOsE82ACXJOqgGEh2sR+82hq1r2PlZd4CSRkGMayDoGjbSeEwotVVUP1dgGIcB8GdBX1WdhJwK9Ueo21HC6GGeg/qqpsQ9IdSWhMxnxSLAVk5GVqUqj6BHD2DcK2P5OPbJh7Rt2HPEfCWAMXYwroT4JYAzeJSUgLROBExSUFdWSMaKogNE0W03kfEETYlVlQK7kEm/RxElwOq3cFk33ljCuHMyQBHBjMMnNOAOQ2Iaw/OtYB0gsgkrsRIofH9k7i/4s8v+AHzV2wrO2SBAQDctuBl7CmvQjAYxtwZE3DvTZcwqWJNTQ02bNiItWvX4auvFmLRoq/7bTJ/wQUXMjA/0yDBZZBh40OwKV72UqUIVFrUJfGG4gUBer0O2dnZyMpyM9+clBlCPXRRArJUArQogp+9ELDnQWSAVj4Ek2aVkC5Gau+unkNna5rbNK1bg/DK5YwBpQHGxPLUmC2qDjAfOQ4GpwUcMVnIDD+kRYMEmeErsbgHmMwiRxKrJWIpxg8WLIwzTFV8cPeJcJoF8O4R2NPM4fqH3sQnf7gFMjGvmvYxPzEwpikHGG0Q8ichaszBSVc+gRfuvxwTRhVjydqdeP4vn+GlR29ggYxmnXkdPn7jARRZosD+lZDrdwKxEANnBgGu9v0rAWiRHxUBWZFgGGFfhEn42CV6IAAtUnRQ5FmzHkarEQaLHkaLEaJeQFV1DfZTRMFo5yAoJNMnwF6nai9BUmEWDTAZjcRjZvd1MpCnMS9GKhODCbwlA6ZsA0wuGSZTHUSpGbwSZqbujG/MxoFurkFWVjKuj48XvABFsECO2SEFeHANXhYFkZOJqdU5H3pwQ3JnAr0UnR2yaNU8wBjgJYFnDK8Oc7QEqGW3g4Fa1vagVtujDAJc6Rs/7yKAS1PfakAXe6iX/s+PlQ8CXOk7q4M5D7ZAii1AE6KwP4Dq1TtQs3KHBnT18gZJUebMBS7kTBuFrDElhwXQxXy5tpdj4WcrUb6nM8iRaD6KYDj6yKFMspiT29m4OcVm7tVmL731L0RjEpMlUrr5gRdw7JzJOOPE1BlctN/b//gCi1dsxEu/uQmeOg82/mcz9m+u1MI8A2kDuHQmEWOOHoWx80bDYEy/d02vGpdF4olh17++QdPmsk67GrLsGHHOXDgOggcbAVtrl2/FN1+ug6852KWMNll99QYRQ0cXYNb8iSgZfnBloEwOvX4twiuWan5RHRKXmwf7/ONgdLnZwp78shQCs0hi6K8BR8bUgWrwNIElJ9h+pIMFcBHLSdJTxLE6iGoNm4h3lSQ+C4qUB12EiBFae0mBIKI1VVCDweS78RyE7BwYMt19BJaSZxuLSqivbUJtZWPKoAlJkB1OK9w5GbA7yd+tHyfsIOxKtzt/ox/NNR7Emn2QPLRAb7PSYbIXHoLdBNVgYvVz5mcgI8cRBxCo0K0SVfoUd0fTZtSiHoI9H0LhVGyulnDdw2/h0z8ugMcXwMkX34NVf38Yoq8SUmMpeMEAIWcUVpcG8PSbH+HdF+8BsbiOPudmvPvsr1FoVyA310CWQoxt9+Sr72D71x/0GKihq2aNRmPY2QTcfsmpMMcaAGLoEKDVS/NkAjeJ9eV0OOHOcsPt6h2ri/lmxQEt1V4A2AvA23MYM0uwZQ+ajvfiumAg19rVCK9anpRJqxhMsB9/AqxDteizbdlgZIKvhD1Qwz6oET94VQFvtKHWE9bA21gQOWYJPDFZMkuwtxG4/qHX8ckrd0Cp/ZbtxzomPYTgaCWpY0DYO19uxZI12/HifZcCUgifLduOZ/7yRVxqzWF/VR1y3E68cfe5KIjtgtK4B4gR0K987wEuGooIvCJAK8HOor81uaE22qQ9xaMbGi0GGKwGGOllMbIohwmQ2ePxoLKyCk2NjS0SahoWSWYvcjz0BGjJKvgImdgrEAWRRUg0GmiOSKC+ilAw0vUDFpLGWpwwFZhhzgjBYvFDhwB4eiBE8mgmZdTun6xM7KEDMctaATA2rBMjnPVRBSqvg8xZIYWsgDcG3u9vlTB22agcFDEBeFmhiDZA5dlpoC4vWIzQmY3dglptsx4EuNLXe+8ouj6ObCUQrgPz/pv9gwBX+s7qYM6DLdDLFqBJkRSNoXLNdtQs3wY5EAFSMB9uexhOJ8CY7UD2tFHImTBsQKQcvaxGrzcnX66vPluNLWt78OUqduOYU6Zh1BGdo8H1+qA97LBszRY89tzb+PurC1iUuRPO/zX+9uqDKC7IwTsffMG8uCaPH9mSSzIGF2NvXXALXnj0Bhw5VpvI+hr92Pz1VuxZXsqiHQ40g4tYWzmjsjF69kgUjj5wfjW9aX8Ckfb+ZxXqVu3sNC/kzXqM+NE8uIf3L7Jkb8pD21KZNq7egaUL16GxzqeZqaaYdAYRRUNzMevYiRg+quiQAZcZyLVmNcKrl2tggZCQsEXBcREINhGmfCd0sWYgRH5ZBGalXu8UmwcHA+BSeB0kgwReKIOoeLssKnkHxVAALpYJXVSLpkhNJfn9iFZXApEuGF88DzEnD/qMvrKmum89KkPAH0R9TTOa6j2Q5dQWUGRE785xMjaXyXzoAds99RmS9DTXNMO3vx6SJ9B53chzEG1mKHoDAwWsGWY485xsodctqCcawbuHQxg6F298sg41DV7c9aufgFNVXHX387j+4pMxOkOCXLEGHDgIxTPxj1U1+Od/V+LNp26DThRw3pUP4o5fnoVJriCU8lVQ/HUMRPjL/7ZAV7kK54zpG8O42qfgjsUC/nT3Bairq0NdbR28PmKx9f1aJFaXwaBHVlaC1aWBgonU4ptFUkNzFtS4bxbvyIXoLATtfyAk1T31h8P5dwZyrVmF8OoVyUEuk5nJxW1Dh3XJgmvLKkxE8FQVCWokwFhevM6IPRX1uOH+F/Hx6/dB8dVAjXixeM1OBt6eftQIBi5EDG6cfPWzeP7uizFhiBNqsEnz9CKPLqMD0Jkw84wb8Okb9yKT80AuWwWlcS8Dwr5vDK6EfxY9aGCAFskO/RFEyXvzQAJa5GfFczDZjBqgZTEyUItdl3H2VuL6YHLvikrs378fUkxi57yFpQUePMm+YzJjohOwRHlYzBaYLWbwzEtSZYE0gsEIomFSF3R/5en0IkwZGYyFKGTqoLN4IQo+iEKUAVo8Yi1MRJpTsL7bBtTqChBMSBjlkAVo8oMP+8ETG7G7FPfOVI0WwGgFzBlQzRngKcgCPdgQdeAUifkTdpUGAa70jbS3F2oSxURKMLnS/fnxQYArfSf1+5JzIBiGJQVfn1S3+760W3f1pJsBLbir1+1E7crtiDQFGBW3N4lC7OoyLMiZNhp5U0cd8kAX1XfRf1YzryOaWHSVSI5z3A9mYFqafbkIHLj7N6/jm9WbEYlEWYTEG684lxXrvCvvxzmnHo0Lzj6efT775/eioqoO1McL87Pw3sv3s6f5CfbWy7+9uV11KO9dq3dj8xfbsK+0lJnMD4QHF7G2xh4zGkfMGwNdkmiPvek/6dqW6l729QZULd7SCbzl9CKGnnkUcsalH8BM1I/Ks2X9LixbuAG1VY2QehHhlCZ5FAyBzONHjx96yABbCQNZGkdinir4Ny6HtGsDhGgThFgTW7QwGQyxsyxWGPILIBj06TrlBxzgkgU9JGMIOm4f88HpKim8CTFlCMSIGYKsyaRpHh7zehGrqgTIKDpZInArrwB6JwUMSFuzaeVRVDQ1elFf0wSfN5hModapACxip1GPrNwMZOVm9ls6md4ads6d6uxt9KFpdzWiDeQl1D4xppLdDEXUs/YhSY4z3wlntqNrJp3eAj5rFMRh8/D4W1/ARf6K55/EAK4Hn3kHk8cNxenTiyHvX8OkLkLRdPhFN66572V4/SFMGjecGcs/+uuLwDXshFK2HApFKhxAgOvt+y5qOec+vx/19fVMCkljFPPx6UNibSWKyHDnIDMrF86cInDOInD2PAh2impYAN5AgRQGpYZ9aN4ed2HBZtasQmTNyqQgl2q2MJDLOqRv9zyS2n721Uo0NnlRmJfFJLSzp43DUy+/i9L9VXjytp8CchjvfbYaS9Zsw4t3/hhKcwXk5jIW0Y432TQTekcBjvrpE/jk2SuQIdVCqd0GNdCgscDw3ZYoJgCtSCga98/S5Ibkn6owYKZv116PnaPdBpp/FrGxyD+LgCyDWWNpEeDeEdBK7ErFIy/AqqoqEHuLV7l2LC0CyVmUxjjEQKwqvd4AClZhZPd8jbUVCUcRDIRblAVdlZ0pXs0GmC0m0MNUwaCDzm6B6MiAkGEEpw9C4GvBqyGoSkzz1JIlcDGSM8aYZJcxwntC0DgesmCFHLZCCQrgmjVWF/lvsZQICKPTMS9Kjl4dQlCStJqiNSokbTRlAgY725YXDeApnEsbm4VBgKt3vbU3W99aeHAYXE9UDDK4enOeBrdt0wJbd+zDL29/ki3+s1xOvPq7W5Gf01k+tmj5Bjz58nssOgdJvh669XKMHzMUXl8As864tl2bPnrnFfjhyXPafbdw4cIBafdjjjkmPi6meUUyIKXVMmHSIVlG7ea9qF21HaGaZnaz6k0izbtg0SN7xhjkT9eAj0PVMyPhy/XFhyvYzbarpDe28eUS+/bUPNU29PmDIIkk9d+BTMx/a389vnx/IX57/2/7BXBRFMVXnn8Vo+eMRP6I9lHVBrLM/c2L+nLlqm3Y/8W6Tv2YmIeFJ01BwdTRB4Q5QGXZsWUvli7ciKryWs1rIsUk6gQGHsw+diLGTR550ICtdn5ZUhSyL+6XRU/xyS/LR35ZMRbRK1JbDbmhPunEkrfaoCeQK02g6EUL3sFv5kkw6lJs4A6bfVmqQsqfgYuOHx//RVtwEDgRHylb9ojpRai6JuhQ2a20UuKcUJRiiBEePE284+BWtLkJEoFbXYUh1+mgy82Hzm5PO7jVthlI0lxX24i6qiYWmaun9QHtS0//bQ4LY3Q5Mw9seft2ptvvFQ5GUL99P4LVzZ0e+DPgxmGBQp5aisqALavLCmeuAyTh6ZT0ZvDZYyAOnYtHX/+czVUuO/d4Jmpc8NxfMaQgBz895UgoFIFOVcHnjcfOOgn3PPk2rr7kTPzr86XYVVqBNx7/FdxqA5TSpVA8FRSBYMAYXAmAK1F2traWZdTV16O2thY+HwUm6XmcItYCJxqYX42Xc8DHWdEYEeBTzBCsmZg8eQqmTp0Mt9t9QMbagegLh3MeGsi1EpE1q5KDXBarBnKVDEnL3KyF+RUfNFigkGgQasgDNUoMrRgEAosjPsZ0URpLoTbsYZEY6TMxxX5850vfGZP5tv5ZTG7IDOHDkGPEbjpQhvAk3QN0Rp0GZsUZWnqTvp35eXf9nljmVTXVqNtfA57JDtuztNrtGzeTZ6wtc4K1Rc/NFYRCYdBYy6IDd5OIqW62mmBx2aGzm6C3mqCjeXGcTcZknAoQDUlQ+AB4rhGi2AxeDsQ96Ih5xu7ccTkjec0R2CWD6+p+S/dlXq9JGMMWqD4ZQiQKEVFwAnk4tgvY2P0wQYFaGOBlgGrKgGp0snFS0Bnw65f/jV8UlQ5GUUzDQHtLwcExmX9yEOBKw9n8nmR51e2/x+zp45np9qPP/gWZTjuuuuTMTrU/+cJbcc8NF2PezCPx1w++xIatu/Gbu6+ExxvA7DOvxdIPX2jZx2QyQN/BSPyaa67BUPHTfmncd3mOwFOPXA2V04Hj9cyTgIXHpb95+k570ffsnTcwM9qWbRN68m7e033aieHUsKMcNat3IFBWD7UXEipWNqING3VMupg3bTSMNjKiPfTAPpqM7d5ehoX/XoX9SczHE+1MoNOYiUMx/+RpyD5AvlzpOMc7d+7EyRN+0K+sBYOAbQ1bIIhkyHxoJppUV2/ajX0fr4TagSVFbMPcoyegeM74tINFtNjYu2M/ln61HmW7q7tlC3ZsSepzTpcVs4+fjInTRh9QVmQigqHml+XX/LJ8dYCfgKwq5pulSQyTsx8p+mOU2CCNXYBcNjv0BQWM7dGfpHn4CJrsyZYH1ZqDS6+4FlKwiwiEKR7sjEuuw0U/Ol0zkqXQ9fQiOSWLDEWfSd69H0JkI0QlXkfN7EMD9Vr+5hDj86CiBIIkau1FT3JlCdH6WsSqK5mJPm3fKtfU9uf0BuhyciCaEybebQC2uGlqKxLTNQiXYpU7bUZVCAXDqK9tRkNNc8r+cILAIzPbAXe2kz15PwSH/S6bhO57dd+WI1DZBKWDTJMTCOSysqh+CYYTLRiJzeXI6gDo6UzMh0gYOgcvf7ASUUnBDT/7IWuLmxe8imOPGo/T5o6BSqAV3eczivDYa/9BbnZmSyTd6+99HtPGD8NPjy6GvG+ZFmVOjqUN4GrbKIzV5vMxVheBXQlWF5ns0yKNQK0Ab4OPc6ApJqIhor3I65DasG0iny6j0Yjx48dhypQpmDAh/eNuX/v8d2U/BnKtXoHImtVJA3+oVjvsx50Aa3HJQZmXdYoIKUtQQs1gfmAhLy4883iUOPt3Nn5530sYUpzXTSbx+Wi7aWmyOWoc1WhHrOqwXQJIiT8ojkkSAg1+BDxBBJqC8Df4ocoqA2Q6syPb59W5BImgHF1UJQlQRGAWPWw2O8ywZlpgyTTDkmFhUa2ZRxWTCXZMnetE97mIP4TKXftQvaccQboPRGOQY62sqPZ8M8ZrgtligdPphNVqiQNMKgKBMDxNPhYdOmkiz0OdAN5kgKPYhfzRxcgaksfmCKzMzEpLhRyLIVpXi1hdHeT6Wo2lRVJOUQfoyQ8rAJ1YBYEjY/q45J81COVAgD1tT4zytiwvOf57nK3FxjkBqs4GWXVAll3gIwLzoaNXzyn5WoesDMgD7Nd/XIori/b0C+B6XfkRXn755Z6L8j3b4tcEcLUJo5gwmU+4zqfr8+8rBxlc37OuNjDVJdT/yOMux1d/f5qxtwi0euOvn+KZh65rdwC6ac487Wo8cd/VmH/URBCb663/+wxv/P72FoBry1d/7LZQBHBdOesLjB1i7FPhvy0N45XPM/Ds/ae1Lxu7urRXixltPFpTu+9Y9BsCxfRQOQMDwFQuAZJROF1iRGlAmQaaJUCyBECmj39HI338O4pVEl9ltAWZkn3XsdI0WW0qrUbtmh3w7qrqBBb02Eh0YzKIcE8axqSL5kzHIfkUt762EYs+J1+u3V0u5Ki98ouzMP/UaRg1Nj1PP3tsz8ENemwBxlbbWY7df1sCtaP8lOeQfdRoDD1+alrBLQLYyvZWYvlXG7B7235EKZBDiol8jaw2M+acMBlTZx2RdmCLypoAtJRgE4tkqPrrwPmrAV8luFATA19665dFk9FITRWUhsakDwx4u0NjcqUAlNKYySQAnADVlg/Y8gCSutiyIdpywemNLbKndAPptHiM1C2B4F0OnkvmmaVN+RWIkEyToHPNgaBvjc7Jok5u3ojI2jUMsGh5JszmxBpIxruzYJkyBcaMTM1El0Ax5ikSf2dPojVjZ808VzPbbf93ApAjM15aWdG29B1N8OPmvOwz5UmfW/Nkn+Pfq3IMviYPGmtJthhojfCpaW20Xp34m31kZwuiXkRWNvlzOUEsxMS2yZhwKV4aB2QzKSqhaXcl/FXNiEVi7dhcjKHstEAmL6m4lIgWX7YsKzJynSBGBEvEanIUQiw5Csv3BPCbVz/G3/5wF1vcnXDR3Xj/2RtR5DJh0dJ18AYjOOOU+fjrv1dh+fpdeGbBNWym8JNrH8WlZ83DyeMdUPatgELA8gECuNhZJAYC9WGVQ60vhr2NEvY3R1EbAOojIsIxhQFaCcZOKifHYDDA7XZh+vQZmD59KjIzSdKabLGdSm6D23TXAgzkWrWcjTMU+a1TsjlgI5CrqPiggFzdlX3Xrl39KhP1SboPDBs2LG2dhEU+VVVmrk5AVn15AxorGtGwvxFNlR4oMYX5nnYr9x0gNSLJ93gdD3dxJlwlLmQWZCCryMVkh3R9pXqNMbsBWUHT3ip4y2vQuLMCZVt2oGxvGaKhrlUOiUYWRRGFhYUoyM9nvnrarUFBdWUDqvfXd4oOTZJD0aiD6rRCtpmgWI2YfsIUTJk1jkV4ZfdRepgUCiG4by8i+0oRKytlzMQuWVgcB4WkgeYoBFMTdIZK8Ap5yLW5BhKSQxYUgSKPKuAFBQIkJoVk9yj6LZ4oYq/CmyGrbkB2go9pkY97OydK5DcoUUzbZYkb869PX+bd5Pz0IMB1UNr9sD9ok8eHuT+8DpsXvsluWtW1jTjvlw9g8QedEdPPv1rFItD96LSj8e3Ofbjnxksw8YjhLQDXkKJcZDhsOP+HxyaNUJcugGvgT4IWVrwVHEuAZ2xm2u57AsVAoBk93oizyAg8I5BMRSubjLHL4uBZW+CMmGYqRPjr/GjYXI6mHTUacMDWN8Q20N61tU3r53Z1JlqxQUTmuGLkThkFW54r5ZvuwLdd8hw1X65VWPa/jT37cp02A9Nmjz/k6nCg2upQPk5TeQ12/X0xYs0dzEI5IHPiUIw4fVbaQCOajFXur2XA1vbN+xANd+GrlKQBeYGH0aTH3BMmYebRE9NSxrZ+WQRkyT6KYlirgVneCnAxmggSmNU7aXJX/YGBXNVVUBobkm7CO50w5BWA6t4ymSSQnxOhiCaAgVm5DMwS7NkQbLls4kz3gVQn7QPZV6OhekgNSyCGtoJH16ClrBogO+bB4J7ZDkhtWXSuW5NUPkRlFYqHwDb3aJhd7gEpejIAIpXvOm4jxWLYtHYbNq3cBk+DR+snnAqBY9N/8Oyd5HvaO30m7NKdY8fQ4XkoKsli/YpAOI0NlwDZNKBO+02TkGgyEg1kY6AdY77Rd3Ewjn0f/5wAANtISOOch5blCYt21WI92zMTTopE4C2tRaCmCZGAZvacSMQAFexWyJzQRoLLQW/WwZnngN1tZ3IWzuICnzMOqrME97z8OZZu2INIJIYLTp2G6y88BogG8PTbi7Cv2oOn77gQvoiMu5/7J/burwex4CaPKcS9Pz8BXNM+yNWb4h5FcpoYXJzGTKPIhqKZRTTkKAqkPQeCswC8ycEW83v37sXq1WuxatVKJjWi8aQvKcHqIjYXsbqI3UXfDaaBbQEabxpXLkd0HTG5kshN7U7G5LIUFvULUBrYUh+6uSUALU+tVwO0KhtRv6+RMbQI0GLRqgcItOqyFTiAHoIRe9Q91AUXgVoFmXAXuSDqxF752yXqE2zwwFNaDW9ZLbx7qtn8vqGuHpUV5LXV3ON1TvfijIwM5OfnMeaW9tBGRcAXQk1lA5obfWz8oPu8YNSBs5qADAvCeh1CoghJUjBkZD7mHD8JJcO0gD8toFZpKWLlPYBaXTSWSoFuRB14mx+ioQ46HckrQ0xhAva9HaLVCtFiZTnQfYkiiSqRIJPMarJZOR4RWTuxpMyRORtkJRucbIEgAYJMD7pSP/GDAFf6rvEbDhLA9cwgwJW+k/pdzrmuoRnH/OhGJNhXNfVNOO7cm1o+t637/b97E+4MB1yZdrz0pw9xxYWn4ZLzTmYU+293lsFht2DX3grc/sgfGLOL/LnapsMH4Br4M64xy9oAZYm/WwCzuClyREaoMYxQQxCKJEBVRfZSFHoXoLDPAlSFXjwUhYMqa3+z73gdzEW5cI8ZBltBLgSdiR23ryyzgWwJ6ifrVmzFFx+tQIiiSnaRyJdr5tHjceyp7RewA1mWwbx63wL++mbs+mAJghXEGmqf7KPyMfKsuTCkEKSit0emhV5dTSMDtras241Ib4AtnoPRrMdR84/E7OMmtzy57G0Z2m7f3i8rwlhZJDEkIIv5ZXnJMyoKnkCEXkzM+lImBnJVVkBpbuq0u0os04ws6EpGgXcWAtYccLYcCMTOsmog+KFgSE3tGfXshNK0BKJU0QYs6dwiMTEHnPNo6B3t/d0YG3bZEkQ3bUi+2CTiz8hRcMyZD4OtlfHVlzZP5z4Ndc1Yu2ILVi3egkgoNQBXbxBxxOThmDxzLEqGdY62mgrgpi1A2i8i2n2Og2Ys6htjtSXAsLjEtB1rTQPYWqWnccCNbaMBcGGPHw1b9iBU24SwPwgpRKHpFXbueR3HgqooxARQlPiTfBmCoMKRbUGWSheZAAAgAElEQVRmrh06kwm81Q0xcwg4kxMBRQeB42DkwiwqHSQtP+YpQ/dAuhZEI4KyCFHkoZcCUEJNUOp2Ap5KqFKQ3YD/+PkGiFWrccrwvjGfPCEV93wj4u2HLmdAsmorABJglkMDtbq75misC4VCWL16NZYvX8kiqUXjEUH70u+I1ZWVlYUZMzRWFy2U083C7Es5D9d9GMi1fBmiG4jJlQTkcmbAfuwJsBQUDrZ7h5OcAIDqyxrQsJ8ArSbU72tAyBdpYWilu1+wKIEiD5PdiKwhLmTGAa3M/Iw+3R+ZJxpFPN6jsbS8e2oQbvBqPqWyAkmKobKyChUVFZ3kxsnqSqytoqIi5BNrK87GpHarr21C1f460IhJLC0lwwrFakJIFBAGB2LK0tyAgufMPm4ijjrmSAiqilBpnKlVXgqe5M59BNE7llUxmQCHGfpCASZLPfRG8u0i8Cp5okf2bB4VCUKN+qFGg0CEAK9o/AGgAoUzQkYGFDUbfEwPgQIpxD02u+sXgwBX+q6a6/PIg4tWs1pAgwP1/lzVc0krVd/ogdVsgtGYWmCl3m4/0C3Jqb3hZA/00b+H+cViEiad+Aus+vfLMJuM2LFnP8iT63/v/75da9TWN+PYc2/Ehi9eZ0bdxOA694r7sfHL1zs9Hbzxvudx9FETcc4P5rXL4/sMcPWma9HAIUVjCNV52EvzpumYgxaNhT07Z+80IW/9jh7vi1YTjJkOGOwOQDAyaSbzLONJohlnnDEPs/irrSQz4XHGGGoa+4wTSKJJeWhPgzuCZskkmh1LzXy5tpVh4Wc9+HLpBIydOBRHnzwd2TmZvWm+wW3T0AKRYAg7//kNvDsqO+VuLsjEiLPnwurup7FHkglwY4MHyxetx8aVO7v2l0hSX5q4EmNr+rxxmDV/Ekzkj9EHw6J2fllh8suqhhKoAxiQVQUEKMoQMWR6NoxOw2lhY4Ci8og0NEIhQ1jRClmwQeHMUBQ9VNUA3YjxyJg9l4F7fWmDtJQ7niktCCL1q8A1L4LIdS3TUEngYBwNIXMe9JacdkWKRSJo+mYRYt9uTS6t4Djoxo6HY8486I19k8ensw06LRYUBXt37se65d9i26bSlL3lTGY9ZsyfgKlHjYMj49AF8RL19VTWYc+HyxCsbkRTtRfNzJtLu42JVgN0w4sRUzXj+YQBMckYMwudGDV7JArH5rO5B5NMEZjFJE0a8KbJTQlQ02SpJOXh6GESSWNoYSVFocaiUKQgZEmCQjIzTsaLb70HFfvgcjn6dMrD4QiWfbMTr736PvTOQggk5+mjTJBA2927d2PNmjVYtWoNi/zYH1aXyWTEkUceyVhdRxwxdpDV1acz3HknxhxdvhSRDWuTg1wZLtiPPR6W/IJDbvwdoCZIKRvqu9FoDPWl9ZrcsKKJ/S1FFSgxuZMvX0qZ9nIj5vVHNgVuK9wlLriKMuAudMGeZe+V3DBx2BaWVn0zPPtq4N1XC+/eamY30s6fVFXR2NiIispKeDxeNh51l2jMIIkxsbYcDhqLNKiIwO76Bi+aIlEoDgvCOhEhQURMkjtFjS4aloNZc8ci1yBDKt+HWPm+gQO1SEJKHp9WO/RDh8JcPATGeP9mssdgBRT/dvCBzRAQAsf8ubpOCYWKEgtDjQbYiwFeUkgTrvBGyGpWXMIodithHAS4enlR9GLzX+W1ty7qxa792vT5DgBXWUUNrr7jKZSWV7N8SVV2302XMmwiWUp1e7JeuuaOp/Dib25iVkwDnQYBroFu0RTy++mvHsFF55yAU4+biVff/hh7y6vx6B2/QDgSxUtv/QsXnXMiY2fNO+s6vPn0HRg3aggWr9iI3zz/Dj5861GUVdTCoNexaEYU4viHl9+DZx+6DpPHj2x39EGAK4WT0WYTAroUSUaw3sMMKDUXzdSpuiwrgYdoNsCU5YDJaethgpXwMGuVaLbINNU23zHzac3LjMkyGXCmeZglADRNsikmMf7XPM48nhBWfrMD2zZVIEZWLLToSMgx2RpEq2dekRtHnzQVo45ozwbsXUsObt2fFiAvmN2fLEfj+r2dsiGmxYhz5iKjqD3o0J/j0bknP6JlX23A2mVbEQ6mYjyqHZEAHKNJh8lHjcFRx0yC3WFNeVHRzi8r0MgiGbb4ZRErK9zcJ7+s/rRFx33Ju4d5ZdE1SFInZyE4eyFgykC4qgFqQwPUUBCq3w/J64EaiTBsXD9xCjJmzTmkFrVSNIhI3dcQg+sgoGu2kgw9ZOtM6LPmdZKWRnw+NC/5GvLuHcnHRp6HbsIkBvDR0/DDKdHCecOqbVi9dCuqyjt7rCSrC8nvcgozMXX2OEyecWiDGHSdN5VVY++HyxBp8CHoDaG5qhnBZm1Ro7MZIY4oQlSOg1xtKiyaRIyeMwJj5o1mZvuppHbMSyUGWQkACILng+D4EHg+hj//+RMYTc348Y9npJJlp22qKptx803/hz//5Rkocg5Ewc36XX+AZeZDFAhg9eo1WLFiBSoqKvvF6iJT+uzsbMyYMR3Tp09jC+j+lK9PDfUd24mBXMuWILJxfVKQi8t0M7miOffQjYw80KeE+m3QG0RdWdw/q7wRTRXNTGpIksNu/bMGqDDMP0vkkZHvhHtIJjJJbliYyQzie+Of1bY4jKUlSWjeWw1PWQ18e6sRbvC1sLQ6Fj0WizLWVmVlZUqsLXoQpbG2qK/woKjUBOxHrQaUe/yo8oQQUTlIMY2l1TYRY8tiFDB5uANDbCqE+loIBN4PBFMrAWpREJuhw2AuIlBLY5YlGz8SbDbJuwMIbgMf2gmBo/t8z2uYFsBLjjFZI2N4EdMrFoECCxQ1C5xkTiphHAS4BujiSZLNtbnXsXtzwkz+QL2/WNOewXXlrU/CajHi0TuuQFVdI87/5QO496ZLklojUTVS2X7H7nL89LpHEAiGBwGu9HWhA5/z+s27cOVtv0OGU3vq+8rjt6CkMAc+fxBHnX4N/vH6Qxg9vAgf/XcpXv7Th3DYLCwk7S1XnY/pk8YwsItYXzlZmaipa8TlPzkVv77q/E4VGQS4+nZuGe5Dk4V6D0K1zVCYR1fPN4l2R+N5CCYdTG4HTC47+KSRXvpWvq73SgKUJQRIKjFPVNRUNqKuxoOYxENWRciKJsOUFR1kVYCsiOB1egwbPRQFQ4rACxpwRkwy5mUWZ6QRaMYzD7QEy0yTmKTCMqO+HItKKdFcEwarA91Sh2p+xCIo/XItapdv79TnyPdtxDlz4B41MEa61LaRcARLF67HysWbGbDVG0IvSREnTB2JWcdMRKbb2e2irZ1flqcasp+iGNaA88XN3wfYL6sv51cDs8gvi3x7yC8rB7DkQLRngbfntUwsEwwROlfBhkbo/V5I3mbNNLauFqosQ3BmwDxzFswlQ9n0sqv+HgyFGZM33SnqL4fcuBhiZE/cgyP5ESXODtU5H4bMiZ2YMKGGBni/+RpyWWnS8ZA8QoxTpsMxbcZhB261bQ2fx4c1y7/F8kUbEfJ3Le3uuNAZNb4EU2aOxbDRRX1mEaW7H9D13bCnEnv+tRSSN8QYSk1VTWgmI2lZhc5pgm5oEcISeXK1Lw2xMbKGuTF23igUje0sAUtc4xpw7YeiBsFz5BFDoFYEPE9m2e3z/NNbn8IwAADXu+89zm7RkmSAIuVAFPsPdFFJ6RqnaL1r1qxlr/6wugh4I7Br0qSJjNU1ZszoQwoAT3ffG+j8mVxx6eIuZdKcK4vJFc25uV3em2hxRQ+Lu2IipFLmgzFHSTCZvHU+1O+vj8sNG+Gr8zMzeAZo9XbOmkplO2xDZvDE0CK5ITOEz8+Au9gFg0kzhO8LkNvC0qprRvO+GvjKNOkhRT/vGEW6XXFobCPWVkUlvN7UWFsulwsFhQWwu5wwuh2wD82FKTcDOyrqseKrTQgmsfYgUMuo5+BCEC45gGKbCjcBeH1ov067JEAtClozZJjG1MprnXukegi6NuSoD5JvG7jAVghSdbc+m8nyZbJGGsvJxysahBKLQY4aoMiZEGIiRCnCJIyDAFeqZ6X3212dc3AYXC+1Abi8vgBmnXEt3n7+HkwaP4JV4pFn/sL8w597pLMJfirbk1XTOb+4D3f+6kI88OQfW4Lp9b6Fut9jkME10C2aYn60yG9q9sGVQSG5u1JOa5k1NvuQGQfDEtlLksy+t1vNXQIFCYDLaeub4WmzT8YfPnfhmfvPiMMkWqSp9qa3KVb4MNwsAXSFGr1MuihTSODeThrIc0CvY4wucxY9ueW71MkfiCZK+AlU7KsF9aGuEjETsvMykU9MIQbO9cAyY6a+hlZGGW8AQGGEDeAEC3ijG4IpFx/+dz1+89I/2GGPmjwGv73rMuhEFQoLVyyAF2h7Cv8sYM2mHXjgiT/i4z8/1m6ylkrEzAPRlgN9DJqUlC/djMpFmzT2YJvE6UWUnDodeRNHtBsv+jKJpX1o4bZ80QYsW7gRkXC005PJZHVLjFJ6kw5HHDmUmcdn5baPHNaOtRGLQPYn/LJqoXqrwPmrWFhrnkkMewkaJ23w7sfOrs4RM6AmVpbRoRm/W3LA27LAk1+WRatTVxN06n8f/HsxHnvubZb9zCNH4pFfnAm1thrh0r1Qo1Hoc3NhHDEKn24sxeOvxfv71HF4/J5fsgVVeWUt7nrsNVAI9maPH7+8+Aycfeq8TouShQsX9gssYfIFfymOHh+ETunsG5ZoHxrVJf1Q8BlzobeVdLonBaur4FnyNdSqiqRNqgoijDNnwTlpyndi0U79uHxvFdau+Bab1+5CLMXIoSTTnTrnCObPlXWISr2pbnU7yrDng6VQyF9PVeH3BNBc5UHYG4Yu0wqhuACRWPIlG7G5xswfhTGzRzIjaEUJQqHIXoyVFQJHDC0y6U9hxTeQAFdLX24BurIhiln9ZnRRvnQd+Xy+FlZXVVV1v1ldubm5Lawum60ntvdA322+G/kxkOubxYhuTu4FyLmzNU+u3Nx2FfYHQjjzsrvZA2KL2YgTjp7GVBTJ0nlX3o+tO/a1/ERWIA/d9nP2mTxmzv75vfj7qwuQPcCWAW3LkgB9KKphi39WaQNC3nALQyvdZ5QFQ9HxoPu/e6ibGcK7GaDlZobrfQW0EteXHJO0iIcEaO2tRqSRGETkJ9jzPCEajTDWVlVVVUqsLbPdiqIhxRg5exIcQ3LgKMmFMcOG/fuq8c2X67H72/J2cyICtUw6Di4uBEuwEWZ/E+xmHXJyM2Cxmnpcw3V7buKgFmd3QkegVkkJjLm9B7WSHYP6DV0jUrASqn87uOBmCGqg24dcXc6Z4j5eSjQEOSpDkl1QQyJ+9fC7uCivFA5jCgN+ksw9YQXv4nS89dZb6e7Ch13+V7UBuOgqaDvbTefnl9sAXLtLK3HmZXfhq78/jSyXZovy57/9Bx/+5xu8/8qDndq0p+3D4SguvfExZqt07WVnYcYPrhoEuA67nnkIFPjaa69FbenSfpXElT8eTz9+F1QyG1Rj2nv8papkUKh9T2aF2u8RcIgCZF7IDArbgGKcFnK93XfxMOwDs9jtV1W73FlT8ikIN/sZ0CUFwinddNtlSOa7ogBTNgFdTi16WnqK22OuVB9vsw+V5XUsMkxXiec5OF125BVlwWQkwKoPiVG+M8FZxyOqL8HUM+7H/714O0YNL8SPr34Md11zJqaOtkDybIAaqgMnWsBZR2HBa5vwj8/XoKQwCx+/fjsk3w7IkTrNSyEu0Swtr8d9d17dh0K17iKrerz97gfxL+JRMzvlmGyC1dWkq8333c7L2v+oQIFvfx2at1doptJtEsfzcIzMg70oG3wLGN6bMrVWT1FklO+rRumuSkhRmjy2OVaSDqkZW2qJnnK7cpwoHpILm8PCJnVs4s08diLMwyHh5YCIDyBWFnlBpAwKt9Yp+bXRXYN29ZsmAyZ2FvRmQG8DDGZwOjM4gxUcAap8fOKQOGiyrKgfixaIpgJIghvTTr8V7710N0YNL8D5Vz2C2688A5PydQiVrQGkMPQ5R0B1DcfMHz+I9164A6NGFOH8qx/Fnb86D9MnjsaCp//KHk7cdOV52LZrH6649Sn87+17oIRLoYRroMqaP9YlV96LmaN6Dmne9UXAIbNwBi49e3yXmygQIZknQeeeB52hs5eUv7wM3sWLgIa6pHmQN4hpznw4xo3/ToBbbStJi4Mt63dhzbKtKN9dDbkD8JysQWjcdGU7MW3uOEyfc2i2CQE2td+WYu+/lmtRhAGwBWZ1MzzVXoiZNghF+YhEOSSMoXmRg9HGw5LJwezk4C4xImeoGdYMI2Nn9SWlA+BKlKOV0TVwQBflTQ8Htm/fwby61q1bPyCsrilTJoNeo0aN+s5dQ33pF73Zh4FcS75GdPNGLVpp20RM+pw82I4+BubsVlk/Mbf+/b8VOPvUuWho8uH0S+7AW8/cibEjSzodmgCs26+9AGNHaL/pdAKbD/3zsyW457evs+/+97enkGmzIuQLI+gLIRaOIhKKIhaJ4cxTftib6iTddsH9D0IXNCAWljSGFpmopzmx617Hw+IwwU2G8EWZcBVmIjOv1RC+r0VIAHaBuibmpeVLeGlJSvcsrY4HJAP4hgZUEmvLR9ENk7cLTx65Rj0EhwnZY4di3OypGDN7ErvWCJija3r10s346rPVLaxdDdQCXFwY1mAjTL5GKGFa36jIK3QjJ78f0dMToJYjgzG1TMXFDNRKZ/TVFgmjbycQIAnjjpQljMnOM4345Ed68c1/w7mz/LCa+7ZG8Acj+MemaXj33Xf72p2+s/tdmX1wGFyv1LZKFElxdtGvHsayj16A3WZhbf3+R1+xwHcdvcPpt+62/+K9J3HLghfZ2uGJe68GzZUGAa7vbPc9vCvWlj2S+Lv9u8qALgLFVDkSB8kI/NKAMg00o99Jsx6DyoAyAsXiABkDzAhEI/CMvouA04yjWoEyBppRSg6eDXQLK6qCiDfIgK4YgUO91doTQCHwGqPL7YCg1x00oItCo1ftr0dTPdG5ky9QaCAyW43IL8qCowOLMKW25URwhlzwjilYv0fGPb97F5+8Rai/ijfe+xwGnYALTzsSimcV1HA5ON4EzjYBPrUQO/Z58MDv38bHb9wOtXkFlMB2QPK3HHZveRNeePUd/PaavvlRhSMKLnukCu+/ckNKVUnXRtTyoSYvm+R1ZG6Rpoco87Y8V7+eElK/ra9pRk1lPaIRqVfyBWLz2Z0Wxtay2EwsYppK5qSxELhYCCoBWVK0XfjpdLVV9/nGPe1IaqizAHoTIJrB6Y3gdWYQpYT6M/3rdUqhH59/3EhE93wOVfJDlz8Hm2rMuPeZv+GTN+5jobzffP8LGA16XHj2CbjtkdeRm52Jm688Dz5/AEedcT1Wf/gwDOH1UAI7Wvr5Bb96A09cbUKeS9frItMOf1sYQNQ4ERefPSnp/rJqgEySRNf0TpNr5s22Zzd8ixeB83mS7q/qdLDMPx720WP6xTTrU+UO4E6hYBhrlm1hUl5PY+sY1F0RRJ2AYaMLMeWosRg9fugh1z604KnetBv7Pl7ZZlGpwu8LwdcYgOi2wjImG3oLYLIqMDsUiHrypaRFpHa/SPjtZOR1L1Huqp3SCXAljqkBXXooEgFd9OqfR1ciX2o/j8fDpIvLl69ATU1Nv1ldFL1txoxpmDZtGqzW1P0MD+ClcEgeikV1JZBrC4FccZCDWLg6PXirFWJBISyTpsLADMS1lJjz0D3hF7c8gVOPnYmzTpmDcCCMaDDGgF2L3YwfX/MgHrr1cgZ+SRGJRaSOBiOQ6MGOjsNZV9yL95+7F+HaAPau2wdvrRdyQiKoAPe/cA+ONh3f53ZbG16JS35yKbIc2X3OI5UdeUEDtMgAngFahZohvM1l7bN/VtvjMjZxNMa8tLSIh9WINKXO0upYh0gkgqrKSlRVVydlbRGgRS8pw4ComYfqMGH28fMwd26rPyT1gdrqBixbuB4bV+9k9UwGapHtACWr3YzcAhcLKtKT8qZTmydALWcm9EOGwlRcAmNOblpBra7OuyZh9DMJIx/cCj5W1WsJYyLv6x/8BFee3ISxQ/pmtfBtaRivLDsBL774Yird9Hu1zS8OEsD1WhuAK8HIWvSPZ+DO1MbPVBhcybZ/4dGbWPA8Mqm3mDUvzz+9/zmOmT0JZ540BycfM31Az++gRHFAm3Mws/62QEegrO1EhP0WZ5ER8AVZA880kKyVXUZAWSvLLBYHyOg7jXHGWGZx0IwjcC0FllkrgNY6OYoEQgjVNSPqCXYGJnpqCAZ0cTC67AzoohtxnxbePR2nh98J+Kgqr2PeXN1FjKLFWkFxNtw5Gb0rJ/l2GYvAO6bhf2vq8N5HS/DKb68DVBmf/m8tlq75Fg/ddBZUzyoowT1MDsmbhoGzjcOeqhiuv/81fPzGrVCbV30nAS5aJkZ8ATbZI4+JdokM3N122Iqy+uzhRue3sc6DmsoGEDW4J6NZBv8Qo4nnGGPLbhGQ4dTDpKNVYggcRdtRpDZMzH52wD7vzmuQNvnD6c1QCcDSmcDrjBo7i64v9r8PYFayMqXQjxfccCYipV9ADTZCVzAPX2/14d1PluGVR6+Bqsr49+KNWLZ2Bx6+7XLs3FuBi677LSaNI08DFcfPmYAf/2A6VM9aKIGtQEwDlNIJcMXEXHAZR8PgGN1psk5jgXfHNvi//gp8JDmDTLXYGDPCOmz4IQfe9LlbdbMj3X+qKupYtMX1K7YjGunaqL9tNgajDhNnjsKUmUcgtyCr9wujdFQmnicBA1Ubd6Hy603Q21ToHQL0FgWiWYKKMBQeUI3GbiOuMSDAaYYz1wGTPTUD+kSVDgTAlThWAuiSpWzoBhDoSsiAvv12G2N1bdiwcUBYXVOnTmFeXSNHjjgoi+A0drsBzTohi2dMrsVfIbp1M9RoDCp48HYnjCUlEDMyoXM4EDU6EI3KCPsjEHQCbG47vKEgTr30Drz91F2wxgSUbtiHYHMErkInhs8YjisffBr+YIh55s6adAQuPv04hD0RxhYiRtNxP70F7z1zD8LVAexZsw+eWk87htUDL9+H+abjIXB9C7qxKrQ0LQBXwhCeAVklmXAVZMBV5ILJZhoQQKuFpVWrsbS8xNQqrYFK4F839hg9dg5ibdXXswiJJBtOrBk0lpYBsOkhOw3wCxI8vKYimTDhSBxzzHwMHTqkZfxl7Nx1O1lwHX9Ds8bUCjTC5NeYWglQi8pDTBN3bgZy893QG3rxsCkBamVooBZ5ahmycw6Z67lVwlgFNbAdHEVhVP29kjAOAlw99tg+b0AAV1vuQcJkPpFhuj6/XtfK4ErmqfXw039GTV1Tyh5cie1/e8+VeOeDL9u1x1OvvI8zT5qN006YhbkzJvS5rZLtOAhwDWhzDmZ2qLVAjywzFu68A8ssLrdUWuSYcZYZgWNx8EyTZtJNMIpYwIdwXR0iTU0MQOOgPeVmcsw446zlHRQ+PS7TZOExVMYsMWRYmSG93mIcuEV5iicj4cu1f18t5JR8ubJTX6S1AQb+s6Ia//zPCrz0CC34VXy2aC0+/mIVnn/wEqj+LVACZIAtg9Nrksbd1cAN97+Oj9+4TVv4B7cDMW8Le+C7wOCKBsPwllZr/m4dkj7DCsfQ3D6BW9S+jQ0e1FY2gtgnHaP/0KEYm4lePAeBV6HnZeg4CSIXhUmUYTGqMOiI7ZCQFafYoQZ8Mw3MgmhoAbI4nQnay6BdL4yZlcaUYj+WPJsgN1RCdE3EF+vr8K//rsILD/2SjQeffb0RnyxcixcevR4f/ncZPlu4Bj88eQ5e/vNHKMp34an7LgHn2wTFvwWINrJ+ng6AS4UAyTgWgmsu9ObOrADGTNmyGcFvvgYXSx5Rk8t0wTr3GFiLBybgQRrP3IBnTe2zffNerF2+FXu2VXTrZdg6EeVgz7BgxrzxmDZ7PIymvsk5+lOZxIJTM4MPMhN4jgsCCCDcVINgZT2LWtqSVJWBeDInQNbpuwW5aB8CDDIKnHDmpB4l8K23PoXR2IwTTxrXp6qFQzHcdNP/4b33Hk95/3QBXVQAZtrf1NTC6qqrq+s3q6uwsJBFX6SX2RwH71Ou7eGxYTIFALVlNBRlbCr2Hk68YoiF468I/RZDLBRDJBiFIsuwNOyEWLFHi/DrdsEwbCiu+udiLRQZgKeu/hmMejOL8CdaRVy74HnMmjQWl5x2Amr31qF6Vw1iMQn2TCsKxxWiytcMV7YDzb4gHnnuzzh1/gycOWcmAs0BuEvcOPHS2/Du0/cgWh/E3rVlLDIpm0fFSfGHBMBFz1NFnl2jWXH/LBbhsDgTeoO+X/5ZbXtYK0urSot4SCyt5kDKXlo99VYK8kA+W+SBJysSA7R0Rj1iGQZETBx8vISAEmXXHPUpl8uNk046AfPmzW0HKnk9PqxetA4Vq9fD5GnQ5IeRMNQkEnSDSc8kiZlkLdKDXzIrfwLUynS1glpZ2YcMqNVVG/dVwjgIcPXUa/v++8+yDo5E8c02ABeV/opbnoDNasYjd/wCVTUN+MnVC1qiKFJwvEtueAxXXHQ6fnDcTFbZ7rbv2BqDEsW+94/BPQdbYMBbIBnLjJ6Ek0dXzYbdaNyyG5wUASco4HkFnCC3vHMUSYqn72Vof8vgOBk8J4HTKTBmGmHJssJoFeNeZsRA68Ayo+V+C+jQ1vQ/IdPsfZVbfLnK6hDwd+/LleGyIzdVXy4m7coD55iC1dsjePK1j/Dei7dDVTm899EibNlRhgU3/ojJExGp1oAMMjM1D8PuKhU3PPAaPnnjDii+LVAD30KNNgCsPYDDHeAiur6ntBpSEh800WZi4Jao68XTwrjsornJh9rKBnYeE8AWM4jlNUBL4BXoeQKyJIhqFDpEIDBpsAJBAExmoxa4Iq2IUbI+2kZiKBoBxsoivywjY2lxQkJalGYwK2nRUu3HFVDIf0yXgzXbG/D715GprwsAACAASURBVD/BX5+/lTXlux8txtZd+/HQrT/DaZfeh0duvwyTxo8CSS3mnXMz3nziaozNbYbi2wzE0gNwydBDth4FfVarTKNtdemptmfDOoRWLgMXS85Q4nPzYZs7v9voZL0fgQ6/PWjMX7N0C1Yu2YyGGk9Ksl9iRRYNy8GUWUdg/OSRaWO+tQv2oIQhKwESQsdN4APa/Yjk/fFrnLYP1DQhUNnYyTOPQANFFBGhKLux7r1/CCy3ZloYm8to7SxZIfWYonCAYoSimvGXv3yCTz/5W79OviAY8Jd3fgdRjHSK0thdxhrQpYPG6KLIiwMjXaRjJpgRW7ZsZayuTZs2gSwBurIC6KkBEhEYCeQiVtfw4cMOyQVzot8l2oDepZikAVShBFBFgJQGVhFQRZJ5AqjY5zhQFQvS7/RAkSK5sQZlzwhZ+ylt/k7irCAaRbilMpgaK2HMciNjwlj4TCbobBYokShcmZngM7MBvYg7nnwNw4rzcP3F5yDYHICv3q8Ztysy9EY9jDYDTBYjHDkOGCx6vPfhQmzctgd3Xv4T+Br9yMh34viLb8F7z94L1RvDvvXlqCurZ/VInOuDAXAlfPOMVj3cQ9xwFWUwQM9dpPlG9ccQvm1fbWFp1TShuayaMbS8ZLXQX5ZWxwuCAmPU16GqpgZhOQbVqofs0MMnSPDyMQZo0XicSHq9HtOmTWWsreL4Qxi6t0X9PuxbsQbly9YiWlYGJZwc1NJwKg4ZbjtyClwwm8lIvpurNA5q8ZmuuFH8EBjcWYfkNdrTWEO/axLGACT/NvCBLd1KGAcBrlRatG/bEMB1MBhcf6xvZXBRyfftr8GVt/0O+ys1H1YKtHH/zZcxlYfHG8DsM6/FPTdejAvO0qTY3W3fsSUGAa6+9Y3BvQZb4IC3AD0FIeli9ZrtqF6+HSrJWHry343LqRIsFM4gwlKShexJw5ExNB88gVlKDArJKhNeZoxdFoXSVo6ZMP+HJtFkLLO4h5kWEEDzP2Pftcgy4+wcJudSEQ6FUE2+XA3ky5UwCG9fgV75cpE5t97NJId+pQCzfrQA/33nYeRlZ+LK25/FD46djLNOOBK79+zEZ4vW4eqfzNQALmMe9lREcf39r+CTN++CGt4HxbcdargMkAmAUw9rgIuxZEqrEW3q7OcjmPQsXLXelLqnAU00vZ4Aaivr4feH2YKAJrk6XmbMLAFR6NQoRDUCXiUPLmIZaueVuh9FQTITsGU6UMBWAswSNFYWGcCLpoHxy0rHVZ9yP96Fz77ehGsuOgXeoII55z+M//z5AeRlu3Dlnc/htPmTcdaps3HDg69j2sTRuOTcE9Dk8WHu2bfg8z/dhnxzFZTAt0CUIh4OLINL4hxQM46BIWNCUmCFJrVNq1cisnYVuDaLhbbNKRSXaOCWy52OVj7s8qTrrqGumbG5Vi/ZgghFJUwh6Y06jJ88HJOOGoviIXmpM2K7yFtjZdGL7hMBqGoQPBcC+CB4PsZM4HsiH1Bd/FWNCFYTyNX5QKpRh4giIBpIzupru4doEOHMy2ASMFU1QFXMUBQjBN4CnidPHw1MooV2f1MCTIpJdeCFWohiuMe6tj1mOoEuOg6dl8bGRsbqWrZsOZNXxboAj1NpC6PRiOLiIkyfPp2xuuhzr/2AujlQMjYVfUeG6e2AKmJO0XdxoIqBVQyo0gAsYlQRUBWLR8JLClCx21BPE6RUWqX9NgRyZcv7YQ42wJyXDUOmEzqLhXkhGpxOoLAANz/7DmZMHovrLzubeWt5G/2QwjEsWb0ZXn8Qx86YiIgUQ63Hi+nTx4LT8bj14ZcxfuQQ/OSUY1g97VlWHHPBr/H+i/dDHwH2f1uJiq2VzGg+YQR/IAAuTuAYQ8uSaWn1zyrIhDPXOSByw7aty1hakWg84mEti3gYHUCWVrszyQFhKYb65kZUx7zw6xUGaAXbsLQ69o7s7GyceOIJmDNnNvtJCgQQLN2LcOluVK3dhOo9FGCnFQxL1rtoPpRfnIXsDlGi25eNAwVY4V1u6EuGwVRCoJb7sAW1krVDi4QxVK1FYQxs6iRhHAS4ej8+pbrHpe7r2K2YsNUD+f6nDgBXorw19U2wmk0s8mwqqbfbp5Jnb7YZlCj2prUGeFuK5NJTRyEGRiAYYvTAwXT4tACbBJC/yertqFm+DRKBDimEO25bQ04nwJyfiZxpo+AeW8KeMKeakrHM2n33/+xdB3Qc1dm9M7O9Slp12Sq23G3cO9jGgIHQAoFQYyCEEgwBQg38BEILCYRQAiTUFGoKLQVCwNgG94KNe1Wvq9X2vjvzn+/NrnpdrWTZ7Dtnz7Ypr83Me/fdez9m/k80bgLNZDN/2fw/hGgkgH07D6LyYBU4RNjkSOAjjGUmEFjC3iNQqYCRhemwZOrAkywzNitqiZQZCwDACTpw2kLwhjF45+PdePr1lTDotSgtysIz918MjSKC1Rt3Y8XD/8TO965hDK3HXv8G//3qIJodHozITcf9183G/LEhSMFGQJQ9gY5VBhf5YrmrrAhYOxt3U5ubSvKgMfZ+vceje3rdPmYgH/S4oODCEGJAFgFaxP7rGJUx3ocYsMVzbIWaJFO9TYD72vc6b9fql8Ucq5XamF9WTGaYbL+sxDPaw56k8dCD0xaBN4zDOx/vwm9f/6KLfrwHKx7+CLv+eTtESYV3PtqEZ978Cga9BqNHZuLpu74HjVaL3Qer8MtX/4dIVEIwFMalZ03HJWdOYT5zkq8ciBLjJjkAV1AzDZdefAH4jJOgMozscjJM9yrHhrUIfrMdXMxQt2NlKErHwnziYqiNnSMtDkqVH0MHpfv9kf1VDOjav6sCEZrU9yFRAI+5iyZjxvxJMJkNfdhDBgRkMCsKUfQwuSHH+8ExMItYTBKp3hNK5NHnrrPB32DvDHKRStikQ0RQwm31dPDzoxUSHmKUh9cpIODhEPDwMOXkYNS0McjIlSOvDXaifjwwoEsRY3TlJpXRReWOTxZ37dqNrVu3YOfO3cyrK1GAh8YDWq0Gc+bMAfl1FRcXt5tct33et3wWJQT9wc6MKsakCjGAh0n+AiT5o/dWoCoaJeZUBwZVDKBivycfpxpQd1HqlMiOVEPragBHQIRKBYVOA2NxIar0Rtz8/Lvtjj9j7Gj8/JrL8Kd/f4Yaqw13X3ERHC4Pfvr8KwgT4M8Bk0YX4cEf/wBcFPjf2q14d+WXqLXakJVhxqkzpmHRyDForLAh6Am2eJoOBsAV988y55qQWWRBRkE6Y2cZ0glAlhlayUrx+42nvpnJDl3lDXBXEksrCmkwojkKFLGYZxHH7UIIu2uOoKy5nl0rbVlaHctHrK05c2Zj8eJFyDab4a8oR6iyDOGqavidbjTUWOWF217G4RRQJ6cgE6ZYpOh252FMLSX4zDioVQS15fgCtbrrN60SxkOAj8zp90PgQkgBXMm60jof5weZ5FcsI1zM0aYN0jWY3/9ia8/gGrwSDu6RUwDX4NZvl0ffc6AC19/9GwSDIWRZ0vDyk3ciP8fSadvP1mzFvY+/DLVaxULKv/LkncjLseC5197D7//8Ubvtb7r6fPz4yvbhiP/0pz/1aBzel6LTyuDy5cvZpvFVwmSuFvYlD8fyNjQ4oIdyw45DaNh4AEGbq/9Al0KAOsuInFnjkDN1dL+ArkTrjtgc2zbsxmcfbUTAH4r5NcX6APNukj+rtUrMWjARC04+AQJHEy45AmY8eqbMPCOQTACvpJV7DUJRDv5gGCYdD0QDkCI+cAhDjJInjMAALk5hBK9Kl7MvhSEG6iH5qyAF64Ao+caIKK9qxgsvv4lfXJM4m4SiKP71pdsSraZ+70f9wV3fjEA9TSA7zAgEHsbCHGjSDZ3UgWxLkmnQWzQKKeRD0OuC12FH1OsGLwaZz1N3YbLbZpSekcTu0urUTI6YXGCLh8QCKKghEStLIBCL5Ib0Hguk0M4va8h1kP1us5YdyIdLmQFePxqcMhMhSQ9/MAqzjqreS0vFcoQ56v+CBuCVkCQVgmElAgERJnUYUtANMRpgUR05TRpcYSXMZg34iIvJb0VfGSSSJ9IxAFx+00t44sd9Wy3rqmBffROC33Q+rr7xQShUXQMokXAYzV+uRnjvrtYIZO06DAflhEkwL1wElSbxvCRe8cfOnnTf3L5pL7as3cOYsF1533UsDTEvyONlxoKJmDZ7fCeQIs7OIlZWlMAstAW0CKROLrLAQK4aK/yNXUTO5ABNphlRlRqOOjfcNsDv4uFzAb5mCT6HCDEiMfYKHYduBcZsAyYsGY/SmaOSOvHuqVe0A7qEAAuc0dckM7oUsaiLyQe6KB/UpsTk2rKFIjBuYAyvrlhdcZ9EGbSg527snQzURQ6cxIOXeKgVGmRbMlE4shgj8gpYG8iMKln2Rz5WBGzFpXPtZH9M8icDVL1N/vtah8NlO4VOQHawEorGKjbuUpmNMJWWIGPqRGizM6EwmRAR1Ai4A/A6fGwGScwz8tASKKqgIECtVyMkRKFWqaGQCLgNIugOgFiKpiwjBIXArnNXo5OBW41HGuF3B5LK4LryiquRl5kLy8gMWIoyWgAtrUE2hE/2mJz6J4GbjvI6uCob4TpSh5DDJ5vD93Ohtte+QGNJhQBerYRpdB5MhdmIGJTY9M02rF27Dn5/95YZ8WOTDHHpwvkYm2ZCpKoSkZpqcJEwu85sjQ7UV1t7ZdfS9ZWdb0FuvgUKZZvF5DiolZUFVVEJdEXFUGVYjiumVq9t1GEDJmEM+1gUxmuuuxVXnFgLlaofN9k2xwuFRLz99UK88cYb/c3Gcb/9FRaZwRVPcXxrsL+/mQK4jvu+NWgFvOHup7Bg9mQsv3AZHnv2DWSkmXDD8nM7ne+sH9yD2667CKecOAMPPPk61CoV7rvlChYNjVb94+mOh17AqYtm4eJzT253jBtvvBFzm/8xoHKsi07BU/dcBwiq1pdCKX/mVeDjn2lVQ0G/qQFF6+9tH7wdAbKu/htQZofxznGgq2lvORo2H4C/1t6loWVPRaBVLYVZh5zZ45A/axx7wCZ7YNP2/JTng3vL8cXHm1FbIWuvu0oUYXHitFFYfPpsZGbHQKk+tEVPLDMWtVKKQmIMpDAz85dE8kugl8w+Ky+rwL13Xd+HM/W8yZvvvBfboBVsaQ+7dAXCyFH62qeewRpRkuAoq4NjX3Wbto/to+CRMakQaYU5bLmGoCymIgz7IQZckAJuIOgC/A5EvHa47W743F7QqnpfE52JQoETU8SUTmBjIuBS6z4iBMbagMYMaNJi7yYIWrPsm0WyPoamdVN/vdR6+8d6jKfd7lHft/rvspS95KnbdqUykbyKwC6KikWDX+qnYjTWarRnnEwus1oiLg+C1VWA34No0A8pEmH3TV6jB6dWQTmiEAqzWWbbMVlwq8/RFZd+r6/N2+1237nwJ7j66qu7/D/k9cDx1ZeIHNzf7rwtG/M8VFOmwTx/IZT99IMbcMaP4QM4HS5sW78XG1Z9wxYI+pIo2uK4E4owdfZ4jCzOYDJDCcTKIoDGC44j78bepYZ9OVfP23Bswu6ptSNo8zBfRJrTRnwSyF4u5OGgyy+AJq8IRzZXoH5/I0QyZxZl7xb6TPf2+CIInYtT8SiZXogJC8fBlGkaeBb7eAQZ6GoCLzRAkQDQFY3IjC6FYmBAV3eyP5K5BTwB7Nm1F/t270NlWSXCwSiLPUPgFYg1Ra4CBBiGZOBQDEmMOUNtROxc9h6VWX1yFFweWZmZyMzMhNFgZIsZ3+ak1ArIDFZA0VDJwCCVyQh1ZjpUJhMUOi2ixjR4FBZ4HHSdkhRTZj1TPfJKHhq9Gmqdmj3vQ/4ggp4Qk7jxKgFagxqCQsGe19FQlHl3EUgoKHnm4aXUKnHJJZciGuwbo7O7dnrz33/BjIXTGfAyGIBWO5ZWRb0c8bDSOmgsLU7gAVIo5KTBWJwDc2E2zEW5rPibNm3G559/jtrauh4X6NVqNSwGHeaOKkapTguty8lArfjCIREIKHp0U72914UGrV6N3IJMpGeaZSP5FlArG6riYugKS6DKyPhWg1od+ybd68NhK5Yv/yFuWDETGrUqodtMIBjCSy8exDvvvJPQ/sfzTpdZWhlcQ6lRfKs5xeA6nvvVoJUtKoo4YekPseofTzP21o49h/Ha2//BMw+3j5ZwuLwWl974ENb/6wUIPI/d+8tw1yN/wL//8ni7vO0/XIUf3PwoVr/3DLQUIrdNIoDravwNE7L6Lm1ru/9eawSvVozAMzec2k19cDJbg03t5IdC+888JIUaHEU/U6gZ+MUpVJAIHCMwTFAzoEwSlODYb/I7+0y/KWKfCTCjbQlMY5NmecDWFaPsWGCZ0aDbdrAajVsPwFPe2H+at8BD0CqRPWc88mePg0pD8rLBG8Q21tuw6pPN2LujTJ7IdJEILCkozsGS02ehdELRoF0/x+qBafJR/80hVPx7sxxRKJYItORUCuScOBG54ywQvU2ApxGcpx6SqxZ80CUHGSBvt2CImcfbrE5E+yENYIQqBY+s3HTk5GWyFef+dBeJI1aWAiKvBIwFgCkXMGRDMNIrh12nyZZFHKvt3FW+afLgLS+H68uV4Gg1OsYt52liRA2hUEK3cBGMo0YP6nXcMW8BezMca9dALC/rzCakqR4vQDNzFsyz5g4Ja/R4anMqC13zleV1+Hr9Xuz++jDCHXxf6Jokk1aNToE0iwLmDAEGA5Bm4ZA3woTMnDRotP0LMjHQOpQkHpKohChpmW+Wu8YDX5UTvkYf/DYfwg7Zp0hQK5C/5ATkzBiD+oMNqDtQj7AvAr/bj6A3hHAoDJVKCUEls1sIECBWi8Gix/hFY1AytXjI2FxUJy1AF98IQUFm+32vKbpcoxGBAV2CIANdlNqCVkEW7Y+kfzGfqqAs8yMAS5b9yYbqQRbxj2R/xKqiqH8yGEgIItWT3+dHk9WK+vpGBP0BBhgmlCiYiCDAaDQiKysL2dlZLRP3hI53jO+k0vDIDFRAaKxi9UDRBKFQsGchwCOcmQ23eRTCYQ5KjRIKjRIanRJKrRpqgxoqrVL+XaGAQiVAqZa/q3Qq+T+VfJ22HX8O97EoY2n5g21YWvUIOQeZpaVVwjRKZmmlFedCYza0gEa1tbVYtWoNYzRS4JWOieqTZIhGlRJ5Ao88iCjRa5Gdnoa2lzNdTxRop6GmCR5Xz+wvAn8tWWZmJE/WAVAqIWTlQFkSA7XS01OgVpuGkBfqg4hEG8DxNghCBLfe8mvc8OM5mDipIKG7xJ7dNXjx+XK88MILCe1/PO90acbRMZl/x54CuI7nfjVoZWOGwufdjF1fvM4ehvWNzbjo+gfx5fvPtjsnheI89eLb2e8Z6SbU1Ddh2SV3YPeqP7bb7pb7n8OMKWNw5ffP6JTnwQe4kl1NrYAZA8oYZhMDzeLgGU9AWAw0Y6BXnFnW9rMMkMVZZy0sMyHGMmNgmho824aYGG2YO30Az5JVauZ7U9HAgC7nwdp2wEefzsFz4NUKZM0ai7yZY6Exyf4Lg5EoEtIXn2zCxtU7O03U2p5Pb9Rg6VlzMWPexEHLy2CUbzCPSYMC64FKHPlwvbwyLHBQCl72UkSdMOdySEsXmcyQF+MRM+UcMblMOMJWIq0N9v4DWwIPS04acvIsbBDeG7AlcQJETgGJvLKM+YAxF5whiwFZvDE7qRGYBrPOh9uxqQ+4Du6HZ+Vn4MKdGT2iWgPTKcuGDOTyNTbA9dVqiDXVXVaVJAjQzF0A89TpKXBrgJ2JQIrd2w9i+8b9aKizwZzOIy1DAYMJ7KXTE/+D6JptFg9ICqhVM1A6Kyd9UIBPpkoTiZ3FQRL1EEUdOE4PhUDsTnnRxOcLQPL44a1phrfOBsfhOoTcPii0KqSV5iN3zjjoczLgdHiAgIjmWjs8TW4E3EEYMvVQalVM7uV3+lG9pxZumwekQi+dPxoTTxwHvVk/wNrt3+4M6ArLjC5eCMSArpg8T5IQjZLEMsrusyx6ZFSMfabvEgNAmms1aCrjEXAFEPBQdECS5HcT5S8RE3XyWJMkNNtssFqbYHc4ZKArQTN2GhMQyygnOxuZWZkwGAyD0p/61xID35qN23gZVGLPtViUYPpM4JNap4JSp2I2CtQP1VoBqqpdEGoraFMWWIVeBDSTFFFVOgbmpadArdfHjtm6kDqYC4gDr4m+HSHuAeetb2bjTnecpRUZHC+tdiytkhyYR+bAXJTTaTGM+jYFXyDWVl1dfTtPOmaDoVbBoFQil+dg8rph9HuRaTYjPzcHOl17r1K2kFjThPoaW7eLsfHaIqAyvzAHlvwsKHPzoCouYUbxqrQUqNWxR8mewi5ERQrkYYdCoCBG8lY33/RECuDq2yXY760uTifiy1Day8siyHftv+t3XofjDikPriFuFavNgSXfu7UFqKIoA0svvK0TcEXZeuTpv+C/qzdj0thi7D5QznLaFgjbe7ACV97yS8YG03URce3YA7gGozF6YZlxgswyI8+gGGDGGGftJJnENIvLMpWyBJO+xxhmMvtMJTPOCHAjmUAHoIxK1h3zjB7w7rom1G85CPueCkihfq7a0gBPrUDm1FHImTkGhkw5ck6yE+Vza8yXi1asu0sktZm7ZAqWnD7nW7n6Faf7s/eQD85D+2BdvwmcpwHKaDOUYTsz9ufEMNQWI0yFNOhrz8BjrIFoVAa26prZxKs/8xsatGfQymReBtSM4de5tRiQxQuAJgOSKQ+SIReCIYsBWYI+oyXK2fEwuE/2tZDI8WiQ6Nq/D97Vn4PrIoqapNXDdOoyGIqKB3UC6q2qgnPtGsDa0DW4pVAwRplp0pRv5fWbSNu23Yeu+1YjePLNooABfkSjLjia69HU0IxwSJZD9ZbovkCmx5bsNJjTTb0C1D0dTyQwi+FoGkiSjr0EXga14gzM+LVO5to33fsMDhypYod8/JYrMcligXVXGXxWJ7TpBmSeMBoOXsQjr/0dEVGEw+nBlRcsw6LJk5jXk8Giw9sfrwaNeX50zjIcWHcYtiobk4ARyJ9ZmAGHthnZxVkD6u90XS1ZsoTlkzEMghEEKbIfMaXiHlT0nUX8izAmFfnOqY0BGDO8UKqCECOR1gkxa7/WmmSf2918ibGuQEO5EvV7owgHIkwiOBiJ5G5+vw/WJhsaGhpYv6HyJpRirC6TyYSsrEzG7IrLsRI6XjJ2inl5dgVWUd8nhpRa2xaoUsqMKZJ2a2IsKq2SyQEpMqmKGFc6FZNldsWmigT8aF61EtHDB7sEDBWjS5G2+BSoKOLicZDiLC17WR3cVY1wHq5D2EUy+cHw0uJYpEleq4J5VB6MI7ORXpILtUnf7XOkuroaq1atZrLEOGsrDmoZlSrk8oDR64bO64YUCECn1aKgoABZcUZirI3o8vS6vaivtcFp7xgAo31DcoKAtNwMZE8eD8vUydAXlUCVlpZ61nXR35kMMUL2JDbwtCCr6HyfSwFcg3ej+H76TS3m8nFT+aF4/5sjBXANXqsex0cOhyOYdtqPsPnj3zNQ6sCRapAn18q/PdVlqSuqG+Dx+bFh6x5s2LqbGdLH0833PYsZJ4zB1Ref2eW+KYBrMDpSW5YZWiSa7aSZBJbFWWY8gV70vQ3TrAU8k0EyxiIjqSYnMOmC/VA9mg80Ms8NSRLAZCPxAXY8WlFL1KLYYDz2nVMJSJ84ErkzxsFUkJl0oIvycWBPOVaRLxd5NLRJcc8Vov+rNSpMnDoKC06ehnSLeTAaYlgckwaQLZNZvxNRVyMkbyPgrgfnqkPEXgd3WQ2ibprktk/KND3MxblsBTme5FDqIgO26EVMgv4CW2kWI2NstRrIcxB5ksMJDMQiVhYMueCJmWXKAa+WJ7hxQ+NhUbHHaSYYyLVvL3xrVzNDd16gdiE9G/noRCDq9DAtOQWGkYUDmvR3VX0swEHZEXi+Wg04HV3WsKRUQr/4FJjGjU/6veM4bdJYREPyQgpAJN8syQuei/lm8Z19s7wePzM+pldfTOip3ohpkpltZh6HFPW0t8RUbwzQUjGpoShqIPB0ndNLZi33tAjy2jsf4+udB/HsIzfjf2u24K33PsNz91yL+vV74a5ugtZiQu7c8Xj675/AZNLjpzdcjANl1fjRHU/g0zd+DU+TB9//6SNotDlw0XcW46ZLzsXeL/ejbn8Dgr5W+dG6A2uxc+2u3orT4/8BswcP3/4okweSQTgxsDqaqLMAHV2YqCu1CliKBGSXRKHRE3u2P+CRDHQ1litRN8hAF2WeWF22JhusTVY4HM6ksLpyc3IYq0sfYy0l2hCdACpadGMgEw1vhDZAFYFQMVkfA6hkYIrJ/RhAFftfI8sCKbV9LiVD9hfyeeH4cjXE6ko5qA0ZnhFbjyIlRqMQSkYjbckpUHVgByVaN0O5X5ylxSIekpdWeQM8VU3AYLO0ctNhLMlB2shstmDXmz8sASfr1q3DZ599joaGRlZF5KllVCpamFparxsiRRkVRWbTkpObi/y8POh02nZVStdFU4MddVXWbtUFxCbj1WqEzRbkzpqCiaeeCH1mVgrU6qJzyjLEACLRRiZDVAgR8EL3AH4K4Bq8K/yitJuOisn831MA1+A16vF+5CtuehSXX3Aqzlw6Fy+/+S+UVdXjsXt+BDLbe/FPH+LyC05DdmYaG/zSKhb5dN31yO9x142XMsN5ShSJ8apbu2dv0TYpgOtY6UntWWbkZxYNReBrdiPAwhoLbCAtckpIFJmNU8oyMtBnmiDTK/4b+YMQK00JbW4m0koLYcjPhaDStDLOGMusbx5m3bF3GuuasOq/W7B3e1nLijJNmDS0epdugMGkh8GoRZrFhLGTipA/MvtYaYxu89kazUxC1G1F1NMo+2W56wF3LTjml0UGwfIkKRqOwllej7CToj62TwqDGqbiXDbAjye63q31zSz6WoQGpP0gBQgCD3OGpf6abwAAIABJREFUAVn5mdAZTTID0VQQA7NkiSEDs4hl2Mvk9phvqGFeAOpH7kMHEd63F4JKwcz4xWAAUa8XUbcLok4H05JToS8YkTSQi0kkD+yHe80q8IHO/ZGqTNIbYFx0MgyjRqfArW76UCszK8SYWaJIJvB+cDy9h8FzrdKNnroh84lpdrOJmdvp7fO1TiCALFskw2MZGI+DWew5IRGYpQUHXQzMUifkj3fdnb/BhWcvwrLFs9m9aMG5K7D2g+fQtOMwGrcdZgyuvHkT8NBrf0dujgU/vf4iuL1+zD9nBbZ+8hJUSgUaGu346NO1qLc249YrLsDu1ftQvacGQW8rwPXV7jUo21SBImFUQletT/Rip+pr3HnZ3QntH99pwEAXp0BjmRJ1+6KI+IkN1o+bdz9zTqwun49YXU1oJFZXWI4Wl1CKsbrMjNWVhaycLAhMv0fBNGLSPwZWgflOMc8pesX8pxgwFfOnUsV9qYhxFZMIkj8oScG6Yq8fTWZw2O+DZ/dO8G4Pc8EgICXq8SDqckIM+CGUlCJtyVKoyJdpmCdq+5AvwALYMJbWEWJpBWTLi/4MIvpSTuoLSvKAVcM0KrfFS6snllbHw1ZWVjLW1tat29hfLaCWxwWtz9MCarExKsAktQUF+ciMMw7bHDDgDzLWVnMXiwUyqKVBkIII6DIg5OVj+pIZGDdpVArY6qKtZRmiMyZDdDC2Vm+WFnSYFMDVlwsnsW0uSLvpaCgU8Z4zxeBKrMVSe2H7rkO47q4nkZ5mZLXx0q/vQNGIHLg9Psw7+0a89+rDGDd6JF744wd4+8OVzFz6tmsvwqXnn9JSe8Temj5lDH54SdfsLdowBXAd252NTVyiUfianPA3OGRaeV/GzTG/MvZ0UghQGHTQZJmhMerZwJWNVsn0nzHJ2rDNmOl/jE3W8n/cyywWACDGOOMFFaLgsWn9fny9+TBCIQlqjQJZORaMGjeCAVskG6ApmD8QhNlsRN6IzH6xhGg/YjyaKN9DmNpJjKIRRF0NEN0N4DyNkIiZ5a4BFw2AF0lK2nWD0GDBWdGIkM3dKee8RsnALbVBZmIQsNXUaGemqCGK4NSXNqbBn0AmzmpoMyywlE6EeWQpeAZkZYM3pPyyBrvLUMAQMg7XtAEpuzpnV9tRHwvZ7ZA8bvj8QXAeF3inHYHqKogeN2BOg2npadDn5Q+4GKwv7tkF79o14Jk0rnPi0i0wnLQYhsKipIFqA874UT5AK5hFLEoPA7Q4yGAWxwfZrZSiGg4kUduQt561zs5kdb0nDiSxMRh1MJiyYbHkAZw+xs4iuaHMzBooeHDuVffioTt+iGmTS1mWTr/sTrz65F3IMupR8cXX4EUwBle1w4Xlt/8K0yaVslvh0oXTcUmbccq7H6zEvkOVuOWKC7B3DQFctSxqYDwNF4Arnh+FVoFMxugSodFTpOr+AEekt4sxuvZFmen+YAJdcVZXU1MTrI1WOF0uRCMRuQ8IcjRFWiBteWeeUzEZmYJjkS159s6xd4VawRZcxowbjTHjxiC3IIdFDySJIIFabftVV6yq3vvu8NpCDIfhbiLJbBBGTkTU5UagqhKhuhoGcinHT0LaoiUt0WPlyKDttf707Pb6/DAa2ntBDWZJW1hadTY4KxuGjqWVl84iHlKkZ9NICrjQvyjexNr68su1WLNmDcJuF3I4wNQFqBWvO2Jt5eXlIi8vH9oOFixUB3abi/lt+drcT+jeyGvUCBjS4NVlwAYtApKAE2aOxXymJiCZ9+AFZBrMdh+sY5MvYSQalyH6upQh9nTuFMA1WC0DnG++afAO3sOR308BXEel3o+bk9Kkx+5ww8J8Nbq+4QYCISZPzMxITOIVB7i0isRu6P6IhFcqi/D0j0+PTeQlcC2z7/jngQ3wj5sGHcSCxGVrviYX/LRSFaRQyP08Ic9BoVNDS0BXurGT51PvR+sYACBm/i8CTU1O1Na5GEsoffwsmArH45l31+DT9bL05NIz5uH7p81E2GVFlkXLJmi82giFIROcxoBX3/0U1mYnfrbiYjnkOTicc9X9qK6zQq/ToCA3Cy8/eQcy0oyx8PNyfy4rK2v3vfcydN6CBkolJSXsONGQF6KrEaKbmFkN4Nx1gLsOPGNlkXylb4nK4K6xItDo7NxOCh7m4hxo0gysrM1NTgZs0bXe1mO63Zlo1TQWECEkGODjMxBUZUBjyUfprOkomjCBDTaTMbHtWwlTW33wyVd47Nk3WEXMnzkJv77/BqhjkbTa1k5P23258Rs88MTr8Hh8WDKlBPeePh2hmmpEvB4mleGysvFPazOUBnkhJJFE/TpQU43zstK79P2iY/K5eTCeuBi63Lxv9eA/ztAkVlbcN4tnYJaPmVJzfN9WtBNpJ78vCFujHdYGR3tzZIoaDB4+HwePEyDs09Ecgb0pwq738VNKMG32eIwozk1q2531g3vw+L3XYcoEmVlFANdTD67AxDFF8NqcsO+rRsboPHy6ZRc+/Worzjt9If7wxj8xIjcTTz1wIxQsoAWHv/1zFSjS80+vuRC7V+5FxY4qFmkx/vwabgBXvO0Y0FUoIGuUCK2Bnrf9Abpo9UGJxnIF6vaLCHsTA7p6MlGn6H/MnypmpK5UCwiEA2iwNaCiqhLBcAARKQKRkyBxUfmdlyByrZL6dl6RMak9lZ/Oq9FoMHbsWMyaNRMzZkzvN5iRyDUwlPsQ2PKdH9yD6lor9FoNCrLT8fzdy2H0OhE4eABRlwucTg/9vPnQlY7Ftp0H8cCTr7eLYv7Zmq249/GXmQm6yaDDK0/eibwcy6AUg3khEUurvB6uyka4iKXl9kMKsygGyT1nnKWli7O0cljEQ7VRlzDz6ciRMmz96kvY9u2DztEMrdfDWMskP+yYaHRH0T/zC/KRlSkvirZNxChtqG1CQ20zu1e2glrp8OjTYZO08IU5tvhErPbFp8/E1NnjU8FS2lRiqwxRjoaoEKI9yhB76mArbnwSN66YPaA+mIqi2HX1fdd8dDy4PnSlGFwD6tCpnQe/BlasWAFnfRlZnid8MkPWSDz9m18B0RCkSAhSNERh3dg7+xwNs+/0P724aJD9zrHtaJ9g7LcguAhtE2QPZHKvYKPcNp9l8CzJD+uESz78dowDXf5mN/xWJ6Kx6E39yinPQdAoGdCltZgTALo6n43y5XIH4YyYYJ6yFGU+Ne544m3885Wfw+X24cwfPogvX70L3rKvEa7eDouJgzYjD3zhdCy76300NDlx6Tkn4t4fnQGxYR8iCh3+vrYCF523DLxKjStv+w3OO20OvndiKSK2cgZEkXdGWb0Nf3j41n4Vv+PGFQ7g7ddfBFx14Py2mMSwnyb/bQcOogRPQzN8tc2du7LAwViYzQBGR7MLDTU20MS2nQ8PTWgVcnRPH58Gv5AGH2eGO6yFK6RFlFOxqGpzFk3BuMklCQ84B1Rp3/Kdg6EwZiy7Fn/9wwMYO2okvn/DL3DvTy7H7Knj29VMT9uRt+J3rribeSrOnVIKd2UleHsTgkcOI+KwQ4qZ0F/7+1ewVK8eUI0LEybh+7NkaXvHJBQWyeCWJXNA5zjWdm6VGwcZmCWJBGTFpYZRxswa6oV+mus5HT5Y61yoKvfC7ZDgtEfhsEXg90YQiVBEv/b3JsqjzqjF3JMmY+b8SUwanoy0/CeP4YYfnIsFsycz8H/uWT/G+689goLcTPY96PIxRvH3fvIoHr7zasYmDwbCWHzhrXjp0VswaXwJlDoNA7jIZ/S+W66ArdaOHZ98g7oDDRAj8sR2uAJc8TokoMtSKCB7AECXtVKJegK6ArI3WNuIf0q1gkn8iCml1Mn+U3E/KqVGEfOnIs+qmOyP+VepoGDS5q6j/BEYsmXLFmzevAWHDh1GINDKmOtv31CplDAaTZg3by5mzpyBvLy840K+THX07kdf4MKzl7Cx6PKbH8N5S2fj3MlF8O3ZibCtCYJWB/XoMXjii914/7MNKB6ZywCuuB/q2ct/htuuu4jZhhD4pVIqcc+NlyDg8iDg9CLsDSASDOHC75zX/8BBHRrqoQcehDmkBMJRSNF+gq19aHSOfEAVAnT5GTAV5cBcmJ0QS6vtqaiOA3Y7dq78DFUbNgI2K6IBAre7H+MrBAG5ebLXFoGsbRPzkHR52bjJ7Q6AU6sQMKYz+aFN0rSAWrQPyWsnTC3BwqXTmT3GYARd6kO1DrtNEpUhdiyIHASJgxhJx223/QpA+2j0/S04tc/vfnd8gCr9LXtP259rOjoMro9SAFcymzF1rGO5BloM0GNRjKgs8d86/yfJQBmBXQwwI0CMQLIQxNg7xBhwFgPJZPCMgLKwDJhFgoAYZMeQP0daATPi/7DnpwyWHY+gmQx0SQg4PQzoihBFW+wnMMhz4JUCtNlp0GWZmQ/QgCZ0Cg0ixkKgcD7+8r/daGx24d4VF4P8Qm68/3msuOQU5AluWDd/AsnXhBHjx8I0eSnsynx8+Pk25tNy77VnQ6zZxky3eUMuuLSR4NR6XLzil7jukmU4ebwB0bJ1EB1VDFgta3DghdffxWOnJjapC0QkXPOhF3/95Q1JufxYJB+rA97qps7twXPQFWQgolSgsdYGrzsAEQRmqZhflpfPYICWTzLCHdbAGdYiTJ63sZD1SqWAzNw0RrOfPH1MCthKSosldhCSmN/3q1daVvPJkFujVuKy809td8Cetnvqpb+hvtGGX/+f3PfCHg9CFWXwH9iHcJOVRYyidO3vXsQdI7KRpU4M5Ppvow2KCZNw0ZxZnQqrKB0L08JF0JhMiVXEMbJXq9SQvIq8zAie42RAi+dCjJk1CEFne6wd2fCcgyhxkEQ9880C5KiGkqTCzm0HsGXtHtRX29g9tLdEgSryC7Mwc/5EnDBr3IDvD797/X3GML//tuX4etdB3P6LF/G/d59kknHyCb3sglORYdDjtgefx6wTxuEH3zsNdqcbi7//U3z0wgPINhuhz0nDPz7+qgXgojJ4HF7sWb0XhzaVIRqMDnuAK17vSq0SGUUCckpEaI2ydJEBTLG1Q2JU8QqeBQyhgAD0md7pO0kEwSsQ8lkgidkgXyqNjkzUKRpz++AeyTBRj+eZAAaKUkdeR+vWrYff7wfJkRJJzF9To8G4cTKra9q0acc0q6vtuJTq/OLrf4FrLz4dC0amw71tK0L19YBGB8PESYjkj8BhmxsPPfMmPnzlFwg6vahutmP57U9i7XtPg+cF7Npfjp89/jL+9tt7Ubd5LxwHahDy+pnC9dZnH8S1OSdBSYb2CaS/Wrfgh5cuR356VgJ7d7MLY2kJEPRqmEtyYSzKRnqRHPEwUTAofp8NuZzwlZfBumMH6nd9A2tNjRwQoYfEWFsmEwry85GZaelCCiqisdGBxiYPPFozPLp0NDOmFjoZyxNovHjZTMxbMrVFXpq8ijs2j9RWhigIPghdREPsS8loESYaVSEasUCpIJN+2eMxlQanBs4xySbzdH20RE8cgu//SgFcg9OgqaOmaoBqoHuArIv/xAhEBpjJoFecWcZYZm3YZYxtFmOXycwyYqIF2X6MecbeZSbascIyI/ZP0O1DwOpEyOXrP9BFd04FDx0DutLAM1+FBPqgSg8+ayyEUSfhV6//DxlmI66+6BRWj4/87h1MHV+MpROzUbfpY3gqD0BjMqJo4ekwjp2Pf3z2NQ6U1eDea89CtHIjJF8zOPNIfLw3gN+9swpTxhXh8buWg/fUIXrkS4j2CtZmwwngooeP3+6Cu7yxcxvQPCjDDJfIwe4BPJIZPiEd3qieAVmesIYBWcTQIMp926RQCqCoiAuWTsW02bIUMZWObg2sXLsN73zwBV564naWkf+s3Ij1W3bh4buuaZexnra76tbHYbU52IvSrddeiAuXzIB3x3aEyo8gSjJFURwcgIvjmL+M+cRFUHVYJT+6NTvws7fKriiqoRdR0UMugDET+JhvFq2AJHKPG0D25IiGBGppWFRDCVrmm8Vx8oSyK3mxo9mJrRv2YuPqbxD0E6jSe1KpFRh/QjGmz52IkjGJBymw2V0sIqLPH2BA16/uux4nL5zezid07KgR+Oabg/jl795COBpFKBTG+Yvn4PxFcxD2B3HtU6+grskOry+AEflZePf3DyDNZGCT3cNbj2DPF/vx8ar/DKnJfHvj9PYm6rxCYJK/lkh+8Wh/MRN1MlknVpXaGILe7IJKG4JSyYHArdb+FGdVdd1WkQiHaCQbAp8HhUI5JJPDuGfTpk2bGavryJEjA2R1qWA2m1tYXTk5OUNSjo412naM2HG8GAmGESHZfzgKaldOYBpjiIEQIv4gAl4flCoVVu85iD+8+zEmjy3Go3dcjWBdHZo+/i98ZRXgFUoYJ41H+pyZqIkAtz3+Gt5/4efwNjjgjIZxzoqHsOqdp2CxmFDb0ITTr7gHW/7xHOo27EHz3gqEYt5Qtz73i2EBcMVZWvr8jBYvLeMIOZJgor5ULaCW0wl/RTlCFUcQrqtFfWUVqquqEOzG87HdGEcQGDMwPz+PRVJsmySOhy8cRX1IgTI3YI1qQLdCkh92lYpK83DiqdNROr7oqPTJ3u/QQ7eFLEP0t0ZDVMjM5ESSzNYyQJIsUCgsA+oziZz/27rPWcajw+D6t/v4YNNxUtuljG9rL0qV+7ivgX6xzCSxjRxTBsxkxhkxAGTmmQyWxaWZQRkUI0YZ21YGzIh11sIyA/k4tUowWz8nh2VGQFfY6wf5dIUIRenDqn+7RqdxucDL0sVMc8xDpR/dQqUDnz0eipIT8dir/0Vedgau+O4SRqR79Pl3UVSQje+dNA5N21fBU3MYkKIwl0xB/txl+ODL3ThYVot7rzsH0eotkLw2cGkjUB2yYE+1E8+8/hF+fvPFmF9qigFc5cMK4KJmDbq8cJbVA1EJUswvKyKY4BWNcOuzUBnSoNHBwxeh1S9ZatROmtihqmnSZDBpseCUaZg1f1LKP6IfXXGwN/109WZ88PFXeOHx29ipPl65Ef/6bD2ef6y9XLan7cjj6NrLz8Y5p83H4fJanH/N/fjoj48iTxGFm0LYNxNzZxAALo6H6oRpMM9feFysbrf6ZvkhSh5Ikh/MN4sxtGQT+IQA+wF0IpKhETNLFFUMzBJFTcwEnsAsWcrR11VvKl/FkRps27APe7cf6XZi1zG7Wp0Ks06ahBlzJyEjMzEPTzpms90Fs0nfLbDOgiV4/LDWNsGgVrGIsWGvD5LEsUiLmkwT1OlGCEqK7ts+2WpteOqRp7H53W3I4nISrvFdmq9xz1X3xhhVsll6C1BFHlUaGbSSpX9kpK6ESq2CUquCmn5n793L/rqa/BMjIhxpBs83QlBQBM3+TRxloIsiFhLQJRu4D0UicJGi2G3d+jXWr1/PgK6BsromTBiPmTNnYurUExJ6TsWDulD5O4JWEX8I4UCQgVVRAqfoFQwjGn+1+Z0sG2h7ArBIxscAS6MOqtx0XPvyWzFtqIQ/XHsZNBRnNDsdTrWAw41WPPfHD3DfisswrTAfjs1bmExRCkWgzs9BxuxZqBNU+OmvX8f7z90HT6MLSq0aT739T6zcvBMTxxRjz8Fy1nyfvvIo6jbsRvO+anZdUDpqABcFGGBBhtQwlVDEw1YvrYH0t1ZQyyGDWuVliDbUgSjnLqcTdXV1sNlsIJ/hnhINOU3E2irIh8XShrXF8xAVCigKRqBR0mLLATtq65w93vsUCgGzF03CwpOnw2g2DMWlNGzPIcsQHYiKTeCFvkdD7FiguAwxGkmHwBMQakwtsA5xq59pXDHEZ5RP97H7+aNy3mSfNAVwJbtGU8f71tRAv1hm0XAryyzuXxb3MiOWGZNlyiBa3M+srSyTscxEAs8CspeZSMa3nb3MaFIcCQSYdDFgczHApV8pBnRpMowM6KKBXJ8miEot+MxSCCUL8fv3NyEUEfGTq85l4ctvf+QVLJkzCafNKYX7yG4EXU2I+L1QmjORNWk+Plq7F4cq63Df9edBbDoIye8Ep8sAnzYCnDYdL7/9Ceoabfi/qxbLAJetDIgEjjqDi1YXJU5A0B9Bc30UwZABYd6MSEQLl0eJhloHvFo1GnVa+L3BPjWDIPDQ6FQM2Jq3aGpCE4Y+nSi1UcI1sHn7Pjz5+3cZI4XSOx+uxJ4D5Xjozh+2O2ZP2xGD67rLz2YeR5QuvuEXuPGq7+KkOVPg2r4N3k3rmSl8MiWKEsmMZs6GedbcY7JftUoNyTfLAzKD59v6ZnESA7WGMrFItyLJDAVIEoFZWnCcDjxjZsnyjYFMJuNlIWCCZItb1+1BdXljJ6ZnV2Wme0lmXjpmLZjI/LkGi/3JonRWNcC2oxwhl5cBEfTQEFRKKPVqqLPNyJlaysCGjun111/HK0+9OuAm++i/H8mm693I/hJlqPSWMSb9iTSDO8aALpndEcHGjZsYq6u8vHxArC5i3mRkZGDOnNnMlL4tYMHYyQQ8tQBVYeZNFQ3JLKsofQ6Emaco+x4HqqgfyX4MsuMEBaCJf+6DsTqvVEBrMcFcmg83L0HQqJm3YbpGBzEYgsqkgz4vg8nyXnv3P6iz2nHH8u/CU9OIcF0FJJuNRZ02TZ6AOihw269ew/tP3wVvrRWcIQ0qgxaNXi98oTA2fL0HG7buwbN3X4uatbvgOFSLsE9+5g8lwNXC0iqwwFRMXlo5MBZkDphx0w7UKpeZWtGGenAkeZUkiJKE2ppaJokNxfwje7p2yGsrPz+fsbZUKhWrZwK1lCOLoCoshmTJwdYtB7Bx9e5eQf3M7DScdPp0TJkxcGl2b9f7cP5fliE2ArBBEPwDkCFyiEaVMRkiRcscOgB+ONfv0cjbGcYfH43T4hP3i0flvMk+aQrgSnaNpo6XqoEEa6B/LLMok18SW0z2L2sFyOizGA4i7HHDXVELb0Wt7FUmRVg0QF4Kg0MEnBiWP0vye9z0Xx5QigAPqNN0bJCoJqCrp8mjQgXOPAKKonnYcMSLx1/+F/7+h3vh9wdx2uX/hzeeuBF5JjXeev8zjMrSY3yeDkpDGsxFE/Hhl7twqLwOP7v+PHDeRjQ2NaPJG8WkSRMR5lS46f4XMXvKKFxz+gREy8mDq3LIGVwEZNFLFDSAKR8w5gGGLEQ4A8q/qoCvshmIROHz+NFQZ4OjyQUhJw2OnHT4+iAvIi8WjVaJeYtPwIKl048Ldk2Cl8Gw383t8WHe2Tfif+/+hjEVr7vzSZx16nx894wTcaSiFh9/sQkrrvpui5yrq+2ee/U95jv3yN3XoMFqx7lX3YuVf/stDHotm3ja132F8M7tuPbZ55PiwXXh/LnQzF0A89TpxwS41QpmRSBJHkTJBB5xI/gQ88zqL2smGR2rVWpIYBYBNrLUkOd1LcyswQJTKP8etw/bNuzGxtW74CFJeh+SUqVA6cSRmD53PMZMKE4K4NbxtATANXxzCDWf74AYjIDCTrI4uyTfA2AoyUbJGbOhMSTml9iHYh7VTWSgyx4Durz97putjK5cKBRD62tDbUcAF7G6Nm/ejGCQAp/IHmMyQEtSTh4COCjAg+x7BKn1Oy9x4ElaH5HARyUoJB4WcxqyzRkw6QyQKKAAMcrbgFUyUBUDrgap5TiBh5IiR2enMXCVokgjCghaBVyiCA+imDptPEQFj1sefB4zJ4/B8rOXYOUXm2G3u7BsQh64gB/6UcWoDkRx2y9fwQfP3QN/VTVEhQZ8Wjq0ZiN2H6nEPY+/gtuuOh9zSwpRt3Ev3FVNDMAbdICrhaWlgWlULjOGTyvJhdqgG/B1Hr8HBx0OBGLyQwZqkTloLBgUNaHT5URdbR2am5t7ZW3xHMdYWxQh0ZKZCUmphHJkMdRFRdAWj4KgVuPIgSqs/fxrVByqb2H0ddVFqF9OnjUGC0+ehpz8ztEWB6lbDavDtpchNkGhEPt974kXKCVDHFZNyzKzzHj9UcnUp+4/HJXzJvukKYAr2TWahOMFgiHQCgfRbntK5I+hpFWPLuj/SchG6hDHQQ3Q4DXoD6Bx20E0bNoPkbwLmGthzCA39k6DWY5klFzri6fPZIWuBHQ5BphHWqBN04KXyP08DqjFZJkElim1UKSPhGTIwf0v/AvrdhxGMBjGpWfOxvXfW4iA04EfPvIulk0fibNOyAIvqLDij1tQZ3PD5w+iIDsNf7z7bHiDAVz+0EdQq5UIhiI4YdxIPHXHBdAHrYjWfA3JTT5Xg2cyL3EKiARoqU2AiYCsXHCGbAimbAiGrJaBfzgcxqH3v4JjTxWCwRAa65pha3QgGhWhzDLDW2CBK9CzqS8N0oh1MPvEiZi/ZDq0Ok3CfhjHQXc9Zorw9gef47cv/Q0GvQ6lxQV49uGbodGosHrDDtx4z2+xe9UfWVm6287l9uKGu5+CzeFi2/14+XkMIIsnBnJ9uRpX3XDDgAEuYdIUXHn7HTBNmjJoLJ6BNlyr1JDALC8QA7N4PkBYCTOC7xOTdKAZabO/7JlFRvBq2TdL1DIgi+cNzFi6K9+sJJ6+20PRpKamsgFfb9yDbzYfRIgApT4kjVaF6fPHY/rcCcjJS37UTHrWVK3fjdovvgE6RnrjgLSJhSg9Zz4zWT9e03ABurqV/YmSLPOLsakYkyogM6oigTAzRq84XIbqskq4bA7GruLCIriICInk96IYe8U/y+9dJYEXoNaokZ2djaysTGjUmphMcIhanwA6MvpXK0FsLgqqIyiVTDLbzEfxk5feglqtQjAcxuTSIjx+y5XQ8jyeffMjVNY14cHLzoLkasIf1mzHF3vK0OzyoiArHbeeOgPT8zPxxs4qfLjhG7b/TZeeje8umg1XRQNsu8oRsHsgxiKeJpvBxVhaSgH6gkyYirJhLsqBqSArKfejVlDLLoNa5AfZ2MDYxB2TzNqqQVVVNcJ9CF5Ac5qCwkLkjhwJ3egxDNTSFZVAoaX7Ks8Wdtav3o4v/7uNRWTtKanqt98UAAAgAElEQVQ1Siz5zmzMOXHKMbFgk+weT/faaNSZRBliBgSemH4pGWKy22ogxzvNeD0kCpYWg5RpljYU3z9zvzSQbA+bfVMA17BpCpI6SHjk6T8zPxdKP7rsLFx3xTmdchgIhHDz/z2DHXsOMwPXn153Ea657KxO2z322GNsJW4giYCPn/3sZwNeDRpIHlL7DrwGZF1+BPVbD6Bh4z6EnT2Ha+7qjBR1x1CcjZwZY5AxZkRLn+ho4xdnMHg8PpBMRqsUIIphNDc2o7asBpJE7LMIyBDZnGmBzmRkt+1IwIeQ1wW9XgWD2QSnX2Qgr0EZheSzQ7QeZOwtKegFJ0VR3mDHi6++ibtObB9Ouj+1teLfPrz961sh6SyAIR+SMQeCMRu8MRuC1twyaOzIyqC6PPyfjajfuA8NtTY01dsZsEVJlaaDvzAH9lD3kYPoeCRFnD53HOYtmQaT2ZACtvrTcMNg22AoDH8gyIyze0o9bUceR2lmI2NJdEzUx747czpuSk/cU2S31w/tBRfj+rvuGjbgVhzMIr8sArMkYmcxqSExX46Sb1ZMaiiKihYwi+MpqiFdl7IZeDKkhsnstjTJ2bfzCLau34PyA7Ut95+ezkH9LM1iYoD6rIVToFIpk5kl9oyp+mon6tbs6iLYBoeMqcUoPXv+cT8pTQbQFQlnQuBzWyRCbUGrKDHGCJhiQFUYUXonY3XypmK+VORTRXI/eZsuZX/0uJK6lv3RudxuF5qsTWi0WllggETHkvSsI3ksSRizMjORnpHOGGFDltjiHZgMTqFRQpeTwYAhbaYRPkhQKlXQcBwiviCioQirN5FYShSLgo9Cq+ehpns8yehCIYTqGyGGwwirVAiZLbBkZSHs8TNbCMeRevgam1mbMIZaG4liouV9v+lrXLP8ahQWFcI8KhfGkdlIL85jEslk3JPiQQhCzhhTi0CthgZwZJfRRaJiORwO5rXVbLf32i8IVEzLykbu9BkYMWs29CWjoNBo2o0fCbBf98V27NtR1ut9rHTCSGbhUFLaOgZNtG6Ptf2SKkOMqCBGM6BQpGSIw7UfnGK89qhk7XP3y0flvMk+aQrgSnaNDuB4BFjddN8z+M8bvwKt8C+75A5s+/RlqDsMQv+3Zgv+8vdP8fwvb0NTsxNn/+AefP7Xp5CbndHu7DfeeCMu/L5lADkC/vruATz99M9Z6HKA/JhUEHhimdCrf4a5A8pIauek1EDce6Nh52E0btyPgNXVb0N6Arp0uenInj0GWRNL+jxZoQFyZVkttqzdA2udHYJSgFarht5IvjUcY0FFwyJIUjN6wgiMm1wCnU7DaOotg/tIMOZlFsKRI4dwz/WXxILmJlo9Ev6+Zh84lTzg6suAkZhbRz7fil3/+AoNNTZmGh9PKoMGwVG5aA7HJg5dZIuArSkzxzA5oiWLBvtDHNIt0apK7TfkNXDpuecOmLm07PwLcNVVVw153umEHX2zWsEsHxhDlJcYqDWUSVZgEzOLvLP0zDcLIDCL2FnypLEv94GhzHNP5wqFQtiybjc2fbkLdrqf9yFRdNbi0jxMnz8RE08YndTyyiDXLjRtO8TYd5TEcJQxWugZYJk2CqPOmNPn50YfijNsN4kDXeAaYmb0sWcFU+fJ7CeRsaPkCLoSAUnsXf5M0kWvVQ1vtYCQI4CoL8j8rMhknTGxY1I/OX4NobT99NzstebIqysKq9UKa6MVHq+HgV2JJmJ1abSaFlaXWqUeUlYXGc8rtGpo0g3Mg0uho8UxCWFfzJw+HIEkSqwNGGuCGNY6AWq4wHk9EEPkFeYHr1CAVynB67SQMnIQ5PWIeoMQqW7o/qFWMjCN2GOXXXJpotXVst9LH7yJyfNmJoWlFb8vUzuGHA74K8sR7gXUimeEFvFqa2WvrZ5YW5xCAUGjgT8tAyNnz8G008+AKS2t032G8rB9016s+XQbHDZ3j/VE96wFJ0/F/KXToNPRPfvbkeQxu69NNMSByRCjESMACxRCxoC92b4dLXD0SrnU+KMYYyvO3Bqa9y/cA/fFPHq11nrmFMA1HFohlodX3/o36q123HfLFewXkrDc8qPvYcKYona5vPOhFzFjylhcev4p7PcV9z6Nc5ctxOlLZrfbjgCuH68oxsRJBQmVcs/uGvz+xU147nd3sv3lsRTXYtEkSgqA5BsM/FKB49SdwC8mfUtN4BOq/8HcKQ50Ne2rRMPm/fDXNLNBdX8SUeVVFiNyZo9F7rQxfX5YEuNpzWdbcWhvBSBCDrPOGBQ05KeBJQ+VSsCIklzMW3ICCkvy+5OtQduW6oz8Sda+9RkOfrgRYX+o3bkUOhXE0fmwiehyFZIkQuOnFmPe4mnI/ZZ6Rgxa46QOfNRrIA5mSVIEoij7ZrVKDYeDb5ZGZmfFfLM4ZgQvg1nH+jOK6r6xvhnbNuzBtvV7EepF4hPvLCT1mTJrDJMtFhTmJK0eaOJq3VkGHz1XJJExXEIuHwIOD6LhCDJnlmLUabOGDauwt4unY0CZjhJAxqSKsaXayv5YtD9iWoUi4DR+aDN8UKn9QDQiA1vkdRnHpNh7175UIqeAp1YB5+Eoom7y3uzfs7q38vXlfyqzy+VCU1MTA7wI+GL5TyDR9UaStQyLBZnE6kpPGxpWF13rCp5F9eRVCvACeWtSUGemRwavUkGhFsBr1RAYQKViQBXPhSEe2gU022TJtEIAryTpowBOEKCadAKMM2e1eGcOx3FvC1PLYZdBrTKSHzZ2y9Rq26xx1haBW3aHo0vWVhzUchlMcGn10I8ejfkLFmLixAldAuj2ZifWrdzO7leRcM+gaW6BBScum8HA+MEKlpFANx7UXWQZohwNURCczDQ+kalUazREkiFSNETDt6YOB7WBhuDgS4w/PCoA12r360NQusE/RQrgGvw67vMZfvX828hMN7XIDR966k+YNnkMzl22oN0xHvzNH2Ey6pk0kdLPn3gNpSUjsPzCZe22SzbA1VNBUuBXn5t5WG0YH/Q0H65B45aDcJfV93vwTGauglGD3DnjkDd7PFuZ723CSGyt1Z9swsY1uzoNbloe4hxgMOuw9Mw5mD53Yq/HHMyKpZX4zWt3Ys9n2xDaUSZLENok5vMxJh9Wju9UHppEjplUiHmLp7JJ5LHEDhnMOk0d+9iugba+WSJJDeO+WVyABaQgE/hEBuQDqRWabxMzSxRVDMwSRU3MBJ7ALFlq2Nu9aSDnP9r7Upsc3FuBr9fvwcE9VQyE6C1RfehNWsxdNAWzFkyCTt/KjiCfT62GmNs9s0xpO522vVSc8tJU0wQuGAYfjiDQ7IF9fxW8DXbG5sqePwHFJ08b0slWW6CqI2hFeZL9qeKvtrK/mPQv7lnVVvZHCx19NFHn1Apo8xQwFQEaE3lc9t4+bduPAV11MaDLdXSALgLhIuEIrE1WNDZa4fV6B8bqEojJrUVWVjayszLlqHo99TcWvYBQJlo8bf0sI09g4JVCq4JAL3XsXUPAlZJF9owzqxTsNwKwYi8WMVru520Bqvhvvvo6OFZ9DlgpUl3svDTwje2jmj4LaXOHl/y2HagV89QS+whqxftdJBplERJramo6sbbaglp2jQ71dB1wPE4+eQl7Ubt2THRf2LfrCNZ+vh3V5Q2tAG8XNyqyuJg2dxxjbWV+S9jucRmiBDKND0AQEmNlUkCUaIsMMQeCID//UunYqYHFxquPCsC1xi17yB7rKQVwDaMWfPSZN1CQm4mrLj6D5erh3/4ZRSNzOwFXh8trcemND2F8aSHI32XXvjIWjev8M09qV5qhBLh6qsbuwS/y/6BBhRo8RxIxWQIZH1z0NqgeRk13XGSFHqwU7r1x60E49tdA6mVVrVOheY5R83PmjUPerHFQ62TpYXeJVqi2rN2Fz/+1sUdTUbVWifknT8Wio7DiT3WybeMerF+5AwqvH/y+KkR87ZlbzLx2dB5salU7w2eVRomSMfmYt2QqikcXpAYXx8VV8u0sBE1KZIaWj/lm0Tvf1jeLk3qOsjoI1cYUWSLJDAUZzJLofqMDz5hZciS6b+uAnu5bZEK/+as9aKwlFlXvkyRimE6YPhoLlkyDUqvEzfc9iwNHqljLPfPwzZg/c1KnVqyqbcTPHnuZTXwdLg+uv+JcXPCdk7D3YAWuvOWXbHvyCV02fxruW34+HPuq4SirRdgdAAQOa31lyCgt6BVA63l8IeHKK69skbGTj1KrkbrsRcV8qgicYj5V5FHV2Z+qS9lfHLhKcv/lVDLQZSwGtAMAulyHo4gcNaBLliA7nU7G6iK/LgJD+srq4igCIAHO7EWG8AJjQGVkpiMjMwuWnEwodRoIBEARWBVjVNFiEgOr6HdiXNHvcZBKowLJELsCqJIxnvTV1sKx+nOgydq5R3AcVDNmI23OvKMqv20BtewyU4uM4vsLalHh6JZht9tRW1cLh8PZwtqKg1pOgxkOjRZ1IjHbQwzkpMjXJ598MsaPH9flvZfk1OtWfo21n+9AiGS2PSS9UYclZ87EjHkTj2p9JvnS7/Jw7WWIBGyRdL/3e3ZXB6NoiCkZ4lC02uCf4yTjVUNiKt/RxP4r958Gv3BDcIYUwDUEldzXU7z4pw8RCkeYLJHSTx98HicvnI5zTmvP4IoPGikkPTG5LrruAfzh17dj+uQx7U41XACungenXckeVW08v1LgV1/7T7K2o4GKu74ZDVsPoHlXOaQezNK7PCetrGoUyJpZirwZ46BNo6hjXa8c0cR5/+4yfPGfzczPqrukVAmYPKMUi0+fjXSLOVlF7fY4NEHcufUAW2W021wwKjhoDtcj7CLZVWuigbmiOAfNZj2CfnnARub5I2PyytLxRd/aSfagN1LqBINSA219s0SJwCwvOM4PjiMz+GiLEfygnLy7gzJ7IWJmkZKImFlx3ywCs8g7S2ZmJWMSO6TlGsSTUTs6mp3MhH7Tml29RibTaNQoHJWLuUtOwP82bMPuAxV47tGfgDw/33r/c/zx6Xs65ZZY5kaDDrdddxH2H67Cj+54Aqv+/luUVdWjrsGGhbOnwNrswNILb8O7T94No90H255KBJwexnr6eNc62L8+MqBa2CXY8PTdD7UYqbPodQz97N5EfUAnTOLOSQO6jkQRcR4lRlfMaI3AraZmG2y2JhZ8g+wGJIUAScEBCh6iwLHof5LAQVLwiHIi469FISLKSYhARIQD+52YViRdnDFjOnuZTKZhw7701tbAuXolkyvS/Uai+06LWb8E9cw5MM+eO6SgTCuo1SyDWmVHIFqtfZIfdtWdafzDvLZqalngCBnU0sJpMMGu1qBeBIJkuB+SF/vIE+v0009nrC21unOUVMpfxZEarFu5Awf3VDKPs+4S1em4KUVYsHQaRhbnHdfjp+TLEC2xaIgpGWISb9NH7VALjcuPyrnXuv98VM6b7JOmAK5k1+gAjrd+62788rk38Y+XH2IDhFMvvh1/f/kXKCzIwVvvf8a8uOIgFvkVebw+/OUf/8NnX27Fe6881GlwfywAXD1VV2fmF3k1xT2/4swvWqknw/sU82sAXa/LXenh67O70LDlIKzbDkEK9S0cfcvBSDGgVsJyQjFyZ4yFITu928FKXY0Vqz/ZjP07y5kXV1eJJrGFo3Ox+PRZGDV2ZLKLy45Hg7m93xxh3hDEfCCJj1mngraiAZEuTFCVhVlwWEzw+8PMHD9vhAXzT57GDPK/LV4Rg9IQqYMOWQ3IUsMwA7KInQVQRENiaIVk1c9RkBrKQBYZwatl3yxJC57YWTyB5cKwmewOWSMN4ETUvuWHa5jXzd4dR7r1u9HpNRgzsYhJFf/vqddx/hkn4Yylc9i4YuF3b8KGf73YKdrnXY/8HrnZFmaX4Pb4MO/sG7H1k5eg0ZAvp5zsTjdOPO9mfPaXxxEps6LpmyMINLuZwfrHO9bC/vVhzNK39xnta3EdER/eC+zC41fLPqHHamoBuooArTlB6WK9Ai4CuhwJAF1M8idL85jkjtajYp+JoUwMKoUm5ksVY0vJjCr5JUv96F0NCkJT1VCDXXv345ud3yAQ8CNM5u2MARpngvbNu4ueoRqNBtOnT8PMmTMxbtzYYfFc9dfVwbVpHfhAgGikrNtFvV5IoSArJwO5Zg1uIIV2oFZcfmglT61+jtPaXDQ05m5ubkZdXS2cHi84tQbE1LKr1agTgVAoiFColXlFdhSTJk1iwBa1TVcLmYypv24X1vx3Kzwuf4+XKI2hTjxtOhacPD3pEV6H070huTJEdZtoiCkZ4nBq54HmZYHxCmbR2MqwkhW9g/19vfuNgWZ9WOyfAriGRTPImaAHwX2Pv4q1W3Yxyu9l55+KW6+9kP1HLK0LzlzEjOUDgRAWXfATRv2fPW08Hr/3uk4RFGmfYx3g6qlpege/VDHZYwr8GmgXp34Z9PoZo6t+wz5Iwf4PoMh7JG38SOTOHANTARldCp2yFQwEseq/m7Bpze4eTUdNaXqc/B3y5ZqQNMYGlfHAnnKs/2I7aiqsLec36FXQ19oQrbN3yq8yLx3u3AwEoyIsOeksws/k6bLZfiod/zUQFUWEQ5F2k/muSt3TdgQK6HUUuW9oImnGfbMkSTaBl4idxaSGgRZm1pD7ZsWkhqKokMEsUQuOp6iGBhap99ssNUzmVUT3uG+27mdRbGsrGjstJFA02/GTSzB30Qm4+u5f496bLsekMcWg6GXfu+4BvPbU3RiRn9UuSwfLqnH5ikcwbZLMHj/lpBm4+NyTW7Z54sV38Ld/rmLjmEvOW4rmvZWoXrMTfqszBXB10bgM6MqNSRcTBLq8jQq4yiVEnBFIUfJEIpCaY9EDZamf7DnFM4+qVoCKAKuOkj+lRi0bqbfxpqJs94UtSfcal8uNLVu2YNOmTaivb2BBWhJNxAzKy8vDnDlzMHv2TBgM3TPD+3oOWkgm8I2UED0lGmtTNHMFBcSJpaDDjnB9LUS3FxxEBGuqEbE2QqQychzUs+bBPHNWUplcLaBWc4ypRfLDAYJa8fJQdOjahkY02O2waQ1oVqllplaQ6qiznFCn0+PMM2XWFklLu0rWBhsbU+3YfLBXI/kRxTkM3Bo7sfi4HEPR9RCNUjREK3i+iZnGJ0uGSEBjKh1/NTDfeHlLDBKCtjhQFMV4GrzvG9xvHheVmQK4hmEz0qSHHqRk7tpdstocMOp1PU6u4gDXQIr4wvOb8dxzdx6VVfxE890z+CVHe5Q9v1LgV3/qmB7Q4VAY9Vv3o2HDPkQ8QVkK0o9EA3jT6FzkzByL9JK8TgMZmoSRmfvKf23q1ZerZHwWskYaBzQYovMVjxiD9at2oOJQHQMs4kmrV8NsdSBS2dlvg6JHBopzwBt1zB9s+pwJA8pHP6owtekwqIEPPvkKjz0rr3KRN9Gv77+BTYA6pu62I3n5j3/2W9gdcmj0th5HbSO0PfroowMCcemaHTEiB5ddfh4kkSSGBGZ5W5hZQ+05y+7NjJlF3lkkNdSRwAUCkxkS0Pft9c0aqm7tdnmxbcNubFy1E15PoOW0BpMO4yYXY+5JU7D8jl/hwduuxLiSkeAFHhde/wAeu+dHGDdqJExpBDzKgOxHn67DJys34rwzTsTv//IRCvOz8dtf3NQC2O7Ycxi795fhxT9/xJjpaXotyj/ZBNvuSkiRaIrB1VWjx5jPmlwlTMVSK6OLI58qjkXto0iA5FlFAV7oRW3Efo99JjP6SCgNHHKg1Bih1skBAHoyUR/M/kfP2X379mHr1m3Yvn0HAoFAwsb0cVbXzJkzMGPGDIwd2/9FJcrPd35wD6prrdDrNCjIy8IrT94JS7qpXTV4vH6ce9V9aLA2s+1OXTSLXQfx1FDfhAuvfxBvPXT9/7d3HuBtVNkXPyqW3ORupxfSIIX0RiCNEnpdIEAWll0gCwshdAJZNkAIZSH0DksJu0A2LCV08k8jpPfeidNd4io3ySr/776RXBLbsWXJlqXzQJ9sZcp7vzczHp2591xYjmXAdmCfiuRS90V6PSKHDMexhKRG3Rt4/x60i4+rTD88JumHDX/QWNMcu3R65JWU4He7A3uLSnC43FmrqCXri5jSt+/pGDNmjGJfU1q4/N3Zsn43ls5fj4xDtVtPyPYMRj0GndkLZ44dgPhES6P+3gXyGPZ123KsOZx5cKlqiIV+qIYoaYjykDimUceVr+Phek1HYKjlBq2ybsBjtqrHhK2yftZ0gwzgnihwBRBuc2/6rrvuqrGcb337pRnTuvDKK8/C5bLD5bZBr7NBp7cD8q5zNFsKS33HcPxyFL98JVe5nvYkyomMDbuRtWonbDman0pDmqQxxHRMRavBPZDcvX21p5zKl2uL+HKtQuaR3Fo3W1Saj39/+jFMhrqfvtbVrxJnDu69Y2o1YUuWj4w2Ib6gGM7fM04Q8czx0dD16YTTzx6AwWf09usT2oYw5LLNQ0AKewwcdxv++8409OjSAdfe/gQevXsChvQ7rVqHalxu0gQM7ncq/vnmZ0rMkdSu7/5vOd795Ft88/ETcLms6gWUAbpy3DhhMu64s3rxkIaMOjOzEKUlibjpTxf5/LS4Ifs7flkxgdfSDSO16CxEqaqGOmUEr4lZ9M1qDGHf1pVr7OEDmVi/Yhs2rdmjrn8xsVHo1rOjSlF84Jl38JfrLsLwgb1UpNU5192Pj2Y+BLMhQt1qt+3YClHRZlx84xTMePhW9O/TTRW8GXnFJHz48hT07tG5Wsdue+B5XHXRKFx49jBYs/Kw96ulKDmaG9oCV9W0P0+FP4nsERN0b5U/iaSSiKqKV0VElVbtT2eSf7PBGFMAc2QpKoKDlb7orfhX+zHgdIjhtFgDtIbRqJ1zzdnkuBNT+jVr1mLlypWqCmNjo7ratWuHoUOHYMiQwYiO1vz4Ttbk/mX23IW4+pIxiqIURLjigrNwbZXoQ9mGRG79uGAlrrzwLOTkWXHJTVPw8SuPKLsQeXgx9dn31a7mvT8NltwMlO3eifL8/Iq0Rbdejz8/9wLamitTdk/Wt5r+/Y57JqO9mPL7SdRy6w1wm81wt2uPXflWLNy6Hfn5+TVGalXtj8ViwQUXnI8xY0bXet9TUlyKpQvXY9XizdWK7tQ0roRkC0afPwh9B58acvdRlWmI2TAabY2shmiGy5UEo0GqIRrrdYz7cpxxneAiMMRyfbNUUVxj/Ty4QPjYGwpcPoIL19Wq+ii43eVwu8tqEL/s0OnKW7z45XYb4K7w/Koa+aX5f4V7tUet8osD2dvSldBVkpEP1GEeWtM5o5NIxdYJSBvSA2m9T6l2k3P0UDYW/az5crlrENDyCo/hs9n/Roqxp0+noxtOZDk2YdJt1c2TzZERSBCT3N1HqpmhynxHxkeh25UjcObVtYfl+9QZrtRiCGzYsgdTn3sf33/yrOrzB5/9oCJpr7/iHLhc4jVTrnyiNm5Lx9+f/QDfffK0Wu7Dz3+E2WzChKvOwcgr7sH7M+/HqV07QFIY+559GxZ+8RxSU5yQ8uBK4IIb141/CC++dC3atE3wic9//7sKttIEJXAFuikhSxnBm1SaoRjBi5ilVy8t1ZBiVqBnoWHbly/62zftxdpl25B5OBftOqVhyMjT8dX8pSgqKcUjd92ADVv34NFn/4XPXn0UuTmF+OiLX3DNxaPRp08XTHnufSXY3nT1uAqvrV8+fwEFhcVITopDq5REHMstwJW3PIbXpt+thDD5u5F3MAO/f7UM3yz6Jfg9uJQ4JQUMKn2pRBUxRkt1PzMM4j/lSf2rqPSn/KgiYFBV/jz+VCJkmU0wmIy1Vvmr7fxQUSCOAgCZ0ButDf6yrIQuZyL0uuAQuuQolTFt3boN69atx6ZN4tXV+KguEbkkqqtbt64Nim4Zf/sT+OuNl+LsMwfWeQKJUHvB2GH4w8WjlFWInCMX/fFhzP1gOmJzM1C6cT3Kc3MrBC7Z2M3PPY9n+pwKcz2Et5p2/sKufbj9jxPQMTmpYSf3cUuLqIXISJi6dENE+47YV1SMxYt/xe7du9V9XF1Norb69++PsWNHo2vXrrVGbe3bdUiJW/t2Hq7VS1X2IymzvQZ0wZlj+6NN+7SQEWyqpyFmw2CUQL6GPfz1zkNlNcQUGA2JIScANupgDpOVB1nGN0sVxXXW/4YEYQpcITGNwTGIE8UvG1wuW5XIr3JP5Fe55mPaDObFvpKqFvml0mxE/JJqj5JGGt7il1foyt19CFlrdqNofxbcDRa69DAlxSJtyKlo4/Gxkpv9MvHl+mkVVi850ZcrEAKXmJwmuZ3AzsOQcvPqZkynU2H0rTunYcAfz0bHYX1C5obM1/Mh1NfzpoVo706PaCXHghELl23G7G8W4p1/3qciXH9csBrL1mzFkw/eAJc7S9UF0+uTsXDZbsz+ehHeff4eJVb9sGANlq/ZjukP/RlnX/MApt1/E0YP76e+8J9z7QN4bcbf0KuHxSNwiRmvK2gFLlWkziVphgYt1dAdBZ2YwKvILCn8wVTDlnSOiP/h+pXb1RfTzj3awRRtxuOvz0KZzY78wiLc9+c/YHDvU5GZlYe/PvEynpr0J/Tr0w2Hc3LxxqxvlFhhKy9XIq+8fpi/Ag9OfxutUpNUetdfrrsQ998+vgKJHPM5ew/j9alP49jKXYE3mfeIUxUm6vK7XqfEJhVFVc2fKgJ6ZaCueVSJgbp6F6FKiVnys/aAy/v3wft+/Gf+Pga8QpcbmTA0SuhqBaOx8R5W/hifiAJ5efnKq2vlylU4dkyiurTqfL408erq0KEDhg8fpqK65PfahMPv5i3Hax9+ib6ndcGzUyfWKYplHstT1UC/+WgGunVuV9G1oRfdju9mPYvECB3yFs+H4+CBoBG4lKgVFQVTl64wd+yEqA6dYLVasXjxEvz662KUlNRt+i6DjI+Px/nnj8Po0aNqFVlEIFu1ZBMW/bSmopp0bXMXYTZizAWDlddfbd5dvgKzEo4AACAASURBVMx7c65TLQ3RWKgEaF+8LOXvqiZGp3iqITINsTnntbn3PdByTTMkKALrrXNqHLo8rIqNjjqp76x35dqWVw+5CopQXFKKtJTEGu09/MGeApc/KHIbJyVQXfySKIcyJXyJAKalPYa6+OWt9hjakV9yo5O/PwNZa3ahYPcRuB31q5ZUcQAZ9DDGmtFq2GloM/hUdQMkN8Crf9uMBd9X9+Xyt8AlvndJ8sRtxyE4yjQR1mA0ILVVIlp1TEX7sf3QaWQ/ilsnPduDc4GqopX0UItAlZekX5cDbgfcEDNdB3TyrnOol6Ri63R6GHTyhbAVfvl1O77+cRneenayerr204LV+O7/VuKNp2+HC1KMQNZPxLzFW/HVj0trWO5ufDdvGZ586VMMPL07jmTmYG/6Efzw7+no2N5YReAKjggur7ivpRqKb1aUxzdLxCwtJag+ptPBeVSwV14Ccn5kZ+bi8IEsuJxu5bVldzoQaTKhuLAERdYSlcJUVmRDVGykujZHx0aq5fQRerRqnYTIKr6h8qVP0rriYmv2CpXr+hv/fAk73/kJnYyJPk/Et46dePHeaZ60P7NK7atM+5MoKi3dT0VaKaHKu4xZ866qIlTV9LPPHQvgio0Wupye1EVd8AhdgkvuH7Zu3Yq1a9djy5bNKC2VDIEG3kN4uEdFRSpT+rNGjsTDz/1HXcMl8m7uRzOQGG9RS+0/lImtu9LxyvtfYNq9f8KIIX1qnDUxo7/p7qcxalg/TLrlqmrLeAWutJQElBw5jPx5PwGFEm2ntaaO4HJLHmtkNExdPaJW+44Vwp1Eyy1cuAj79u07qQeanN8DBgxQUVunnHJKjSKhXDMyjmRj2YKN2Lp+D5wnud87pXs7nHluf1UFOxSK8Tgc5XA45aGWmMb7Iw0xGUZDGtMQA3jtbEmb7m+5uorAVWkqrzlmBe73jdYvqmE6cDgTd0x5CekHM9TnEsH6j3v/VK3oRtUV6lp+0/a9uPPRV5CbV6hWEW/DRyZNwJUX+m7FUducUuBqSUd7iPbV+8VTKyF9vPhlr+L5FQqRX3pP2mPVyK/QE7/kRrU4Mw9Zm/Yif+tBOG12JXZpvm5aU1+KvV8wJCpO/nO64JaMEIMeku6ROqQHWg/sDlNUJHZt3YcFP6xGlseXy58Cl3xJTzTrYdp1GOXFNiVspaTFI61tMkyRJqQO7YEu5w0JiZuyULuM1BRtBZQr0apSxPIKVV7Ryq7Vo9Gyjzyvup66iq9LDHRIxZoNR/HC2//D7Lf/rm4+Zn+zSH1Jmv6gVLwpgewbiMWaDel44e0valjuTyo6KzunCBlZBSrN5db7X8Dan1+H2ZwPN8SUV6qNNY/AJd8ntegsiVCNgdsdBb1EZ+lF4DMw1TDUTqDjxiN/hw+mZ+DQvgzk5Rai3O5EibUUJSXyQMoJl8MNvZic63UwRUYo7y5TRATMURFo36k1uvXsAHMdBXKq7u6jjz7CD1980yiicv5/9o12Q95cJuqNGkAjVvaP0JUAvRK6LEHz8EaOwZycHGVKv2LFSvWz3V7/qC45DkSgad26FU7r2QuRUbFISk5GbEwMTu3eWf1b1aiu9z/9Hkczc/DYvTedMBslpWW4a+or6NqpnfoidnzF26oCl6xclL4P+QvmQV9c1GQClxK1oqJVpFZkx86IbK8JSF4/MuG3aNFiLFnyG0pLTx61lZiYqKK2Ro0aWes9j6rKumYnlvzfeuRk5td5FMvDw2FjTlcFeSyW2EYc8c2/qpaGWAyHIxt6gwhbTENs/lkJzR70tfyhysC8ZvPejwL3+ybr/6oBnfjgTMTGROLpKbfhaHYuxv/1cXWtvPS8ETWCr2t5KTwj1ZclHVwefr016xu8PWsu1v3ynt8juShwheZ5ETKjqk38crvE5D4UxC/Nt0arLhZ64pfcDJQWFOHYlnRkrtoBZ5FNiVw6vV49cY+IiYLBbFQeWy57OexFperG0xiteZso7y2DDpaurZDWtxsKSsrw689rsHPLfuTmZ/vFg+vuiVOQEBmByPQMuKylSEqJR1qbZERGmZTykXh6Z3S/bAQ9EJrwqlJztJVdCVbVo63KoYMmWlVGW3kEK/WNVxOtfEkXqD5ceWYWCR1SUFRkwvBLHsC82c+hTVoSJj74Ei4+dwiuuGAo9u7fj58Wrsffbr4URUUODL/kvhqWGwanywGD3oxDR/Px3Oufo33bZDx85+WQ1CM35MmWVpY90B5c3lRDl0vOwWjlnaXTS1VDLdVQzsX6mDY34aHBXTURAXlIsXndLmxYuVMV+3A6xB/ODbdLvtDpVPENqeQnDwO8v0vaX5t2Keg/rDt69u3OY6eJ5koTugrhRoZvqYsqoksTugyG2KB6kKOOw81blNgl0V3i1VWfqC7xjYqNjUXbtm2QkJCImJhodT2LiYlBSlpr6IxmDDz9VJQ7nLjr0VcwdMBpuPWGi7F4xUblIXfZuBEotBbjtgdfUMUW7rnt6hqjmI4XuGTKrb/vRYGIXKUlAYvgUqJWdEylqNWufTVRS/ohnITbggULsX///npFbQ0aNEiZyHfu3KnW1M6CAiuWL9yANb9tO6FAz/GHfErrRIwaNxB9PNYTTXRK+H03WhpirlYN0ZMe7Mt9RfU0RKmGGB1U55vfwXGDPhM43XJls5jMb7F+XdFnuQaecemd+M/rf1cemtJmvPJvZGTl4rUZd58wtoYuP+fbRXj1gy+xcM5LtUaE+QqQApev5LhesxOoWfyyw+2SCmR26CuqPbbUyK/axC95+hgJvTK6j6z4IhpsaULi32I0GNRFS260bEUlyFi3C5krdsKg1yOmbQriOqUhItoMt9MJu7UMhekZQIQRlrZJMMfHwlHmgKvcjrxdh1FmLUZirw5I7N0Z6zf9jp/mLsIn//m40SbzU+/5ByxHchDrdCOtTRKiY6SkuuavYunWGj2uOAvm2OhmP95bege80XuV4pXmbaVeqC3aSs5dEbEaEm0VCFJyPEgFOUltScTnXy/HS+9+h9iYKHTr3BqvTL8FkZF6/LpiM/425UNsWfSCWv7zr5fUsJwOy9fuxMNPfYbcPCuuufQsTLnrKpjNwkEM5iUKTEvL8afAVeGbJYK6SjWMhg4SmSWvKPpmBeKwaeHblHM191g+1q3YpnwQbWWa8Fq1yZc8Oba87/JvEs3Vq39X9B96Gjp1acviAk10HFQKXeLRpXkBNaRpxtbxyow+2IQuuYfIzs6uiOrKy8urM6pLPSgzGhEZGamKe5hM2islJQVGcyxe/898RJrNsJc70K93V7z8xF3qev7iu3Ow/2AGXpk+CWs27lQVFqu2kcP64u3n7sO385bh9Q+/wqEj2cpr7tpLx+D2my5Ti8p5Y927B4UL5+EvT0z3m8m8iFq6mBhEdOmGyA6dEdmu3Qmilrevwmrx4sX47bdl9YraSk5Owbhx52LkyLNqFVxkDnZtS8eyBRtwYG9GtYj8448zEb37DumBEWf3R1rr5BZ5DZB5dDodfktDdDjMcLskDVEiJrViE2wkUBuB3pbLmwXOVmtlVLXYZ1x286NY9L+XkZqsFTv65ItfMPeXpZjz7hMn9K++y6/dtAvf/Pwbflu1BQ/cfi0uOme438dKgcvvSLnBYCBQP/FLqj3KqyUa3tckfkkpajG8b17xy+Vy46mXZ+G7/1uuDgV5Kjrxj5eqn+UGyV5mQ+72A3DbHbC0TcUnPy5Gdm4BJl1xHvJ2HkREQgziO6Rhy8GjmPHObPzn8UnIEPP6g1lw2MqhMxsR36Md1mcdxOT7/gGLvoPPh1y+aw/eu2ca4u0ulWpTNdQnqk0iul11Jiypjate5HPnWsiKJ0ZbaZFWNUZbSaSVJ+JK87aqTBGUlDz/RFsFCpykKUZBh3j1brfrUVpWjvg4Oe807y5NmJKXUVyslchlt+uOW84Op9OAnDwbUhIToTfI8pKSaIXLbVVp2qLnyVfTG65/EP+YdrHPA9qy5TBKilMx4Ybr4IZW1VCnjOA1E3jeYPuMNqxWlOv2vt2HsG7FduzYtA+OcudJxy/ncmS0GUNH9cGg4b0Rn6j5HrEFnoC/hC4dtNTFYPNLkqiujRs3Yd26tdi2bUetUV3e65v3WidRXO3atUO3bt2RlpYGg9EEs1S71OsQHR2lIr1iY7XrY2ObJnLtxtVjxuDxnlrkgy/t3X0Hcfsdf0XXoWcgsmMnRLatXdTy3mOtXr1GRW0dPHiwXlFbYsY/ZswYdOzYoda/CcJ82cL1+G3e+hqF7qpji4w2YeyFQzD4zD4tMvLdr2mIyjQ+DoAIW6yG6Ms5EK7r9LRognlTt+3WuRW7lKrhE+56Csu/fQNxlhj1uURdvTVrLhbMefGErtV3eSlE8/38Fdi0/XdMnHAJbrx6nN+HSYHL70i5wWAncKL4pVV6rIz88hree8QvSXNq/P1Ok2DRDKGPF79OrPao03l9v6T8ufbyV5Mca/Gs+OHfz6kQ/3HXPXBCfrXmt+bGeeMfgFQnGn/RKNw34TKVyqg3R+DNhUvx7eJV6NgmFXNmTkHGyh3I2yP+WGUV3dyfn4FZn36G05M7+tR1EeIWZ+3AK3dPPSGHzRgXhe5/GInETq192nZLX6nuaCsRsMQrT0Qsr7eVZsoeHNFWgaKvSq9JfIonmsvkMQCV1C0Rt7xf+kWa8l4wjNAhQjsnoXkMSo6X2x0B6EzQuY3q3yQTV/NSFtHJCL1OBDITJk++XzNH9rHJPA4dOhQ333yzX89xH7vD1Vo4ARFONq7ZiTW/bUXGkRwViVuRoijSrtMJp9OtDn899DAa9NCLn2HreJw+qAf6DT416MSSFj4ldXY/1IUuuY/IzMzEunXrsHz5ShQUFNQa1aWqIRsMKm0xJSUZ4jMlP0u0dnFxEYqKitS1tlWrNPTq1Qs9e56mlm/MvZFcfy/seWqjD7FX536Hbt26nVR4y8rKUl5by5ZJ1FblvVJtHRCRb9y48zBixBm1npcyhkP7M1TU1s7N6XCepEJ2914dcOY5A9Cpa7uT9rfRYPy8Af+mIeqrVENkGqKfpyosNneaRQsMaOq2w/ptxS69EVmLv3wFKUnycLd+EVz1XX7d5l24cdLT+PnT59G+bapfh0qBy684ubGWTqC6+CUpVFq1xwrxS1cO6D3+XxL51cLFL5fbBLirG95raY+RFcJXQ2/w/vXp98jIzsPUyX9Uh8PtD7+Iybf+AT27dzrh8MjJK8TXPy5RBq/333wlstfvgTHKDH1aPPZl52D6q//GF69OxdEV21V0l91aaZB6JC8bH3w2C9emDvbpsCt3O/Fe5hK8PGlatfV1kUZ0vfxMpPU8sb8+7SiIVqpuyC5CTGVqYIW3ldte4WelKgJW+Fu1pGirQEEXkUsTutxueYlyJQmUcq0QYdkIuEXQMgDyM0TIilCf6XTyZUneJTWh0uTYKzA39DwL1Ai5XRI4GYHCAquqmrZn5yFESBqY2aQiRUqKylTKl1QnNJmMiIoR3zodbGV22MpsSGubhB69O6sqajzeT0bZf/+uCV1Wj0eXr6mLcdAiuuKCUqSUCKMNGzaoFMYdO3bWGNXlFbnEZF7SFb2RacJHKoR6/z5qqY1RGD58KPr37698vIItiq3q0SFC38qVK7FgwSIcOnTopB5lMvahQ4dg7NgxKqKttnNRuEh68pJf1qEgTzPNr60ZIwwYcU4/jBg7AFLBsqU0LQ3RWw0xp9HVEB2OSE8aYhrTEFvKQRCk/exh8T16vzFD2mX9vmL1mjy1nnr5E2Rm59Xbg6uu5Y/lFmD0VZOreXw1pu9V16XA5S+S3E7IE6hb/CqHXmcPIfFLjO/N6qWlPZqreH7VLX4998ZnSEmMwy03aBfnJ1/8GP37dFemrTU1CXfd9fshPHr3BFgz81C0PwsxafE4UlyM+2a8gy9fmYqjq3Ygd+ch2K3iT6S1QAhcOpMRHS8YjLYDureYL2C1R1vZPd5WWrQVJHpI/KwqBCv5WUoNa5qNlh5YVyXBkD/F1QCrRUCKBihClqQcKuFKXhJ1JSKVJlRJtJVOJ2mKIlppaX8UrcLjWAn1UUoFuahIrdjA8U2uOyVFJbBaS1FcVAaDTo/CwiLYSm2IMEUo3yNLXDScbheKrKXIyczDkQPZyM7Kw2mnd0b/YachNY3p3015DFUKXeLRVeCjR1dwC10i9mRkZGDNGqnAuAJWq/WEqK6q1Ta1a77mVVa1yrN3XsTDq1u3rpA0vsGDBzc6qsvf8330aIaK2pKxigH/yVrr1q1x3nnn4owzhtcp2on33rKFG7BhxQ6UnyQluU2HFIw8byBOO71LUAuBVdloaYhFWjVEYw7Es1+vb5hnnXd7zoo0xBQYDQktMi3zZMcN/73pCXS3XNQsJvN7rD9WG+xtDzwPS2w0Zky5VQUjXHfHkxVVFK1FJbhp8jO4bcIluOjsYWq9upb/6sclsMREY0j/09R3jpff+0LZ2cyf8xIsMVF+hUyBy684ubFwJVC7+GXTDO+PE79ESPCDzUOT4D4x7bEm8SvKUw3GrCpstGudgpvHX6D6N/2lWejUoTVuqiXH2itwScSXl6O9pAzpB47i3ulv43+vTEXm2t3I3XkAtoISTYEIgMClizCg7di+6DC8d1CE1p8s2koTrSQ10KlSA7VoK+/vldFWVQ3am+SACcKdeI9hLdrKK2JJZJUmVql35ZslRvJVo6zkZ0ZbBeGUsksBJJBfWKQqy+36/aDaixhunzGo9wl7PHgkC488/R7s5eXIyy/CNReMwrizBqO4zIZrJ1U3oJ1w/hh0iE9GxqFslNnKkZRiQaZ1LyKU9aHvKfJynZw6darfU+0DiLfZN+0focsCHVoHbUSXFpnjxLp167F27Vrs2rW73hUYa5ogieqKjo7BiBHDMXjwILRt27ZZxRwRaJYvX4H58xfg6NGj9YraGj58mIraatOmTa3nnGx3+6a9WDp/Aw4fyNLMIGtpBoMeA4afpozkk1ISGnUeN9VJoaUh5niqIRYpkdeXy4/cUzgcericKTDopRqi3AMbmmoY3E8YEOhq0b5DNXXba/2p2i73H8rExIdeUAU1pF110UhMu+9mVUBMKs6OuOxO/P2eG3H9Feeof69refm+9/jMjyq2LwU6nn7kVlWp1t+NApe/iXJ7JHAcgfAQvySKJR56tMLbn8yD3e7E5FuvUjc89z3+JsaeOQCXnFsZwVX1C01Vgasquj3ph3H331/F128/jqz1e5CzbT9KjxXA5Xma6M8ILp1Bj7QRPdF5TP+A3qTUHG3lMWVX6YLeaCuvp5VEXXm8rRhtVe3M8uiccIto5fGeU9FWntTAmqOtNMFKi0qsHmnVmC/ZvOiRQCgR+ODzH7F+8268+tQkzPt1DT79aj4+ennKCUOU6Fx5snvvxGuwY88B9eT2m/dnoLi0DBfc+BAWzH5RpSwWFxajMLcYh9MzkL77CKyFxcrLZ+vu1VizdDv0kAhI35rbkoOpDz6J+MRYWOJjEBsXDUtcDCzxsYiPj0FcYmxFQQV/+0361uPgWct/QpekLsYH9G9nY6iJaHPkyBGVvrhy5SrY7TY4HE5IqqI0t9ulftd4yN9gTdURUUteEREer0QV9eNUn3Xv3l1FdfXr17fJo7oOHz6iorZWrVpVr6gtEeMkamvYsKF1zpGkES9duB7LF26CvYaKqVXnwBIfjdEXDMaAYT2DPmKpIg3RkQXojsFgtDc4etE7dpdLB6YhNuZs5Lr1JdDFckGzRHDts/5cYxfFLzk2Ogox0fVLQa5tebmGHssrVE+aU5MTIRVXA9EocAWCKrdJAvUkULP4Za/i+VU97TF4I7/ECDsWOqRixdqDeOa1/+J/701DaZkd545/CHPenYoObRPx6VcLcFrX9ujfp4tK69Lrzfjiu1+x6/fDyrNLeHiFBjE3vPuxV/H9J8/CXmLDsW3pOLxkCxyFJWo5vwlckx9HysCu6HLBUJ9v1GqLthJfK7dbM2WvHm3lTRWU6CtGW1U9XapGDGpfPuR1fLSVfDHxeFl538W0XaULVhZN4Bfael6IuBgJVCEw8cGZuPqSURg3eoj64i9PaFd899YJN6IPPfU2Wqcl476J10BSFYZf8jes/uFtFBWXYuw192LdT++i3O5AUWExsjJysWvLfqTvPYJia6mKONm4fSU2rNiJKLTyib/DXQZbzAH8efykivVVhVCDTqsUqt51SvyKS4hVYlesxSuAxSBOKvYmxio/pnBOK5YvHJKu5XJnNCJ1USK6glvo8kZ1bd++A+np+1BYaFVCq81mQ2FhAQoLC5GfX6D8uET8SkxMQEJCAiwW8R0TM3pJybWitLRUHTPx8fFISUlF165d0LlzJyQlJQVU5JNzZunSZSpqS8z15fe6mvRxxIgRGDNmlIraqq0Jl/S9h5SR/J7th+Cqw0hezpPT+nZWUVvtO7UOimj32sblTUMsd2TD4Jc0xHjokAwD0xB9ul5zpYYR6GwZ1ywC137rvIZ1NEiXpsAVpBPDbpHAieKXp9qjW3wWgi3tURR4MRROhNMZg6nPfoZla3bAZivHDVeOxOTbLlFV5q6dOBNXXjgI118xBG7o8Ydb3sDhjFwUl5ShfZsU/Of1uxEfH4vnXp+LnxetRW6+Fe3bpOIf992kQlhLC4uRsXonstfsxuHMo34xmf/orffR/YqzlG9MdaHFXc2bo7JyoMeY3RNxpQlXVc3Yj/e20kLgfQmDD5WzoKZoKzFpF18rSQv0+lpVeluZPN5WjLYKlWOA42g5BC67+VE8+cBf0L9PN9Xp8294EP964aETqhzt3ncIE+58Cv17d1fLnTNyIMZfNrYibaFTu1ZIiIvBRWOG4Yz+vbBn+wHs2JyOgrxCOB2BEbhORlmn10SvqkJYTGwk4hItiE+QyC+JAotRUWBxCdGIT4hFdGx0WAhglUKXeHTlNzjKxenUwekQoUsMthMCKvacbJ5P9u9yf2W321FSUoqsrEwcOXIUBw4cwO7de1BcXIykpAT07t1HpSJKxUVxqywrLUF+fj5ycnIQHx+HxMQkxMREIye3AKUlxXC5nGjVqhV69+7l96iugwcPYvHiX7F69Zp6RW21b98e5513DoYMGVLnPMicr/5tM379ea3y0qurRZiMGDluIEaM7V8R/XYyzs3x7/5NQzTA5UxWaYhGY3RQC3rNwZr7DByBTpZzPZW6tUxh+ZbVFO8HrP8XuEE14ZYpcDUhbO6KBPxFoLr45aqs9tis4pd4GEVDhwQAZhQVOVUJea2gjnhEydNGp+cyLe/iVxAFHUwemwdZRqokynhELDN7PnfB5bTB6bKpVAKXSw+nXYeVPyzHU5P+gTNiu/iM9YeCLfht71pEWkxwqUgrLU2wWrSVGLNDUgWPi7bSaWkM4S5ceU3ZZbI0f6uq0VaaeAVv5cAKfytGW/l80HJFEggwgYtvnIJnH52I03tq11YRuF58/E707tG52p7n/rIMPy1YicsvOAtvfzIXHdum4aUn7lLX6e27DyA+LgY79xzEI8+8h5lTb4fZpceGlTuQdTRPpYIFIoKrsWjkeq7ELxHBDNq7KTIC8YkWLQosoWoaZIwSwOTzUCouIZEvUnXR5Q5doeuaidOwbdf+isPl/NGDcN7w7li9ejVKS8tURNaAAQOwevM+fPTFfLVcv56n4N5bLteOCVMEvvhhGeZ8/5sKM7707H5IizPg8OHDqsrusGFDMGjQQGzbtq1RQp/MRXZ2NrZt24GsrKwajfCrHvNS3OHMM8/CmDGj0apVWp2nQ9bRHCxbtAGb1+yG4yRG8h26tMZZ5w5A956dGjWexp6fta2vRefZ4VBpiFINsXFpiE5HJFwuMY0XYUuLDGcjgaYk0MEinlaapOVWEnulxBXI3w9aFzTlMAO2LwpcAUPLDZNA8xCoW/yS6CIbdHobdDp7ReU8/xjey8VXRCuzR7QSw265DDs8wpZcqL0h9fKzpDXK8t7IKVlOXtLkcxHMZJuyjt3zcqiwfPFd2rYtHZ98OAtXXa1V7mhoc8GNl1/4AZ/+99UqlQQZbVXfaCsxZocyYPdWEpSfxUuH3lYNPRa5PAkEE4Gb7n4at994GUYM6aO+UA+7+A589cFTqnhI1SZC2IyHb1WRXjZ7OUZeMQkfvjzlBCHsnn+8hjMG9Eavju2x8tfNyDh8TKUuBqPAVZ95qCp+eSPBEpIsKgUyTiLA4mNgsWjRYCKIiQAmgkhLS4P0j9Al1gUS0ZUYVMLIlbc8hofvvB49u3VSU24yGRFpNinDdklhlNTFU7qcgitunY6PXnoI3bu0x013P4u7b7kcg07vgZ8XrcEHs3/Ga09NQlyMGenpB3DgQDq2bt2mIrwkikgqML711luNEkdkOxMmTIDZLBWta29ybHXo0BHnnnu2MsGvy/Bc5nXL+l1YMm89so7k1rldg1GPIWf1VimJcfGWRo2lPudWQ5fR0hCt0NIQc1XUoa/3s1o1RElDTIHBEO+zZUVDx8DlSaAmAu0tY5skYuv4yLDD1oUhMSEUuEJiGjkIEqgfgapeURJO73aXweWWyCibEpAaL37JpVJeIl55n3ipuB5PB70Btt7+epfxXmK9y3m3I8tVFcYqPSd+//0I3nzzX3j+hevrN/jjliotteOmP76NL/73qk/rt7SVqnlb1RBt5Y28qh5t5a0iSG+rljbf7C8J+Erg9Q+/Ql6+VZUCX79lN+5/4i3Mm/0CyssdeOvjbzDhqvOQlpKAyY+9hkH9TlUVcvMKrDjr8kn45fMXlLG82RSBtq2SkZtXiMv/8ne8On0SurRrjVW/bcaaJVtRVmZvsQLXybiK2FDhA+aJBIuNi1JClzLDj6uMAvMKYFHRkdXM8E+2j6b8d03o8np0+Zq6GFxClwhcTz18ywlirLrj8DzlWbVuG6bN/AhfvDtNfTbri18Qo7RClQAAIABJREFUFRmJCVedixvunIFrLx2DKy88S6U0ZmRkYt++fapqo/hjSfqjtA8++AAOR91eWXXNpXh/XXvtNcoHrLYm4teoUWdh9OgxSE2tLkIfv06RtQTLF67HqiVbYLd5HyjWvOXElDiMumAQ+g7sEXRijzcN0e06Br2xsdUQvWmIIsRGMQ2xKS8u3FetBNpZRisPWgkebMr3I0WLQ2JWKHCFxDRyECTQeAKBF78a38eqW6DApf3R027IKysJut0GqOiqKt5WNUdbaU+EQym1xr9HGLdGAuFJICevELc+8DxKSsuU0PXc1L+qSrheI/kv/zUdp3btgK270jHj5U9Q7nCoCC4pEy6vJSs34faHX4SUAM/MzsVfrrsQ998+XsGUL6Yb1+zA6l+34Kd5P2D98h1+NZlvKTPmTX/0vkdGmTxpkFrEV2U1SM0HTKpCNve1ulLoyoTBkAeD0ftAqn7UNY+uWABpiGjmiC4RuKTEfXKiBaOG9cMdf7pclb2v2hYsXYfPv16At569VxnR/7hgJVZv3IXH778Zgy74K07r1lFVD+3QNhV/veF8tE2Nw/LlK7B//36UlJQEXOCS46Fz584qakvSKeuK2pL7uz07DmDZwg1I33UYLlftcyc+dX0GdlVeW63bpQaN4FMtDVF/DAZDeYN94rzz65Jj0RkFlyuZaYj1O325VBMTaBs7smKPx4cGBPL3I0VLmnikgdkdBa7AcOVWSSCkCNRP/PJEgClDdTdU5dcA2haEssBVd7SVx9fqBG8rRluF1EnHwZBAMxOQ6Cvx0arri7N0UaK34i2x1aosSvVFKRISFxuNyEhJXa5s8vekQISzp2bis/d+gt4Z7fNIXfGZuG3CZPWFXaq/1fXF3eedNMOKxxvh6416JIgPWGKsMsNXaZBx0YgTQ3yJDEuIhTGiMtI2kJ5B/hC6XI4YuNEq4EJXaZkN465/sGIG5340A4nxFuzcexDRUWbk5BbiiZc+xhXnn4k/XXtBtZn+ZfFqfP3jb3jz2XvV5yJwffvLMlX05pxr78f/3nsCndqn4Zufl2Lm23Pw71fux9KlS7F9+3ZYrUUq6itQEVwStTV69CiMHTtGVW+sq4nf3cpfN2Lxz+tgK9Uiy2prYiQ/9uLBGHpW36AxkvdnGqLDoYPLmeCphsg0xGa4tHGX9STQJnZEk0ZueSPFMoqX1bOHwb0YBa7gnh/2jgSCnsCJ4pdUeyw7Lu3R/+JXSxO4VLSVSg2sIdrKHQE3jB6DdkMN3laMtgr6E4EdJAESaBCBjz76CKtWrWrQOscvLF5J0x9/CoUFxbAWFqOosET7uaAYBblFKMizKgNt+ZLscro9Ho6N2mVQrKzSIKsY4UskmER9JUgKpNcM3xKtfMDkJQJYZJTZr1FgFUKXS8zofYvo0oQuiehKOqmQ6gt4uT85mlXpM9UqNRGG40yaPvtqPjZt34tnHp1YbRerN+zAC2/Pxuy3p6nPP/9mAbbtSsff77kJA867Fcvmvg6zyagiG8dcfR/+++YUrF2zBps3b0ZhYaFax98Cl8x7ly5dcM45ErXVv87oKhn7kUNZWL5wA7Zt2AenQ4r71N5OObUdzjpnAE7p3j4gc9HQ+VNpiI5jcLtz/JCGaKxSDZFpiA2dCy7f9ARax5zRLCbzGcUrmn6wAdgjBa4AQOUmSYAENALVxS9vtceq4ldV3y8t8kueItSnYE2wCFzeKoKVApa3kqAWaaWqCFZEW5mg12npg2LIrtMZTjAeDuSTdx6XJEACJBDqBKr+3ZGfReySV6EIYEoI00SwwjwRwIpQUlxWXQCrI32rJbE7XgATgSshKbbSDF+iv+QVH63SIuVnX9IgGyt0qXQxR7QnoiswQlfVebMWl+L3/UfQr1dX5St3z7TX0b93N9w24RIsXrFRpS5eNm5ERUruvNkz0SYtCRMffAEXn3sGrrjgLNzwt+m49rKxuPz8M1Vk13++nIfH77kOv/66RJnUFxX5P4IrMtKMMWPGqKithASpVl17E3Fow+od+G3eOuRma2JbbU1SM4eP6Yszzu6P2Fjfoyn9cW5oaYg2lDuyoNPn+CkNUaohprAaoj8miNtoMgKtYoap71CVHlzycDzwv2eVNO6hU5MBOsmOKHAFy0ywHyQQZgTqFr881R4rKj6eKH4FUuCqf7SVVBKUtBBvJUERrbR0HF++KITZIcDhkgAJkECTEzheALPZylGYZ1URYCJ+KRFMIsAKilCQW6yiwLzRX95UyCbvdAB2WM0M36BDRIQR8UlauqOKApOKkHHRSvgSM/z4BAsMxhMfyni7pgldxXC5MqA35sHYQI8uzRcpGm63pC4GTug6llsA8eCy2bR0PRG6XnriLsTGROHFd+dg/8EMvDJ9kvq3z76ej5fenYPYmGh069xOFUuQlNttu/bjrw/PVCm48ZYYPHTn9TilfSrWrl2HBQvmIz+/QIln/ojgGj9+vPLYkqitfv36ntQTqyCvEEsXbsC6ZdtVtdK6WmrbJIwaNxC9+3Vr1qgtLQ2x0FMNMa9R1RAr0xBF1Ipv1nEF4LTlJsOEQFr0kCojDaTrluymcvtZJatDgjAFrpCYRg6CBEKLQO3il9yQalFf6em/491338Sf/zLK58FP+8eX+Ozzt1WEVfVoK83PitFWPqPliiRAAiTQYgnI3yD50u39W1SQXwRrgbxKUOQRwgrzRfzS0iDF20iJX55USG8lvhYLQDqugxJTDFVSIS0idIkXWILHDF+lQcpLE8bMkSbFzOksgRtZKnUxGIUumSvxjoswGhBnialzmqSAgnh5JcSJQX5lc7pcKtorKcFS8aGMvbS0FKtWrcbq1WswdeqjKC9vXBXFN998A+PHX4v4+Pg6+ynH3s6t+7BswQYc/D2zohpkTStJdF+/oadixNn9kdoqST2Qa45WmYYo1RCLlbDlS1fkoaTD4U1DlGqIWlVSNhJoqQRSowc1S4pidsm6loqsWr8pcIXENHIQJBA+BLxfOPbu3YuZM2c26iZGbghff/11RluFz+HDkZIACZBAowkcHwVWWlKGgnyJ/CryCGCl6mcRwfJzi1RUWFUfsJAywzfoNT8wvR5RsWYV6RUvZviJsUhMMSO5lR3xCTZERhlUlJhWfEZ3UiHD5ZLUxShPRFdyi4vEEfGmT5/TG32sffvtXHTr1q3O7YiR/NL567B0/gbYysrrXDY6xowxFw3BoDN6q7S9pm7V0xClGqLD52qIUpnT5Yz2VENkGmJTzyX3FzgCKdEDqmy86SK4jpWsD9ygmnDLFLiaEDZ3RQIkQAIkQAIkQAIkENoEjhfApKqkNb9IpT2KEX6FGb58lleM/DyrSifzVoKU91BoEhlkMhuRmBqJLqea0KqtCyaTfBaBCHMETCajqv4o7xGmCPW5ThQw5cWpRRW1dKErkPMox9nBfUexbNEG7Nq8H1J0oa7Wo09HnHn2AHTs0rZRDwd9GZM3DdHhyFYprBKt5WuQlZaGmKiqITIN0ZfZ4DrBTiA5qm9FF92qPFVllGUgf88p3RTsaOrVPwpc9cLEhUiABEiABEiABEiABEjAPwSOF8GKrCUolFRITzVIZYxfoH1WkGtFcVFppReY011nCpp/eujfrRgjDEhINqHrqWaktZX+eyKNPGKW5lsJmDxCV4RZhK8IRIj4FWGE0WiCXm8BdOLRVRmt01zpdf6l0/CtSYTY2uVb8esv62DNL65zA8L+zHP7K3HLbNaqMjdVk36WO7IB5EBvaEQaogtwOCUNMQUGfSrTEJtqArmfZiGQFNWnWfabW7qlWfbr751S4PI3UW6PBEiABEiABEiABEiABBpB4HgBzG63ozBPjPC9FSFLtOqQnigw8QJzOpyaF5jTpd6DsUnVPhG6upxmRquqQlcdnfWKX/JujDDB5YqCtSAW5fZYVfkvNj4KlrhYVQ0yJjYq5G0HjmXlYfmiDdi4cifKy511TnPbTqkYed4AnNq7S5OleWppiGVVqiH6Iw1RqiFKxJYU9mkez7BgPJ/Yp9AkkBjZq1kGlle2rVn26++dUuDyN1FujwRIgARIgARIgARIgAQCSOB4AUx+L5QKkCoKrARWazGK8iUKrFj5g0kUWFmJrYoXWPNGgYnQFS8RXQ0Quqrh1BlQWmLAwb0uHNpnU0KPeIGZIiOUEb54gCkzfG81yHj5WRPBjq9y3FIEE0nz27ZxD36bvx4ZB49BVXyupekNegwa0RMjxvZHYnJ8k4hCWiXNQjidWdAb8/2UhijRenFNJs4F8JTlpkmg3gQSInt6TOa9q4ioW/WED8zv+WU76t3HYF6QAlcwzw77RgIkQAIkQAIkQAIkQAI+EDheBCsr9ZrhF2tm+AWVUWD5eUUq1U2qA7qcniqSTRAFZvBEdDVG6CorMWD/XicO7Cmr0WRdmeB7zfANeiQkWVTVxzivCJZoQYKIYgmxiI6N0szwPc0rhvmA36+rlJaWYdmC9VixeDPsJzGSF2FvzIWD0W/IaU1iJF+ZhngMekMJjAa3p5hAwxC4XIDTGQGXQ4oKSDVEc5N7hTWsx1yaBAJDIN7cIzAbPslWC2y7mmW//t4pBS5/E+X2SIAESIAESIAESIAESCDICRwvgIlQIZUfCz3VIIsKS1UEmKRBqoqQOVbY7eUBMcNXQleSCV16mtG6nqmL1fDqDCgrNeDAHhf27y2FrbTuaoLedVXKZFIcuvfuhNbtUpCYHAe3DjCbjLDb7CgtscFms8McaUJCcpwSwsQbrKmEL5mj33cfwvKFG7B3xyHFvrYmferZ/xSMOLs/2nVoFVBxqHoaolRDdDayGmKMqoYo/moGg6FJIs6C/PRk98KYQLy5auXUpquiWGDbExLUKXCFxDRyECRAAiRAAiRAAiRAAiTgXwJeEUzSz+TnkuKyE83wPQJYQZ5WJVL5gHkiwWSdhjSDUY/4JLNKXWzdrooZfX03ojPAJkLXXhfS95xc6DKbTWjTPgX9h5+GXYeOYtZXvyAq0gybvRx33Xg5kqJisHHNTsjY0lonYeAZvfDl/N/w+bcLK3qUkhSPf784BXodEBUTBUt8jBJoZs2a1SihRtjFR6dh98YMlBbb6iQgZvyjzx+E4WP6ISIior60GrycloZYAKdTqiEyDbHBALkCCdSDQJy5iycl0ZuK2DTvhbZ99ehd8C9CgSv454g9JAESIAESIAESIAESIIGgI3CiGX655gMmFSBVRUgtFbJARLA8qQhZBIfDUVkRspY0SCV0JZrRVSK6GiN0/e5C+m5N6BJvchGe9Ea9ihIy6PWIiolEh86tMejMXrhlykw8ctcNGDm8Lz79aj42btmDO2+4DCuXbEbW4WNo26kVzhjbD7O+mof4+Fhce+kYJfjlZReg4FgBdmzej4K8QuWUI2mQUx9/EHERbX2es5LyXEy4/iZYohPr3EbHbq0x8tyB6Hpqx4B5VWlpiFmeaoglMBobJlx6B1CZhiiRWlINkWmIPh8gXDFkCcSZOyuPPblmyTVWrltN8bvVnh4STClwhcQ0chAkQAIkQAIkQAIkQAIkEFwEajLDVyb4ygy/GFar/CwiWLGKkhIBrLSkTKXiOV1u6PRAfIIZXXpGok07iSKrX+phBQWdHrYyozKjT98j23XDEheD2LgoREVHIjLKjOS0BPTsewou+vOj+OfUiRh9Rn8sWr4BH8/5GTPu/TOWL9qEoweyIRUJzxjbHx9/9QvatErGH686FyUlNuRm5WP/3qPYtnEvcrMLUF7uULt/7b1nkWbsCx0MPk3KMcd2XD/+j0iMS6lxfREBh47qo/oUF6eZ5/uzaWmIpVWqIfojDTEFEUbx2GIaoj/nitsKLQIWU0e4lVSuRW7poGuS34vsB0MCJAWukJhGDoIESIAESIAESIAESIAEWh6BE8zwy2wq2kuEMC0CTBPCystLkZhkQ3xSKdwuu4psqHcGpE6PcpsJxzLN0CERKWmJsCRYlKG8yWRASqtELFyxAY888x6uumgktu8+gAf/Oh6d2qRhxaJNOLAvA6mtEjBoRC98/uMifDt/BVqnJqJnt46YcPm5cJU5sG7FdmQcOga7TRPhAilwJaXGY/QFA9FnQA+/G8lXpCG6sqE35CvTeBEaG9pkbpxOHVzOROgg0VqWgEWYNbRvXJ4EgplArKl9lYgtbyRX4N+Lyw8FM5Z6940CV71RcUESIAESIAESIAESIAESIIGmJFBVABPxxW4vQWnpIej12XC5bCi3O2C3O7R3mx12mwNOh1PFP7irpEDqdHpEmKJhjmyNOT/swA+L16sIiQtGDcY9E6/GP9+ajbSUBCQnxeOdT+bipqvPx+Vnj8DGNTtwOD0TMZZodO/VCTY4ER0TqSozfvjfH5FfUIRHJt6AVUs2IX3vEZSVaH5ZgRC4dHodTh/UHSPO7odWbVL8aiRfmYYo1RBLG5mGaKpSDdHk13425bHHfZFAcxCIiWhbJX7LG8cV+PeS8iPNMVy/75MCl9+RcoMkQAIkQAIkQAIkQAIkQAKBIiCil8NRCoczAwajVPFTcpbnf7cSuKTiowhfDo/4VV7uhMsdAXNEMuyOSNjKI2C36xChj1Tpipf85VGs+eEdmExGbN21H9f/7Uksmv0SDu/PRObhHJjMRsTERiPWEoWU1kmIjYvGnn2H8bepL2P2a49hxaKN2LP9gPLlCoTAZTJHYOxFQzDkrD5+M5Kv5JgFnV44uhpZDTHWUw2RaYiBOva53dAnEB3Ruor3lteDK/DvpY7MkIBLgSskppGDIAESIAESIAESIAESIIHwInC80FWX+bnbLX42eujckXC5TXA5DXC59HA6I+FwROHc66bg/ecfQM8enbBkxSa88PZsfDxzCjZt2YP/W7IWV513FiKMRuw5fBQjR/SDxRKNj7/4GavWb8e0u25UZvTpuw+jNAARXF17tseZ5wxA567t/JLmp6Uh5sPpkmgtP6QhOpKg06UwDTG8Tj+ONkAEooypzRLBVebIDtCImnazFLialjf3RgIkQAIkQAIkQAIkQAIk4EcCmtBVBofzqIroEt8o5c98QtNELijjd3k3AoiEzp2Aub9swDuf/IKEuFg4XS7cc+vVGNinG/7vt3V46Kl38MO/noa9zI5HXvwA2/ceQGpSAoxGAx694wbEm6OwYdUOZBz2rwfXjRP+hIuuOAcjxvZHdExUo4kFIg3RaEyDwcA0xEZPDjdAAh4CkUYpLKGZzIvZvJjMN8XvZY6ckJgDClwhMY0cBAmQAAmQAAmQAAmQAAmEN4FKoSsDBkM2DEZJ66lN6JLPReQS4/l4ACIgmZGXV4qE+AQAEdW8o2Tb3lZoLYbNXo742GiUldpRkGfFkcPZyMnMQ35uEfLzrHjsiYeQpDvV5wkpdB/ArNlv4byLxjQqaqsyyi0TOn0OjAYX9Cqls+FNM41nGmLDyXENEqg/AbMxyZOiCI/ZvK5Jfrc78+rfySBekgJXEE8Ou0YCJEACJEACJEACJEACJNAwAg0TukTkMilBSweTipeQ9V0ON1zueBgNSfUSmI6vBnn5JVdBTOF9baKnvfr6i+jatatPm6hMQ5RqiAXKNL5msa/uzVdUQ1RpiFINMbZePHzqNFciARKAySACe9NHcNmdBTXSP5ZbgNjoKERGynXy5K225V0uN/IKrIgwGhBniTn5hnxcggKXj+C4GgmQAAmQAAmQAAmQAAmQQPASqBC6HFrqYu0RXSJyiRglqYvS5Mu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kZomgZVkmLOswLDsdhm5BN7zQ9Xhomie0D5lKgLKVCGVBQyKA+FBmlghZMknllfyYsJXdUOZLCM0nlV8yn/z2hpYXa6JMUtV1CDYOKYHLGZOGTh0HYcDAa8NmuHrVt+jbryeaNatf6DpYzRU2Yi5IAiRwDBCgwHUMHGTuIgmQAAmQAAmQAAmQAAnEGgFHzJKfVJiWhLqnQdfToOnp0HWxHsqPiFpiG5QfV7wS66DkY4nQJZMOwBW/ZB6RqrTQb+mEKPPnnE9el/nkNVlO7Iu6eB5h2QHYlh+mpcO24pX4peuVMGXKLOgyqDAnywqiw62X44TmleDxOFJaYROruY5GiK+TAAkciwQocB2LR537TAIkQAIkQAIkQAIkQAJRRMDtamhZmTCtVNhWqhKyNF1ELRO6Lh0P8xuw/FF+XHEpp3DlVmm588jyeVfizuOKXtmvS7WUZQG2FQfbSoSNeOh6Agy9EjRNqsZ0le8VqUmqwfyBXbCxA15PBrSj6GWs5ooUea6HBEigohCgwFVRjiT3gwRIgARIgARIgARIgARigEC21dCCbR9SgpamZUDTpDorU4lZJSiGCouAbTth7o6glQjLksqsRBh6ZSVqRVrMKmyQwWAa/IFt8Hj3sZorrKPJhUiABI5VAhS4jtUjz/0mARIgARIgARIgARIggTIgkG01TFN2Q+lO6FgN06CLzbDA6qzSGZyIWbaIWUrU8ilBy7Uait1Q140S2Q0jMerwq7nqwOutHNHKskjsD9dBAiRAAmVBgAJXWVDmNkiABEiABEiABEiABEjgGCCQXZ0lVkNH0MoSswq1GpYeHKnKkuos2zJCVkMnN0vXRMyKK9PqrOLuJau5ikuM85MACUQrgb0pB/HNj7/j2svOLbUhUuAqNbRcMQmQAAmQAAmQAAmQAAlUXAKumOX8DlkN4eRmOVZDKLthWU5HWg3FXuhaDRNVZVNJwuDLcl/cbbGaqzyoc5skQAKRJvDld7+hx71T8POHiyO96qz1UeAqNbRcMQmQAAmQAAmQAAmQAAlUHALZVsP0kNVQAuBF0JIMLUfMimDm+lHBKauh7eRmOVbDBAAiZklllmRnFc1qePBQKiolxsMw3C6MuTdtWTZS09KRVDnxqGMqzRmCwXT4A1uZzVWakLluEiCBUiNAgavU0HLFJEACJEACJEACJEACJEACBRHIthr6VQi8ZYmYFcrN0oNlLmbJOLOthjpsO1H9ZFsNfcW2Gi5YtgoLl7+pEDww8Ha0v+HSI3C89/HXGDXlafh8cahSORELpw9HvTo1suZzOXXvdjP0o7U9LOR0s2HjwfHT0Lx580JPSlZz8T1LAhWLQEaGH3OXvI63P/oSaemZOK/lSep6VD25ChYtfxMv/ucDHE5Nw1UXn63+XrVKJfz591Y8MHkBbrjqQix75V0EgkEMuedWxPu8mL/0DaQcOIxut1yLXl1vUrBWvfsZPvzsOyXkr/ngCyRXS8KYwd1w6QVnqNc3btqGh2cuxeff/IpmTepj4F03Z9kIxz+2GBecdQpuuOoCNa+sR9YxZXSvrHG0ueYiLH/9ffV6z86t0bHtler/5Xr13Iq3sWTFO9i5ex9ObNYQv2/YwgquinUKc29IgARIgARIgARIgARIIHoIHGk1TIOGNEBC4KPCapjgBMHrCaGuhpVKbDV8453PMGfxa0qwali/NuQmMz4+7oiDcmO3kRjS61ZcfcnZeHD6s/DFxWHUoNthBlMRyNwDBPdCs1PQpWtfTBkdfq7M/CW/oVf/cWjS7AJ44mrB4/EUGhTPaq7oef9wJCRQEgLjpj2Dz7/9FX27t0Pj4+pg5eqP0LndVfjtz82YNu9FDO/bGXVrV8esRa+gbq0amD1pEH78dSM6952gRKiON12B73/ZgCeffQ2nntgYvbu2hT8YxPAJ87B66RQ0bVgXi19ao9bV9452aHlqM7z4n7X44deN+OS1WcjI9KN115E4/eSm6H7rdfj8m18wZ/HrWPn0QzileWN0HzQZN1x5Abq0v1rt5utr/oclK97Ga4smZo1DxLeOba/AP9t2K6Fs3ao5qJJUCW+t/VyNY8Cd7XHZhWfgnY++Ug8VaFEsyRnDZUmABI45AukZmYjzegq0GsiF3NB1eL2eY44Nd5gESIAESIAEsq2GGbDsVNh2qDpLkwotu8yrs3JbDeOUmAWImOVaDT0Rz826tdeD6NTuKnS48fICT4gNf29Dl34T1M2aYWj4+be/MOLhBVi9ZBTM9N9gm/9As9LV8rd2fQhLZl6O+Pj8bY5HO+vun/gF+vXthiaN6sLSqsE0GsOIawSPN7HA7zOs5joaVb5OAtFNQO5Zzr2+Nx6+v+cRFaS39ZuIk09ohHFD71A78f7/vsGgMbPw6RtPYsvWXUrg+umDZ5UQnpaegfNu6IOXF4zHaSc2UfO37zkW3Tu0UusVgevTL3/E09OHq9d2792PK265F28tm4qt23fjnuHTsXbF46hTq7p6vW2PUbjk/DMwol/nIglc7jhk2UvbD8LE4Xfhin+dibuGTkWdmsl4ZFQvtV5aFKP7fOToSIAEopCAPIE95/peeHLSYFx58Vn4aP336umCPDlwp64DJuGMU5upizYnEiABEiABEqjIBLKthgGVmyU/msrNElErAF2zUQJnXVjoxGpoWxosW3e6GtoJoY6GkptVfKthcQcRDJpoeU1PVe3wy++b0KRhXYwf1gPnnnESTNOEGTwAHTZ2paSjVZex+Pi1x1GjWhVs3bkHrTqPxM/vz4aV+SuswGbAylCbj5TA1bRx7azdMS0DltEAMBrCE3+cErryC8h3qrm2wePdC4/n6KH+wYAPplkbcd46BYpnxWXK+UmABIpP4K8tO9Cm28isSqucaxChaGivW7OEr+079+KaTvepyqlMfyCXwGVaFs646i68/NSDOO2kpmo1cr9z49UXqsqrvAKXvH5+6z6YOKInDqemY8bClaqay52kWvXQ4TQ8Pr5/sQUuqXrtf2d7tL7qAiV2Db77lqwHCRS4in+OcAkSIIFjnIAEwf765yY0ql9bhcEuf+095RN/btaoLDLyYZLgi1PlvpxIgARIgARIoKIQEDErW9A6rLKzEOpqqOsZUdDVMD5kNXSC4DVNKrT0iFdnHe147tqzH1d2uBdvLJ6MJo3q4I23P8Mjs5/Huv88Atu/GbaVAsOoAs1bDw8/uRrvfPQDTjupCX7+v7/Vqj9+ZRJsJXBtKVWBy90PFaRvx8PyNIHmbQRPXLISpqRyI3seG/7ALtjYAa8n46iipWVpCAaqQ9fqwOutXKgd8mg8+ToJkEB4BKTBxUU39cfMCQNxzWXn5FqJVGBdcl4L3Nenk/r7uq9/xt33TcMHK2eoPKucFVxy/3P6VXcWWeDaukPE+mFYMvMBJXD1HzUDn70xR+V7ySTVYyKUjR7cVVVhSVbXnZ1uUK/lZ1HMWcGVU+CS9UoVmmR6yUSBK7zzhEuRAAnEEAG5gF507mlY++m3KnSwbat/qVLchHgf5GlEQeGKYjN8bP7LWPPhF8jM9Cs/+ajB3ZTPXJ5YyAU5MSEeXQdOwr6Ug2hxsvM0Qy7ksxa9ihOaNFB5Gr1GTMe4Id2znnZIye6A0TMxbWwflcnx8qoPVTjiwcNpuPmGS3Fb+6uzyndjCDOHSgIkQAIkUAEJ5LYapsG2U6Froa6G5WA1FMQinDhh8N6Q1VDELAmDl+osrxJScgozZXFYsjkFoMOPoO3BOdf1xxdvPYlKCT6kpafjvNaDsO71qaicmAaYBwDNC+iVoRlJ2LwtDYfT/Fj/zS9Y//UvWDC1F+yMn2EFtgF2ptqF0qjgyo+NVL1ZWk3YYmH0NYLhictVhcVqrrI4o7gNEogcAblvkUnuXZo2rIfV763DmS1OwNsffolX3vwYTzzUH3VrJWPCE89hz74DeHHeOPz021/FFrj+886nmD9liKr+kryudV//gndfmI4Mv1+JXZL7dfdtN+KL737D4LGzMXfKEFx+YUvMW/IfJa7NnDgQW7fvwZQnlyM1PSNXBldBAtcLr72PxSvWYPLIe1CrRlW13TffW88MrsidPlwTCZBAtBE47YoeSnySC+qevQfwxNMrMGpQV/z7+kuwYtWHBYYrivC1eMXbyoro8Rj44NNvccHZp+C8lidD1ikVW2I9ePypFfj8218wbojjXz/r9ObKv37GKc3Qu9tN6DX8MTSsXwtjh3RXr4uYtfLNj9RT3bfeXw/pHDJ+2J1KOJv/3BvqycaE4XdFG0aOhwRIgARIIA+Br3/4XV2z5YFGRZiyK7OCsKzDOayG6dB1PzRNsrPKdk+zrYYabKsSbCseml4pFAQfX+yuhpEYfTYnC2ZwP6xAigqB18x90JCpAtz1+Ga4fdB8dLzpcrS7/l9496Ovsfz1tXh2+kBs+HsD1nz4Nfp2uwwaDNh6kqrm+v7XzRjx8EIM79seV1/UCFbG/8E29wB2oEwFrpyMTMsD22gE29MIHp9jN5SKuJzZXB6PU7lX2MRqrkiceVwHCYRHYMu2XXhg8tP49qc/1AqOq19LNb+okVwFY6YuUkKXTGKlnv3wIBzfuL4SuDr1eSgrgyu/Ci4VDn/VBejyb8eiKCHz7iTbmD62L04/5Xj1J4l0kTD41DTHct2ne9usqitxvgwdP0cVIkgXxrNPPxF7Uw5gxYKHjhiHLCsVXBINI9vem3IQdw+bppaV6eLzTldZYAyZD+9c4VIkQAIxQEDEqOefHKOeVMg0aeYy1QpXwggLC1eUlrjS8nb2xEFofvxxuZ4GuwLXOWecmK9FUcplXYFL2n8PHjcbX69ZoLonyUW56y3Xqg8DeaIi3Uzk3zL9+sdmTHny+VDYbHghsjFwSDhEEiABEih3AoteeAvH1auF6644L+yx5LzWh72Sclowt9UwNWQ1lMwsqc4SQQsqCL4sJwmCFyHEVtVZPth2orIYlqfVMFf3x2AqzMA+wNoPzZLf+6BrkjFmZWPSvNCMZOhxx+OXDfvRZ9RiVKmciKpVEjCiz41oeWoTfLz+G/Qb8yJ+XDMMsIOYt/wbvLjqG1X1cO/dN6FL23NhixUwsAm2eRiAqdZfVhVc+R1zZWFEFViextDjpKqrsurCKNVcgcA2GMzmKsu3CrdFAmEREKugPxBE9WpJuZYXG2N6pl+FtYc7uRlccx8ZgkOp6UdsQ9Yrzpkdu/apvMH8OsqKLbJm9arFzu2T67SsN7laEuJ9R3aqDXefClpOs2WLnEiABEignAjkFbikbe2zL/0Xby+fpoIJCwpXlNazYx9dhM+++lk9TZCyWml9K9bG4ghc8kFySbsBGH9fDzRqUEc9DXFb28r2ExN8qFW9Wi46UqIrT1U4kQAJkAAJlA4BsUdIbodc18OdYkngci10tp2pxCzV1VBLB/RU6LpV5l0NhXm21dCTZTXUVXWW5GbFlbPVMAgrsBdWcD90qc4SQUvZMy1VyVbwpEPTEwFPXeiemrCQiAOHA0iu6oMt3RAtqcYKOP8vYhhsZAS8SE33oGaNapDjI/ZFO7ADtpmiBDDL1mDbHnTuPgod2jQL93TFV9/tRO/ed+KEpiXLB7VUMH1dWHojeOIbqpvRoLlHZXMVvZorGbpWl9lcYR9NLkgC0UUgv5D56Bph5EZDgStyLLkmEiCBMAjkFbjGTXsGm7fuwuIZI1V724LCFWvXdEQneZogXvGJTzyHkQNux82tL80lcIn3+83312PZk6OzRpf3pufxBSvw028b0axxA9Vmd9LIu9W80kL8plYXqxa7nEiABEiABHIT+PPvrXhg8gK0ueYiLH/9ffViz86t0bHtler/5RlqQTmGK1d/hM1bd2Jo745qXnm6K9W0ix4bgU+//Ek9wPD54lC/Tg2cePxxqtOTVPX26noTPl7/PX77c7Nqq75g2Wp8+tVPKmuxWZP6yhbR6nKn6itaBa7cVsNUWHYqNJWbJaKWH5rKzirbswvcv20AACAASURBVE1VZUkVkOpuKFbDBCUEGSo3KyEKrIYiKrnVWY7l0BGzclRnFQmZBmgSzp4AGBJyn6D+bdumk6Ulv2HCtmXdchBkfh80yeOCBtPKhG1mwLbjYGlVAL0qNG8yDE81LF26tETZYnJeXHzROWhYT4NuboKuHcpdfVak/cueyYYE03thGU2heRpB8yTCtHbC491XtE6LQR/MIDstFhM7ZyeBqCTw+8Z/sGtPCi45//RCxydWR/nPKOsPoQhSo8AVQZhcFQmQQPEJiMD14NA7cMPVF+Kz0E2NdAvp1PZKzFn8eoHhimJRPLl5I5x1WnPlFxcx7P7+XZSdJWcF1zc//o4+9z+ON5dOURfralWTMHDMzCyLoozYbdEr/y9C2Fktmqsdefr51c7P9OFocVITSMcRyQVzu5kUf2+5BAmQAAlUHAI//rpRhdxedfHZ6Nj2CvyzbTcenrk0qwq2sBxDCa0VkUoqYmUSseuG2+9Xy4oV477xc5VFvP0Nl6oq3VOaN1bXdpnkoUO9OjWUkPX+/75B86YNUD25Cj5a9z0ef+plfPrGk6hWpXLUCFzZAedpOayGadlWQ6k4ym6GV+onSC6roS2VSwlON0PV0VAErbLvapjLkhlMgxncB5j7ASsFurUXmuYvkdiTG6rAFuHKA0AHpBOhMrSIuhc6FrYFGzosW8SwyrD06rC1qtA8STA8ydB0b6lxEhamaSKYuR22fws0cwsMPXiUyrTCTxsnmL46TK0R4K0M3ZMCr7eo2Vys5ir1NyU3QAJRQECuPZI9LNNDw+6MghGFNwQKXOFx41IkQAIRIiA3LHJjIk/fZbqt/TUYOaCLKqmXaqqCwhWfefG/eGz+S2oZufm59rJzMWH4nWo5WefS2aNUCKJ8Sew/aiY++fwHNa9kbQ2fOB+nn9JUVQK4kwQxShDi6uceyXoCK/bFJxasUMHz7nTemSer6jJOJEACJHCsE3AFrpzdk8TaPXH4XbjiX2cWmmMolVcFCVxiQc/PoijX9qcevS/XE2i5xv+2YQt++2MzpAvu7GdezWqTXh4VXCJmORVaIauhlaqELFWdpZtRYDVMACAdDZ0geKlMEkGrvLoaSuWU6XethpKdtRewDxfBahj5d58SgWwPbL0moCcDejUY3mToHkf0K6/uj2YwE4GMTdCCm6Hbe2HoTuZXuJNpGQhqDWEaCYhLCMDrla6Wha8tyGqucHFzORKICQISZC8PqOR+rEObyylwxcRR4yBJgASikoBrUWzaqB58Pm++4YMFhSvKjc2elIOomVzlqIGHso44rzff0MSjgXG3U7VypbCWP9r6+ToJkAAJxCKB/AQuadTR/872aH3VBSpHsaAcw5ff+CAsgStnUxKp3u094jH8vnELrr7kbNSvUxPzl76BF+aNVVW6pS1wZVsNTaeroZ3mWA01yc0qJ6thKAjesRomwrJEzBKroVRnyf+XvZiVu6vhQdiqOuuAys3S7H3KZpgrCD6ibwbHkuhUaumAiueyYFuWk52lVYGtV1eClms1dCvYylr0O9puq6ou/z6YmZtDFsaMEnGzLB0BLQl2XCXE+bwwDC80vWCly+m0KNVcdeD1JpW5KHo0PnydBEggfALpGZmQe6UnFqxU92Os4AqfJZckARI4xgnkzeA6xnFw90mABEggZggcTeAqLMfwqaWrVEv0+VOHqv3NaVF0K7hOatYQ/Xr8O4tH3s+L9z75WlV6rV89F0mVE9V8Mk9pCVy5rYZpAKQqS6yG8lucbvZRK2EieXCPtBomQlPVWfIjVUeGErTKesriZKarroa2iFn2PuhmTqthWfS4klaT0rGrMmyVuVUZtp0AC5KplQjNW1WF5ZeHJbMkxyTLwpi+BbZUdVnbVXWgBOKHM5m2B3744Ik34PHEKxtmYdVqrOYKhzKXIYHYICCZxkHTpMAVG4eLoyQBEohGAv95+1NlN2FXwmg8OhwTCZAACRRM4GgCV2E5hl9+95uqsFqx4CGVj/j08tWQ4Hm3i+2CZasg88x+eDBS0zPUZ0Regevzb37FXUOnYuXTD6Fu7er479rPMWnmsogIXNlWQz9M6zBsyxGyxG6o68FytRralqGqs2xI+LtrNXSEmrKuOsru/mg5VkNzP3QrBVDVWU5IeuFdDSP/DnOthpqnHjRPA2jemjCMeIlNxuHUdIiAWhAn07IQ8Adjplpb+AcDqQhmbIIuYhcOKLGruJNtawhocdA8GgxPEJpRCRALqx6fr0jKaq7iEub8JBAbBChwxcZx4ihJgARIgARIgARIgAQiTOCn3/5Cpz4PIWcGl1gUpZPhDVddgMJyDINBU3VN/PCz79Sorr/yfKz54IssgUuafwwdPwe/b9iiGn9IA5C8Apd0e5J53v34K7UOCbtf++k3eHHeOJx+yvEYOHrWEXmL+SHIaaGz7cMqCN6xGoqglanErLIuhHKrsxyrYUIOq6FUZpW/1dAyD8EKpACm09FQsrNK12qY/8lrq9wsPWQ1TIatJ0NXXQ2rq+gCEf0yMvyqK+dH679XTWneWjZVNTDIO72+5n+YPGuZ+vNF55yGR8f2gQhI517f+4h5v313IeK8ElIfHVNWVZd/F+zMzdDMTWEF00s1V0DzwusLwjCCsBEHW0uCZsh55zlCGAwG42AG6yDOW+eoURHRQYqjIIHoImDi+XIZkIHb890uBa5yORzcKAmQwLFKwO2ytGHDBjz22GMlsl7Il9Y5c+aUyxPvY/X4cb9JgASOTQKF5RhKoG1iQnyBFTPyulTceDySo5T/JA1CdF1DctWkIgHOthqmw7JSYUOqskTMSoVEEGl62VsNbUuDpfKz4lR1lmM1lNws+fGU6POuSFDymSnbapgBM5ACOyRmOVbDTCVohWuLC2dMUmUkgpaNeKeroYhZhgha1aEbvgKthiJu7T+QiqljeqksTpnynk+Z/gDObnWPalBw4vEN0bHPQxg16Hac1/JklUujmiwCKjdOOjGvWz1XVR7K5AqknTtcFs5u5Vpm8qOLccIJJ5SoEk+Om2kGEUzfBKhg+t1K7CrqlLOay+MNqCo8ySuDngholVV1l6ZJtaCzRlZzFZUs5yOBIwmY1pJywWLod+S7XQpc5XI4uFESIIGKTMAVsdwvjLadCcvOgPwG/OpL9d9/b8SCBXNx513hf5l8cNyreOGFhbCseADxKoBXMjncG4mytnlU5GPKfSMBEiCB8iKQXZ0lVsNUWFbO3Kzysho6ooBt6SGrYSg3S5MqGUeoKevPoGxLpqVys6xgimM1lBB462A5Wg0lR6sGbK06YFRTYpYRyogqCqeUA4dwSbuBqkOyNLMpaPrupz8xeupCvLl0ippFOjXH+7yqs3PO6d5xT+KsFifgjo7XOyJS5jaYmduhm9vR5Y7hmDHhwrBP9RkLfkKv3n3R+PhzYMTVgxFXW1VFleRccILpDzjB9NYm6BAR1yrSGHNWc3kMRyATnc+2DUBPUhZGOV/dYHpWcxUJK2cigVwETPMZCXCUNxYAUY3tMvm3od+ZZxwmAkFTVbGapoWxQ7rD6/VkCfmxdNg0Wz75OZEACZBAGRLIKWI5/5+pWqoDQUATK4h8+ZL/z4Cm+QHIk+JgVo7Hxo3bMHfuIkyb3iWsUaen+9G963ysfGWW84XNFguI+/TcB1gJKttE0xJg6InQtNgLoQ0LDBeqUASkI45YaOQGiRMJHAsEsh+M2KqrobIaws3OEqshlN2wLKcjrYaSmyVdDUUccLKgyjoIPpcl0zysqrNgic3QtRqaRRZBIsUy22pYGbYIWno16J5kGFKdFQrLD0fo+er7/8Mdgx/Bic0aKrvreWeejKljeqNOzeRcQ1fW1tc/wIJp96m/v7X2c6z76idMHNEza75f/9ik1vXBykfhM9Jgpv+srJm6+p4C3Nr1ISyZeTni48O75t4/8Qv069sNTRvXhmUZsJAIyzgORlx9GHG1SiR2ZVkYM7fCDmyBZv4DQzOPmo+WXzWXC0SJXYiHLcKsIXldhqqwY6fFSL0ruJ5jgUAwsKBMBK28AprHc08uvNLZ+KHHc1eTyfXv5taXxtxhoMAVc4eMAyaB6CeQkemHxzBgGLoq3Xe+WKXDlkosBNQXekOPUx27lZCFIDSkAtLVSIuHP+CBZZpIiJcvTyJ87YcN6VjlPEGMtMCVL1GxitgaVP6J7Q1loEjYagJ0VeklNynOU/ZwvnRH/1HkCGOJgGTLSOC3ZB/JJJkz51zfC09OGowrLz4rlnaFYy1HAmnpGUiIlw5zIe9RGGOR3K1AIIhKiVIdW7pTttUwI2Q1lOqsdGU1lGBzEbNKsCvFHrx6WBL63HCshgkARMwSm6GTYVTWYpbsRLbV0B/qauiIWbpUZ9nCq4ythmJslOo1xMFSYpZYDKU6SyyHzmdrpDi9/eGXWLh8NeZNGaqsrlNmP4/Dael4dEyfXMf3nY++xOv//R/mThmi/i4NC1a/tw5zJt8LyxQBy8K9D87HWS2a4I5bLoQd2AQ7sBWw0kN1TZEVuHIOLtJil7IwBtMRSN8EzRQLYwqMowTT51fNlWuMysJYOWRhTIBp+mCZks1Vlw9Zin0l4QLHEoFg5ryswi23gKssfnvi+lZYzBS4Kuyh5Y6RQOkTyFmJJTdElm1h0oylePP9z9XGe3ZphXtuvxKWvQc2DoeqsHzQtRqw7SQsfP597N67H6MGSxt4EbJ8eGLBm1i0/D11c3TBWSfiiQk9YBhpsLEvNI9VNgJXAfgcwUuELx2wEmHZchMnlV5ONyvJpSiKbaL0jw63cCwRWP7aeyqg+7lZo9RuS/j2r39uQqP6tZFUOfFYQsF9DYPA/oOHMWDUTPy+cYtaeubEgSpkO+/UdcAkfPvTH7n+vHjGSFUVs2XbLgybMA9/bd6OypUSsXbF41nzuZ8VS5YswRdffFEiAc2yTMycOQmmshqKOCO/A2UuZjnvM9dqKNlQlWDb8gDEzc1yus+VRCwM41Bm5UEpESOQoqyGqjJLBcHvLzerocrO0iQ3K2Q19CRD91TJErNKi9OX3/+G6fNewkvzH1Q4//fFj5i5cKXq3plzko6d0+c788n5+tJ/1uLn3//CQ0O7QEM6ft2wEz2GzMIHL49HgjcVtn8jbHMfYGdnW0WygqugY29KB01UgmU0iEhll7IwZu6G5Zeqrr9haPIQMn8LY3Y1F+DxBvOt8nOquryAlgRLS4IZrAlDr4e4uCpl/l4I5/3DZUigrAkEM2aHrInull2rYun+2xM/oKx3tcy2R4GrzFBzQyQQmwTy2gktS/KwMmBlZWLJjYUOj5GMH37diYFj5uGtZZNVKGurziPx9TtPwBcnIb4iUMlTUB801MDVtz6Knbv347b2V2LU4FtVddauPWm4qft4vLrwQdSoXgWd+kxCvx434rorToaNXQAOq6eoZVLBVYzD5VpQbCV+SbcrV/SSijSp9vKWiw2lGLvAWSNI4LZ+E3H5RWfivU++wqZ/dqJT2yvRv0d7FaIt76eXV32I51a8jYOH03DzDZfitvZXo06t6moEn3z+A6bNexEb/t6Gc844ERJ8PGV0bzRtWBdLV76DZ19ag52796F6chV0aXcV+t7RDpu37kLXgZMgYdwtTm6q1rNk5gO4+75pGD24K+rXqYleI6Zj3JDuOO0k53URlgeMnolpY/ugYf3ahY4pgmi4qiglIHlD3/74B2Y9PFB1JFz+2vsQ4SrvdDg1XWVzyJTh9+Om7g/g+TljcHyjeri283B0bnclenZprbon+uIMWFY6AkGpvk1T+YnPP78CiZX2oEWLBmGTmPDQm3jhxWnlbDWMd4LgldXQqc4qf6tham6rob0XGvIXIcKGX4QF1QMgJWaFrIaaVGZVg+GtUS4Zl5LBdV2X4aqzZpOG9TB1znLVjKBP97aqq+KBg6m46dqLcOhwGi66qT/eeXEq6teuhl7DZ6D11Wfj39edLRkGGDRuCc4+vQl6dLgIVuCfI6q3BE1ZCFw5D0G22CU2RsnsCt/G6ATTmwhmbAaCW6BbOwoMpj9aNVfWbbk0BdASEDCTYVnHw+erB28o5L8IpxJnIYFjgkAwfUZ29lZZlG6pJD0NnoTBFZYvBa4Ke2i5YyRQdAIFi1hu/pUT7i7t0sX2IZYP9zcgWRNVoKEOnln+EXbsTsHowdJ61kaf+2dg8N3tcHLz5JBAJaX88dBQG/tSNLz+3/Wh+Tsp6+LKVevx6Ze/YMaE/s5N+op38M+2XRg1+BbY2KGsioAZdQJXfqRzWlVsy6eEL9uKh6a7uV4Fd3wq+pHjnNFI4LQreqBZk/ro270dEhN8GD5xPqaN64vLL2yJt95fj/GPLcb4YXcq0Wr+c2+gapVKmDD8LlX50qb7A+jy76vR7rqLsWX7bgyfMA8rn34IpzRvrIQHsf4eV78W/tm2WwlUYqc5/8yT8fhTK/D5t79g3BCnK85ZpzfHGVfdpSq6RCjrNfwxNKxfS4WGyiQC28o3P8IbiycXOqZo5MsxRZ6AnB8d2lyGVpefh2DQxL/a9sf61fNUZ8KCphdee18JsnOn3IuP1v+AMVMX4cOVT8AwpJopE7YtlbcpgHZQVe/KZ8JzS96CL2E/OnY8P6yd2L5tP4YOeRkvvvRoWMsXdaHcVkOxqEsVpFy7XauhN2IWuqKOSebLthoGYAXdIPj90ETMsiVrrLysht4sq6FmVIXhqQ7dIw93Imc1LA6nvPO+vuZ/Kjg5uVoSTjuxCUYN6ooayVXwxIKX8dfmrXjiwa7QYOGlVeswY9EaVK6UgBOa1MHMB7vCF2fitw270GPoIqx9cRgSfQHY/i2wVQB/7s6EZS1w5dzP3GKXZHbVDDuzS4QuM3AYwcxN0KULo+Y0Gcg5qWouxEHzFlzN5c4vt9Om6YE/WAewGyM+8Th4PB5WdJXkpOayFYZA8PD07AwuN2y+DH57Kjl5gxVxosBVEY8q94kE8iFQZBFLCVl5RazCkHoAVIOOupg65zXUTK6CnrfdoG5mHnp8Gc5q0Qw3tWqZowLLAw3VVRXXilWf4feN/2D0YEfg+u/732HJivexfO5oGLqBVe+uU7arOZN7w1ICV4qq9Iq2Cq7inHDSOcuxOXpUPosjeiVC15zgYeZ6FYdmdM4rAtfzT47BmS1OUAMcOWmBqkgc3rczxOLV+Lg66HrLteq1X//YjClPPo91q+ZgwbLVWLH6oyxrl+QYnXnt3VkCl8z/599b8cvvm1QF1uKX1+Ce225E91uvQ16Loswr43AFrvc+/hqDx83G12sWqEqyG7uNVGMQMa2wMTGgPjrPsUiPqm2PUZgw7K6sc/a624Zj0fQRaFCvZpblzbal0Yc0//AgEDBVhe7cRwajxSlN8NTSN/H8q+/D6zGwc3cKbr7xXxg35FZ4POmwsVfqvVT1bbQKXOqarBqNSDZUImxbrslyPZbcrCiwGgb3wwqIzXA/NEu6GrpWw6J1w4vU+aIqs1R1VnLIalgVuhKzqpa61bCk+yDVsJmZfiRVinPy2qSy0D4ADRK0Lk/txE4aj8ygD+mZQVSrLPuaAZipcB7kiZilKVuisiZack7nblhQngLXkWJX5Rw2xvDEruxg+h1K1JO8LkPPbvgj2yxqNZc7vkDAC39mFWh6I/gSG8HwJDCjq6QnN5ePaQLBQ1PLR+CqPCKmuRU2eApcFfbQcseORQL5i1iZITuhVF+FKrHktzzpzVWJFS6xbIFr0syVaFC3Bnp0aqVWNuGJ59GkYW1063Bp6CZHLIaSLF8ZOmpixap1+H3jVowe3FGFyaenm7hj8Exk+oOqw9FnX/2Mtq0uwiOjusHCdgTlS75lYeOGrVi4cCGmPVaCLoq3P4UXXpwFwyNBxOHue2SWy53rlZAj10tusJjrFRnKZbeWvALXpJnSctnEuKF34NL2g1RVV63q1XINSDKPJBfG7w9iyuhe6rW8ApdUIDz/6nu45tJz0LhhXax+dx26dbgWd3a64agCl1jGLmk3AOPv64FGDeqgU5+HlKgmocuFjUmqHDhVfAI3dh2pzjuxuMrnwnVdRuDx8b1x8gnSze0AbC0NUq/hCD7V8MJr6/DJ579g3hTJ8NAwaeZL6hwf3q8TMv1+3DPsMXRsexk6tDkTNnYD0kQEZlQIXLm7GvpCVsNKoY65sn9lX3WUq/tjMBVmcB9gHnDELGU1DJRDV0PXalgJ0GvAUlbDZKc6y4gd272cl5Z5CHbwEGAdhGYfVJlaYt90uopZzs2lTJoPmi4RAyJ0ZgJWJmz4oUEC8aU6ThbJAKyAOp/dSYQ/CYLvcscYXHxevbAvGFu3H0KvXnehWdMaETveTmVXycUuJ5jej0BGKJje2pMVTF+cai6BIxmmAb8Hll+HYdQG4hrC42ughK5INRcI+yBwQRIoYwKBg5PL0JjoyPJyLfNUcTJbK+JEgasiHlXuU4UmcKSIJVYQNxPLFbFcS2GkRKzCkMqTzarQUQfzlrwLf8DE4LtvVgsMHT8PV17cEm2uPQfAwdATUPliGKequJwKLhG4pIJLboA8qoz9j4274PF4MWvhKzj9lKbo2eVqZPp3wZaW73oAmzZvxtMLni6ZwNV1PpYufRaWlaACVT0eYSYWD1MJXtkWzPI5nbJyvaSboyV5L9KNKz5UVSA2mdi5wSgfguW31cIErlt7PYibWl2M7h0cETjntGLVh1j++vt4bdFE9eecApcIviJEuYHe8nqf+x/HBWefogQusYu9+f56LHtydNYqc1ZwyR8fX7ACP/22Ec0aN4B0y5s08m41b2FjKj+K3HJpEHA/P+Rm1bYlTFqudz70uPdR9O7WBv869zTYMHHhjYPx2jNjUL9uJadBCKzQDX4lZGR40arLODw5uS9antJIVbfMf26NejAx+O5bVFXLjKdfgYTBD+l9Xah691C5VXC5VbOWJVWzYjWUBweSnSViVly5dMLNthoGYQX3wgoeUJ3sNEushtIBUj67c1cHlcb54K7TFkFHVWd5QlbDZGiGiFkSBC+fN2Uv+oW7v27VkZm5A6Z/JzR7B3RkZn2uO6KWK07lZSwf/vKdRk5jqY5TpX058nHkBfm3rXLG1DllNIDmrQMjrgE+/uSzEgk0cl40PK4OGtb3wg5sg27tgi7fSQoIfS8uo9xil4TU1wjLxqiyuvz7YPo3Qw9ugq5lqDEWt5orGPAikGnAo6pD42B5mkDzNoQnrlpY4youD85PAtFAILB/QkhkD0lPco1Sonvp/ttbdWw07H6pjIECV6lg5UoLIiCdvd7+8AtcfF4LVTnAKX8CRxex5MZExCyxE5aFiFXYkXIqsjTUwvqvt+CR2S/jlacfRHqGH9d0GoGVT49GwwbJqsLklOb1cFaL42BbclORhBWrP8MfG//BAwM7wQmvF5eA3IR48NG6HzB43BysXTkVtWvK01MJmZew4siGzJumBitYBZZVHbpeFZoWUNkxli15YdKhKwO6LuIXyqVLV07yR+Z6ifDlWByli6PYK2LpRqSivv8LE7iefn411M/04WhxUhNs3bEHImzd16eT6kJ3/W0jcFv7a3Buy5PUtVJa3EsG13H1a+PCG/uqrK5Wl5+Lr3/4HSMenq9C5kXg+ubH35Xg9ebSKTB0HdWqJuH0q+7MsigK67+27ECbbk5wuAhhZ7Vorv6/sDFV1GNU0fcrr5AlYe+WVJ5APjcyQnmKJgw9CbpeG3OefQcp+1MxdkhXfPvTn7jvoQV496WJCATSMHfJW7j95gtRq2YSNMRj2cp1+PTLXzF/ah9VeSsPJtZ9uRGTZr2krv3yaLjbwCkY0b8Dzm1ZHzZ2Zl27S9uimG01FF2iknow4FwfRcwSG3g5dzUMHsi2GppSnZUS6mpYXlbDarD1ZEBPVtVZuqda1FsN83vvKsHQ9COYuQ1WYCd0c5uqWDf07CqrSLznHYEoEZZRD7q3Ljy++qX2metUTKUhmCmB9ttLXezy+GoW+/2RZWHMkDFuhm4JdwtBeIuUzaXkwlA1lxa04ZHvX9BhaTVhG41hxDeCYXhpYYzEyct1RC2BQMq4cumi6E3O3Uk2agGFMTAKXGFA4yLhE8gvUyb8tcX+ks5TdDv0k6lEHqc7odyERJOIVRhrecogwfHJMM1KGD3lBXz21W/IzAygy78vw6CebdTT0k59pqPddeej400XKLGoU59Z2LpjH1LTMnBcvZp4cX5fVK0aj17DluCHXzYjuVplTBrZDeecIRUC+2HjQKgLo10qGVxyY2SaPtXS2uupDcNwAlCdJ+1+JXpJW3rJktGkNb08sdQBXUL3o8HiqPJj3FwvsVm4GTLSyVEr9hfX2H93ld8e5CdwyXkkAe9iFXxiwQoV8u5O5515clbHupWrP8JLb6xVx+vKi8/C7EWvYvVzj6Bpo3qQTnePzX9JLSYh9pIp06Xd1ejR6XplD+s/aqYK/ZZJsrbOub4Xls4ehbNPPzFrW90HTcbelINqnSp3Rt5VRxlT+ZHklo9GILeQ5Q99hog47z4AyVCfJflXpcqFK1HlIe5NCeKeYfOQlp6JlP2HMWV0N1x58ak4dPgQLmozDq8sGogTm9VCZoaOy2+eiAXTe6PlqQ1DnW3jAFTChMdX4r1PvofX48F1V5yJ4f3aQtMOOUHzSgiLbMj8EVZDW0R+sRqKrTsarIZpMIMpgCkh8PugmXuV6BKpapyjnRvu69ldDRMBrQYsvRp0TzIMb3VouhOWH4u2MCUASRC6fxvswE5oquufBV2LnKjlsDOUPdPW68KIk5/w8qyKerwKEvCyxS6p7NpdCpVdSbAMCadvgHDELjkewUCq6sKom5tUxb1p6PD6gvAYucP489tHt5rLi0BW90ZTVcg1ga2qumozmL4kJxGXjVoCgb2jQxlcbrFoqILL9RK6FV0R/re3+sNRy6SkA6PAVVKCXL5YBI5FgatgEUuq332bwAAAIABJREFUgtxMrGioxCrWoVQzW6aIQroSVjQJ5TWqqSf8qWlBeDw6EuLlBjoAqA5aTpCrWGKcwNYEaIgLRbSKbdEJbD14KKj+npQkVhLp4pgaErfkBsl5yl2aIfPyOeJUddWEptWEx1Mp19PD7BvKICxLKr1SYVsh0UtPzxK8dL3s7CX5HTlxVUhgsthzYCcoK6YIkYYugpdYTpysC1fkKP7R5xIlISCC1J6Ug6hauZIKfXcn+bsb7P7tT3+oAHg3GF7mEUFY2tnXrV09380fPJSKOK831zqLOs6CxlTU5Tlf6REomZBV0LhUCgc0SM6aU521LyUdVapI6LNck53rtg25JksVrfz25liZH7aqqjWgoaq6vhxONZXA5fPJ9S8Dtup8mwbbNtW1aOlzbyEhMQV16oSf7TZvzid4bum8kNXQEbTEZul8vhTc9bE0jk6W1dAyYQVCXQ1VEPxewD4cqs4qy88CJzdL8qBsoyZsvRo0XcQsqc4qH9Evktyd7n4pCGZuh2buUBllJbPwyfniBMw7JeSOI9GUZgNaLdhGXRi+evB4nRD9sj6/ChS7REjybw3ZGEtL7BILY/1ii11ZVV3+3bAyN8Myt0KPs+CNO3qOXN5qLtemK/ZZC1VgehrDiGsEj7cyq7oi+cbiusqVQGD3/eUSMu+tOaVc97s0N06BqzTpFmPdYi+Z8fRK/PbnZjSoVwvdbmmFm1tfio2btuHhmUvx+Te/qif2A++6Gddedq5a89Qnl0M3dGz4e5t6ai/ZGSP6d8Gi5W9h7affQKoCBve8BSc2k6eswG39JuKic0/D2k+/xe8btqBtq3+p0OOEeB/kpmjqnBdUG/rKlRJxa5vL0atrG/UB8vP//aVek25c7iRWmHtub6Paz8s4PB5DjeOrH/4PV/zrTAy66xbVyl6mdV//jEdmP69eb3lqM3z/y4ZcXcGKgSlqZ81fxBJxJmewe4yLWCKYqB+pEtIgmR2GVDAZlrLuqR9DMqK8kNp0mUNuiJysi1CQqzqC8v9SOSAil3uzJPPIvLqsFba6YZLlhaHcaMlvJ/dCptIUuHKeZEroMpNgWTXg9VQvNBPCvdFxK71sS+yNTqWXpgejMtcL0sVRqu80sfBILo2TRxOLT/Oj9uJQzIGd37oPzjytOXxxXnUdH9jzZvTp1raYa+HssUrgSCErp7VQPkMKq8gKZ6/lWiyNQnyhBw5y7ZW8Lbkey4977RYhQK7Bct12BRv3+i6v+VS2IqSKVHIDbXkAYAIispteaEqAisfzy17D1q07SiQUCKMxY8aUaB3hkHKD4B3r2EHYOauzRGhRuVnlZTWsmmU11FQQfHJMWg3zHheXeTBzJ0z/Dmjmdug4pKq0Sp5RJsKWVGrHw9LE7m/A0qsDejUYcbWhG9Hf3c+pYhOxy7UxRpfYpcZnmshM2wDL3AKvLwVxHvlOV/iUXzWXu4TYRMUiCqMRPPENGUx/NJh8PeoJBHYNKx+Bq9a0qGcT7gApcIVLLoLLbd66Ezfcfj86tLkc7a+/FH//swPy5P6BgbejddeROP3kpqoN/Off/II5i1/PEof6jXxCCUpDet2K4xvVx7jpz+CfbbvVzZAEDy9Z8TaqVE7EI6Ocjlxim5EOSXffdiP27D2AJ55egVGDuuLf11+C4RPm4f82bsF9vTtib8oh1bZ+8N0dcPvN1+CLb3/FnUOm4ucPF2fttYQdPzziLlx+0Zlwx3HvPR3QvOlxmD7/JVxw9qkY2utWNR5pNy7buLXNFdi2a6/almTKnNK8cQQplv6qjhSxjuxOCLEf6PLFq/xDyotDJKsSq1ARS4SsIDRdBBA7q+lQ9nZCT0KVeOU+RZcbIfdmyK2tdZdw53GDFN3X3fW4N1Y5xTFn2bISuNyRZtsXRegS+6Jj6zja5J4zynqqqr1ci6PYG0X8jLZcrzjYdryq9pK8Gqfay8n1Ko/qiKPxrYivf/blT9iyfTc8hoGTmzfCaSc2qYi7eczvU/5ClmMt1LVMQAlZZSWMyzVXrmc5r90FhXA7h86pEJWiF1s99JAqUdsWEUtsgj7omlxDYlcwz3l8LDMDZkC6Gu4H7H3QJTsrFKpdlieyazWElgBLq64ErWyrYVzMWg3zMnQqgAIwM7epkHgnT0s+M6WLYaSq4aTSLQ4wagHeZjC81aAZYm09ehWgPBCulBgfdRVE+YldkkEWKdHVyR+rksPGWKNYVW3BYBCZmWJd3Ayvdy8MyZAt5A1UUDWXu4jzfvDBMppAk6quuMIfQpble5XbIoHiEPDvGFIWmfJHZNZ76zxRnGHG1LwUuKLgcM1+5lW8vOpDfPzqzFxPJOVG557h07F2xeOoU8uxo7TtMQqXnH8GRvTrrISls884UQlWMs1c+Ap+37gFcybfq/794WffYey0Z/DJa7PUv/PLhTmcmqZyYc67oQ+mjeuL1lddoOaViq313/yiunkVReDKOY5X3/oES195Ry371NJVWPbqu1n7Fu0WxdwilptnkgnY8uTcsRRCkxsQU1W0l3enveKcvkqkCYp1IUcllpTh2zkrsY4mYhVni6U3b1kLXNlfqFz7Yo2QfbH4ZfLZ7eADSvRycr3E2piubmrdrJwi6GelB1gFv8pNrJM/IkHNtuTbSBdHVenl3AhEi2WjVEFw5SRQAgK5hSw3Z7G8hKzi74hrdXbyrkTIEgHcB12Xyk+p2BUhy7EHFkX0L/4IymaJ7ApcG6Z/LywzBbolXQ1TAPtgOVgNRUB0rYY1AC0ZkK6G3upZVsOiiDFlQ6/kW3ED1UXUkpB4zdoOQ3X4jGCeltQmKpEmCZanATw57HfiNLj7vmnq+3L15PztswuWrcLC5W+qnZUH0O1vuLTkO15Ka8gtdklm1x4VuF8qYpdPWBZd7AoEMpDp/weGsQUe/RBgHXa+SxfAorBqLncR9V5BDVieRvD4GsPw+KJOgCylQ83VVgAC/u0Dc3RqzdE90e2iWEq/4+o5+kBFnChwRcFRHTlpgRrFlNFOpZU7vfLmx5ixcGWWQCV/f3D6syp/5fHx/Y8QuOTDV+x/rsAltsa7hmZXXuUVuF78z1o8+9J/MX/qfaqz1lvLpqLxcXXU5le/uw4TnliCL96aX2yBS7p+Pb7gZby9fBrGPrpIBSE/OqaPWm80CFzHrojl2gglhDUIzSioEisK3hT5DEF1EFSCi1Rw7caCp+bhvPObhT3YFS9/jpdfngXdCO+JcLZ9sTq8nvBabbuDz74JlpyaVFXplTPXS76UqkD78s71Uje5mqresO1EWFZ8KNdLBC8RvjwUvcI+I7MX7Nu3b4ntVxdccAHuuOOOCIyGqygKgYosZOmaiFkVQ8iSY5nLamgegh2QIPgU1dFQsrPU9baMrYYqY8jWYWtJsPXc1VluCHw05D8V5b1Q1HmcPK0DMP3bYQd3KBGmZHlaR25ZHuCZ8pBGq+HkacXVgyfOsW+6PHfs2ofb+j+Mnbv34ePXZqFGPgLXG+98hjmLX8PC6cPRsH5tZGT4c+UcurlTHTteWdTdL3C+qVOfwQknnFDizwB3A9lh/G5mV2mJXQ1g+OoXSewSXv7Abtj2DujGYcA6BM0+rB4mS+OevNPRqrlyzu8E0zeErcSuurQwlviM5ApKm4B/a99ysSjG1Z9b2rtWbuunwFVu6LM3LF2xJBdL2rvnnKQCq/+oGfjsjTmoWqWSeklytE47qSlGD+56hMAlrd6/+/nPIgtc46Y9g81bd2HmhIH4V9v+mPvIvcpyKJNUla354As1JmlHL523CrMo5qzgyilwSacwWc/yuWPVestK4CpcxHK6E8Z0JZYEu5vZlVgq58SGk4kl9kHDUk8/NaP8LXDFeYvlFLFssQ/YPthWnLIS6GJ7CeW4/P33ZnzyyScl+gIoX7Buv/0W2NgD3dgLjyc8ocu1L1pBKY+XLj+OVSQSU3ZVQbqq9LKtNJXBA2XXkMBWycbNzy4aia0XbR1uJzPntw9OrpfYlByLY0Wo7igaicjMJce8Y5vTMaZr+Ov76a8gMmv2Qs/e94W/Ei6ZL4G8QpZppcO2c1dkRXOFr6rMVJW7OSuypDJTqrHkt7x3Y9damN9BywqCNzOV1dBWlVn7oauuhhkhMSu86384b5MsqyF8sPQajtXQSIauhBfHEh6pz5Bwxlday2Tlafl3w5SQeGsHNPuA810lH1Ej3HG4lW+S06QZdeDx1YOep1mMu27pINtj8COqE+2YqYvw3+cfzVfgurXXg+jU7ip0uPHyXMNSIp15GKaVAt3Yjy6de2PBwp7hDh2TH34DvXsPQKOGZ8DjqRVxcSZb7HIzuyIvdkkYvG1ki11u05T8oASDmQgEtsLw7oFhWBA7sHRf1ETwkvMiz0JFqeZyF1HvM1R2LIy+hvB4qhSaoxr2QeOCJFBCAv5/che4lHB1RV487jinwKYiThS4ouCoupVWY+7thnbXXYxtO/dC7Iltr7sYrToPQ+d2Vykb4hff/YbBY2dj7pQhuPzClmEJXA8OvQM3XH2hWr9UV93XpxM6tb1SdepKTIjHg/fdgf0HDmHoQ3Nx3RXnqxyt9IxMnHt9b8yeNAgtTz1BCVaTZy3LEsTyWiVzClz/t2ELbu45FlNH98b5Z52CVe9+hsefejkiGVwFi1j+kJ2wAolYtkfl+8oXN0MEDRXqbjkl5xVGxPKGbrCcMGJNM8rEBqdaWwcDMK1djtBliB01jAuDDQRVKH11aJDui0mlUiKfneslGXBpyuYo3cok0F6ye2Ts+WekhbFPYS6ihErVwVF+e2Fb2bleuqr0kmoQ5nrlxSs3gOl7v8YdXTtiWv/KqFczZ8e6oh+MlWsPIT3+EnTvNx1xCfl3Wyz62o7NOSuMkKU+N7zqYYFUXFZkIUvO1FxWQ7erobUfmr0PsA6Un9XQlgtzDdhadcCoFsrOqlImn3Hl+Q52K5ucPC3peigh8elOVmnE8rTkuBuwpCuzXh+aVyq16sPwHD0rU77Lxsf71HddafCRn8AVDJpoeU1PnHpiY/zy+yY0Oa4uxg/rjrNPbwzL2gXoKaGuo0CHWwbhuWV9kJCQ3Rm3OPyHD3sB/fr1RNOm9WGaBsxgTRh6TRilEHhfNmJXVdhG/azKrvzELreaC/ZOGN40lUVk2xZsM1XZF2Gn5arqKk41l8tenR96bVgqmL4xPB6n2pwTCUQDAf/m8EXxkow/rtGikiwe1ctS4IqSwyOVTpJ75U59urdVHRM/Wv+9CmWX1vAyuX+X/xdhSboY9gxlcOWt4JLsrAGjZyqboUxiUZRsgX0pB9W/b2t/DUYO6KJuwjf9sxMDx8xUnQ5luuriszF51D1IqpSg/j138esq4F4m6ZIo1WU5hbac43jnoy/x2FOORdGybIyc/BTefG99rmVfXTQRJ4W6OxZ2CLLzimzYth+2nQHT8ufIxIptEcsydZhuJZZtAJbYFJxMLE0XW5orYomg5VSwxsKUW+AIVWLZXliWW4nl5LeUlYhVFGZyrkkIalCyV/S90I1DMEpkX6wc6r5YMvtiUcfuCF/SuSwVllSVQDo4Op0coyrXSwlfOmwrUQXaO7lelVS2l6Y5lQsVzYpTlGMo82Qe3AB79+vo1v9JTOufVCKBy+87A507d4anTjt4veEJZUUddyzPl1vIks+XjOyKLF0+X6TCJ3ozF7MqsiIkZKWlZ6jOykd7D8p88lCsPKecVkPLPAxLrIYiZln7QlZDsxythpVhq+osEbOqwfBKRpFxTFzflMhoZiAoeVquqKUF1QO5yE0aTPkcURU69aF7pVKrbrGq3/73xY/KrTBvylB4DB0X3dQfq5dOQaMGtWHkED927dmPKzvcizcWT0aTRnXwxtuf4pHZy7H+zanQtD2wsT/UcTRyAtfxx9fPQqXiEILVYNs14PFULZUqpCyxK/Mf2EHJ7Nob8cwuS5NOn1LZJTZR53tRzilnNZdbUa+uz1YA8v7WVFZXIEsYLU41l7sdSfqSLEHL0xSapyE8PqdK7mjXu8idt1wTCRxJwL9J4iTKLnvLTZuPa5zdPK6iHRcKXFF0RE3Lwt59B1GtamXEeaVttzPJ3yUjoEa1Krk8/8UdupvB1bRRPfh8XsT7jnzCJB/k8T4vqiQ5lsick4hs8iTLtUsWZ/t7Uw7C6zHyXe+RIlYmTCtnsLsjYkm5snujHitCjwp0FxErK9g9W8RyMpUcEUvlThixLmJJB744ZSlUXbRCIcTRJGIV9ZwV20EwmAobu0tkX5SsqqAZB8usAUOvBY9HuJTNU8PcuV5OB0cRvnTpzqaL+OW8n1TeRTkKp1kWR1XtlRDK9XI7OEq1lzfmA6yLct4FMvYjuGMlvNZOdOm3MCICV9ebz0Yg4Vz4al9dKtWERdmvaJkn9+eMCFliLZQHR05HU0fIsqK2eUikhay8x2X/wcMYMGqmalQj08yJA3HROacdcfi2bNuFByY/jUAwCFmmd9e2uLl1dti2XDulOc5JzRrh/v5dci0vN9FLlizB++/9B1oJLjqWbWHhgjmwTanMkjD4vdCUoB/JLntHP3Mdq6eILHGO1VCTAPiq0CUI3nCqVMvqen/00ZbuHI5AcgDBTMnT2gldKqLle00Es8wca6cBS0uGrdeDIflK3vA75/137ecq59adpOu3NHRaPON+NGpQR2W1yU8gGMDZrXrjy//OUaKuiLvn3dAf61ZNQ+Wkw4ASuPxqNZGq4MopcLnjk/xLy0yAGRShK/L2xeztyLE8hGDm1lISuzywtCohsUsyu5xjKFN2NtdOeLxp6juKO9mWdGxNB0yp6hKxy4Jt6Qj4PdCCNjwifhXD6qqsrFo1WHpjeOIbwfAkHvOfk6V7leDaCyKQ+dftOQQudy5X8Cq9f/uaLquwB4UCV4U9tEfuWN6Q+bLc9dw3FwF1Y2FZmbCzuhPKDYZ0KSyrtuiR2/tiiVhiLTRirxLL6aTl2FxcEQuaD4YSseRpv6dCWi0c+2IQprkTumcvDCMz1xeu4pxFwaBrX5Qvp04WRHlM2RZHyfVKVdUqGjIAVekVPblebkMBletlxztdHFWulwTaOzlnFeXmUUSBzB2rEJf5i3zFj5jA1e3ms2DBQLDyFYiveX6F4VXY+6ZiCVluDqEPmsrIEtFE3geO9SqSVQfPvPhffPvjH5j18EC8+/FXWP7a+1g8Y+QRqCc8vgRJlRMxpNetkAiCu4dNw4crn8i6ns14eiWkmrzrLddi5IDblGUwkLkPVnCf6kr4/PIViNd+xrktk8O+/I2Z+iuWPzu8WDezYW8sx4LqhlishpqEwIvVsCp0T3UY3qoV8vPvaMzUgyD/XidPy5Q8rf0RrfqR7Wd1ktTrwPY4eVpGKdn/XYti9WpJ+PPvTVizdj3639kKmh6H2/s9ho5tr8C/r78Y73wk74+1WDxjAGzsgo0DpVrBlfc4yEOh0rYvlo3YJVV4IlgeKXblV82VJXSpCAQLdvCQErog9xOmB4EMA14EYOjBo526R7yuxmEcB6iqrgYRzz4r9oC4wDFFIHND53IJmfcdn+0cq2jAKXBVtCNayP785+1Pccn5p+cboBkJDAWJWJZ0RdFFvPKHKrEqmogV6k7oVmJVOBHLzcSqmCJWUc59N0ckIDdpEbEvVlL2RY8hYpfDtTynbKuPH5btWBydXC/JvoiOXC91syNPsFWllwe2hNlb8dAkz0sTi2Ns5nqJAJCx+3/wpH4GHY6FJ1IVXCJwyWSKPTj5RsQnn1ru51qkzvMKJ2RZ8vCg9IWsgvj3Gv4YOrS5DK0uP09VakvjmfWr50GXThY5phEPz0fd2jVUZpF0dL6wTT98vWaBqgpX0QVLXkfrqy/E9p178cCAm2Gm/wIrsBm6LVmBwNIX/oc47S/celOTsE6F7TvTMGziD3jh2eFhLV/UhbK7GlZyrIZaNejeZFUxdKx2i83O09oO078TmrUNOuQzojRC4r0quyk7T6t0q59l3y64sS9WPzcBNWp48cn6H9D/gWfx04ePAvDgl9+3o8/981GlciKqJiVixIB2aHlqfdWkBpBz27l2l2YFV37nblnYF8tW7BIbo5PZZXiTYVr7YNtHVnNli102LDMTtnUYdjANQb8O3bTgUQ/Mi984wqkSTIDlaQLN2wieuGq0MBb1osn5wiaQ+WeHUAVX1pldJv/2nbAi7DFH+4IUuKL9CEXZ+AoVseQDRc8hYkVBh7fi4FOVWFaOTCzLAOSJrSVWQie4O8tOWMFELKdDoVRjOWKL/FSU6pjinANFmTfbvijdF6XzT3hdDOUpbDDozWFfdLpnRcuU/V6XXC8nzN7J9QoF2qvujY6ttjwn17ol713p4GjZkgvkdnCUXK/ozr1JT/kR+r41MOQBQGiKtMAlqw0iEVqtW+BLalSeh6vY2z5SyEoLWQvlwYnbUdR5D8r5WM5a8RH7l9taGAeUs5BV0AFo22MUJgy7C2e2OEHNct1tw/H/7F0FeFxV2n6vzUw8adKkLrg7lCLLIou7W4ssWygU/Sm6uyzuUigOy+Luxd0WKMWhLC2lnjRJ4zYzV87/fN+ZO5JMkrFkkpLzbJ4szZVzzz333nPe88qDN12AMaOGx+yycPEKHHfGVdhi43X533ffaUsceeAuWLZyFU469yY8NvsSfPT591iyrIoBLiewEI65BCDDaIgBCXCRLw9JnQSMqFRDArRIakgy6TWHLZrsAyj9tILST8tcBdWu4sXKzPppkRWHBoHcKD+tUX3e7vQtJyWB7bRC1x1O1yZJPCf6cKHf7geOQhp0NDUHUVJM3rQkb6ZvoitPlGBKfwNc7v105YuWVQqjD+WLkfORjLGZ+wWsSva8I+ZUKqBS1z7pMrukZxeMMgilA4an57RrljDabTCDftgdJgwlAF01k+3y4e2lHLYMQhsHzTcemmZkjXmf8kUM7TgoWiCw4JBsWHDBu+6Lg6J9UqnkEMCVSqsNkn1mzJjB8oBUC00s6AM/a9Z1PAhwRDDE5liTQCwdCKW9DYFYqfaU/t/vt99+w8VnH5n2iZ997ZuUjxGRL9ZA1QnoSle+WAIFZLxayKyugVhiDbnbWeIofb3II68dCnmucBhCdoGGaF8vAryI7QUys+cER2J7DQxfr0DrSoiaZ6GDJv+yCGg4Yvr9OGhHLzQjNWZf9eoAlLxNcM6J28Z0I1MbBb3iEBi+4gHXvaKBLOpTjnA9sgYjkOXtBsiSyV3ZZmzGu/n7TbkI110yDZtuuBb/mQCuW/51BjZadzwICGAgWziY8+5cTlI+aO8dcc8jczBuVBluveJ0HHP61Tj5qL0xeZtN8NxrH2PZimpcdMZh8CirIIILIGwKt3EGBMBFsjf2zmIvpxKAjOAJzCL/rBCYNRDvUX89tNJPqwVWMOSnZa+Si3tK5kziI35axRAqpR6OhBYyHu/Ltudrs01Ydj1UpRGq1gpVo0U9ArZozEvfXvpN714X4KL/NqBAh4BKNuUQIOAkAPBvhxdCbduHY44+FRMmxILCyd63aadOw7rrlqcE1venfLEz2GUGVkKxqqA4q0NS1eQZVJ3bSprCa7BRDEstheYFPF4bmtb9t1G2gY1AuwMl2AoDjdC05GWL0XWxHR1CGw9hjIXuqRiSMCbbqYe277EFAr8emJUW8q7/SlbO2x8nHQK4+qOVs3SO008/HdPPSE0G4Fb5rju/wh13zITCbI0sXUiSp3WZWI5Nq4IyPjrCxCJmEpm6E/PE4usiK6TBcm1uOmF3nlh/BCYWeWIt+PYl3HfbWTjn6LIke0dk83NvqcJTL30Bb9HaKR+DAQkheDBlWpS+SKyu1NMXHVuBbeeG5ItlA0K+mEjjRHy9yLzb9fXqAFQy8CapgGRAZvM5i0n2dCgQISJxlL5eUgLTXyw6ywzCrHkFRnAxy1toAG1DBQ3Djz/jAdz4z80Tafq423z1XR0qa0pw+pTJ0GFBV2giJovp2QjGiAOyBqImA2RlOwAhXuNGGIP07A8+IKu7TjX1rGtw2pQDMXkbaSxPcq0XHvgXRg73QVh1UFQFql6K/U+4BldfJJlegYCJnQ85Bw/dej6uuOVRNDYTUKugoamFj3HYvjtg5inbwAn8DjjZAbgkkEJgFkkNhzGoxVJDndhZmfcyS/mhzfKO9A2zzQZm5ChWNRRBcvxMm8RT4I4KoZZDaCPYJF43JKjY96CWDdtuABjUIsAj+ntEg9veBrj092i6MqUW07dfg2OXAILSDQuwZMmStL4h7vtx7LhCtkPQtDYOIEql9Kd80a2fBEebIcEul9mVGQkrgV2m7YWl5kP3qTC89M3uOfHVDGoI+HOhWm3QncXQ1OSM6Du3O0uXUQBbHw/NMw66UTDE6kqlcw7tE9MCgf/tm5UURe8Gr62xd2II4Fpjby3gAlwbbTw6pauc//NK3HP3XNwxu2+9LlKpXPcglgKyDJGJhLTqTPHugxTEEgTOkbE7TcaluTvgxWAAsfyBIHRNg66nZqROiZ1ej9Fl/2BHHeyG/2LZwk9w932P4foZI1PpPvAHHJx4+Qo88eAV0Mr3hyd/bErH6byTlC+ShKo2xOpKDdSR8kU9Sr4o/aUGU4n29RKC2F7k69URSnAk4Cv7oBe1J0k7JGDs+nqRD1JuiO0l5UmubDdT7c/sv6afoPgXsH+IZbVCATEKWgGjGFOmP4ab/rkZRlbkpnTKZ19dgoAzBkfvPw5wSGadD53s5kMySCt3O3iG/7lPB+bxgSzqA+Tp5mepq8v2G4hde00FstwO5bIx6Telkd35n5fR0NSKf5xzHL77cQH+78r78c7j/0Aw2IK7H30Lxx68IyrKR+Psy/6DbTZfH1MP/wsDWTsdfB7eeuIqjK4oABSNgeInX/6QJYoXzTgUIrgcIrioXxhcrtTQIaYN+WapJVBU8s0qgaoTc7P/AOyUHtx+3Ml9Pq3AKtgB10+rtY+FQElFAAAgAElEQVT8tMjAexQUfQR08lbS+/57FvYLs5shKGlTI2BL+r+mU5gdbMvAGEcUQdekR1NffJ/leKIZAnVQtXroempAlwxCykV/yRe7gF3+ENglSMaYPthFoLUJDwSNMT0KFM0HhaXE8cEuun4rWARHDAfMBijWcqiiOiUz+ui+I43pRwLaOOi+sX3WD9Lpr4NxX/KAtGwbPi/Nef4Yxf/znjzOFKCvGKXz0ne57//bu9Fba2wDDwFca+ytHfwAV08gFjFBNI2YWPQjQSw5YR4cNzTMxKI0GKI+M4DVGcSij7WUUg0WTyzHEbjqtkcw593P+Uaccux+mHb8AXFvCr3AKW2rtq4Jl559PG/T2taBA0+8FNW19cjL9WGPP22Day46RUZHty6BU/8xDHsFFi9vwJ33PZE2wPXsg+cgqI6EXr4fPLkVGes8UgZhwbRqoHH6opzMp1Jsi1hdxSH5YlHWmDep1L3zPhHQg7xP2tnQXjjk6eUa2ovws5yJ86V6DAl4kTRCAZw8AAVQVUq+pDRHDUHTRo7P2+PhbUqPC1rw+WIHadwGVgdgNXCyHOxKwL8AsKrhkIwydzyOPfkm3PSP9ACuoJiI4w7fHKJjCUtGbScXtlMEIgMoig0n/0/wlW2T9sQsck9JphORFiok3xmUQJYPAjJYI5JaOLB93BLp5+ylxD9BOMF6OHYjFNHEkzzNU4GGZg1/u+ghtHcEGbi69qKjsNv266OlpQGTD7sJz91zCjZYey3MX7gKV89+GabpIBA0ccyBk3D0QdtD2I2s7FK0Ejz16lwsXVmLC0/dC465GMKsBgSxCDPrwRWRGpJXzzBAlewsVS8ekhrG6RQS9DFh+aP9tPzQVJLipQaexOt7xJqndxmBWqohQS1V7RsQqPP5mYlmt8J2JKilaUFmD6dbmA1lF8K2CdQiKwGtTxcIousr7RDIK6yWfT91nVhIyV9RNuSLbi0ls6sJpp8YgpVQUActzXACW+gwFQO6hySLFijZWyi53YJd5HlqW+XQiEHotMH2L4PqLIUKAnbTsXMhlqgHjjYRiockjLJ/9CUrMfm7H7vHR198jx9/+R0zTjok3UNlfP/ZD72I9z79Bi8+eGXGjz1QD+j/afespCj6Nn53oDZJ2vUaArjSbsKBe4DBwODqGcQi5pWbUCjlhJKdNXDbPLpmvYNYnpCx++ACsXpq/e/nL8KMS2fh9ceuR3NLG/Y8+nx88/b9zMbqXHY74jwGso49ZI8wwEXMrTfe/xKH7LMT6hpasP/Uiziqft2xORB1b0E1KwFhZxTgImmCqU2AUbEv9Ax7E7mryJbVAIXTF5u5T6dSCGyxrZyQfHH4oJEvJnKt7uRbiA4pcXSI6UUsH/qd7dRV8l7JB1CKl974Gtfe8QJf0vZbbYDr/34yDGYp0mA2Ind66c1Pcc3tj/F2k7feGDf84zR4DB0fff4dzrhkVkyTvHbXbhhTUgfbboHiGw1V8+KYk27MCMA15ZidYAfqgMDKkH+OAsvJge0UAk4u1JJdkTNsw4QG4nGBLAInSf44CIEsSuAkRuyaBmRR54qwJ2lSWQ+H3j9OIxSnHopo5skcsbZYlkXhIlo5FKMCipqP+mYTRfkeqGSiLchI2wKcAASxI2AAzJLwoaEliKICHxTRBtgtEFYtQN57ahlvw4CJE4SwKiGcFgjHZqngY09/AZ/yayKvhW63eenNOjz8yEMhqWEJPzODZREorQtPYWcGFqw22IEqOCYxtaoYWKCFwUwV1yfJUQqj/LSG99skX4JafvbV0pip1RH1nXXlh7TC5K4ySX9Z+eN+j6O3k+iRa9xOoJamElPL02+gVrx7Q881WTRYdt2glC+618SAndkEi5ldVWmBXcTmsojNpQOGQfMEko5S4ogLdhFz0xP+xjGbyyyGqoyArhcw6G8FqiDM5VDsZWmDbvSOczAMjj4OuncCNN2b1T7T3TP+xIvvspfiI7dfkqnXQMaOU7O6kRN6154wKmPHHOgH8v/456xU0bfph1k5b3+cdAjg6o9WztI5BgrA1ZMnlmRiuSAWMbHIyHRNAbE8UXLCNQfE6qk7P/jEa1hV2xAGrE678Bacfcph2HDd8V12q2toxktvfBKzfeeNTjn/Buy9y5Y45M8VEC3fAMFqwLEyDHDREFeFaawLz4j9oRs08c18kYNwkuqthqbXppW+aFsabLsUmkqTiJwBOYBKtwWjfb0k28uVOBIbjkzt+0PiSBMdH7PnAsFcbL3nuXjm3kux3lpjceRpV+GSs47ANpuNhuWshnDI368UpunDNnvPwDP3XoZ11xqDo069AhefeTS23WxtfPjFD3jypQ9w499PYeaasOpR4K2D6FgAR9Ggcd8TGQW46D5YHaug0uQ2apXaFl6Y9nCgaG/kFq8X7kPdA1n+EJAlwxQGQoJmlz5GmIogej9NTqVH1poMZEWDWQymm80MZoHZWQ2As5rBrB7ZCQqZUJIsNx9QcxioFURhpOdNWLyg4MomoNCNp6RdH8sROYiGtnM6IJx2vh0kURR8DGI1kB13LoRSAIUAAmMYHn/yhbD8Ip13xEknnZTO7mv0vtJPqwlWkBLuqqFSP8i4n5YCW2gQSimENjLkp1XS535a0SBJ2CxeJVCrJY7PI72/aQGCwFli0tJCG/2bBQFKrSVWIbkeEsglt5OM+lwIZu6S7I0WIvvWIyyVzjjY5YvxwS5idtWnBDK5bC7DYzPDjd+NDPbHB7tcNpdBslldZ6DLtgIw/UugWMugivq0k0KlMf1YCH0sdO/IPpUwXj/7CYwbXYGmljb8d95POPrg3bHbDlti1gPPYc57X6AwP5cXkw/b90+oXt2A48+8GvUNzdhkg4ncVg/PuhjXzX4Ck7bcEPvsNon/7cP/fscg2HWXTsNvS1bi0usewMUzjsMjz70FAqEem30pjj39SuwyeQu8+8k8LF1RjaMO3BVnnHhIF+Z6vD7+xTfzcet9z2LxsioMLy3GwXvvhL8dtz9ef+8LfP3DAvzj3Km82ydf/oAb734Ki5ZUYuvN1mPm8HWXnoqJY0eArpusUOhv8374FX/eYQucdfJhXdJ/U3nG+nMf//c7Z4fBtdnHcS9zdX0T8nNzErqPpNyprWtAUUF+3O3pXbW6oRkVZSX92aQYArj6tbn792T9CXD9MUEsGixFe2L9MUCsnnrx9Xc+ibKSQvz12P14sytueRhbbLIuDtxzh7i7Pfvqh1jw+4owIOZuRBOnmtrV2O3ImXjp/vOxdnkHROsPEMHaPmBwybNSeh0ZcHtH7tengJGUL5IpPckXKX0xDfkimdJbRSH5YvGgli8m8naMMFNMSF8vmlR3QFUIfKE0x0wDL7TinwcFw/H9TzW49PpH8NqjV3NV//3UG/B5dRxzyA4QqOWJEgFhvN11j2DOo5Je/++n3oTP48Gxh+yKDz//Hs/N+RR3XjODAS5Y9XACK2CblVApvMuhSRcyDnAR4mN1rIBq15G7Q7i/Uwy6pZTBydkc8IyCqvugaSaz51SFvLIy3Z6J3OXet4lmx0ogi5Iy4zGypOfSQJaK9H61sVuEpYZ2BxxmZzVJQ3BiZ5G/GbOzkmWJ0o2mvq5HElcEMXxCsh1qcPq7+5uYMK5GShAzS7CPnVAoEY+kgpRKWDwkFUz25qa4fdhPK1gDO7CKWVrE1EtXAta5OsxOCfkOKVqFlB7quX36vYyug/vt7N4svnONqU/TAgWlxvrQ4ddgmQ4KCygNkcCtFgiQRxdJd/OgCJJSSpA33jvDNC20tnegsCAPWqqeAyne4+52WxPki+61SWZXI0topYwxObCrM5uLLEzCY8o4YBfggW2VQFUqYBhF4XvO4GGwDnZgOTR7ifwWpithRB4cbYKUMBoUSJBZCePpF90Kkh3uvet22HzjdbDpBhPx8lufYcGi5Tjnb4dzM1x+y8M4beqB2GPnrXHLvc/iy2/n45/nnsB/23LTdXHSOddhn10n4ZhDdud/Iyb6w8++xVJBkjMePf0KVAwfhsP3+xN8Pi9OPnofbPznE5lpNX3qQcjN8WLmlffgxn9Oxy7b9xySQz69W+81jYNN9t19eyxZsQpffD2f5wKPPPc2Pvzvt/j3LRcy+LX/1ItxzMG746C9dsTyqlrMvOJuPHf/5bxwTtdNwBZd47oTx+Cme57GpK02wnnTjsjwk9a3h/N/u2PfnqCbo/u2/CzmL8tWVmP6RbdiyfJV/O+H7fcn7iPd+Sn/96ufcOE19zFYSoVA1IvPPA6qStYqNq694wm89dFX/DcCWc846RDsGwJQ+/qChwCuvm7hLB4/0wBXGMTiOGRaIacBrwaHxr5QQkws8sSSckLJzspiAyRx6vhyQjJ3jxi7s5RFjYBYmTaeTqK6A3bTq2c9htEjynDiUXtzHa+89RGMHzsCUw/fM26d4wFcNFhvb2vCiefejJ232wBnTtkJom0hnHbyKWriqPpMenBFV4zMiU3fFvBV7NHng/YY+aJSB1VPV77oC8kXy9co+WJvnd01y3ZIAuW0wRHtIV8vaWjPcqyQoX1vx+r6d3qB5UNBBT74bCGeeulD3HfjOQyHvv7+V/h83nxcccGxDHAJYUFFKd7/bAGefvkj3HfDWQwQvP7+1/h83i+44oKpvCI649J7MWFMBcaNGY5px/wJm65XCsesZImXSib8SmYZXJz6xH5igB1cxf5bghg7mgpFV6FS3Lqqswm3onoglEKoen7a3lzJt3XXPXoDsjSejNLPmgdkUWuEAV3bhE2ebWSQLEhqWMfSwIjUMBOtndgxYlIJlWFs5E5glkwllFKgvjDcTqx2f5ytwibqgUr5XNtVUBUC+e0wiJ2J1pB+Wh4IdTTLWDUyiQ+lT2bi+L0dIz2zeHp/+9g7a78ps7Ciso69PUePLMX9N52OkiLAtijBNheGLs3ijzz1X5i/YGm4WofuuzOuvOCvzF6hCT/tT+We68/DVpuu11v1++3va4p80W2wMAuRUz2TA7visbmib0RnZpctiuDYY+H1jIxZJHQBVcu/AiBWF8l7VWL8pV74eVLL4bAx/Xg+XybelwT0rLf22DCY5fcHsfXe0xgw2nKTdbnCL7z+CWpWN2DWlWcinkSRknR7A7jmvn5P+BmgYxLA9fjsv3OqLpWLrr4PpcMKMXP60T02EvntUlLvmX89FFMO2zPmmNEA190Pv4xn53yE95+9hY9HIPMWfzklBuDaarP12O/XvcZHn3970Pl3+b+enB0G11b/jblP02bejPw8H6656G+oqq3HUaf+i5l0B/ylK0mBWF67HHo2+yz/7bj9sKJqNQ45+e+4+qJTmI333Gsf4YY7n8SbT9yIYcUF/P4k644Pn78NuTl9o5SJvpghgCv199SA33P69Ok4fcZEpJOieMft83DzzZeEQSxKJyRDUmnsTivFgxnE6ppOOARipdet6WMUNC2WJVI57193Ytcdt4z7cqS/dwa4HNtCe1szzrrsXqw9fgQuOv0AKFYd0PorHP8SwGqFAxU/L2zBI089g7UnlKZUYdt28O0vq3H3dTN4MkBCGmY+wIYQOqzcbeGr2CUjA49EKhgrXyRWl3y2ki1sImupsO0yaGoZNK3/VteTrWtfbx/r60WgVyTBUVHNMNur53YmBkABA1zvfPQLXnzjv7j7urNZsvXm+19hzrtfYvY1p0I41RBOKxS1HO9+vBAvvvkF7r72DOZKvfnBPMx55yvcec1pqG+ow+r6Nvh8eXjv0+9w9yOv4eMXLoeuVMIyK1kiIWwV006/ATttVwaPt6t3XSLt1tTYClsdi9On7yulhCEZOGACDjE7JFMsuggCizRKbSSJH6XQFUHVC6FwMl4iZ019mzCQxeb+XRlZazqQRS0X7ZvlWI0MZoF9sxoASoHrTWqYevN3u6ebSihgwAmlEqoaMbOGMXNnKJWwDxq9h0PyO428pgKVcAjUcioz7qdFz7/tqBAo4IQ41TMCuqci44yTnlrOBbVImm479WmYxRPAlQPHLsEzr3yDw/ffFQp0nHD29Tho7x1xxP678nNHwJZbDvnrP3DhGcdgw3WkrYLHo3OgyPOvfYzddtoSJUUFLJdaVVOPmy87PbyflAi34YhDtkq7U1x7w7+x9jqbhhcakmWgSvkisdNWD8r0xc4NGAG7XM+u3pldPbG5Yr57IWaXgxwEg2VQ1Qnw+mKBLtpe1qEVVmAZVGspVKUl5GuZ2u0O+9bpE6GwhLE8rWeMAK5ooGfx8lXYf8pFLEE0dKKHy1IxvIT7baoA108fPBTDbuwMcNEiN7XVP8+TzLCeypMvvoerZj3Km2y+0do499QjsO3mG8QwuP55478RDFosk6TSG8D11odf4Zb7nsFbT9zY2+kH1N/9X03KDsC1zRfhdiDf5MkHnBEDWNL9pHfdHVfTgm1sef+zb3Dmpbfj81fvZFYrFVLxEAvszmvOwV3/eQkvv/0ZXvnPNezDTP++z3EX4u2nbmIiRF+XIYCrr1s4i8fPBIPrrjvn4vY7Zg5SJhZ5hHRNJySPENd00mVhJTuAyOJtHdCn/vzrn3HtHY/j+fuvQIc/gD2O+j9eaSFvAPqgEqXYXU2iC4kGuBy7A81NdTj14vux/VYb4pxTDoYiAhCBVXD8y2G1LeNBmyNsLFjejEeffBkXn9UzDbqnxjp15qd44t6/QbHb5IReGKCJnMKMFw0idwv4yiaHBx39wdgLrxhaNVC1Omg6yReTlRvJq6bUJ9sqZHN0XStZ4+WLiTwYEV+vADO9aAIFUIIjMb2kJI/aOwLoRCSK876rwk33PI+n7/k7K7WefuUD/PzrElwx82gIZzX7uShKGeZ9vwI33fsinr77Ega4nn75Q/y8YCmuOP8YQLSwDExRaTCgY+NdT8OcRy7B+FGtsO0VLAMTSh6OOvLvuOPOYxO5pLjbfPzxr1hVqWLGjD2hOE0h8FZuKsj4225lUDe2KBBqLlSNVtZCJsvkX6IWAVphmL2acqV4IiE9UWRKJf3/nBhpYQTIkiygNfm9HJYaWm1SahgCs6TUkGSiBLin9uyneo9YgiZIfljCzKxIKmHRUCphqo2a5n48sbaa2SReWKugUpJeH/hp0TfPoftOfloMapX2+zPYs1l8Kg1J728vIIoBQRK0PCiKjqNOuxynTjkAu+3YFYwigOuqC/+Kjdeb0O0JyTeIFvIICKPn2PSvgu1fDMVZiWNPuBQPz9ollcryPpfd+DVOO/VEjB83gr3xHHoOFbnYQOmgWkhKlwjrJ1a+WAddD6a0WJHN9MXODRkLdhGzq6FHKW5vbK7o49Pb1rQMmP5iKOpIeHNGc3tHA6Bh5n2wBiKwDIq9lFldycvCI2fm965SBEcdD907HpqR/MJkZ4DLBSueue9fcfsygUuvvfcF+2i55eTzrsfOkzbDSUftw/8UT6KYSYCLzkF+Wr8uWoZHn30bX3z7C7N7Hn/h3bBEkeYIT7z0XpiRtaYCXIEvt43I/nmgxnHXkU7SR//t3W5u+BzkY3bgiZfwPSBPNCqPPvc2Xnn7Mzx73+Vd3mmfzv0Rp15wM7547W4U5OXw36lfPfnyewxqEaB13IyrUTasiL3V3vpgLstYr71EgpV9XYYArr5u4SwePxMA1z13z8Uds2dm8Sq6njpGTkhAhNMZxCKZBMkJpVxiCMTqv9tHg49Lr3sQn837CYFAkPXYrv7/iGmX4dB9/hTW99NAcmVVLSg5cczIMjxxy3H4fUUzTpz5UEyFd9xqLG6/YEsIazFgt0PzlWBpVRB33f0orv/HdildnN9v44SzP8LTD18CwVHRUj/O3xWokLIuA44xGlrOBDZJFioNjvOg6HlQtXyoGv133/SviCyjkVdhtbTli144dil0nVYJM0OJT6nhB+BOEVN1iyWO0teLPKg62FRdU+ldUorWNgOT95+Jt5+6FqMqhmHazNuw3+5b4+C9tsJvSxfjzQ++wxkn7o+WNoHJB1yEd566BiPd7XbbCgfttTW+/XkB1l1rLPLzivD9z8tw3IwbMe+N6+DxNEIo7VAUGf9+9FEX4JZbj8TIUXKQkWx55pm5CHQUY+oJ+/IEzLGaoTjNUJQgQ1fEAlGctqgEMfcMCoRWwO/O6EISR7AJOf0tBwolgfRQYoEsBRAkn414ZP2RgCxqpjCwavthmw2RVENBqYbtIalh/4JZ8h0nAVXyzRJKtNQwkgiabN8b2j79FpAeQKuln5a9igMDiDmfjg9Q51q5flpCqwD9GOynld/n0vwu9WBPSpMTENWQWXyqScMx7yy20siBoDAWjeSHOXj9vS9xx0MvYLMN1mJGSDRw4e5L45Km5jaUlhTgT5M2x/QTDgr7z/yycCn+dfN/ePHuwZtnorTYB6vjVwjzd2iQIQtHHH85A1w+X2r+HBdeORenT5+CiePLoy5HBjbQM8tsSiUEehkEfEW87rpbhMu8fLEIQpRB1zPvJZXM0yPBrkZmNJKMUQUxXe0uYFOibC733PRsmAEDTpCk7wWAPhK6bxS00PWGt+O+a8HqWALYNI6szYAxvQZHGw1oY6H7xiRsTN8Z4KI6/u38GxlAIkChvLQYv/y2FN/8sJAtRL75cQEoBOq1R69jP7niogLc++groEVqkjCurFrNpvNtHf4YD65MAVyV1XV4+c1P2ZS+qCgfT7/8Pm67/zl89vJsPPny+2GAa3llDfY+9gKeS2yz+fp468O5IJZWtAdXNHNtsDK4Ap9vnRUGl3f7eeFH7ruffsNxM66KYWQRwHj3I6+EJaLRzyeBqPtNvRhrjx/F95GSL+ne0XNJABfJZMmTzR8IYNHSKlTX1nPfIg+4/ihDAFd/tHKWzjGYAa6eQSyZTjgEYmWpYyVwWnrRkSkhUft7nAg7NoTVwmbbit0OQRNrLQ/gCbaAsJshzCogWAXbrIFi5HAk/OKlNRkBuJ597DKe7IsOSs2hCX9soVVteEdD80opJEt2eKBJ3AoyZM6HoB8X/NLypKxAy88Y+CVXtTtg0+CJTenTkC8yq8uVL+b1+2Qmga4zIDZxfb0okt0mIMhpga578eycz3HbA28gPy8H60yowKzLp8LnE/jo8x9xxqVP46f3/gUoHjz18pe49f43Q9uVY9blx8HncXDXI+/irkc+w5iRpWhoamX21167bgKgHgLU/2T6UyYBLrdBhSPg2K0sUVSETL1THEqmjAVWCOBVWJoYkTWEj8Fb5wBqIRQGeAkMdhlZ3QNZLhtrTWZkhdtICAkq0o9ZB9tqhMKphgRmEcjYS6phHzwBrm8WmSqz1JDALL0IqkG+WUNSwz5o8qQOGfHTqpJ+Wk4VVBDw2XWyntSB43zPHJYfh/y0PDRpJ0Y7MZ36ryRvFp9Y3STTyGBJIhnLawzWS38+KpTy9vOCJZwsd9m5J2CHbendG1t+XbScWQZ19c24/NaHcfBeO+KEI6WnaENTC77/aSEee/FdbLnxWpg+ZTeIwHwIsxIQUvbdNwBX/OtngDqGdVnE725meuklUMhbsRMTdk2TL7otEwG7Vko/OpZ1xz4/ybC56LiUtGgGNOiOZGg55DmojYLuGw1NL4wZP0lQuhF20JUwyoWLVIt8Z/vg6BOgGOOge0p6lDASwEUJg27AE52X0hIvv+k/bD7vFjJ1J98rqu8Zl8zihEIqX795H3suka0IGdOT1xx5zNU1NDF756f/LWbmYyIAFz3fbgJid9dfW9eIE8+5LmxmvtF64zHj5EPZnJ5YQx+ETOZp/+fmfISnX3mf+zJZntzx4AuY88i1mDhuJJvMR1/32x99hZvvHXwSxcB/05c2p9LXvDt8E97NZXB99MIsZl1R6YnB5b5TH3zyNSxbWcOywx//9zvGjipnieIt9z2LH+Yv4rAAsvUglh7Ju1/891VYb60xqVQ3qX2GAK6kmmtwbTzQAS4JYoUkKzFMrEg64RCINbj6XKK15RVFfw3QsQgKmSeTQTildik2+wURQ4QHB04AttXGwJdq5LJHFk2xMwlwUZ0dqx2iYylU+LtcAoFcinccVG/PbJoY8EvozHhxwS8oxPpKD/wKyxftGqhqJuSLBSH54rC0vB8SveeDaTsCtiyzASK4HKq9Qpoqe0ayXC9g+dARsFCUr3HUPAGkUkYakMwnhaR1PgRMAx3+IIrzqcf6IRyLwa+AmYuWNgWlwwqgaTQp6oBAYyiyXg6I+wLgctufGWt2B4PHMGt4It25CEoR0woYwKISBnVdw3qbfN5y4CjDoRtjoesElkqgpD+kvAOpL7lglm02w7HqIWyZaqgQI4UDDrIpNZQm8Aj5ZkXLm7IFNj700EO44Yb0/FGI5fjzzz8Pagmr9NMKwgqshGNWQ7EroSpm2gyQzs+G7dB7ihLcRkI1RkD3jsyKd1p6ZvHdP/ES1FIg7GFwRBF0ZmtpPYJ2DzzxGqqq63qdhJPc5odfFuGai0+BsFoBhcYmPnw//3dcePWDePPRSyACv8CxKnmsQqU/Aa54reKGijDbSy2CUEhiXsTsI042ZUYyAWMClhXghTOyQ0hXvuhY5F9Fvp85WV84iwW7KqGKxjDYlRqbS6eQZBgh70op540PdoUljP6VEOZyqM6KtIMfpIRxuDSmJwmjbiTVxpRY2NTSxgnnnVmLxMLxGAZ8vghrm5g2BHDEYzgm+u0l9g6xx7orZGROx6fFcMu22duuu0L3063Ltz8txPEzrmZALrrOidZroG4X+HTzfpEkhq8/JHn07vhd+J/ieXBdddujqK5tiOvB1bkt2zv82Haf03DJWcfjuEP3YECUQFKScvM8yxHYdLeT2J+NGF99XYYArr5u4SwefyAAXPFBrHjphENywix2lX49NX2sOhp+gtIyjyVTUGh1rJU9kFQaRfCkmnxgKIPOC4UMjb2FnJ7osk0yDXBRA9hmC+AnkKvrR5lWvZWc8VAN8rRKvpFpaysAACAASURBVMSCX1oP4BeBCr3LHplZZJN8kYCuJk4wTaU4DjG6PFHyRSlN+iMW16/Eoj5AiUmijgem3BGVkG+WmgtFJa8BYi0FAfKIo4h5F6xXifVE0hTBJvZsXihM/qG+TUw/zTsGoDRWOAyQIfwT6d99CXC591YGEvgh6HqVFihUP1cGIzTY8EmGIqXlOjS3k0AN1VuliR4HMwhYjgdCXw+ab21oevLeIYOpr4WDC4hRadXDMYmZFUo1JICTAC0ltWcx1XaISA2JSUpSw2KoRgk0YmfFYXCkep5M7Efv/vPPvwB33nkXmwWnWsrLS/HAAw9i0qRtUV4eLeVK9Yj9sx8vUpgtsIIhPy27ug/9tIohVOmnpXlIpkdhEX2cFtGpGSOgVjsckY5ZfNf7Q6AWpSM6Nk3E5fV1NyGvWd2I2vpG9iIi76wZl8zCdltuwMlrxG4hSeKBe+6AlrYO/L60kg2vqX+ec9lsbL7RRJxy9G748POvscvkLaFpXtzzyGuY98NC3H/diXAC/4OwarLC4Eq017rvdVeSDKUYIgR6KRqBYD7Ydj00ne5RW8rjCb4n1sCQL7pt0x3Y5UCDqRgwPDZ0vXsgxj2OZekwAzoMQSC0fHdJllX3YJccU7TDIoWAvVQCbTymSL3Yjg6hjYPQCeyS4Q8Dccz21Mvv471Pvu72Qv9+zlSMH1ORUENst+9p2GLjddmonI3N/3ooiIm2JpXAJ5tl5XK8O0sGn1tI1lqQn8tJiLQIcPT0K8IpigRGTj37WvbT2ne3SbwLJSnm5+Zg3g+/4rHn32GG7NtP3sjqnStueRjvfPI1Hp99KbO63v5oHjME33n6ZoyqSC0gLJlGGgK4kmmtQbZtfwFcnUEsOB44bO5OKwLeITnhIOs3fVVd+tgH/a0I1n8MNTgfmhoCtZSuEx2SSTmU4uatgKpL88Lo0hcAFx3fDjZB8S+FonQdhDDY5iOQS6aFZKp0C34pJNWUzC+FvVG6gl8x8kWNvLrSlS+WhtIX+9+LJVPtmcxxIqutlRDWCqjko0EJsV3MvQnkYsQKUELeKgy4OhJ4pYljaEXMMoOwO4iVmAMVHmYjCs2GoJXzgnWge718KJaq8WCXAJFYKUNfA1wuc9ZxACsYgN1ayUw0OB3Q0QqF5YtBCL0Uum+4BOt6KTTwdrQJUDxrs5yC4s8HcwmnGtpmFJjVAMVugEJtlFWpoY/Np4VCaYZFUD0EZuVkhZmT6D0mUP6VV17FXXfdhY8//gSmmfpEr7S0GEceeRQqKsqxww47YIcdJiMvL7Pv5USvq7ft5AS7HlagCopVzey+zJvEqzL5UC2H0EZA4xS4rmyN3uqaqb/L71IAll0HTWuCqrWnDJpE18khAMXJg02glkrMY29CLJPFy6qYTeD1etgblACsWy+fwRJyktEsXb6KvWFINnXoX/+JQFDKDTfbcBxuvWwq8nN07H/SjViyog7DivNZwnj75VOw3vh8OMHfIWxKOpUgSbYZXIneQznuIB8+Aj1z+H1ii0JA9UI1LOhGO3QjllSS6LHpu2LbubCtUhj68AEDwshnsUF6dtmVHMDi0MfYAAzDgqr2LCmU3lwRNlf0YkYs2DUaho887eQzGDGmX82scMVaAk0lw//UF0P43iEftjYBmncsdCN7z3ui/SLV7f771U9YXlULXdOwwbrjegyASPUc2d4v8FFXuXR/1Mm7y08xpyEZ97QLbsKKylr+90P33RmXnXciW87QQsAOB56Bv58zBcccvDv/fdYDz+O+x17l/08BBVfMPBnlZVLt0tjcyr5qr78nkxoJ0DzhiL2x/18m98elYQjg6pdmzs5JMglwxYJYtKLvjQNikS+WJ0am0t8rhtlp6aGzdtcCYVmdvxJW+69QA99DF6uhxgG13GNwgqExHJpvRLcrzn0FcFEdrEA91MDyuIa+NnKh5o6DqnUF3fqiF8SCXxTxF5I9KmT4TYl3eVDY8D4ftk2+P6uh6vXQ00xfdKwCCEGm9GumfFH6ZTRJvwx7ScjvJg2/DOIzORosjGKwyGOthMaG7vKYFFhgFe0Gb8mWPNil9EY3xVFVKb2RDOZtBpJo0HvM0ZkxmZ8ydV+5ykw4HKXjOT729QB8LKOUZu9emC2LIernEKwMgvcUtQ2a2saSYMczGjp50CXI/qDn11ZHAPo6MHwjs8IcSfZZdD3XJMOmAY7ZADiNACUaOk088ZF+KqlPSJKtE7EEpRG4CqENA5RhLDVS6Zk0KNVy8MhBg8EgnnvuBXz22WeYP38+/04X4DrssMO5SQ1Dx4QJE7D99ttj8uTtEwI8kr8Xie8RZi0Fq6VJPPtp0WJOpv20qG9oENpoKHoFNC/5aUmQMxtFfuv7yizeB8cuhqqQD5FkiSY7tqT70tBIXopaONLebSd+J1sdcJwWQPjR1GLDMDwozCMQiIArYq8qaGlXETAFSospmbEdwqzlZEtwMIl81w8WgKvbMZsgsFSHRf5Pah4Mrw3do0LVDP5W0HcgwU8Br/nYtoaBJF90rzsMdvlpcacKAh0wfEEYKbK5otuzK9g1GqpOlgQaezPy+MO/FCAJo6gOM8JSfW5JhuxoIwCSMPrGDRhAMdXr+SPuF/hgo8hCqdsA7sJpH/63988/x21u8m8jZhZ5sfVUKHCD/ApHlA8Lh3F03p76OzG9KoYP69dbOwRw9Wtz9+/Jpk+fjtNnTMRGG49O6cTzf16J2bd/i5tvuYY/bLomjd2HQKyUmvMPs1PYQJZjzSsBawVgroJqroTKcqzui0OyKA8N1rt/EdKgftEyP+6754602nTJilY8+fjDgCDGSmsoOY8gJRtWoA5qcGVckMtRCqDmjIOixSbNpVWZFHbuAn6x2X0+LFHAq5KaYUL3+GEQk4ZHpIkPTKk6chXWC9saBoPTFyV4PVhLeALWsRSwyRujJm2/G+qL5MXh6OOgecbCrP8KXv+XIa842VLERjRztoG3fLe4k+9wwp7jZ0N7x+nA1Ckn4rbbD089RfHpuWhpGo0pU4+FyomyEsjqDhShCZ6//huoje8zMGcLLyySCasyTVLNIalTcvJcAtRslMDR14aRM3FADbrDJvB2K4NZjtUAxSG5YR1LNbMhNXQNo2ViK3lnUTqaKzWUMpRkJ/UD4Vltbm7G88+/iLlz5/LkbsGCBRkFuNxr9Hg82HDDDTBp0iRsueUW/fqukv3JguWXfloqsUOUACcfZhIU5fcNsW3Cflqjs8rai/hCNkBRGqFqjczUShQA6a5/xjOLTwXU6q3/M9AQWAlhkSl5q1xg4PRtCschcCsIOH5WqVNAg6LSv1OSoQlQ+IjdBiE6AEEeorSckY9jppwPLQ4DvLe6RP/9yquuxcSxuQADo9Se/e/jx98uoUiwSzGg6gKaQR6pOoRCbUR+kzQmcEGvnuWvUlJaBOFkP30x3gTcCtYj4F8CVauGobdC02ipp4exag9srui9ImBXKRvUG74I2CVBthZYnORN9hgtaRvT28KA0CZCIW9ML3miJQ8Gd3fVRJpIt9B3bPbs2ekeZo3bP/DeBtzfaAmtP397dv/fGteW7gUNAVxr7K0FMsHguuvOr3DbrAshnFwI4YMCmizlQSUvGkWm0wzGQfcafNuzcmkRUIukXlVQCUBQpPeQHaiGatb2GHEuJYmFIUkiDexiiwQSSuBoo6B5RmPZivq0zaxpUr/WWmvxpIsZHE4AjtUK4bRB2K2w2/4HNbiQvcEUJTTphS0FZWoRNAK51NSiwPv6JjFMZ+uw2K9Bg+4FNF0B2COK/KQI9KIVWfrpGfxyTXwdi2RQNGCSK5GDoYSlAYFqCHMZFHspTz7SlgYIr5TjsTRAstz89d9BbXwHGvX7qGISwDPq8F4le9L01w/LrsbUqSfi1tuOSAvgam8bgWOPPRkGyQwTkAvSc+Cv+QR62xdhhiUNlm3osFUDem4BDE/yskM5wM+Bra8L3bcOdKN/U9siUkM/S8Uci5hZDVAdkhp2ZFVqSImUZAJPP5x8ZgxjE+vo5LfB8Jx1V8eamlo8//wL+P777/kdS6WvAC63Dj6fjwGuSZO2w/rrr99nQBd/86w22IEqOCYxtVbxuyVdj52YyXGIGeoohVF+WlLyla1xV4xZPBqgqgRskbwrvZ4a/s7YwyASNItP5Yzsi0QytY7Q90A1mV0np5X0QzL00MVQ8A0H24T+xsmyIcNF+ndBKbsaHHUkFGO8TNfLwL0JL3rYfn5f2WYTFKcZYL+/phAA379+fwR02cSu1xXoHjL9lp6N0qPSAwEJeDFAyCBh/D5KC2eOnQPLKhtQ8kW3LwWDHQgGF0FVK2Fo1OZSStgd2BXPm6u7fsmAIbWhQmCXK2OUSZ8SbF3FxvSZGKcw+xfDpDG9j4zppal7MsX9dlIglN22GOee/09M37sqmUN02fa+T3dhmfpQiW2B4DvrxVhduJYXff3bs8eva+ytGAK41thbmxmA65675+KO2TPDrUSDEDKmpo8URA4ch+iLOdAY8KIULWlSna3B1xp8OwfcpYVXbwPE0qrktDkCtWi1kYpjtkEEq3lg1tXTKHI5gkw6WZJYEU5to79y+lMUqEUJYJkYPCbSkBJssOBf/QX09q854pamZzxFI4CEDLnJXyG3nK/ZXWVN5Nj9vU1kFVbnFVjNkN5P4cEpJNglePBu9Ah+yVVYMh4n0CQ7xsWJtJ9cGW2G5SemVvoro7I/6jyRAZm7+sbEMJICLcsgap6FrsSmcJpKEdTyw+HNG9FjtamvmVY1VG01y0szJVE8fsp+sK0igOWmMma8p0LtFlj1OozAT2F5JT/L0OHXJkLNXxsGFodA3+TletKnax0ovrVghJ7nRO5notu4A3Iy/reD9eydpYRSDSGaeWKYTnR7ovWI3i7sdcNyMjKBL4FCqYYEjOpycjOYmZHdtcny5Svw/PPP45dfYleI+xrgcuuTm5uDyZMnY7vttsP48eMyMiYJG1YHqwB6XkkSrtoZ7VORSXCZ9NPyjoTO6XfZG1cNFLP4VJ4/dx9OxvUvgUOydKeWZWHJLXREIA4JHpBv1UTovgnQjL73rAwD9Y7F4RYEfAkaWxHoZTeGFuEk26svC107g12qxkCXrtOCkTwnfxEoqIThIBpXeMGJvCFWHC+shZjkA1m+SG0dNOvgOFXQNPJXa4Mi2roFu3ry5uruXnQFu4jZlc/vKdsKwCQv2FDYjZYJY3p1DASzukb1yKaOgFrVsFsXQ/EvhGrV8sLdWZe9gmn7tGDDiT3L1rq75l8W+zEEcMVvneBb62QH4NpzYV++LrJ67CGAK6vN37cnzwSDqzPAFa/G7M9FoBeDX172eaGVaUVxgS+5Yr8mDuL79g4OvKNHQK2VgFUFxV7BH76YQZUQsIMNQJC8R3qTJHqlJNFDHjNEh3dBrdHQPKPQn6BWvNZm4GH1h9DbvwpP+IltJuVXBoLezeAZti0U8uMgyQKZc4tWOSCiFVcEBxT4xQNTGnjS/wjs0mIN/l3IomfwS4cgBpNjsLeGrg+HrkvWSTZLjLeFRcDWqvQliAS+ohCONh66dxw0I68LSGQG22BVPQfDXhFz+bbwQAzbH76SDbttFpowmwTCKBQQ0BxmQWTaZJ6ASZKaqgrdL+nf1F2xgu0wV70Iw1rSaRMFAe+W0Ep3hRNcAtX8DaoiQaNkCz/n6hiADOm95QkxzOKdw5Ua2lYThEVSQ2I4kNyQ2lSCWclNYpO9kq7bR6SGhWwCL7RiaHoJA1rud3BNXwD67bdFeO6557F48eIuDdRfABedmNq5oKAAu+zyJ2y3XfKJi+HJXrCGmVrE0lJEc9os0M6NIr3WyEdnJBRtBHTvSKgDIJHUNYu37TqomTaLt/NgO8mZxSf7dDJbK9jIwJZqETAfTIthJxc5RgDGBBihRY5sPssRQF/AJsCLgC+7mVleDHyB2Od9A+q7C2c2JQwbDgySL8YBYmLHFCRvJEkjMbwI+CLbE0MGJDgDT75o20EEzZXQ9FpoGsmQAxA2jfHig12WrcP0xyYtJtJn44FdmkE+qAIknbQDy6BRCqPiTwvAZDY1ckNhMOOgRy0y8bPur4bd9jsU/28hUIvGh5GFrLMue3UI4ErkhqawTfCNtUNWIiGRYii0KCxa7KP/9uz9Wwq1HRy7DAFcg+M+pVTL/gK4uqucy/QSQodwciAcHxRKemKmF/0MHpPclG7AGrJTF1DLWh5a/ew6sWXmhJ8kiTW9SBKVsCRRqDQRJPnhwAC1Ot82ArmCNW/D8H/XhYnmCB1W7nbwVezC/TnarFrKHkliIGWP5NnBAyOnFYpoySr4xUbgDpmBa2wiS0BXb0BAPPBLwIDleGGbRQBKoOmlMDxFUFU9LCHtywlAJJ2oJpROtBSaSoBr8uwi977LgbsBoVMi4Fjonu4lQZLx9AY8AYpajpyTGE9W/s7wlW0fF0yS8eHNcAQBW/VdEsYyDXC512bbKmyTUhEJ6JLv4Hgl2FYFu/pFGGiI+bOgaPW8neAbvgNLey3/Cgjzd2hOdUoTR57YK8Mh9LWh+8Yy0NVdfwkzGEgWRmCW2QgIkhrWQ2EgmcCs5MG2dF7TUn6pQii5/A6TUkPyzSqBqpFfpZJ14Ded60t2X7pHCxYsxKuvvoqVKythmiZLb6ivuGXRooUI1n+DgoL8ZA/P2wdNE60dCrba4TBm2SZSiLlYXl6OnXbakY3oe0pcDLOVAithB10/LX836aqJnD3+NtJPywuhjoJikO8kydv0rPcX+b23OAFRyg9bMpOA6JBs3pu2WXwiLc4LBx1L4QSXSrYW+4KRwVZ0Aq4lE3DDCbYktaO/xyblcn8QORDks+glqVffs7USucbutokegzjkMWg1wTGbWN6oEvCFtoyDXp3li3qnhbN4dWVGPEscqb097OtFC2e2UwDHGcW+n/Q96I11nE5bJbKvy+YSYhV0o40XoeS3KD7YlQqbK7oesQxO17MrP/S9pYVl6tNVaRvTy1CcMlh2IUUpQwssgk6+pJ0sFqLrNgRwJdJjUtsm+NrE7DC49v09tQoPgr2GAK5BcJNSrWK2Aa549ZZpXiRxVAAnN5zopal5IYnj4DXTTfU+DcT9ImyYlYBN8ebdg1pu/R2rHSJAkkQaRHUPMBD7ydJGQfGtB2GQOXf2mVq93QPTDMKqeQ1GYH6XTdmnqGBH+Mom9zg56QJ+kb+G3RLF/Op/8Ct6FVY1HGZ1peIhQ3ebADMraMAOalBB5rM5gJYHKHky7VGn3yTJkr5f7k9vbR/v71Iq1AorsBwqrWxC+pKkU3h1XqkAiMZPnhWafBd1V9iziiSsrZ9ARfREW2Fmn3fEPl0G59E+W7QqrOvx69xXAJd7LZbl4Qh3XaNJBK2id3UYCTT+ClE3p4vskhMhi/dCzrDNpJyCJpOBWojg71DtZSkNvLkfooDli3rOOuF2E44J26yDbRIzi37qAbRlT2roqCBQm6WGagkUVfpmkbTkj85Spr69dOlSzJv3DVpbW9DY2ISmpibU19eDUhTpeSkpKYFmrsSGJZ/jL9t19VpM5PntCDg45/Z2XPCPu/DBJ19j5cqV3AcTKTRhpsRFArmiExfl965D+mkFyU+rMuN+WiTNYqYK93PykiTmckW/ye57ap++N4svhkILICH/xr5Y9JAJqM0wO5ZAsRZDUwiUdKTXpCpTh0lVQOo5aR7fAUGpiQ6xzLtu50Bj70ChlUIzMmvWnUhfzfQ2LtuVFt3ofUrAF9tHCEqMJSaugKKmZ2bfk3wxketxQS9myItcmIFiQJRB9wyDxzeMfb2yJdWNZnPpemR82x3YRR6oqbC5egO7qB8LuwNWgBKgaexD9y6x9x8dm8ehVjscqxmKRcBnELRQadsFgPBSr49JgB4CuBLpuelvE5wzIf2DpHAEz/6dmfopHGSA7jIEcA3QG5OJag1EgCvedbm+XvK3j9leMsY+l729VNbv/7FWwjNx/5M9RgTUWhECtVZ0y9SKOTZLEhtDksRAt6clyZbpFMHxbg5v8bbQPcUDYnCfaDuZgVZYtXNgBBfFAbk8cIp2ga9025S8XrqCXx2g1dcY2WOY+dU3nl+ufFFogBEykU20baK340EuGdwHVGiOBMwI8CQQgwauUHIgOPExGvzKh6oRSCCf9XjgV6R/LgfIm4IliIkxOLoFqdhLpQCOSgbBJEFM3EDf3/gLlLo5PBiMLqY2GvqIw2F4Yxkq0mdrVchni6Qj3bduXwNccqALWFYOHKsUhlHRRSZIfdJf9zXUpg+6XKMlvMDwQ+ErXCt8EVIO1AwrsIjli8wK7AHo7vwO4cmNE4RlOTAxnCejutoCnRl52ZQaFrHUEOybJRlaa7LUsL3DjxxffNAz+p7Rdrk50ouF+srq1atRU7OarQp8XgMNDfWorKzCDz/8ADKbLywsxPEHrofPP50DX+A7HL5bQSqvF1StNjHzzhY8cv+1aPP+CfO++REff/wx6usbwkb2vR2YEhc33XQTTNpuE6w7sRCwyU+rtk/8tIgtS0mr7KflGcmT9WxN0mMnz4KBQdtuhiCzeEpAJF+qNJXm/WUW714Lm3P7l8MOELNFfhPCDF4yOlcLoeijAa0Q/qAXpiVQmE+SuDYIswrCruUwHEUtAPQxULQStJsFsG0NhYUFMd9zxxFoa+9AQX5q4Gxv/bK//x4xszelmT1LvJsBXkwgXy/pL5csIzpR+WIi12vZcuHMCdK9lItkdC81XabMqqF0574ATTvXLx6bq/MzJZldZFHRDodCCII6YAkYijSrT7V0Znbp3tGASt/v1SH2+pJufeUkqNUGx2phUEsRUrraudDiDQfCOPlQhQbieEWPb4YYXKnevd73C74yrveN+mALz4HL+uCoA+OQQwDXwLgPSdeCXlj3Pz4HtXVNuPTs4+PuP1gArniVZ18vZnrRpIeoyz44Tg6zQlQl9HtI4ph0v+nyQXPlCH5ialVCsQjUipiG9nYCpu/7V3WSJEZm7gRqEWjpCAIRRsEo2R6+wswY/vZWt774e6CjDqJ2DnQr1m+JzkWTflHyF/hKJLMlU6Vb8Msmr6+QH0QGwa9o+aLutaFTXHZK7CgFcnCqQbFJ3GZ3AaSkAbf7Ex/8ckj+ZQcAaxU0x5Ugps7WcgffJDmRUdojkgZag+01sKufhSEaY26zRUmzZCpfMD7879Jnqy7ks9WSUNpYfwBcbgV5QkoTOqe0S+KiTFb8CHr73E4sNcBUh0OtOBTenLKYNnAlTmb7Qqj2b9BCkpjwRjTYDoFZBGgJGmyLAMCDbhnlQMAYvTtsELBUBF1T0wYze3oeCXjtIjU0SHJLEyjpIZnJZzpT74ZMHqexuRUzLpmFBb8v58POuvJMTN564y6nWF5Zg4uvuR+mZYH2OfX4A7Dr5M3w1vuf4ab7XkZHIIjiwjwctvdk7LztBpg79ys0NzfjsL+MwoSSlXj8xXks6U0X4Hryrr/B9GwAvXxf1NTWY+7cL/Hxx5+ivb09brPQ/fN6vago82DMSANlJRYK82wMK8lHeXkpiouKQh4o6bWq66cltAoGtQz20xoYsrZ+MYtnXy0ZQNJX8jLJ1mqF6Se21hKoaIvvt0j+UGoR+2bt/7dHsKKqAXm5XoweMQz3X38KhuW3Q5hLYVkBDg8R+kQc9NfrsaKqFnm5PoweORwP3DQTpSWFePfjr3HJdffD6/WgMD+X/31kRWl6nWUA7h3j62VKX0MR8vVS+XsXSMpXNBX5YrxmcRxaONNgBXSotHDmjkl4sawYQi2CSsE/9M7Wia3Xd4vi3bG5ousdYXa1wTKDsDsAQwnwgk26JQJ2kbx/JDRjFKD64ASWAZRg7tRwErIEtSRTS+E0yMTHTTb7rObBcXKhQbB08ZzLXhzy4Er35nWzf/ClMRzNEHLg6rffxsFd5zJ9dIn9ftghgKvfmzwzJ9ztiPNQXVuPYw/Zo1uAa/r06Th9xkRstPHolE46/+eVmH37t7j9jnOhaoCqko9BSofK2E4RiaMmfb1EDhSQwTUxvUjmKD9qa/pkJJ0GDXts+KOZWsmDGI7VEZIkkpkpFfKwMGCTr4jIZ4q55jhsc+HkbgBf6WTonsysfC5cuBAXnLpTOs3A+z7/blXSnieBtiqI2lehO7Vdzs8AR+m+8BZ3byyedqWjDtAV/GqHY7dBxIBfLSHPLyupgWkmV2FZvmhqEKYKTVi9JlixP4SjwjID0MhnSSHvC/r060ynB01cWHoiEyA5kpy7YPcvKBnnXgaEY7NJRpk8XYGZWFXPwzBjzTlJquoU/wW+YVvw+0f6bDWFfLYaEvaxIfn2MUddjLHj0ntWNtl4e5xw0h4Jv7PpvPESF6XP2ByW55JFbXQxjXWhjzgEhmF06dZSjmkh2L4ESnABVFHFgCzHrgsyyyVZhQSzeiokibQhDds13UiOGRbnwC6T0IEBocpUQ5XYWcSs0fL+sFLDfz/1Br79cSFuv+pMvPPxPDzx4nv4z20XdWnBK255mBks5047Ar8uWo5T/u8GPHP3pfj2x18RCFrYefvN8f0vi3HRNQ/gidtn4vffF2ODMW0YlfM/Eunh0Re+zRDAdQr3HtO3CTzl+/J9W7Todwa65s6dB7/fzwALsbXGjvJgVIWBsuIgPDrJJQlQjfRlXddQUVGB8uHlyE/BG4wXBYQBuH5antHQ9NTeL5n8PrjH6iuzeAqvEGQWb1PC8TBomrfPQC26FsnWqgyxtVb2+h3h74RWDEcdg2fe+BVHHLA7J/qdcPaNOGivSTh8r/X5GwO9HIa3mBmAT7/yAQ7f/8/8PTnh7Gtx8N474YgD/oz9p17MfX73nbbCZTc9BK/HwMVnHs1p0ZZN9gJ+OI6J4445kOWt6ZQrr30Qa629AQM2MoEwu+Pa6HGGbbVAWCRxDCU4CgJP2nv19UpXvui2pxyXENAVWjhTJNA/HwAAIABJREFUaDxB7U1+iJIlLshIXS0GKMXYIOCrOMQQz5zvb4TNVQ3daO1x4YqBZSuIQIcAAh0wlKa0v2Od20MoZbC1kbAtBY5/JVRzIQwKr6Gxk5I6051ClWzHB9spxEnnPI29tmqBx0tpmMmXYMDCu//bEk899VTyO6/he5gvjMrKFRqHVmblvP1x0iGAqz9auQ/OUdfQjJfe+ASrahv6lMF15+yvcNNNN0BVCqEoAUDpgEJJHmoH+xvQinsKc8SMtkhY4sj+XrnMGCKJI8kbSeboev6kMpnNaEWzeDAJapmwwkytBAaH3dU3LElcBRV+3opNWFEEhxKgNFqtJomLBdty4PjWg6dog5TAhHhVCLZVYtEPr+De2Vfg8r9VpNyqJ16+Ao8/ej+MYZNg5I5M6jj+5qVA3SvQBSUlxhZT5EEdfgC8hWsndcxMb9wz+NXZ8L5n8CtTq7Dsv8arsBrLF0lO4q7Esu8GGd/b5I/SDE00QVNJ/tcVAJEx5FRoQEu/aMDVFfxiE2fkcwqi5h0Hw0uTsJDRcAoNzmBP7QcwolI16TA0CDRzJsFX8WeejFhWByy7Gpq+ulufrc6nZ8mgKZOkli9vSOt5kavHFsaOzYNmUB16TjONroubuKigDIYhExetQCtMMp23YunsDDDkbA1v+R7crtLnxYJt1sOxGngiRKmGjk1+N8TUaoSGhi6Sx0RuhRAkmMiHgzJohg86S5F6X5FmRg1LY2mVfxigSqkhGcFne+KYyHX31zbTZt6Mw/f/E/bcZVtYlo0dDjwDX8y5G6oaCxpfcNU9GFFeivOmHYGm5lbscOAMvPnYNaipXsVg6siRI2F4PNjlsP/Do7MuwMRyP/LNL6FY5J+GjAJc4WfPtyU85XuwzJZA1fnzf8TyxfMQaF+B0sJ29lwitmC8d4nbvnSVhsfg+hPQ5QvJL7trf04CRR77aakk8SWm1gBKi5bm/nYfm8XT+zQnaQZsMn2agXKzHWbH7yG2Vmvi6bi08KEUQPGMBLRSKFoZJ/cdddrVmHb8/vjzDlvCsSWLFI4NRdWgstE/gUo6jpp+BW83YUw5jjn9Gnz+6ixoqoqff12CC666H3MevgR2x69wrJVQnA5e4zvy+H/h4Vm7wOdL7Ttz4ZVzMf20qZgwbkQI/vdBkIcYiKlE49l8KATE6wVZB7/Cvl7kX8egF4Fd5O1FASAtYXlj9CJG54UzTnOOk76YSB9hRhctnFkKNBEKy+k0Xgin2tJYgL8BBHgVQdGLWOaY7jeAxtVBcwUnLUZ7c3VXf9NUEfTnAWYQulgJFcTqljYOqRT+1lOQkdUMWK3sb0yKF/oBheXQHE1pg6a1QlUCSZ1HMuxVlkIKrRB/Pft5zJw+Bjkp9u0Ov42b/u3BY489lsqlrtH7mM+NyIrJvHFY1RrbrkMA1yC+tc+++iEW/L6iTwGue+6ei9vvmAnL0uFYI6Dr5eGJjBAdsEln7hDY5QJfJgNeBHxlk+0VK3EkRpGb4ki+XjlQFCk7WZNBrwiotQKwqqDYrvwwtQ8pTyZYklgD1VwFYkAQmGiLfOiKF7qnFGreeChGMYI2yUh90L35UI3U0rI6P5o0YA82/gCl+XMsX/Y77rzvCVw/Izlgyj2mP+CAAK5nHjwXFkqgFE2Gp2SzhPsDtUOg6TcodS9DI+C3UzFRCq18P3jyxw7IN0xX8KstxPyi+Gvyj6DfJIFsZtYFG9AqDgMFDHapGtKTLwIUqU3yRWHRD7F6miX4AZfdk1rTsTmwY/B9FUohVI1+cgDy/KIJAhnek98XG4PLpLtEDO+pzTrqv4He+B7UTklDprEejJGHcIVNcxVUfTUMo3s/us5XZpm5bPpuGDI5KlNFsqjaYdm1IbAtcWaBTFwsg6oO58RFq70Kds0LMCBBXRKdEnPFUnRYvvWh55RxShdEfdgEvrPniAQwBfvL6aIOmkptlNz7iFeUhQ+2QumWeRzf7prsRqSGeSF2VgjM6mevlkzdv/48zoEnXoIrzj8ZW2yyDp92r2Nn4sGbLsCYUcNjqrFw8Qocd8ZV2GLjdfh7sNO2G2O/3bcDsWqpjB49Gt/+vBg33vMs3nnsn/AEvoNo/xWwKDlWZBzgonOSnCaQsym03LFQRA1Uu5oZgnWrV6GmugZNzU0g/6RECr0LcnJyMGJEBbO63OdRJmaSnxZNkkdC85CnlpTiDRTG+JpgFu/eI8nWqoJNSYhRYxce2/ECR2hxIyRzp3+lFGfqk8TOE8Q2JUaPYkAj6ZpnNN78rBZ3Pvw2Nt1wAq67+CSoohmWfwGERUmsgGoUQNEr8PonlZj90Du83fWXnIKaugbscdRF+OTFWzCsuBArq1djz6Mvws/v3QEn8AsccxkzuKgccfzlaQNcp0+fgonjy+N2V5eBKrmv0eAXsU8jYS7ZYn5FfL0CsInBTIscJHEkeaPTGE67pW+D9P3UIDQFuofsEFJjGkXLF12GeE+hM/I7Qe2nh9Jvi1jKSsAX+ywS0JmEEiQZNhfdVFKiUPK045TTEhGcQCUUuzJhsEuCWsSkcz21pE9ldGFTCLYIoUX/HIAY5ooDQyWvvQ6onbxD3X1dUIvAVIUYhLzI5WXw5ayZ/8G0Y4dho/VKEnmVdtlm/oIG3PdcGe66666U9l+TdzKfKY8CuFytIidiMHAuNYuZ/2/jiOo1tlmHAK5BfGv7C+C6Y/ZMOaFhU2KKea6AodOkJzIRC3/UnAAcNlfsAGiiqrZDVaWh8sCQOCpSMicMCDa090GhSS/7ekV0+wNlwJps9+QBrhWEFaA4YfpoElOL5IeJDe57Op9j+WH56zlSmBhbmlDYV4lWn1StCEreunB843H1Xe/gtQ9+4EOdcux+mHb8Ad0M1Hr2kbvrPy/hzQ/n4pX/XMMruMG6L6C1zWMvgMXLGzICcD374DlcN5ogWTmbw1s2CbqnMKFmZxPuhp+hNrwRl5ESVEdBr9gPnpz4A9WETpKFjXoCv4Rog+pI83vbbodQFWgeSl80k1qFlYMoGujZEI4Nx7ThBAPQ7GYGDBNh5nRuGilly4eNYuiGFxotPHaSinTx/IIHQi1g0/vewK9A82KI2he6pAqaZEA+/DBSSrLPlm60JAzu25YByyrrMc0wE11AyiVbQnLJuoTlknRuSly0zGFQleGwWhdANH0MhQbHigmV/FjIU0Q4UHwjoXmHJVRdCZQSgNYODauhgRZIemdjxQ7gSarigwXyOhoD1RjOwRUqpRpqxHRYsxcwEmroJDbab8pFuO6Sadh0QxkcQADXLf86AxuvF5vu9Mpbn+H197/EQXvtiPseexWjKkpx+flTUVtTC4/HQH1zB06/ZDZu+vsJ2HnLMoiWHyD85A0jvbEyJVF87M7pcCjFEwRQB6Cofih6CfQcCiiIsM4c20Z1TQ1WrapGW1tbwkb0xFwrKCjG8IrRKB2+IaCPhE59nMCSNFigSdyShDaN+GpFmcVTwEOadhIRs/gSCFEMXZOhMJlaFHS/M3JsSeCU/LEoHbdjMYS1gqX17CUU+puUSFtQhA0oNhRhhX5TL6AkRDcFUMI/ghzzSX6sj4HqWwfLawzM/60Wsx54CZedeywmbzUKTnAJhN3AE0hidyn6CCyr1kLbvYzLzjsOO2y9Ia6c9Rje/ug7bLz+BGZwUfn4+ashGOBa3m8AV0+dIiK/JrsIH4RCQQ4E9oeSjIn5pUnmlwvg9MdY1/X1ou89AV6O2QTBCY6NUJ1GNmOnhQtHVSXQpSdvmSH7UXfyxd4fpXDbkcRRJT++YgiNWF4EfEkz+958vZJlc1mWBtssh2GMkszvYB3swEoet6twmYpy7M5taIZALbuR+36i38wI2JUH28kFKElICcLQiU1Ni0wEDNN1E0BaEANqRbfcEMDVez9KdQvz6bLsMLiO7Gq1kuo1DLT9hgCugXZHkqhPfwNcbtUIILIsMn0noKusW8ZB9EeNJsbE9iLQS1X8AANfxAoZOBJHWgWCyJGrHSxxJKYXrYolt5qTxC3MyKYS1AqEQK0qKM5K9oDIBKhFFSQmB9Gq7Y4WGKJFglqKGaE6kweSdwSUwi3xwyITZ172EF5//AY0t7Rhz6PPxzdv389+FZ1LTz5yn3z5A0678BZMGDMCrz58OezGr4HWuVDI6wLIOMBFxyTmj62Phlo8CZ6CdRNalWcT7vrvoDW9y8Bb52LqE2BU7A/dW5SRe53tg8QDv0yzFTatgKuN0I1m6JqfU6l4nZ2YX6FKywhwFYImJ5RahSCzw8LvlXD6og3VaoWG9l69I0i2ZsMHGzQAJamMnrIZeffgVx4cW4XT+hMMpwGKCPEHFIeDBZyS3aDn+aAbjSGfsN7vkmOTjLGUQSOdmWTJe4H1fpauWzArgqLBCVTqob4s+xQkcSLpToAlPFZQwPIrUAKr4LEXdQEPid2CnLWgJcHYdOUqlumHKuqhKSSjiL+K794fKLSaTD8eOSFVyQxXg6ONhuJZB7q3ayJkKm31R9tn6lnX4LQpB2KHbTfhydSk/abjxX9fhdEjIiEC9L7bb8rFuPz8E7DVpuvBHwhi18PPw13XnIXxo4ejsroO511+L/7vtMOwz87rQwSqYLUvhBOogiAjbziY/fAXaKr7FWWlqb0TO/xB/PhrCx647ThoKo0n6D0iwVFmZhgjoPtCq+FRNzEYCHCaY9WqKgT8gW55g4pK3n5e1DZ4UL1aRfVqgdFjJmDbbbfG5ptvPiDArQioRYuJ9TIBUQsm/P7pqW+TRNmxC+E4FO5ADE61x2uOB1TxvXAI+JZ+Z4K+BxQowaES8t8VYULQN4DlowHAboTjNEB1aIGAWJl0T0MeffwdSQwAD78nCKTQKSiiHAqD3qVQ9DJeyHjgiddRVd2Av599MIRVK8FXIkewnItYXJ22O+doQFhYVtmE1vYgvvhmPr74ej7uu34ahP9nOGYlh2RQ6WsGV6rvJfntpVYk8IssJfIBJRr8oiRjAr+MfgG/3PkB92WzWQJfVjMcSvVUWqDrfuie5BbOotuGfbqYId69fLG3tnTZTMT2gkI+kMTeLGSmF5nZKxr5/8YupMSyuVzv0O7P5LK5FGUEDKOIx52sVgjUsqWIEvgfFLsaurOan5lEQa3uzuiCXZZDSaEFEGoJVI8Kj8cPQ2f5TbeVHQK4eusxqf/dfHJYdgCuo+tSr/QA33MI4BrgN6in6mUL4HLrxC9mKxfCIeliSULSmugJMkkbHdEG4XTI1Vf6IVYAMy9CtMws3Z+wrxez3YnpRQMCH1T29CKmlxwE9NfEtHMzxIJalVCcysyCWuQvogyDpYyE3dEAo/07GGpbfP0+TTJ9E6AU74R/P/8VqldHkj0JpDr7lMOw4bqRVDn3WrrzkVu5ajWmnHkNLppxDGbd/xzmPHQpRPOXcNp+Cclc+gbgcutFRvEifxI8ZZMTmswwyLX6K+gtH3aZnLNHkef/2fsOODnK+v1n6u5ev8vlEgLpIFUQpQYsWBBFVBTBoIKCKFJEEAQVpChSLYgQxAIaEZUgKCCKFX/0YqEpkJDe7i65XN3dqf/P831nttzt3e3ulQT+GT7HXe5mZmfeeWfmfZ/vU14HmyCXRW+41+6iwJM0XK8dhqnkZ2T60JMppHyDUmb0CSVf+U0Mzyr0fUsAFbhpGAETsgrlfqzS2vC1RkCvV8bGFSR/VnoFhFUwsBq63y2yPJHmiQSyCUHNbCQbEqBJtZjdc3Ks0XuFrJKhnxT7bCEksKUYEVtjkWRHdxM0nWyuHgEiCWJxoslJqKQaQnkWFYGUoQbXMeH2d8NyVsLUyNTNL0y81FJzJHmw0sWjXMXjRJg+XT2KuQGGCCQRIg9madrwISLit4VWhNZ8mMlZ8k6aDIZCpee6La7//VvuQteWXlx09gn413Mv44uX3og//epbcLIOFv3sbnzkyEPRUJfCl6+8FW/aZ1d84sPvwpYtvTjs2HNxz62XoqevH2deuAiXfPETePshr0fIsIvsWgTZpQgySwG/D0EY4NYlK9BQ04mj3lWdfLurO4tzLv03fnHjscL+GLwIyGXPgJmIKuKDVhjoH0B7RzvWr98gfl1cCGh5vo2OrgQ2dAZYvc6B42ThunmwNZlMYt9998WBB+6PXXfddau8+wvN4g2jG7oxAN0YOztbQC2vBn7QCF1rEd/SeGwTBp6AN4GAU/RHJCDlqp+jQgV/lsk3+NwggMXvZFWJkBDIFTrU8yRehL3r9wIEtaTgUR6IVer+IQMopM+SXi9AjU72FiXoZis6umvR2Q3suetucH0dZ3z1Bhzwhl1w8nGH4cFHn0J3Ty+OeufeaN/Uj84tDvbcddfcevu/YRd8+qPvEJYRi57/+e8qfOkbP8J5nzsa7zh4FoLMiwj9zqios+0CXCM9c0YGvyLPr0kAvwrnB67TB8+lfKoTlt0lsjrpbwVFs3Keo5XKF8vap4CF7G+1CCK2lzKzb8yZ2XPc43rrYJjtZXlzkc3luW0w9GkI0ysRDLwCPfOyAoRZTIOmDOP1TKQYqPy+z8kPDV7TBsBsQqglEWhT4WtkavKNuwGm1p1PqSxokO0AVzm9o7p13NsYilAwaBRp4sT/2zq+q7oDfhVstR3gehVcpFKHePTJF2Ht+g70D2TEI+NXN12MpoZir6PTTjsNnzt9zphSFOnBFUsUh2sqlb5VC4QEuqqbtOXMKkNHmF4hU1loYC5m9tuIxJGSKlbAxMzeVqBXkcRRVXPK8fOpptuJaaxfyNSaGFCLTAgjsSMCz0fY8yjMzPN0vRn2kH29AWh6K+zGPXH1jb9Ga3MDTj7+SFmfiVtv2GsXvP/wBSW3HwzSkhHwiTMvxxknHY0dprbg7ItvwH23XoSg9z8I+p8FHBoVhxPC4CqaqIcWvMQuMJsPgF07egqpmI93PgKz/+EhbSUG5Im9kJj+3q0GaFTT36rdhoMk16Xx6kZo4UoYBpN8yMaiL0qMa8UeKfwNbyhObNSXeqWrwVsgoIeGIOsBXr+YyQdaI0yTDEvKnsv3lKrqfAhuZTZC9zbkwF0vTMGjHK62DlaSQE50xKzyKicX2lUjpPG9JDzyuylJY34k72bq4NYAXuKqOZOwAncT3GwPgnATLLsbpkUGSNz+I7eWH2hw+/uBTBcMf0uRDx3Tq/SaOWWfn/I2YpslEOgt8MJm4W0YwWYYWC9m8pXqrRRToRa+8TqYqZ0F6NpaxYiq+t0YNxIfogLpl/qZ91kWgU9wgsw8BVIQMKQfXVe3g89ecCMG0ll0dffhigs+isMO2h3dvZtw6Ievxi1XLcTOc2fh5RWb8O0f/xGeFyDruPjwEW/EsUe9Gbfe+Q/c+NM/Fh35F054PU56Xz0CZ60kzCGxI35x57OwteX4yFHF0sdyT3n9xgGc+/VncNuPviDSRz0YGvQhIFdiR/GFLNV32Dzd3Wms3TCAF17qxqq1aaxvz8JxHGFPjLTQn2vBgoNxwAEHYPbsWWX383LPb/B6CtTy4QeboOtboBu9o0qMo8uvnqPRPFh5UvmqHyBA4DPZzYDrJqH5RuSbpxhVBJsE4C4AqorB7mKgqpJzExCDiYP0Dwr7hJFStcF27L9FKR5BLUN5KqqFrBtKDpuxYp2GhWf9EomELX12791n4zsXn4i6lIHv/PB3WLGmE9+9+BgsX9OJhWfcOmi9T6A2qWHR4r/gl/c8Kdt/4dNHYeH790PotiN0V6rU4miMtK0yuCq5RoXr5v2qCplfNLwfLHucGOYX5waum1GFM4NfTOKlWTr7p+qj6pLn2eKlznUs8sVy2q7IzF5X/p/09aLsUjP6YNkDKFXPUn7BgfhpUYLo9g1Ay/TBpgyxCPDVJKmVsuxKwK48qEVmIr/oqSV+CkWnlQv5wRSxeuCnGFgHS1egIpftAFc5PaG6ddzFDVuHwfVxMvpfm8t2gOu1eV3lrCYL4IqbUIAul5p/Al1j96nISxzpwTAQSRwJeGUkzZESx23D10tp/zkZR5BCwPQSpCKJY94LppoJbQ7UitMPg/UTwNSaIklQBLVMS/lPuX3LEG55GJY/coSssJ2a3oZE874ygbz8up+LpOWTxx0h+/n6d36G2TOn44RjDi95pw0GuL77wyVIpzM4/ZMfwNKV63DRVT/BL288H3X6GgTdTyN0Nsogfbw9uEoOiOQV3wg0HoxE8xtGnSALrbzj7zAHnhhSiab80U3ti2SUNvdafOzEshkvuwGhuxqat1JOM9DyJrLD+8GFJcAvQZJl2BqECfi+Dc+xYcKDpTtDJHIT0aZ+tgtadpVMwsSnzWyBkUjCSJjQrVoBB0ZaOCz0PRNOxgKVd4bBSYKShfC7GN6b/E55CPdXnuF9Oeeaq4b7A/DdLvmiDIiphiweEMyKjXjF8F83YdH/xBoqtS09YQjgOwPwKffK9sMMWPWl7EhDYEyFkVK+IsWLArNYVQ8NTgJaoIlHDlMNG4sKBOIbxip+dhl096WqY9XJDAvNXWAkdhb55NZizZVzzQavMzxQ5UTpbxGjhuw7Sr58smd4/QhQuAJWyASQMjBhyKgAmNxkkN1RT0AXGVcbNL0Om3tcNNbZKiE3zMDJ9KOzYx08mMKWtOxaJBKN6B0IUFdrI/D6UVNTi6RtCINREk0pQ/a7EbgbEBLcyq5DyOKXXYfFtz80LgDX7bech8DLKpCLgRiDFmFYJGbmfOFkghuSmdyK0KBf3HQJoHjhhf/iiScexzPPPCcAVzkL+3V9fT3e+ta3CNDV1lZsxF/OPkZaR3nmefA8pqlugSYSRDWBV0AVPXMIxEWFgYAFA/VvNSmmDDwuGuR/lkmsT98fQ55HOq+qkZ/AjvW4R3wWijF2T8TWIkAxVraW8k/MsbVKPGtExmw0Q7OmicSsqzeAaVpoqKUHJO8NstP4zGK7sRChgPbi9bKyTiYboj+ti7RWAGIyetm/xb9LSfK5xABXtW158TVPYyST+Wr3OxHb5cAvkfDViJdl0bst8vyK/avGUvyNxxeu1wldpyVCnwSMKMCUgL165gkoKwBYIXOw+OzHQ75YTnvGxRuPYUxGHcykD4tsbz4nWQTz+gC/F1oEZsX3BNmkbn8AK1tcPMp/ZgR2cYyqDWV2CZuRJvpk3dEoXkAt9u/yjPnUc4Jl7SnwAzLTHZhaF754wQ+3m8yXc+GrWMf7GefOk7+YJzD85bW5bAe4XpvXVc7q1FNPxelnzhsTg+v73/snrr/hbFQS7KVi5huhCdA1vhOKQt2+MrMfKJA4MhnEkzEKga+tueQljjS1z/t6KTN7+nop6UwpVoECtWjovg7wKT8cf1Ar0KYgLAC1YuaZMJE2Pwmj56GS6YBxmworids3HQK7YX5uIrvop7+F43oiS+RyziU34LBD9sVR7xqdwUUpxNU33Ia/PkKDeh2u52FjRxf22nU2br/6KMXicjZJktVzS7vwiyW/wfRp5ZlaD+4Lvh9g5epNuPrS02AgkqkUrCTjgKgLBaENP7k7Ei1vzHlpFU7c45/FJNTz4LT/CVbmX0Oq0kFowqs9AMm2t44Klm3NvlvpZwu7wGUa1WrowUqVBDTIMFxMxUMTvmZK+qKhewKwDLcoz4uUDJiZeBiPy8LQg+/5cLMWAs+AEbowNU6aIiaAeKhUP3EqPJ7AG0CYfkX6gac3QktwgKpDI8spkmuM1Fb0hXKzJuCFMHV3yHEN9fwi60tNEE781DnwCEiNYXnvkcfh48cdlGNJsF1G8uXjgNiTCrEBK+kJoDTaIlIlv1c8sLwBD5rbDTPoE0lFYO4APTEtknXWITSmiHmvYbYoI/gyvQ3jZDh34GXo/lIYlLlWcY05qQmN2YA1T+Rr45lWOWo7lWRUFcpCI48iAlH8GgJUqUk2paOlgarYqyiShI12QIV/p6SWTBedQQv0nbQitlcaPd2bsXbNaqTT/dA4QWJ6qp6AlaiHYVoU4qKlOYmmGhp/D0DTUxHAxSSXNMKgVwFxFq87vS3DcQW4eBqBl45ALmViX7h4QQJBYi605K7QjOkwEzOgm/TqK5YG8xn25JNP4bHHHsfSpUuFgVrOwvcmkxYPPfQQHHzwwaitrRmy2WCPKq6gJuUEnpT0T3lVufDdLHwGeej9MKw+mCZlf7wPY5ZrDGqpjym8n4ebusbMFd/Vc35EEgxTxT1UTpsUrhODD4qtpby1xsTWElYW+ymBLfbV0SbsBBMob1YhIkzPVumLbHMCuLwGkVxepOUcPCagabZy/4pkmcSEmcaowFsm8GVYuRBQUbFP+TcbgI2PffyjlTbTkPUvv/xKzJnVCI3vNUkVVinGbLvx8lYd80GOsgPFaGJb09dJvcuLCzv0nuR1VGzmSsAvZYfQixCd0I3NRRLAXGCBeMAp4F8k97zmlM0WSBxlXEJpYNZEOemLY2kz4s0uUw11F6aVVQUEAaLYf/S8nFd6KIE7DW7GADJpWATBhgWEFdjFAgQTKTVLg2EZMG2GZ/HZPto9MvJZ8fg8X4cXNuCcC27C6R9PjilF8Qd3TMGiRYvG0pSvyW29W2omRZKYa7xIAml+UvkavxaX7QDXa/GqRuc0HgyuG77/BK655ivQdA0J24FRQYK9ArqaoWs7SMz8REpE8hLHrJI4xr5eGv29mPSlBoNjfNaPqbcoKnIkcQwSCEPG9yagc1IQ8ouMiA3QA4JaG8adqTUcqBWflJvZAnfzIzAzz0pld7iFaXVeci/YUw6GmSyOC3706edxxfW34c4fXoZ0Jot3HvdFLPnhpZi14zT84q4/ixfXvnvtktt1zOD6ypnHIXSZDJNWkyyjFi8t34CzL7kJ9956Ifz+5fB6n4HvtgN6gFUbHdz84yW46qIDqrommYyPE8/6O375ky8idNqh0wsuJzGTYWReeibDSgMBadv2dOji7aIqcAAHxYya5o3BwYQpEtag93kY7tqcwbqajEBisYO6NyJ/1I4WAAAgAElEQVTZsr+qqMnv1QBkONCsqhOc4I1ycfSZFYBHYKu9LHN3tqvvm/B1A5oZSlqSYShJkAJ8TKnKE9QijX6kCQwZo56bgOc1w9CnQkNagK6AQQTBgAJ2yOyoAvyiZMAfWKnkyHYjzBqa13PSq0XSjOH91DggdLMGAk+HiepMchd+8hpc+7W90dxYuZcV2/KeP62GE87FJxYeWnFP4KCfQBej2y2bQNfIki3KpqWNWT93bdqmIczSc02DVrsfks17y2R0rJ6FuQp+ehXgLYMRdlbF4iNA7mvTBOiykjsJ2DH6RFk1Y2lGVQxUKRNt8SiKgSpOsvhFZkFkqC3fyTgQllUBoyons4nfU5NZpOELkhOtfJV/U2c7lr/yirCahOESsRU1ek9qlgCEs2fOQHPdgJIJCijNk+BzUEmPhdUsyYMEftT5jCeDK+7cvku57CqZNEpBIrARhLXQyNhCDfTWd6GmcedR74VsNotHH30UDz/8KNauXZuTK8aT77gQVPjdNDTU1liYNXsG3rD37th11/ny/ozN1IVJx2stDJO8BFB563A8oCOgr5wk0qr7bSTwf9STiFbgc9ZzdXkOGSGLCgS1JljSHX22FCK92FsrM0a2Ft+/CQFIdDJR2A/LHshx20gyLu9q5Y9I9pvIwgSi5TsnoXz+YCuwlwCXFCEjmbm8i9TfFBNGJeoVvrvLfYaUe/3iZHKyk9iWlEH6Qb8yxA/7oYlvGeV5rzbwiyxeXoNS4FfEZBZWc31uDDAc+KWYjpQVd0A3O2EajnqMDVrkuS3jb7cAtIxluArMliJN1oDmhzA0+q2Nw73C+4D9zO1B6PdA87oRaDZ8qw1mjQ3TyHuLqn4aAV7i72XIyFOSlvsB0+mCJZ6X+fdCAFMS4YPkfGipubDqdhYglvYDvqNS1PNpjOX2vOHXO/O8n+GzxzeNCeC6eUkrbrzxxrEfzGtsD95PWBxi0kXBe38S/m1+amhh6LXStNsBrtfKlSxxHuMBcMUeXK4DZB0LBoGuJL1aym84AbrcKdB1Al3Kp2oylniAwMpoXuJIaQ4rYqw2K6ZX2WOlcT5oVWnyReYjnhS+mhQyYY1JbbRLlu/CvBiZfVHq0ARM0VoQiqfWDJEflpLnSOpLzzKE3Q/D9NaOaP5NSWJQvwCJKQeU3Bcra1+98sd4+KnnkM06OP7od+ILpxwjh/eRz1yMD73nLVh49Dvk30U+cju04PZrPoDG5IAAXLCn4+XVAzjnG7fhdz/8LMIBRs2/LOwSIzkVK1Z34cZFi8cIcD2IO35+sXjSBAS53M5RmSGcHIdWG4zktBEmxQR2PYTZ1dBooJurzUWWu5L0RYlMG8DBMsEEqbQRMOPg2QAI9AhoFv1b42CHVHGuxwl5VE3WTOiRx5PyeyoGy8YTNMtJEJ326NxWCKhVbUVZZAIcnJEVkrBh2GRW1MhEr5JF4uw9AmetMPRWGJRF6Bwoqth5FU3eh3Aw+BX0qolCdG/FjAZuk+3fhNDQYaUMmFYe7A31GgFrYt+twuPkZImpTZ5jCrAl3lFVLgs/dQ2uvWhv7DBtKCOknF3ecc+KqgGueP8y4Gf/MyHSxUK/M+WlFgHBWkLM4TW/T55ZbBvf0eGlA8BxJUU0UVedofhw5yryrWw7QmcZ9GBNVZORkAApGuAbNKSfp55nnACJ2X4hUKUmRaDZduRNJNI/Aar4XU1SctK/rQpUldM7RlknDCVtcNkry+HR9L/EYpkW5s+fiZbaDPSgtIdHgBS05EyR8hYu4w1wiSQ2YNIvSWMdMANX7MY5SY1TWj2tGVrrkUjUzx4BpGRlIosgdNDXvQkvvfhfvLz0BbjOgDDYLTOAaYTy3TJDWEYAywphCBOVz5pAfAEbmxrRNnUqpkxpGvYdwWcfGa305zEsH6YZjIufoOyXiccu2a2UII/TRL2cbiXPWoIxBLsJvtBkvlqQVj1bCGpBJ+hBdgNTriNxbfTsKXwOEZzi5D4UlhbBKL5PbZGDqfAPlY6pgCoblM0poCofWlGq2FTOqU/2Onnwi15mLOrEhZ1+eafpZNG+CsGvIaxmYX4x6S+S9Ju1UvwcDH6x/SU4JZIv6gbliyP3PUXcowWCH4WrKCDa9z34WQK0LGEScC5IDC/nQpcAtQYzFzm69/QpQLIBZoL3aWkwTYFeyv7ESVvwMj5MyrLJ+LLnQq+dBbtuPgyTwGvxvCpWu3jZDgG7dH8NNDCwp3rgbrsHVzkdoLp1vB9VV8ys7tPyW5mfLgxwGuvetq3ttwNc29b1GNejGU+AKz4wAbqyNgwzRCKhEg/LXTxOQr2pMATosicN6Co8vmKJYz+Y5BgiDU1jiiN9vdSEvZLzKvf8ZU4YgVohSzIhK3EDJVNhFNNLVXMIEIa+LioF0pT1UAFeTJosluowXc7IgVqUYxjDgFrxMStJ4tPQe/4BUxv+QSdpgPQtaVwAu/F1ozIeevs4KTCQEhPuoYtcBz8NLSDrhnT/NPzsRviZNQL2Gcl6GFaTyF6E9ZNZKQQBw6qXKsfyle3jBnDF18V3NkNzNkKPJqzDXVfxnTAaoCfaoJvFk7fCbchsCdOl/WEIlNFw2UhMKbP7sNrJVQumDDLIL/hdyIoyPWasQQCZMjmH+M9ErDMB1EypXov0SECzaL0caMYJARlpjPHug++sgR6sgikJd9EgqUp0WPqpTpnsLBj2LGF80ETZMDtlQFnt/aeALnoZtMI0Sie75iQMQ8CvPvheGl52FSyrE3aCzwJOkrkECDkZoklrES9PXT7PM0XmoAf0tOE21U7s1P62BYAr94wITJFW6FYIM8HbjxPJwlRD1UJ+eh10ryN37sJkc3Q42QYkmt+FZG0x27PMjj/iagJ0Od0Issug+ctyoKL4E8UeReJXpHyJlNF63ptIpCCc4jCVE/QDq4NpqAlH3rj41SMLGnObhiHWb9iAFStWwPNKT4Rs28Yu82ehMdkHPSzt3yFpmomdhoBbPL5xAbguewaLf/IVBGhBYEyHYU2TBDOnbyX0rgeg811WUAzn3ejpDdDqdoVppSTJVRlUFzOq8iClun/TA33oaO/A+g3rc4mL5bQxwdLW1lbx5mpqbIyYWgS1yB40oFv0gsqzV8vZ53DrxClxvmNAI8gGBUaP9RlU7jHFbC0WEHSOpUZJyBV2tDBU4oxF/lsxraSsR19PvVnSDzWRIXIMYUVSQ7KqomePFHkSInFTrKtXH1BVbhuXu17hu00Z+RP4okx4ACD7qxT4JZK9sb2vyj2+saw3FPwa5Pkl4BeDtmqUhFTbDMMsli+O9vl50CuQog3xfS9rwQgy0MNN8n4pWWzOgVrdYhav+d1lyXF9JOFZ04awuYYepwJ8Pb8WbiYBA5ZIxHmfUPZPM3s+/+hjGVufFBY3i8Cu7DopClUDdm0HuEbrQdX/3bs5qeqmvBUn8bt5CqWyr81lO8D12ryuclYTAXBxv3wJuE6IbDYJy/JlIljJhFQBXW0wjR23iRj3PNODkgpKHNKgv5dielHiqBhr1UocY1CLZrxayEEGAbWRE19KdcuY0i1JjkyW8yM6c8BKZz2g7wArwa/GsoyUmaDmbnoEZvo/UukddgBN76jkHrCmLICVLBeQGf7GEjP2npegZZZBNyghYVm2Gwg2QfM7lZxDS0LTk9LXAkrWKHEVfawaiI03wBUfrfi5ZDdCC5hgM/KgL2B1mGyuYeLouU/ZX5q+VKSWFy8EubTkLOh201Z5CqmJBj96KGgWhgY8glAe5SV9MNATSRALkgKlos6+p6qM4l9C2UbRz7GchBMXEwEHn8Zc6PZMATBjHyQOxmKGWBBsBjSCXf2jVmGHn/TRDy2BMGiBaUwTY+GR5Y5MatoCN/sSzPB/MLQ8c0UYImTP2U0CKitDYd4vlB/oAmxpw/hsVXthtybAFRvjhkgh1FsQMhXRVAPpIOyFyUmDRWC++OxCAqHplZKqWCSjCA04XhuQOgjJBBl2xf5H6p2i2Hbxz7nf5fyJyKCKjNRFAhhL/xSTil5gjGUP3U4Y4QYYukrtVEv+Ph7tnvaDBHxtinisMRBgLNXuaq/91tqO7b927TqsWrVq2CRBJgjuPG8n1Ns9kbF7Xs6tvGQ0+PTNS8xQk01d+RJR/kVQNAwTWHz7vajXn8BHjppd1akyRfGcS1/AT2+5TvqggO2RkT6/+04ndGdNBE7H3mTKv0iANz5zzeElxkMOKgzR09OL9vZ2tHd0jJqyWLi9ZSUxddpOaG3bAal6G6almFrVsl7jfcdm8Z6jg6dPO+ixsGkrvhAhQWFXAgZiCbi61WKgSklVw4iBzPcJiyj8rhi6lLmqdwmBKcqs6AmqWXNgJvm8Vh6lrxZGVcXttxU2KAa/0gXMr0Lwi4A1k1Uj2eOrGPzyUQ8fNcRSYSczMImR5tID2bfKuwi0KWCR2XNbEPgJ6AS7QMnoFsDjmLVDwlt0GsVX4TGn2FwtQLJxEJsrZkjHLERKaJWs0xFvT8DS1LXKJxGTEd8MaE2A3gCdwS1mcy68JWa2i7Qz2w4/u74isGs7wFVen6lmLfcHfCdNIrIVIWnWZ4fOTao5/m1xm+0A17Z4VcbpmCYK4MoPsgCGDrluAqbpIZmsjPqqgK7pMA0yutSAZlta8hJHGsDS0J7VSQJeiu0lg+thJI7KXNUTPyCykKoFtUq1h2JWqwjsUCN1m1UrS/lUBDUIAwUO6UxpE0q+MrOP21ckib3LJSXR8FaPCOR4YQJB/cFITDmoLNBsuOsXV5Ayfevg9T4Jw10Jw2AoAH1BmGQUmecKeKAMq+ilElpTYSSm5uQ/8f4nCuCKJ9Z+hpLFDaNKFoXNJcl6bdCM0mw1sp+QIcg1NKFLgBNOuKL0yq3b/xUDUIUc9MNAFwyROZR/Xw+GbTl4E9CAaZRaPXRS6clC1PNsMpkEiUlvLNM0lFcZX8BGFqaVFhNZ6b9FYBqNWdXvNKHyR0vuMaJYb5T8et4UkS8ODr1gv3TdPgRBBzR9HXQm9tEHrmAhJwLJOTDshohFF8L3Ac9JwncT0ALKiBV4TVPgUrLHSq/rZAFcykiZE0wasNMEvgm63gzdaoZu0gNFH8K0dV0HrrcRprUJplnM+mSqXUBANyQzVm7k3EXx9FZ44WxoQZ3y0REWTcEX+1qUAJg3BSZbVe7KgqLA8IwqZahN76GsVNwNrW9E8H646yI+g2gGxBTfHJPctNJrvzXW532wevVarF2zDr4AjfH7QjFtXE9HKtWI+fPmotbsgh7Qt0P9TRfvQnXn+8Y0aM2HIJGarhIVI29B7t9zehBkX8Ltv/gZkvoyfOSoOVWdKgGuc7/+DJiiWHKRz+qCTol4CSN1KZjwmUuJWiVLGGLz5i4BujZ3bQaDSkotZMJSCpeqa0RtQw3qGwlshaitSSKZSsKsxMi04APyZvGGhP/RV2s8zOLjQof6XsAKjn6OpX9MFyQDjVYKlMTpYBFQxFKqsBE9n/ksjmXmcuvGIAlXK/QP4rsTdVLwMPl8NWvGNMao5FJuX7e4BQaDXz4l/SJ7VOCX+FmK7JGAirLLUEXabZ/5JUUo35KAG50yY1uDJmnGykeVLHW5Z0W6GoOupXsI5yyek4LT50DPrIfmrJRiGD0KQ2kXpjtzzMRQmbxEupz+pthc02HUcD4VRtJaBWqVWph87GZMWCF9PocWqPMFcXqxNMm7nUUqYXqZTZFsV+1bgV1kdtE3dngZ43aAq5wrWd067iLKsCefwWWdut2Dq7ortn2rrdoCEw1wxSfH8bAAXU4CluUikSw/xYzbep4hQJdl5it3W7XhRvjwGKhR4Fc/fErskIGupRHS14vyNtLAUT1Tq9TH50GtJEKNbKbaohfU4G2owhGmF01+Q6Y4sjpQQ8dsuD2vwOx9BJZOr4zhrpUGV2+DzpTExt2qAh9j43/P2Qjf2Ygw/V/oznKYWveIprPKe6MeGiWAlCSWWCYS4JKPY4Xa7QXcduj0ahqpT/BseE3stmHZWL7TA2RWlPRaCJCMQK7h5Y4TeT/Qa8mnH5GXgRF2wdD6oRcwmKr5bJ9pQWEtAo2DqaQwsapJ7YoNzwkyGbYPwyRbNDKMLTqwPINMmGQxiyz+mQmXYrpcg8Cvgw4Cwxyep2ElemGYLoJsBwyaZRct9EubJql7SvJEUL4WgU+wbEoOmB8qe+xVnl8iRa4c/JoogIvtKalfWgNC8edrFiadzmTDCMyK2XSFjKrcz1Eyle9n4TFlMtwM094CwyB4S89AxYKF2xUBowVgFC+bkZJwDc+xofl+yXTJavpbyQlAYIrMBEE3TGypqk+TdUgmAL0MTTMxuSyZKhsiDsvIvTOk6s+d8bqzKBKxquhJBFu8oJ559n94/oWXkc54cLIBsm6IrBMgmw3heiHmz5+H9737IEw1n4UZrFdpboOkaJ41F9qUdyFRMzV35HwHuJSQpl+EHijPvnGRKI4EcEWMQD+7CboEfQx9xwWU9QjIVUFqTnRWvBc6OjrQvrEd3T094DkSZGcxyU7Vo7ahHvUNFkyZL+eLA8JpMk3UpFJI1aQikHf0i1yuWfzoQBX9qaJrL8y6yKNKJH+c6NOPKpICipk6f2YYDhnjffBo4u+tgG6kxd+s2kWKF/qO0KzZMJMzKgp5qPYz4+36BzJI2AxIGMoiHbxvPwjQ359GQ/3Q93JPb78AlqXYqGM9xm1t+2HBr/jdJgAYx0juNg9+se8xaTDUNZXmHCUF5wOG6H0a+ZtG4JeYULIsR+khv4IeVThzNXgDIQy3DwaZVCKBZxgRmYvKjTJgEVyKhFSBcB0vGgPmgUEWSem3GhqNgNmAwJwCmAYsm1YNI8+lSrG5Ru4/scE/P7NBSRy1BgG9+EWmLQ3qQzdmdg0UsZi3A1wTd3c6NzDlVSkZYrP5yfi3ddr2FMWJu6rb9zxhLTBZAFd8AsJqcBWjiw/nRKJSoMtC4BPoapvUCPexXACJK3b74GbWAd5GAJsVZZgvNk7q+aVHnlmcmFdQ8aoU1BrtPMQ8M90OuFsQugECL0Toh9B9ZZash/QX4IBcg5fYDWbLwbBTbaPtNvf3GPzzvV7x04LfLmmQEm3vrIfutpfHiBLW1jRlqD7MEgNcl573prKPb/CKJ56lTOZHWgJGgTsboZVtQD81MqAfak7nZ7ugZVeVbAOfAFmKEy4amE/8EjNdCFRQYmKEW6IBWPUVWSVBVF5GPA/DYPJg9ROhwlYQHzYCcay0DkpfrLS1mPTneJzA+bAtDj4DhD5TFwu9COLpe1L5bmk6PM+Gm2EyWwIm3aQ5KJVUrph9pnzMxNOM3mbiaaZ+p9Zj4hHvuX6ETHqVNKx82iOZnuKtp4f42ElXjtlkPhvOxfHHHoZQS8HXWgCtEZpBMIssLdaFaageGagXpEuRVUUT9ZATFnoURcbqlAhCJBhcFHAlUimyv8zixEWyPDR6vgx53jGFkqbRCQU4ZkzooQ9T4+So+r43Uh+QSY3Pa9wLg6wuvXJTVTlP1MBHKwyrJkqkK//9VmkflRaOUl1LA1WU/CkzbeWrR3M09sPYTJtgBaUt9LqMzLQF1FBprTGbl6mBv/nNXXjkkUdLekwR9Nx7773xwSMPQnP4BEy/veSpePZ86FMOh51qkb+XArbiDScD4FLtF8LPdkB315VkmlDKo9fMyqVDVnqNeI7rN2zG5i190C0btQ02Ekm27cjPPJJEaNJPkIuSz8EMDV5vZRZvQny1ggBGFDSj7FkIVKlrribjCrSSax+BVPzOa88+INdffs6n9pYj/VNBDmsROCuh++ukz1d7jwqwjlrF1krMgWHVTio41Nefxvs/+VVs7NgswNQ737IfvnnBp0te8kzGwUVX/xgPPvYfEBD7/c+vwuydpsm6N//8HvzoF/fJz18+82M4+j1vHrKPpUuXVlUQjHfEfsv7bt68eZV2yUlfv6iw46fF74vvt1xhpwT4JTL/CsbBE3FS7I/yXmDAjc2QB/bt/POcthlKhcECCRUGvKdVEU1JsWNuskqF9gYCaE4aVkDwt/D9QnhdSXMDYbwCvjAZfYT0+qUXsZWCYdeiMFtHWMhMqk3w2EoHfRS2y2hsrtHakO2hgDYW/prga42AXq/SRt0eGGAaYz/OueBH+MzxLdtTFEdr0Cr+7lyviq65JQa68g+GCfm7fQaZma/NZbtE8bV5XeWsTj31VJx+5jzsseeOVZ3lC8+vxfXfexrXf/9cWFb5g3nq1WlG7/sEuhzYdvnbKkZXIgK6yJKovMJa1clWsBFBLd/rl8Gf5q2DHnZEpsTFE7T4paFebGT5kLqvAC9iNzHwVThoHG9QKz4tkcllNwjNvJBWrow7dWVoLwClAd+YA6tuT5FzsYobyxtLSUg5yJf2cDYiELbTRmhhd649ArcXoUOgi6lKo3laMT1xGgx6Ug0jVxW2UWhg+WoHX73wsgquWulVb7vtV9HghT4uHhDJJZVUyoMWeghCFwEZKTw/0JMqHqDlKfryu8gLITTqoNtToVuUjhYslM5kN0f+MCVYBZTwpWZBq1Q6U0ErqMk+JYhpGNgs5zOW6HiVYGZHA6I6GEZywlkuMvmTaHddBqeswpYz8ZJUQN8UIotpqeqoTLy8AJokfxHMKRjkcsJoNIh3mEsDeS/ImcyWavKhnmb5YACuL71f2FMqej72qBGJJgfAwq5S5uif+vR5+PbFe44hRXEl+vx9cPxH3yteN1JBpiSQYBV9rWiiHruv5fwAqzdTL5W4SHmLhEgMuu9F1GQ0REAgnzmWtK8ZujCN0QfzFXT3olUpw1QhBPSU64TBYJGKJ1oaPPHpaoVusL9jVJ8ukYrEsGAMWkXfCU4ooCrPrsklvxUAFmTSFAJVpdJSK5X4d3d3Y8mS3+Cpp55SLKRBC9kp+++/H446Yn/UZR+CGXSWbHrXfh3M1nfBSjYpYCu7BUGGjK2VJQHuyQK45Haj+XNmIzRvw5BrzfsxMKbASM2sCJCI30E0izc4LtJdOE4vBgYGEBBILWilHHgVSZ/Un+JJjA7LTiCZrEUySWNsFvhsuG4d9JBJcSlhDUoKoDCqYqCyMqCqkvtF3uduP9zMcsXWQv+Y0h0VW2sHwJoNK7nTpLK1Cs+bQNX9f30cR7/nUGzq6sX7TrgAP73uy9h9l6E+cAS3tnT346oLPwPbUjJbMr5+98AjuOHWu/Cja8/DzBltIBCWTOZlrjIO8rP46MK3Y86cPIuxkvaP1z3l01/DvHm7CyswHn9NVvp4Ncdb8n0Y+SqqQCHeG5Q9DgK/0CPjrsFJxuN1DKPtJ1fok8JZAMPiezITBVCMlJ6Y9x6MfecYVOJmdPiZAKZL5hOLxsrBk+x1vn8CrQ5BahcYNXOhJXeS507g05h+C+D3QAu3QAu6VAgGw0+E2cXnxESwuUZuHZkXyLsrCR9N8AMdXzz/Wzj948kxAVw/uGMKFi1aNNql+f/u79nv1eUZXJFWMcfgmsB/22eOrFB5NV+I7QDXq/nqjXLs48HguvGGJ3D1NV+TF1Ai4VRk+qyALjIvLJEuVgJ0ibGjR2ndNFiRFGhrXioFapGmvxaav35YUGu0Y8y9NPjy0FRqkJRu6OVFI2w9JSlPlE5UOmEZbpBBqYbmbIgmuMMdIQG4pAKYEs1g+6skRxsIUpJsBNDXq0aqxRJL7XZAC9qh+xskfbJQghZXzyWVcJSKtkolbIaebINuFJv/KoYI24mJOQS/yO6aLuuN94CvlMl13Fo0sHbSGxH0/Aums0wS2dQESk1YBPIqKL74ZFQkZsBMtkFjLDMHcaEnjBk/s0FYBQIsRdVM7kH+0xtgpHaCRs809QkyH6p8Ip6/zqpaqcNzMzDQDZ2m8dpQP7DR+m7h3zkZ88Na+BqN4inViMyeK9nJGNdl3/AoIdMMMW9W8sWhE3VZzyd7ioCYC8Mo8BSThD0ymehFRWzJg850NXpq6E3w3CTgasIwIuNrspaJkihO9PFL5RnK68RgCqXfO4gZp44gpPwjYsap+0iD65oIHAMmSnuKjNexS38Qny6CvJ0w0V+Wz1zeXy5KjQxteGELQq1J/IMYmKEYVRGjhqwa8XehBCyWf0XSL6a+ye/Uvgq/j8dzf7S22rhxI+688zd45plnc+b+hdtYloUFCxbgqMP3hdX3F5hBV8lduvZuMFsPFwbCaMBWvIPJBLhU3yLItR6a114C5NIQGK0wUjuO8L7lGEYxPoLcRJj+V8qLSD2dyfAM0D+QRV/fgPwsY5ggVN99mrKT2Ub/vvzPihFiQdemoq1tF8yetTvY9pPRBwovKMc3ZKGH2ZXQgrVjKlKod3YNApNsrdmSfLytSflOOfcaHHHYgfjwkW8p6tdd3b049ANn4t6fXYG5s3Yo+ttHPnMxjvvA23HMkW/N/T5mrbtuVxSM0o3jjj0TP/v5qUilKvR4i/Z63rm343OfOxlz5+4oFhNhQFl3CmHAZ0eNfMW+quM9BhrtuTFefy9mfg0Gv+j31Q8NvRMOfsUsrcDtkUAdAjpI1MBMmlGxpXJWMQtinqvDSweAw/MwEVJ2aO0APTkDJr0t5YuABhneyiO30P5Eja+3IAx4XN0ItR6YdhqWxSLcyMtY2Vwj7f3M836Kzx7fPCaA6+YlrbjxxhvHqyu9ZvaTvY52LIVXV71b8svE/Dtx1mBbDvWJnZu7UVeTKgLxh2tsvtc6NnWhsb5u2PXjdWpqUqivnRylynaA6zVzeww9kfEAuG5a9ASu//55cF0D2QyBFxfJJPXk5T/4fQ9wXJqTWrBtB1YFjK4goOdNDcKQ0sXmSR0oFYNaZGp1lmRqVdOFFPPFQKBPQaDtCMOeDo2+WhoN7WnQTBN7ZWivU98vzK/KPokm935mI3SPyYTDs+jEL8BohJ5g1PrQBw9BnJDeOkJBzyL0sgh9X/nCC/4SQA9j41GO5vsROAS+mEQ4Mr3PHbAAACAASURBVHuPJutgxHuiNTeoJ0NHTK/1VmjmVGkbw2qZ1Gs/XEtTtuFsfhpG7z9GBYn8MAE3tSfspv1hJpV0R4A/30d205MwBx7PtQ/p6vJ3TpToTdK4jwCGQhEnsyz+IrAmDc8Kny+gmXhfcD1+j9pbPCLAFER6wvXCJLClZ4uuR6WgGWn29Nai3I2DbPrJjJcEsbKePXRtAhZkdWlWCJPgSuSt4XmWgBkEthiEUbwoCUIRa0tAXQNOJgXfS8BGFpb4S03u8moFuOJWUtfDgk6GnUam4FBZIJlLGgf5BYM4Mkk9x5SUWAV0jTeoqFh1inupgE/fy0IP6D1H5ikfaASqouKDSEvJuqPpOh/A/M4wBPWzJMMR8MdUBOY8WKmZ8pwqDPWY3J4z+qetXLlKwK0XX3yx5Mq2beNtb3sbjnj7njC2PACTCbdDFg1uYnfoLe8UVmCQfRG6v6qs58FkA1y55256vUo8i9Iepbik3l4IjKnQEzuIOXws/WPiI4NOxEfH9CTsgpZdNFCXvsDJadQ3VPMoh+A4cZE+XXzWD13o12Vi/ToX69amsXp1FzKZrABbBBUPPHB/zJpF6eRoU9nRr/VIawhby8vATS+H5i2Hgd4xgfjy3iZby2QS4raRkF3q/Dd2duHtx5yN3956OXaeU6xueOo/L+LEs67A6+bPxEvLVmP/N+yGqy78LKY0NWCfd56MPV43Gy+8tBJzdpqOS849EW98/SwE4QZoOiX+6v1yzIc/P2aA67TTTsa8eTOGHD7HwyG/CCAGSQkUUoAXga/8c2ei+87Yet7IWxeBX94AgiBmfvVFKeSR5xel9JT5RYmP5R6TArUcENTSyJry+yPpvRqDSfEOKQR2E4wk/dqK5Yujfw7fLRy/2giCGhVE44fiWydjOgG1eQ3pNVsnkn2gFprBIkmdpM8Wgl8x8OVkNyDEWphmt5LZh/xSbTD4SVG5N9foZ8U1tntwlddO1ayV+U7j1vCYR+Ls4vf7qrUb8bkLvoMVqzfIabAI8LWzTxzWt/CRJ5/D+d+8GZu7FFB2/NHvFPk2bTC4UB7+zetvw2//8JD8+91v2x/fvuT0apqo4m22A1wVN9mrZ4PxBLh41spMPiFm8obpIJHIVAS6eB6N6E2EoQk74chEtNxFAV31QEgj+sYJAzsUqNULL7NOKpl6sGlCQK1Q3xFmYsaI1c3YpD0MoxTHIEpwjIEvjrHl5T60FSkzUJLEkaWB4g9AEImpVwU7Ui9VB6GfhsZUOSZI5vx38p+XT2oh1VqDn80icHpgkLkhccpMkuGLnYO/AmNNTjD1Bmh2GzSzIWJp1SLUp8EQDy6ytBQ9f1tbeF2cvhVA9+Mw3OUjsqs4mHF5To0HwW7aPQ/i+T6cjgeLQK74PHlN3NS+SLa9s2Q/H4lpxvQ439uEILtaJpy6NhAx9wiWxdLK+Geh6QlbSV0b9V0BPvHfyDbggK9ezEgNMwVDmAsc9MlTYdyYZuNxnWOpnCcMIQ0mAXWrtL8TmVsEBgsXzzXhegmYkjrKpMTIAwfeBIAtw5/xqx3gis+M6VVuqME0N0v1eYhckZMzY6gPEa+j6xgShU5O2FD2XB6oEgZNzKTM0ShthAJWFDKqaJpNliwZMnmPKjKpRL7ICY+7XGLTTU5WKwQYlE9XPQJzZ1ipnXNA13j06/Hax0svvYwlS+7EypUrS+4ykUjg8MMPx2EL5ipwC6X8OTRk7dcDjW+C7q8oG9iKPzAGuI5618yqTqurO4tzL3sGt91yvmJPDbr24neXM9KP/ak42dQRDCyF6ayJPOT48Ro0TnjZy2r2R2LKAXJMUmQKu6CbDFDIVjTOicdKmzdvlsTFrq4u8YCjgXtnp4cN67NY/spmAbUcpvMMWhoaGvDWt74FBx54AFpb84WfqhqrxEbiG5rdgIBsLX/1mNlaZHf7wtait1bDhI3NxuP805ksTvj8N/GWA/fBmSd/aMgu//j3J/GjX9yLRVeeI+byV15/G/oG0jj31I/isGO+gN/d+k3MmTUNv/vjw7ji+l/gsfuugqZ1IsQWsTTgMpEAV6k2yLPtkzm2vYZUxPZSLNFtGXCv5LrG4JeEPBV6fklaeRzoEhneE0qKwK/RQK1SxyAJ0Ozb9K1MJmDY2ggAvgK1lNcd3zNmUeGG4C/HEqGnSfopC4ODbRWUlH0Y8IsMYb0OAYE39MCwOlTSojDQHQHsxCuT7POQvqJqXDbebK7tAFclvbWydTPfiqxZ5IUWxSlyDDLB/06eU8zO/sx530JdbRLfvOAUrO/YjOM+ewkuOvsEHPWuBUNOiCyvt37oLHzm40fhlI8diTXrO3H0SRfi8gs+jQ8ecagwlo879RJ5/pz00ffiLQftjd6+NNpamyprnCrX3g5wVdlwr4bNxhvgis+ZYJPj1IGTQcvug21zAll+ixDocrKUbjAphEBXBWwwgiheAzRMF6rveFDf86DWWmgBo3I3yYSqUoZL6ZdknqkloBZTg8Zw3Cq9keCTjyDoR0DwiT5KegaaNiCVKLiboHmUUY7MPIklibods4sCZX4d0CCa0bGlq0Mlz5MvWtnOFXYDq2BirOm5CD1PvsMnU4JVJyA02yQlkQwtzWiFbtG8uWlcrmf5PXFsa7rZAXhdj8Pof3LUhDaPbIDa/ZBoPRgGfVU4+CAbrP3PsDL/HNLXhOZeewCSbW8dFeRTlXgHXmYlQFAr6KwejFGzRfE5E5mJPguGTSC2Ro6RoBDZZDGrjN/VzxHTLCBgxIG++p0wzUKCYfx3zDQj6BmB2wX+T/zcsYJmCuCyAFODYXmAhDxEkeYFJuY8ZsV+UwuNYimn5jlaNiVD+WeS7xvwPBOhb8AIyQ6LJKPUNAoQGFEZZU/UkxKUjVk+nEsPXk+QaaVplXFMDDDmP/O1AnCxRThw50Q+CPtgpfQiJp0Mw3UmwlKaXPjEjWSABMicGsBXHkTKKDsy1DYGA1UErxLiV1RK8lcOq0HeBW4P/Mwr0PyXFdBV4SKBCL6NwNoFZnI+TKt21Hu4wo+oeHW+M5577nnccccSUJ5YakkmkzjyyCNx6H4zYGz5IwwMjQ/3QwtZezcYqSaYGo3HK2sfTvQW//Ip3Pf7eyo+h8INTKsZixf/TBnpGwqsVNdeGa2rZ0neTD++9q7rwmv/PazscwW708Dz8lADr2FvJBspOU1XxFIf7mQ41lm7thfPP7cOTz25FJs394DG/qMtnBBMnz4dhxyyAAsWHIyaGloDVL/E7wg3zX69Enq4pfp3RGSCH+jTAZNJiDNzabLVH+HEbzmQzuCMr16H+bN3LGIYFH7yk//5H65d9Cv86iYVPvPQE8/iuh8twW03XIR93/VpPHH/jahNJcB97f+e0/HoPdegrp4gMAEuNd6abICrVMsJg1uYXrawvIKAzHxlMaHryt4hBr4mvuUn5xOKwa8BeG4PPKcdfnoNdEkF3ARNI1jtE7pSRbrIamK0IyQb39fqgUQdjJx8kUPZ4UGtUvsUuwjPhJfVc0BXOenScSFZ3i1SSKkDLM6fmCzNsQa94kgvjTyLOfan1yaDZAIHbibkoA4Wz7/ATH+08x789+0AV6UtVv766Wuacx5cMa4Ve3BN5L+T527OHSTTYQ8+6nTc9v0L8Ya9dpbfX37dz7GhfTOuv/zzQ07mrw//E2d+9Xt49J4bcmmzV91wO8gCu+GbX8DfHv6XPHMLgzrKb5Gxr7kd4Bp7G26ze5gogCs+YXpsOU4TAp8miFtgWTGro7wmIeaRdTiZ5PZZVOInz8/2vSZo2AFWFRMIqWJ6nMjETK3NEwBqtSLU6cO0IwyThsSjR1OX13LFa+V8IJwMnC1PQHOWyXtONzUWksTQni/z+MUmHB2jSdhTnIwLMDUCS2u0Y+ILNAwof+OEol5NWLWUVB4otWRKXxj2iwcJQZNQ3wG6MQO60QJVaSTgozzHXm2DLvYjp/u/0HoegRl0jNhUAVkC1hyYzQfCrpsj6xLkcjfeN2jCpXbDSZdffwiSrQcPmSDHUkcvux6hswZaJA8qx2x9uIOMDVdDYydo9kzFMDSUR0SlS8wy43aDGWfyOwKhYuAfyy/pg+VLYlGIQgCNvysEzRR4JswrTe2DP9OcnaAc+72ZdAZN3lRlVHzu+CXbq8mIMIVcnYZ/MDQXhp1SErSihedP5mkdAn75KQkCJ6tRDwkIs3IcsZMkRbEG4JeWlHuCFVaQESKpgjxuAjOpCAjjTCSLUO6/PFD2agO4YoN99T0GqiIZhkBXNtxsP3ynG1oyCSvFanjMntMBKw5lUBLAWA4YV04oNfW9KTCNNlgWr1HlfbKSPkxAwCNonF4Kw3tZmJDV3Fvi22TMgZaYD8veOjJr3n9PP/1P/PrXv0Z3d2m/DfpifOADH8QBr2+BseX+IfJrFixcJqRaTbBrmCJamXRU5GtohJZ4HazU3Al7F5ZzjV1nAH77fdCyy0GJvM9Ev6ROnAyaHiC0d4Qhkvly9jZ0HWGbE+D0m2HotFWoFaniww8/Il/r1q0bRro4dF8M2Zk7dy4OPvggHHTQgRW3m2JrdcDPkmmnTP+r6cfqOa6JFye9tXR7Dkx74pj01bX88Ftx4nbKedfioDfugS+cckzR84Npid09/Xj/4QtAD653LzwPv1z0NcyZuQOuuuE2NDXU4XMnvg/Hn/ZNHPv+t+KDRxyCBx58Cr+466+49btnIEQ7QlDms3UYXOW2lbKaUAXXvK8XwS6OwThmU0yvbZE1X+45qv6+GX7/K9Ayy6A7a6PiowpTEulgIVddaky8J2hVoHw2CXoNB375QQKe3ojAngarxoZJm8Uq0n9VEcSAlzVy8sVK5fhx0qLBpEWD4yYu0VhFGKwR4MUxiUZfMAPZdA0M6DApqaWZfcjCeOwlOHorbwe4Rm+jatdIX82k64ixNYnfU+dtyh3yshXr8P5PfgV/v/O7mDpFsawWL3kAv3vgYdxx86VDTo0FgM9+6Vt47L5FOV+t2+/6C27/7V+E7Uqw6877HsQRhx2ApcvXyj4/ddx7cuBZtW1V7nbbAa5yW+pVuN5EA1xxk3ieASfbImaqiWSnMLIqGRwycdEh0GVoYmRfiSpNAV0t0LUdYJp8UQ8vaZOXH6vzTD/06ak1jqCWDP7oQTE5oNbg7pjtW4Og61GY7lJhx6h0RE4qDIkSDwwLgZ5ESNZDslFMNHXx+WJ7B6MaV5bq/mKK7mdk8q4q52RjzQG0BjhuAoahw9D7EdAo010jhBX6nJg03EQd6HHS2+ejvpYR927ESmPFiablKsFRXtkFlfht8TbkBNJJdyLY8jiMzHNSHRxpccNaoGEBElP2k/4qTLD2+2C5Lw3ZjJ5XQePbkJyyn7RDrg9nVsmERdf6xlSR4wcq8+QWhOZMWMk5wjDbFge5w4FmrpuF52+EJbR9AmUxY4r3gaLxs9YqPnIEkwJ6zYTgcytw6Y2RUWALjV9pspNjVMUSagIuddD0GdD0RjH8zTohbDNE6PUjdNdCCzvkvtP0OmjmDMBolGAExwuRtNin+xC6GwUUg9EMTe4BBgkECLwuwNsQAWDqM7cWwFUOUCUm6lpCnivCpiJjjgwaYVSpxLdc8pvBv5FZo0x0M51PwOh7HIFlQ0skYCXJsPMRcBsCHyU8AAtvCpr+e94UWOY08Sya6IXHTBCa7EjNXQqdyaNVVMCVP9F0aNbOMJN8Bk5OOjCBuscee1yYW0z5K7XU1tbi2GOPwd671CjmVkEABYEthgaEBJNtE3ZNW0XgogK2miJga07FAM14X9849TebXgtkn4ZtKe+kQu6gvDPtnWAkWsoex3DsQ4/RwG+CphHUUuzywUAs5Yq8Hv/4x0PYsqWrZHplqXO2bQt77LE7DjzwIOyzz94jtqPqsy6EreWRrbV5HNhabRFba/Y2Kb0drZ/E3lqF6735wL1x01Xn4Ns334GVqzfguq+fKc+ou+9/CFd8/zY0N9Zhz11n4cufPwZTW5rw/EsrcOr5i9BQV4PG+hp86YwPYJ89ZiAE00V5b6n3/rbA4BqtPQr/TkBWQlRL+nqZI6ZoV/I5E7WuArU2we+LQC0J8BkpAbH4SJQsUIFfeS41Q5ci8As+Qt7LRg0Mmz5ZiiEsidQEj6wApkXZYWWgf3wU5cgXh2s7ApZkrA+XtKiSmwsLTjYcpx6e1wBD4xjb5AhEimtG2CPMTg09w/qabQe4JqoXAwNXTtkqDK7U+fl05H8/txQfO+MbRYysO+75Oxb97Hf46x3fHnLyLBwcecKXMX/2DBz3/sPQ2zeA23/7V5mnEOA666Lr8b9lqwTUmtbaDErA7/nTI7h38ZWYO3P6xDVmtOftANeEN/HW+4DJArjkGRqSjZKE5zQLE8NORhrxCk6fQFfWsWHoIRJJVlPK35jx757XCkPn5CE/QVeAQDf87Dpo/lro9NUYL/lhDGpprQiNiWdqlWoNDtizW56D1v0QzLBYSy3m8YweZ7WIccQ05LTrYdiNUikI+TtOsmlgTymXQYaLijQercor0jTx56LcgvtoAMz5CPWdcPl19+O+v/xbDvfkj74Zpyw8GAFfnFZkzos6/OvZDnzu/FsldaqluR6nnvBuHH80Nd70T0gAYR1u/Okf8Me/PY27b7kQrkspJtkdBDEtrFixQvY/FiYHB7M776xouOOxKAP6f8LofQiGxuMdfhFJTHIP2C0HwkpNhZPuQtBxL0xv1ZCN3JDSmcNgJGqgeWugh+0VS4MG75RUeanG63NgJHeCaU/Z6pPPSq+BsN+8DhhGJwyTDJuR9xAy0Sy9An6mH84AGVmAXRNAJyCfZHooQafI+0Aeavwfh7wEUljhnoLf/uFfuOL6u+WDDnrjLrjqwuNh6Gk4Az0AzewTNiif+t2f/okrb7hLrbfvLrjqy8fB0vuFLanbU9C5BTjmM1fh4rOPxWEHTkOQXY7Qp8yFFWTg+E9dhWu/tjd2mFadNOmOe1YiG87Bxz/6lmiAG2VyymCXvDJLpf1ptpikK88ieodQ6hUl//F3IgtMQC8AquL7bnACYDnXTwIWNj4AK/NviAzXrIOesmAmAoAhGzVzxSx5pIXXzffIimmFZbZOGlikgK4NCN1l0APK8yqf0Mh9h2aE5nyYqbkTKu3iu+Ef//gH7r77t0inMyWbtKmpEcceeyx2n23A6H4gB27lgS0HutEriZcjJw0W756TNkbL64ldYaUUKLK1lhjU8v1eQNsC3eiSEIqAxRkWCoRZWbwQ5EJipiQKD7dIP/TpPdkMhJTXK4n9aMUBvnfI4nr88Sfwf//30LDAY6nPpUfaG9/4RvHn2nXX1xV9lox1nE742ZXQaRrPcU4VYKw8+kJKoWyExjzoidkw7ckN+JnMvhIz4CkxDMXuIYDjanCyPurr+ewnM4vvAUPYT909WTQ3UfLHe2og8t/K+wsS4Lr5RydXfQrf/MbvcNrppU3mq95phRvmfb0SBSna9N+kxFEBPFvL1yu+Xl62MwK1lkJ3NwgDe7DHY4WnLauLwoHjZms6gsR86DXzoNvN0JGR9PCQIUoFnl++zz5AdWAIM+HCEnZr+bYr8TFWK1/k9jGbyySby2Q7jLyIN1fahhF4kvItSeaoRajVSuFZPQM4FyC7LSvAF1O/zz7/x/jM8S3bUxRHa+Aq/j5wRWvB+DMeh07895ov55UnMYPrwd9ch9aWRjmLkRhc/PvKNRvx49vvw6q17dhxeiue/d8rmDmjTSSKBLhmTG/F+acvlH35QYC3ffgLOO2ED2Dh0e+oopUq22Q7wFVZe72q1j711FNx+pnzsMeexUkx5Z7EC8+vxfXf+yeu//4XYVnlGcKzGuS5dfB90hszsGzF6Cp34aDRdUM4mQQMK0QiURnQ5RHocloR+HXQ/I0yEXmtgVpxW7JK63Q+AqP/iYKJCSsyTDDjvJayRBrTO9CMJHS7DbpVO+RSKOmBqmIFZFqInEvJNQT44nfxMVKMmNDPKtYWK1usdvOFaLTBtPbAMy/24cwLf4Lf//zrILp/+MKv4uk/fhuJBAcBBOAIt9XhhZe60dcX4oB998Rj/3wJZ110Ix767dWw6JsEG//3+Mv43PnXYc7Mabh38cUIsQFBsEX8noLAxvJXOnHzzdeV261KrrdiRQduu+13MmiTSXxEzx8LaMbJlNu/CmH3YzCcV0Y1oPfIems8CImmPeEMtCPouAdWsDEaZNkCdwT0itAHYCTbYCYaqj7nWIIYGDtAt2bBTO5UtQSx6oMYhw0l0t7rEnNfw2Q65Og7lYCMvnYEPe3Qs30wMSDsKS9MIlu3D6wGSp37YQx5VnGAQanhFGSdGrzp8LPx6x98Fa+bNxPHnvoNfOXzH8F++zDOvQN+QMPqafD8Gux3xGfx6x9cHK13Kb5y5sew3z67RimaAT519lX413Mv47rLTsdhh7wevtMD1+HAOS2Mx5NOOh3fvniPMQFcfcEhOPHEhZE/kQKxdNFhEbTKs0uqAapGb/Hh12AQgrvhbljuUlmJ/nS+XQ+drNKaRpipnSSpbrSFkzD6MYYhga7Jk/9J/3O6EGaXQfcJJFTmQ6UmD3zm1sA3d4aZ2rmoKDPaeZfzdx7jX/7yF9x77++H9Xyix9NHPnIM5k13YPT8BYYWINBSwtiC7kAHJzVphEYL9OQOUXJgPj0yBwbHQRWUCRPYIoPJ3lWu49YCtmIJt8/JKCdnAmoNNYv33QEgS5BraEFCQK7kbFUQihbxNiKoFdQjCJphGux3iuVS6cJ3xbJly/D440/iqaeeHBaELLXfVCqVS1ycMWMGvPQKwFsOPdxUFfAafwYBHF+fGrG1FOOumnOrtC22xvrKzzSA63ZBN7phGCqtWuwSWACQ6SbHOHFADhm3poyPFEueQAILfPxOH0wyrJtx/MKTxnw6l19+FebOmwpNy0DT6Qc3fKDQmD+szB3kfL0C+qsO9vVS6omJspjIgVqZjkh+SFBr4wSAWjMQpubDqJ0PMzHyOyU+JvH+8vvhub3yFaALltUN0+QYmf0jVrQMTTss1fTVyhdHY3MN/ixJWnRM6b4WGW8FYLjMBSTpkamSCvzis+GLX16E0z+eHBPAddOvW3DTTTeV2ev+/1mt/3Le74osMpnfa76SB7hKeXB947uLsbGjq6QH1+Cro7wJT8VXPv9xfOxD7xR2LNNoyZTlQoDr4PedhtM/+UGceOwRE35xtwNcE97EW+8DxoPBdeMNT+Caq78GaGRVZWEY5YFVrGx6bjOCoAGa1gvT2lwx0OU4IVwnKTG9ydTIk4h86h/TVGgw6cN3TKlQmHrpFLVyr4yajBgItiJTa/CxOv3r4Hc9CsNZJsCUOAdQAqixApmW5DxWX+RFZbbCSE6HNgozovAzCtMRhQkmxvG89v3QKWsUp21NJkWUJenGdOj2XvjJrx7Hho5ufOWshcITOfWC7+GsT38Au+3SjBB8kPKFz9Q0VkAJttXKwHCfd56Kexdfhjkzp2Dthm6ccOY1uOCM48Xg9b7FlwnAFYJmiMo76ZVX1uHGG3+Ma65VlYFKl3TawQkfvwl3LPleZMZqKl8KfiERmbGyWlndoM11M3A3PRaBjyNX1MSAvuZNSLQeJCCXt+kBgEk5Wp+wg0i350K/GC05C7pVGcglMiGtCaExCxYnbJY6r1fbonyR+hCEHTDMTWU/iwi6Z3qyQNfzsIPuKNFTnb1r7Qxrhw9Le3heL/ygE7qxqUBmzXaqhYap+M9z7fjqVT/DfYsvl21/8sv7kUyYWHj0gqhv09trCv79fDsuvPJnuHfxFQIKqPUsiU/mcs2iX8JxPGzq6sZ73n4A3r5gDwSZVQjclUDQJfKA40+6CtdeNBYG1wpksDc+dsLZsFPTt7nr7Qx0wN94F6wwHlxpAnR5rJQ3TkeinvKw0UEuuS+kqNIMDWRzTV6Km/RHNw0vQ5+ul6CzkFBF5d4LTITGztCT82BaY/c1Irj1+9/fjwce+FPJlD622Zw5c3DMMR/Gjk09MHr/JkmWgdkCzeKzPIQeRmwFkeCw/3PUbUT+cklAow8aZZahmBj7gQvfT8KgN1NqxlbrbxIS4GfgBwS0CGwNjGoW7zt9CuQSNnLxwmcuQS4YDQj8GincKVCLEvzxYaWxHz377LMCdD333HNlmdCTydXWmsTuO9fiDXvWo21qA1IpZa5f6ZLzXjTnQUvM2WpecZUed7Xrk4lJ4DPEJugGUzJVCEl+4XOHz/34d7FwLf59vCYl72Hkt9YCQ2+FYdjj2i/ygUIDCELKIPOBQlKAlMJjtS0x9u3yvl70ck2JfJ8WE3lfL+XpVc14Iw9qtStQK70Uutc+/qCWvRPCJEEtJoGOvVASy9pdtxPQCThTBk2/UNonMGgnDuFRrL/iYJ3ia1KNfLEqNlfGghk6o4aqbJcojv2eGW4P/d9oK1YQyIoFioIJ+nfthcWhM6ecew3q62okCXH9xk346Ocuy6UoUoJ4wllX4JSPvQ/vffuBckRMUqyrSeGpZ17Ez+/8k0i5H7j9GqSSCfznhWU4/rSvC8B14Bv3wF33/x8u+/ZPseSHl2L3XWZPXGNGe94OcE14E2+9DxgPgOumRU/g+u+fB9exkclasCxXfLLKfal6ng7PbQXCeuh6FwyTX+WBZGw5YV44ZHUlJH0rmczLQtQLMIvQHxBQqzAeV7Yl6OOZcLMGzMATWUK5E5BtEdTiOXEwnO56AUHP49DJaBKWFgfxjgBPxV4iNmBPh8GUxHIv2KDuKnRtX4PrZBA4GUlB1EJVxddMHQElTFYSVs1MWDV74eqb7sOUlkacvPA9MkG99Ns/x757zcdRh+8jZqzKq4IPbabyEaipx98efg4XX7sYf7vjGni+j0+ceTXOOOlo7DC1BWdfcgPuW/x18blQXheUBYTjBnAtufN7Q27Q/KBNy9HzmUJk6JzUERwqz5eC0QxKWwAAIABJREFU18rZ8j9ADOhLJ5epfmrADZPwjFZoyToYBHCcZSWTGQOyiQTkGsrEKzwRobtz4mzOgWHPgpmYOm4D78l+oqkBo/LZMkwyQstjzCgpWz2y/YDe+WckdMpf84urNcKY9hHYNdNyv1Sf5cDz26Hpm8S8VTfqoGEa/vbwy/jl3X/Hzdd8Qa7a7//6JB596gVc9qXjI4CLMPOU3Ho/4Hqhht//5Sk8+vQL+PqXPoUHHnwSi5f8Cbd853ycf/nNeO/b98c7DtkFYfYl8alDoPr3eHlwfeyj74Bn7oNE7fxt7vpne5Yh7LgbppaXzxFMd1APr2FfpJpY3CjvWvMCKj/GVugagS76i0wOiBtL4Oh5pHsvw0BPVdIw5dPFgAeyB9qqkl5y8n7XXb/Fgw8+CCYGDl74TN5tt9fh6KM/hKk1G6H3PILQSEJLTYVZw4TfRgxkLSSpUpF3agbw1iMkY1dPAeY0aAwoMRrEW03JtnxAT8rfJ6vNC89LgVoePJ+gd7dIKsstxMX7IYMSmZXQI6Nw9a414Pv0SExBqzkAqfqJNcfneTz55FN49NHHhNk1+PoRUGPS5fzZSew03UNTHUFImkRrqEmlMH36NLRNm1Z2v+H5BdoUeUdQLvtaZ2upYKEO6MZmkbQTHKp2iUOOELbANJU0tVxAvtrPVONhjnnjJO0B+MI8HJDCJnSCX6qYO0mPvmFPJe/rlZIExzAgQ55MeY6frGF9vXLMy0wEamVehk4bgqjIN5a2U2OtyLYjBrXq5sG0Jy69W/W5PhkfsN9RzaKCqukNyuupQC8VrhOF5kgCdQx+qT4qRewK0hfHk81V2OaTAXCxD0zGvTTWvjTe2/dfOk1NjeJFUUgn/N+1Xyuem1By+JkvXYs161Tx8UPvfTMuPueTME3Ks/ux4P2n48IvfAILP6gkhtf96E7c/HOVikxfw8vOOwltrcqgnsstv7pfkmnjhcDZB484dLybr+T+tgNck9LMW+dDxhPg4hlQEuJkybgxYCV6YdvlDRCUP1dCJh8a2RB6u0iLKhmEcgzteoCbZYWsH5bVWxLUKtXS8rD3TXgZA2bowTRKM2q2VVArfuk7mXZJSTSc/8I0+nMsrcHnLAbzWj20xDToVl3FnU8oyUza0Rrha60IMpthDvxPPIRIzR/yeXodULMzjMb98M1F92PHHdrwyWMPF0ztsu8sxpyZbfjEh9+MUGNaBwEuSgAI0NThlZVbsPBzV+Jbl3wGbz5gL3z3h3cjnXGEwrp0xTpcdPWP8cubvoq6WvpjbIi2n1iAa7gGK/SlUNVKStc4qRvZl8JJb4LX9RjMzLMFBvQqmt7nBFHzYOi9IjPlHRVa08SkW8+uKjlRDrQaBXINMuRWvinc3zToTEGkYfwkDbwr7mRlbqB8ttqhGwS2GGZQ3oZ83njuVGhkkG66C6a3umhD8ZeZ8j4km3YfdofiueSz+joA06zHn//xX9x1/yNYdOVZItX9w1+fxL1/fhw3fPNUBGGXDFR1rRkPPPgc7v7Do7jxijOEd/eHvz2Ne//0JC770qfwwU99Dbd850toa23Gl6/4EQ5/65vwnre9HmawEoG7AvAZOT9+ANcnFh4qEgPf2A1mzesnxZi9vCukJmuZzf+GvuXPQ1L7xHeu+QhYtQkBNSt5V3ieKe8a05gqwSOTNViOn9NuZg3gvgIj3Ci+JZUuZAvzuUtPQys1q+x7OJ1O4847fyMACfvu4IXg0957vx5HH3006vRVArxrZhZmohZm3R7oHmjB5y/7DV5azucs8N2Lj8dBb5iB0F2O0OuWCHrNaMWJ59+Pfz2/rmj3t373Auz/ht3kd5zUMbFu1/mzct4bhSu/8sorMkkfy3Xh9mSheT49NSlTpsxsbGwWP9uNILMapEJ7mQCam4XupWVy7elt0KceiUTtxBvjZrNZPPLIo3jkkUewdu06mVi0tiQxb5aNHadS9pQRqf7Q66uhvr4e06ZNQ1tb6TCAWP4Ukq1l01trStmAWKX9eFtYX7G1CDCQraVYv+W+QwYfv0ii/QQCfwoMnZ6V48fiG0tbiUQuAr5Y8A1C5fVIaaN8SZAQxgTojeX44m3z4ye7yNdL1ziWshA6HQgGVkDPEtTqnABQayZCysFr58GwJ4/pq+ZOKpXX99uhm5tLyqW53ujglwvPC+FnTeq9YGquFOGGW8abzTXRABfDIC6+9hbct/jK8ehyr6p99F0y8e+WUg1Sd4l63w9eNnZ2CTOrtiY5YjumM1ls2tyD6W0E+0uzmjNZB52bukdcZyIu1naAayJadRvZ53gDXPFpsaqZzdQJOyGR6il78qE8U+rh+y3icaCArtGrrfLy9pl+NoDAy4Bjd4JstuXAtofKCoZrfgG6PAteVs8BXUNBrZ1gmLVbne3ASQL9eHyHpsYdYkKtu6thhJ0lQab4nKuRJApLK1CVrVCfDt2aCt2eBj/bB/Q+CTP7onhRDLvoSQQ1r4fZvAA/+MVf4Lgezvr0h2X1cy65AYcteAOOfOcBCMMMQpD9x0+0sHLNFpz8xe/i3M8dg/e+/U0CGlx9wxL89eFnZFvX9UT7vdduc/DLm06NWDJkewQTyuCq5PYd6kvBl4EyY1WG+EriyD6c3fwvoOcx8WXwNMDQ+iMJopJdFl1DowmhloDhbRwG5KqHlpolnkoqqaxeSRA5IbYatgqTopJ2G21d5bO1OfLZ6im7Is1nE4EtgxNS3YbT/gDsDAMP8mA8Peq8ujcj2XpQWe3EwSnN35/6z//wrR8swa9uulAGor/63d/x/IsrcNl5CxGG9Iej0X0znvrPGnzrB3fhV4u+Ip/6q98+iOdfWoVTPnYETjk39o3TsGZ9B1qa6vGVMz+Edy9oROCsAgICwMG4MbgIcMWLp82CltgLdrJ5TODCaNeukr+zbTMdD8Hsf7SIPSP3P72AWj8I3aIfDgFOBWKUu3huQoJHLLMNllWdfKvczxq8noCj2U4BujR/ZVW+SEp6XofA2BlWzS4jMmy2bNmCJUt+g6effrpkMh+B7v333w/vf//7YWX/DT3zBEyjB4auiSzNqD8Et/zmOfzrhdX43mWn4U//+Cd+cfffcMu1n0bgLEXototvW2jsiH63BaHOPmQj4zg46oQv47YbLsQuc3eSZvjuD5fg/7H3HWCSVOXab8Xunjy7M5t3YXfJoKJcsugFFQX1mlERlHtRVKIgBsxZMSCowP4iXqKg1/R7Mf7e6zUgQUyocF3YZXOYnDtU1an/eb9TNd093TNT3RM2uMXTzzA71RXOOXXqnPe84Za778N5r3oBrrnsDXI9+kPJfBZ33nkHHnv85/UWrXxv65Yx3H3PZzUrOyHoPfm4IGb/tcEbGYY1cD9ckx595e88314pIJebYRjF3G58X/T29uLJx3+Ngd6/oMHtR+BPHVwSXxHfOe3t7QJyLVyopb5isYB2KHs1HGFr1ecbNrd3PTtHjxmVftAD0ySYMAbtzkBGZ9xY2I8UM/PKz8x94g8liAaU3wwVLoBja7P9mYCzs3OX0x8lfu648KI4dlZjMEwy/gh8ke21Z329GPrCNq0Kw1DeKODlEHoBTe5gBAWYAZMQqVAQA47pb7hkjyJT6yDx1HKa1spi72zJimu6mNLrCtmeOLbplbZZC9t0Ivgl75iCK1YsZuiJpYUZavawfET+SPBz6qTFifcy7s3lM3am3JtrLgGuD33u6/jOD3+Fg1cu+ccEuD68tN5mNaPvNX1054y+vzd/+QDAtTfXzgyvba4ALl6WsLK8BuTzlA4W4KaSU741vbsdoWIsKjtjSo9GyyYvpaCWEY4KZZfeNPEWKFNki34QAV1OOUgwVdGR0eB5DrxCO0xzKdINK2DuYVBrnJrNFKRCFwy1G4bqlZd76PUBhd0wMfUAlxN3OEt1Gtw0o/4iS4veTItgpRbBchbLAEAnMz4q8hU7ZLLb5JuABelj4Cw4CU56IR74/d/w6S/fje/c8jEQ2X/+a98peutVyxfj7u/+HEceugrPPOZQPP7EZrz13dfhI1e/CWec+swoqcgXrzfKXmjmun7Ddlz5kZsiD67BEonjnmFwJX0cReLI6G2adKoGKJXSK7/0eBrbDNv7X9hhN2yjmLxUMciQ4XcaoZGBpThoKR/gMYHOMzqBxpNkwmKnluzxwVvS8pmyPclK53Dks8XJSTJAQ/swETjvgBN5lOV6HoY98ssJwImBQurpSC05a9ryKpWDGPAwMprDKS+7Ej+79zNYtqgdF737epz9vOPwihc+C09ufgo/+cWfcMkFL8HwaIiTX/pe/L97P4Wlixfionddjxc/75/w8hedqKUHlHYZKVz1kXU464x/wvNOOQJh4SmE4sHFRLfZZXCVlncQtkG5T0OqYWUicG826nS6Y0iy4q6fwMk/WgHe0yPNXvIKSVbUgGdv4mCB+D21JxIXx99TlM95IwjyT8Lwn5jW46RaWWnWjQ3lHAY7tRa2Wy6/3LVrF77zne+JjxPb7MTNcRycdtqzcdaZJwCj98MNHoMVy0LNRpiZI2A2Pxtvfd/deNWLn40zn3u8SP5Oedk78cAPPgWjsAV+YQeCsBlW+gjYqY7xtnPP9/4Lv37oUdz0mSvl3P/z2z/hptu/j7Ofd5L4d1xz2WsRBL1QYS8MMoCNEHfd+SOkMgM455wTpmsaVf++c8cArrryW7j3m5+t6/txuxCz+IDARdEsnn/L9T0Ke/BnVSXiHuWjHS+Gk26u+9xTfVHkljSrzm2SAAOa/GfHhtHd1Y2du3ZVZeZNdjzLctDRuQyN7cegc+lxcBlSYtM3bf/cxuVgYS9M8WiMWYJEt7jwxHtnKiI3svhjk/jS1DsCWxZCxYWjNELVDNNoE1ndngZHZqPWivLGAEoxgIFjSprYE/giAEZ5Y/0st+muUZKM6X/mDcMIBsVWhBbmpVvR/9WC8hUUlXtBCFMVNPAVEtRm/nd5WiFBLbLiw9RqhOk1cJoOgek07LX1ViFf5FinDrCe629MsA/8BSLPZ9pjyLolG5wLZiGBr1EE/hiUZcJJe5K0ON2pJGlxgjfXXAJcNDj/+4at+MgXbvuHBLiGP7hs3Fw+fh5is/m5/L3pY+Vs7Ome4X3p7wcArn2ptmq81rkEuOJL4cSykG8XrwrHHYLj1ObPpWWLHRLPDOwQuYEBGsVXglrVbp8D/4LvQgUmXLcAx64OdIn0KzTEHDekD4DViBCOGMeGaglsu33eB3/C0vLHEHiapWWoXcLuiePnBfTK7Za0mKnivrUksSmSJFYfeMdMtTB0oazFMO1FsNzFsJzyyZKXG4DX/zDssT9VHeCX1gET6FTzqUgtPH58EMF7ev9nbsX9j9AstyDG2u94y6vla6+56MN45VnPkXjYdXf+AF++9btlVXrlW16NC177fJFfmKaBJzbtxFUf/iruu/N9AHoBYygalO7dAFd8Uxqk1YMNQw3rySdZGQR486MICyMwFH3NsjAI4IIDN8lNHC8XkZchDQt5aQOKiXOqAaCRK/dMHYbUkhfNe9utsSuadnftfZUT76tafbZ8r0XAcsehbERTpHMDf4fR+4NK6Zu1AvbSV8Fxy6W7xdVurioPIPQHgGAIRjgowLJpt8FMLcc37/sDvvi1n6KpMYNDDlqCL370jcikQ/zqwUdxyfu/ib/+10ckpfDe//sQvnjLT/R+By/GDR89X0I6oNi/pQGzA+/86F0464xjccYpq+HltwP5HpnQEtSeLQ+uUgZXXAmSdGc/HW7j4XtNu6FZu7fz+3D8jeWTHRjw0s9CavELpG61ZJWSRQJdI9Ph+MXnaDxxcSEcu9hOpm2Ys7SDlqj48LNPwgrWw+Q7rszYOtmJKDlR1kEwUmvguB3Ytm2bMLfWr19f9QCUrL3ozBNw0rPaYeb/CjvYWu5DaTbDbDhaAK6Xvfl6fPTq83Ds0atl8vPCN3wIX/vsJVjawWTelPiCFQfaBig7OPN178JNn75cWLZbtu/Gv175edz1lffjlw/8GZu27sQ1l71GmLfaP1ED+nfcvucALmHjTGMWL4Br3x9gD/93BatQoBH3CNiLXgzHnVq6kaxGtVRXJru5bQJym2pn1WTOwcFBAbq6e7rh+5MzWgzTwWgug53daTyxKSchDCeccDxOOOEErFq1cp9gHyUtu3K2FhmeIxMWRfg+YKgN/T4zGB0D0q4DS7z98gjBBTyyZlmeGkiG6gCMDlj0lTOM/aq8qpVrpa8Xy4PvIfp6EfziuKR+X6+JoJYR5qdUIVSv+yjpm0oDkrz8kLZVMAIfKlAwnBVA5iC4TWthOZm9FtSqdm/63cCQjt1TyhenfSZIOghYPnpOZds6TCiWsEo/4w/DKzCluweOOxz59moDfG14rxdIxnmOcdJixOa64t1fx0XnLphRiuJXv92Bm266qertbNi0A5d/8Ev/mADX+5fNj+nWeMlrk6/mT26ftmntqzscALj21ZpLcN0xwLV0WdHwLcHXxnfhSmlsMj/d93zfRSHXKjKzVFqnkCXZmELj5UMUuJDkD8M0R2GnfDEXNs1Kv6fJjunRY8tzZTCXcrlCEfkZTQC1DNOuGLDwO4FPySUNWufOcDKeRJOhpVlaXTDCviiJsPxeKcVU+d0wVf+UxvhakrgQVnoxOLAt3YosrfZxlpbtLh6XzZXtS0P0oSdEQmf77PAmrz+ulPnOwTBbT4DbvKbqAJBpG9RjM0mjni1+KfO7pNj7jHtXTHDMAuYYNm/ahHXrvob3feBf6jm8fOeiN9+KaibzdR8wYjYSoFP+CIxwRK9QVp3IEvwqIKT0VmKmOWhTCAOF0OcqZV7AL5LLQ7K1FMHYRrgWYIek7cfJiha8zDORXvT8fWpQV1rGpT5bjpNMhsPv+x5XLcnYKjdWzo/1QO3+DzghUzeLGwFZdL4GbtMKLZkKPCi/HyoCsriizOdRVodLIrPFe8hshuEsh2G1Iu+nkM3T5Jmy3rzUlxK5RwFkTcAg9JhG3mMwh4/WZlMMu0O1GyElBEgB1iIJawhliW4EoerSAF/BgBGEeN15H8Mn3n0U0un6ktr+57e74YWr8NYLtRHoxE382qxDYGWOgeNOHVgwk+ehlu8WRnch6GKyYnm9KViRpPTkceYQDbg9fzdsuxe2UzSpn+580td77QDoPTTzxMLpzldZ7gRyffi5LTC8DTBBUDP5ey4+Hj0Suwdc/OI3W/D7P20D/bdK2VvpdAoHr2zF85+7EocenAG8HTApd57Yr7NdZ54Gs/U5eOkFn8Vn3vevOOaIlUBo4UXnfRBf+NDbceRhB0GpLPwgC8v0dMiG1Yh7vv8b/Oahx3DzZy6Wo77ubdfi3153Fk4+7mh8+4e/EsDrvZecg1SaHkgMGOGzPf8Al9R5wEWwdlgmJWbTWxAIyNUbM0AngkkEXY+Bs+jsGQHEOoVzBH42Zmvx/TZNWwhD9PX1oaurG339/QKM6c2AaaWxszeNrTtM7NidQy5HcKt4vJaWFvzzPz9HgK6Ojo59GrjR7JdRhONsrWASsJv9ZwNGR9N42QU3YHf3oHjKPP85T8cn33sugAGocAABbS+ChbAtJiHSEN3ETbd9Hz/5n4fxg9s+VfYYk6X+5nd+Dr/+3pewoL0y0fi//uu/ZsSOjf3l1q5dW2v3Mmv7l/t65STBUQdNRN5e0/h6CajF+vGHhKnFBbxq/q31XLAs6FJuarVCmS2ScBoSxAwzUHzHRxYRTHIkQBnbRNRzrvn8zriHYx3yxYnXqYH8FihFiX5lCAIZuvnCNlh2F2xblRneh6TMcbFVfP40+BUElrC53vXudXjbG1oPAFxz0DCG3rdijzC4mj+5bQ7uZu845AGAa++ohzm5CgJcu3b9ZUbH7lx0ML5y42WJpEIkqHiFFvh+A0wjDyelI5irDfK1pxaZLZTksEM14BdsKM+AoUKEpgnLVbAdTUdOunm+jYKXFgNwJ2XCTWVQDdSqdjxKFugRBpDRNTsmlJqlNYqAqyY+QS2ytAqTe7JwlcUbBAhuycri5BtlapKSmOKKI32etNdGGKY0S8uJWFp245QDLk64Cr0Pwhp5oILxUvHiDF0EDcfBXXgSbLchabXMyn6lg64NG57ANddcNOPj3nX3PULPN80sQPZMnb4UMqBjWyYtPNTsjOko4Lz4MAwQBmRw0UuumJgjRtPKRlBwEHoGQj9AmOtGqEykHRcWrznypRCZaMOJSC96zowG1jMuzBoPUOqzZTuUYSY7AP336K1kW5TclJuIC1i283twvPVRYpIlKZV+6EA1Hgs70w4Tw0DYL6y6CjCr6iWQ+UmQqxGgtxrT5DjIVgUBMENJPeIEyURoOTBsA6ZtwTbpHUVwKw+EWYRg22Bfx0amjyHHIYip8gKMkf0VqBQu/NeP4oVnHQsCFfVsvb0DGB5owCUXnQ6LgKhJULSyH/WxGEg9TeRLeyIBb+K95QefQNjzg7JkRe4jgQxtL0JmwdPGJ+blrD8uqlQPD6lWfnsqcbH0WrRP126ETExV22vy6SLIsXHjU8jlfIwVMti6M431T2UF0Fi2KIUj1lo45sh2LF/WgTC/CwbfPRWLFpxytgEtJ8FpehYuuPJGXHT+i3Hq8UfLu+Skl1yO7379g1i+uAFhOALDVAhBb5dG5HIOznz9h/CVT70dzzhSe2+99m1fwMCQfmf1D+jEUkoe333JGWLyPZ8AlzYEtwXUosTMsvT7vBbvJPZPhZ77YY/eXzE553PtpY+Fu+gFNYFc42yt/A6owmZY4/WebEEwbj88Tnd3N7q6+rC7x8O23S6e3FzAyEgOBcZOT7LxGWfa4rOf/WycdNKJaGzcO8DtJH1cka0V+xdNZGtVOwpliRmMjTXgx//9GF551j+jt38UL3njB3Hb9Vfh8EM64HkhLLNF6jFuH5Tdvu0911X4Ae3q6sO5l3wCu7v78KvvfQkLSwAuAd2Cfrz+9S/BqacenuSWqu6zfXsv3vLmq3Hw6rUwjDRMg4Ab2WS6/e5JVlmR6VyIfL0i0Mvgc58D1AgQDEvC95yAWnYrQqsFptMSlUdlERZ9UTkWZopjDHpxrKDHwjHwVXclzfEXZ1O+GARpKJ/ALUNXit577EM8rx8q3A3bIbmgvA8q9fxSTHtUPs4791M44vAMmlvq6zeGh0bx9ycy+OY3i6l6pUX5j8zgGnrvCm0tIwXPsSElq3P/e8unywOY5rhpz+vhDwBc81rc+97J+EJjJwijO7H3CScPvteBwHdh24OwXU74yZgoB7WqMVsonyHQBT8E52OKQFdaSfLhZJKOavJDggOFggvToHQyj1qsJ/TkpxUGlsKu0ZuryNLaXcLS6q/K0prYGrQksSuSJE4uQdCSxEYYqSWA3aoTD82FCE3tpWW7nYlWrXi+wuh2qIGHYBfWT7PCZmjT59aTkGo9eq+YDM/W01QctNEIeUx8KQyUrlYSIKj0pSj6xFFqSLmUnwjUqqh38h4Dytc4SCRQaSMMrcgSV5uF6iAAtssCAs8CQpezfu1LwRW3IETQfAIyHSfu9UwuTcnXPlu2TaPVZJO72GfLNDhQay5rg7EELNfzW1hZbSofGr5Q8EG2m90KJ9MpGFJ9G0EuftkCjIhVFRIw4uqnKg5EDEOASQUHoW3BchRsU6+IhpFnCFmXMNLiwxXCFealgPBybE5ggNe99t247ovnoF727be+9TByYy14/etOAfwRScBVvil+J6Ziey6y1FTYgMB5GtyGNXu87fCZyvX+Aebgf1eA7X6YAjpfhXTL6rIq1HVPP5keWHZ3osWY+AA6cZHMjUqwtL52Uvu3BOgtDCDMb4AZbKwqTys9ak93NzZs3IhCoQjomVYD0pk2aTtcNFqytEPS9ML8Thh+j8TME+iVj5GCMlPy00x1wmlYAcs9FDfd8T/oH8ziQ1eehz/+9Um886Nfxf/75sfheWO46fYf4Q2vPAmdHc3CTrzr2w/g/t89jnXXMvwjZl26Wn4LB/d8/xfYtHVXJFHsKwkImTsGF+cFmrlAhl5rxNayZvSuEsC851ewxx6qCnL5DcfD7Tx92udGwBl/DF72KZj+JpgG5UHJF+4mtiotVV0FH8vwhz9vwf3334/t27dPKV0sPQbZ1atXr8bJJ5+ME088oSaQrvYWPrNv6Mk+38uUJdNbq5ZgAfbZTDumJD0NhM0wjBTefPUXcdbpJ+KVZz+nAvTcvqsH51/2Kbz30tfjhq99Z1wuxfCcC674NC547YvwgWtvxY/v/qwAXDptlwxF9j85vPacy3DHXW9DJlNfsMW7rr4HF198IVavXiZzXe1JxdeMK4uXtJkA3xt7GPwaZxyNbEGQ3YQw9xQMw4NhkV1lcU0IlsP3mX7X1LJQzRYTM7VCuw2G1QJDQC2CU7W3p7gcJclRErAzCGnzYDIIqBGGoYGfvWGRp/Tu5lK+GNs5CJDvbYNlEeiaeix22aWfw9vefgKOOnp57ZUA4LG/bcfNN246IFGsUnqD716lA6mk5etgqvn4veXazXXV5b7wpQMA175QS3vBNWoZEc3gOSlNllzoFVLIjaUkYtxNUU4yBiuh7JAGh37elsmYsCNMC3YqkEhcSQap4qlVjanlFYBCgRNIE+lUPkrTSVagsRm+aRDo0nr2aptmaQ3DL+wG/C5A7SJnRFgTSTeCfyJJDChJnHzgS9aWT3mTuxJwVkrioSUG45Nf32TXnO//E8zh+2GHerV9sk3OmT4a9oIT4WY6k97SPr1f7EuhTVlzCAR8YuQ2J3OUlA3AMoYlsr26BDH57ctAjlJTTuADenKNjLOzJh5FyxlHZH9YDYDhSJopHxMCX769Fqmmw2CabA97F0VfM24odSItnpOBZM+HDrRoQRiSbh+lgkm9cNI4gNAbQKiGEIyth1X4OyyDfmVFLzNltsFsOLgm9kby2qu+p0gAlQ0fZFOVC+/dAAAgAElEQVQ2wk4pkexqMIuTE83emmywPhsAVz7bhvPfeJYwQg3VJ+2U4RxMTA08E1AGzDA26wWUfQTshqNBU/I9uUmyYtevYY8xWbG8jXjmEliLX141yU4vxjCMgmyu5MAp79X3Uwg8yhYXz3viYlzWWrKWg597Epa/HqZJr5qSCUcYYndXlzC3+D7mRmZHpiGD1uYQaYcMVIWmpoVw0ou0N41RgGFaMC0ThmXAkDbICWcIWBnAbALMxbDstegbNPCWq2/GWDaP/oERfOb95+P0U4/C8MgwTn7Jh/CdWy/DYWs7kc+ZeO4rP46vfv6teMZRKwGwzGlaTOC3UcCEe75/PzZv68Z7LqWEvAchWZPC1MasenAJW6OKWfxsTlRl7NP9czjZP1RI90U+23ASUp2nVQW5NEuPHpubYQRbhaVXyaRL9rSJ5QBaoKzVsNMHw7LT4+cko++hhx7Gr371azBRs1SaONXR+awfddRRwuZ6xjOePi1Ql+xKZ75Xka3VV3PaXPnZ2c+SyUe2eQdMowXdvSM44zVX4f/e9kkccnD5RJ2+cudf9klc+m+vxNLOBbjyIzeOA1yf+tJdwqi96qLX4ISz34Yf330t2lpsBGq7pOHRq4rbq191+awAXGvW0JNnsveLJnoUwS8NfM01+BUvBvqjm6DGnoKRWw+L4xVD33u86RRDDagry0VouYBlSx9EJ414gWUi6KVBLQuh3TpjUCtJK+SimYBeLDtFP960MLRN+vSaWqq6Jxlz4+U5g/TFieVQTb7IfaZic8XHmEuA65M33CWS4L7+IaxY1okPX/kmnHL8MUmqcb/YZ/Dqg8oWSuUBjxlcc/iz9XOb9ovyq3YTBwCu/bZqZ//GNKWVK+UEuriSNpn8MDbWZjQxU4EsqAJZRibcdKEGKYkBz7PhFyxY1IMrsohcOGkyI1zxAUkqPyTQlS9Q2gWk0gWRoiXdBOjyFkriom1rY1kZgOV3IWB8unhpEfCofZWKxwoKg0BhF8ywuiRRUV4FB37QBJU6Cqm2f5IJTL3eAl62H17/g7Czj1YMTCaWiY9GqOZTkFpw3F4z+E1ab7O13/hKZW4nVH4bEOyQ1cjQJJOO3idKgFMO2mS1MgGIqwFaejBR8tYI02qCweMxOju/G4bXNQXIRa8uyuzIcGyCycj3aCLMCVforoThLEBIZp9Q9CmHS8MSwIsDN81qqEWuM9OylEmix36jpybPJK+QhucxHagVZjgMRT8PpkrSrJ0yw2h1WHkjCLMbxaC9dGMSpZFZA9OuT+qX5L41OEnqTAOU0YbQbINhUkbRputV5MNKgD3DZL+Zn5ZlNFsA1xvfdLbcQuBTPtsHE8XFCZE0E/CiHNYzAAIFxiLYqaORyjA5rIZOMklB1bCPTlb8EZz8XyoAAc89DM6SV0zKOilKX+tNXKQRvZZz7Iktntxrts+TsDBA+2vs2LkLmzdvgu8r8ZHKNDajuclAQ1rBtG1YThoNjRk4aUcAXk46hdHFj14Sim7HgDKbAbZTux0mJT8GvYQ0O6uvP4uWFho1a+YhDbgpozWkl+HPUgCUXpcj4zYDQCoy9GbZ8XxkLjIchAsDeuHm9tt/hHR6AC848+i6ijeX9XDlO76Fu+66ESqg/HCB+CbNZcodPd/87p/Cyf254ppFIt70bKQWnjSeQhz4OXj01hK21mBFv1TLjRMoD60VgH0Q7PTSSaWWfE9t374DDz/8MH7zm99glI7qCbdUKoXjjnuW+HMdfjgXSPbMsy8pkkEWgWKQRB8spr3VwdjhbWtGH70rF8EyCV6nJRjhjZd/Cs858Rm47MJXVpTO9bd8W9KfL7ng5Xhy03Z88LNfx73rPow//+1JfPnr38XNn7kKtmXi5Jdegvvu/ARWLWuEYTFAgW18/gCuqapVA19JwC+OB4oAzmTjgXJQa6MGtcLRqgEMU16XLORZkDGKybAjJ5L0mzBsBwbTYamYSJFlVx9TK2Fzn3I3DXjx3ehImI/29WqQ8RMXDve0r1dRvtgDk2ErVn2pl1rGXS5fFFXHFGyuuQS4ZqPu9uVjDLxTL8IWca2IwTWOc83N762ff2pfLrYpr/0AwLXfVu3c3ZieQPTCpGzR4eC2NC2OgyqvgtVCPwwvy8GGAdNVcFxfqObTbRwiU4Lnea3wg0VwU2thWimocFfEJksmb4rPI0BX3oVlh0ilaJg73RXovwv7pOAjn3O41AE73CXSo1pYWhPPJMBJvhsGwa2Sible/aJhvgvKhwy+bK0lsNtOQrqVvgz1jfg4UCkM/R3h4ANwgp1T3rj4FjmrYbadCLfpoLrPmax09869ZCDhDSLIbYEZbIZpjFWZqND3LGZgcQJoQlFmZjF1iBPPUJ4FAjFkHmogxJXUSw1qcTJafv/CSvAGgEIXTPGoq9wUXel9siIUQvo5yeBLiM0ygER6FSy3GC6hJQ681piiT586rlTGgzZnTij60ld4vQLsTOezNR4sEBIMC1DIpWGpAFY4IL5Zk8kcaBYfEgxg8mrJxsF0mD4Ilts6aw2MLAoNTLYIkMWfptUK0+Zn+sGvHpz2Iwx7YNpDkw5OZxvgYgHoUIN+GCGZh5WbHtRb8IMMgnA5bIeAfquwhOYbEOXV+YVReLu+B8cvp9Bzld/LHIfUNMEKM05cnJDMOWuNKOGBxmW3o9uw7anfYnT4KVhuWnyTGpuAdMqPJECBLNy4KQsWkXb6vLF/GN8iU2YCVJQ/W+0wGTZisb1yJ74ECUgRnHKFQUEWsXjLyUfewpEvCH+SqRW/d+N9YtYx/8ZjUWbNzgYIVEGfV5Flksbdd/8nfvTDbyUsheq7WVYG99774zkFtSae2Svk4Xf/EE7+8YqL4iJUvvF02E3LAG8LjGCzZmvVkZQpz6qwtZpK2FoNie+V5f7EE08K0PXII7+XAIKkWyaTwamnnjKviYua2UuZ30zZWvouNUOlCUq1i2l87K01ls3h0vffgLUHLcc1l71B3pcTt2tvvAf/fT+ZehzmBeK1dcwRq3HBOS8CwS/ZDGDbjm4s7mzHv19/MVYuZ9vnOHjvALimquvJwS8uAHEsoj2/2BcIQDi2BWFuI6wsk1/Haga1JrsWjlEUF08zhwLpNTAzlGcRSM8iVGMwyF419M96fVGTtvkk+xV9vdiHTvT14qKh9m+bT2B41uSLwmAupi+yb1VqqKo31wGAK0lrqW+fgStX69UoebdG3lvz8HvbdeXJ1fVd/d75rQMA195ZL3v1VcXyrdzYTvjeZqRSXbAsxgpPDTZxAkVGVkCPrRAw3QCOow2QS7fq8kNHJui+3wp68FhMUFEF+MEOYZMlTW3kebQZfoh8Pi3nd1OUE5YXufj8hdqTKQyYZpcFmARDmQ/lkzktnyTIVc8glpNNkST6OrVNWFryoT+AK1MIU18EAiY2LTwZTpreIvVtvldAofcBWKMPJzOSbzxBG8k7c8d8qe9O5vZbmj3hwc9uAfwtMMPuaT1xql3ROBASMgfRRgDS89tgpxpkUirgVxVfr9Jj6TbSBdPvrSpbVeK9NSJ/E8+ncTaX/l2DXJUpT2XnKKPoa18Kg/JGAb6KwEatoKqWiw1JHLXtcOJS7Bti81IBtHgPIc3aaYxcgBJJD9lEIRyzMK1PjYDE2S2wgvLkPWFVuUthpxfV1WCKslETMNsRCjOrRYAsi54g5swAQd3OxuD7XTAp1xRAtHipcwFwSd9HhqBPg/3+KftrArHKYHgFk3HTCBVX1ZvEjNk0ncST7boKv+RLhdEdUbLiQNmhNGvmOUh3nDjtpKKMPWjnihno01ycTlwkSMxJ8twlLsbArn6vBghDMliYDJmTcILNm/+OoZEuSeNsb/GQdvm34uIQQS1KzWRyVQFu6ZsMKdMKdR9hUNZOCVAZS4IDazZAfuKJf/xenuq9HkYx9LHUJxV53PC9ERtkkylSZI3W2pfMtA3N5ve9/AiC7h/CLjwph+VEnQEIPie3nJCn2uCmW6OJSu1nFm8tczngHAQnvaxmY/zyvl3hL3/5Cx566Hf461//inw+mbUEj9HS0ornPvc0nHjiiejoWDgnC1yarUX5P5kofZJ8XefaXcTWsqB8XivZWuVJmUPDo3jLuz6Pk551FN7xlleX3c8vH/wzBodG8S9nnlJWYes3bBWJ4n13MEWRbEYClhrAPeHsS/Djuz+BBe2U4XUDIsHd+wGuqVqk+DQyLMcbkWAk5IcQSrwkqT4KhvLF71M+DJvgoh3LZIrE7bL2SFDLaIJKHwYzsxpW48HSvquBQtoagv2hF/miahN7BgIZ5pi0k+nGT7U/fbV9o9TXS4zsK3y9ZjZGSHo1c5O+uFBYvYGitcyucW+uAwBX0lqpfb/+d6zR3luxB9c8/Wy7fkPtF7uPfOMAwLWPVNSevswY1PLzXQjyOyT1yQBjrUN4oSOLtmRlJZFnCSMrrxMTOZ62XQXLiQxzjYzItrT8sJLdwnIIfAJdOkWNPkN6kLQDtt0vzKykG19QDBzyvJTIJlOpQJLRmGpH3yUjHJPuZjIAy/cdeHkLlvJhm9obLMmmCkNQhW5AMYmGbLQMzJACEAhDyIwGSjRVVs2UPhxf94RSKMcjW6EGHoTtbZjeSN5aAqP1ZLgth087cZzqXikFsC1LfIfq3QKlMDqaRUtzfYktSc87nmzFpMv81pLV9/pNgLUHkwVlLoLprhLPFA7k4smsUmyzZBzRwysHmPTP0QBqKdChWX69MLzdMAUEKm4agyXIRUYOX4tkj1HumJLnUnEllgwmp7byK1L0bUCVRm/HhqyTR2+X+Ww53bo/IJDF/5gUyORBRIBWyFXaSDoVmvIs0QjdhpcsUY4r/wxl8HeWDbKFb8K49wxjl6dnO+r0UT59NN9uA8xW+WhWlpbqzdXqbHFwuqtMvjhXABdbj6xG+0NasjjBO6WifRmtMOwFImsd9ytRDVAB++dm2GSvRZLXpM9brfvlBv4X6L0PtlE+QQ/Icm0/C+n2o6etZ90uc/ADhqX01CCT14wQGtHrcIOmuvvF4rPPyVs5kGXQN46TNyMPEksMAsJhiE2bN2N0uAfNjQquo9lUlmnAdQCH7FDTgOM6MMWjg2meExeLCGyRUUUpdQYmZUGxPJpgJc2bxRNu+lopM2qm2bUiCzQGsrRh8/4CZE1VGgVK/Lt+CsPfAWV4sKxh7ftH1huB9dRK2KkF0xdotAe/E6AByloDO8X+uqnu9321kxJIevjh3+Ghhx7Ck09uAOWWSTb2ewwqOO202UtcLLK1+iNvLc1irXeT5OugEUotELbWZIDJI3/+O950xafLTnPaiU/HumuvwnVf/Q9s3roLN3z8svG/E2BZv3ETrvrIOtx35wdgGDFDy5EU0RPOfhd+dPf7sbCdTyTBd/ZNerwwHx5c9ZbXxO/pZ1oh5GIUxxH+IPPMK0CreMFHe36Z0s2ogH6gHJBPDn6JB5fRDJWJQK2GVZPW0XT3FM9B9M8RBIrMRC6sx+MnzZhMqsqY7nz1/r3c1yteNIx9vepfNExyPbMtX+R7j8xbw+yBmxrGFZd/dk5N5pPc4/66T//la4vpiXGK4jz8bP+SXqzZH7cDANf+WKvRPf3iF7+Y0d3FA/Jnn3wkgvxOmGobDNAovtIcWhsqO7BSZGUlG0B5voPCGI0x2wEng1RDAMdNrr33PReB3wHHWSwUYZ9pYSJdHEg0aIpZWoGflUQqLx/CccaQTjFFL9kmQAbll3kbtuJgt3JwEB+JBs9ebhBhnoCEJZlWZGmZTJ4pWwUz4FlLYbadArflsGknb5NdqfjY9P1BG8mjutQt/i5X9/3M07SRfDr54HziubkC+Inr78B9P39A/vTmc1+Mi857adVLZPu65e770N07iPdfcd74PrlcAR/87K3gyuroWA4/uutaHLRicdkxNmzYgE2bNtU92eTBOIg97dnHCVvLDLZoGVwNwQDVbkpALTQhtFbByayC5RAAmFwHWzrpJSMxDOlbV5rgyFVLzltHgEI3jIB+PCVsKAG5ChHIpa9IIQVYjMOm10UGRnoVzMg7LlmrrtxrnKLPAS5BL4neJkOD9HxKnWyZOAWKIRRkdA7LdRkCZuXH2Y+VzxVZnZYEShDYIlCcdAvy/TDyWyrSmbhKbDasEXPtiZv2y9LeZ6HRjtDUZrbCypIy00lKSYCxpNeZdL9S+eL5578VX7xhBimK33wY2bE2vOmCsycFL+gTRJCLffpU/Z1CA0CfowltSAbynOioJoSKk3ImW+p0y9mUavAZyfY+AmvwF7CYiFmy+WiA0fkqpJpXJSrm8cRFevw4ZM4lB7GTJi6WA1l+GSNLA1kEdotAVjVwic/Srp2bofw+uDaPUX6dbJ80vG5qJJitWZBGCbilGVtM5iSZiIbyfE4rU91EMi1G8wS70uMeIONy5nEgSz/vlsl9tHfP3mLAnKjiZ2GncePz7EYEucdh5R6FjcEqfYyFMLUKVqooEZ/0XWEuE7aWnVo+LqWbhUuteggyuH772wfks2PHjvGggunOR9BozZrVOOUUShePr8ubTrO18uNsLfoQ1gtEaG8tSqoWwsBC8aObDb88vdhAVUDsk0jgl2NdvnHjkAQmhTZJIi7HcNp/jkBLLOUlwHUFvvTl86cr1kn/ft0Xfoy3v/1CrD1kcpP5ug8eLXAUQa2hCNRKzsSqeKdGITkx+KUCEwHtNYxOwGay92LYFiW2yTy/arm38vFTFiocQyjjJz2GkrE1SdglDPJajj9b+xYXDS2AC0Ti65WJfL2Y4jj5omE91zC78kUDvrcQgR/i6nddg0svO37OUhTrudf95Tt9lx4SvX9jr635+dn+5Sf2lyKsuI8DANd+W7XAxRdfjDWL/jqjO3xyaxNu+Oz5yRgV9EZRDhQlEymCPZVA2ET5IQ22g2ABEC6SSTKj3pmAlZSJpRPWGhEqAl2d0kH4PvXjBLoqVwe1LCoPFWj5h8FPxNIKQhN+wYXn27Ja7ooUJNnGlzsnQH7egh36sC1PG1WKqWYjAtUOleuGnd8Em74CE9LB4rPoxMKjYC88BW56YbKTV9mrMNYDf+Ah2Lm/Tuub4KMFYcspcNuPnfHK8Z8f2yA+FwSlKAs483VX4w8/uwUpUg4mbEwyosfFua94fhnARXBrYHAU137gIriOI6wnMoF8b1hWGUmf37TpCdxy00exfGlz3WV0/+924t47Pi6gVlKafbWTETAhsEVQy3JXjhsB131hEfimafrBOEVf5LKFp2CFO2CLgbResZRnKiA7inJFvckEVySLjCxqhJE5SP//LG16FZXPUoBCPkDgBzCtLBybLBQN8moZA39W3yQplVLfMJL6JpQ68GjKz2pTeQJoJZtM6mkq7zRqIEvArNbIL6tVG2qL+fvcrqTWW8zik1cYw3nnvxTX3/BqLF029SR5svN865sPY2hoAc59/Yu0tMaCMH9MytLo1RaZj4dk/RDkCrlyP/lGSSDMBTBtShUr94wBUJrWE+wKw8ZIzqilQjMFDCVZcfcvYWcfqkxWtJbBXvwKOOnkZVWauGjxfVMDiyROXLSsRbAs7TXFciQwrUItLSwysnSgiTwHCVZNeKx8bhDDA1t1fzcB2GIN8TDpTBotzS06ZIlyIpFQaZ+sIrClJ+ca7K4Et8YnpJLCasFX7EsXwXQWw7E56frHBLImPgUCPBd6ofKbYfgbRbIuVgXeKEB/RkpJJ2zyvJCNNUEirgH2DAI7Zms1z/idW2tfw8TFBx+kEf2v0d9fe+LiySefiKc/ffrExSI7lXLoPpj2YE3PWUWZUjLskz1KCeLkbK1ay0MDl2RUdwtThXYXBHC1l1zkhyPvmfj/+R7l/3MfLV0UKwmfi52tOP+8yxLLoKteawh87OMfx8EHLQYMyvTzgLC7+b7XfUmt4GA5U4ugFhfKKDGsnz1Xeu1kj4eGC9itAN+xduO4TLe64T2ZnwQQYxkzgfPpDe+T1m1sjB+GBFVjXy/2ywS+9jZfL7LiJvp6sc+eua/XbMsXL734Olx6+bNmBHDd+OWNWLduXdKq/IfZr++SQ0sYXPFtx55cc/f7ghvX77dlfADg2m+rVgNcF726B0cdVp9302Pr+/HVb/ThS5+7oKZS4sTSj2SL9LcCE+coATLSk8oPKQPxvU6YxiIxmgTIBBmGmXDiQTaB7zENahFsu02bwvuDCMOdwiaBMSrSQwJaHJRMNfEWppWXgu9bcB0Prpvcu4ITPM934RUo61kMN70IQX4QGHpQzJKnGlBoSeLJ42lMNRV6tLNMkAcf10byaveUhxD/EPcQmG0nwW1cPuNJKE926zd+iF3d/eOA1dvecx2uePOrcOShB1VcS2//EL7/41+P789rHxgawWkvvxz33f5JHLxqiZa1EdTytssHalQGeps278ZNN9+Jaz94Qj3FhFwuwJuu+CX+464P1/V9wjYCatGnyFkJR2LbOWBLMIut64xR0IHvIz+8ERj9I4xwiKgFDGIPDme6OUkajAMLRFYQGdDDaYNFI9cqrKapLqfcLyuWFuqfKvBlJR0WmY8MXNAsE06cZdW7JM1J/kUfTJL7xIcvULANBlIkZ9Ho44dQYxthKiZXcWpBIIteOCkE7uGwMofAsCiti/2y7FlnFdVZhZN+jffkeRyM75TwjPPe8C5c98UZMLi+9TDy2Tac/8azReqmQnqZEHSnkS8nZDQjJzXQ0kBgkJf2JEmgEeCvQRkd3C5AKoEQsx2W3S4g2XTtRks1bIQBGQ8a8LKESVQfQ45eWoXdP4Sb/1uJybm+Cs89Es6Sf6mZyaEDU5jG2QPLHpx04qjZvgST+S4jo4oBFC78IK2l2E5tQNbEsqM3mgpG4eV7MDrSi0I+W3Xqye6lIdOA5uYmKYMwGIURMsnQllASbRBPqwC+szS4ZRg0jNZJnyGZL8K8024ffCbNMAKi5TkkQNYM5RwCJ7N2zllFs/0czdbxxtlauU2AvxmmohdjFea6NxyBXOVAu/RzcCOJeFMkV18C2AfDTq/Y4+XK/mb79u3iz3X//fUlLp544gk47LDKxEXN1ipEbC3NhqoVkInrUbO12F5jtlZTzc/4ZG1CX+cQlKIP4ghsm+0/ThvV77DiVv3fNYBA24yFsEyOPTULeLa2cjYoGd55AdFlXCTvToJfZIRWgl9FUGswkh/OBaiVikCt5nFQK+kQqLrhPfsqgvGl4BeBdi7KFD/1lG91Xy9aQ9DXK7v3+HpFYUC0LxFfr5D3T7YXmfJu3WOZcfmiBNzUl754wIOrnpaX7Dt9Fx+2RySKC276e7IL3Af3OgBw7YOVlvSS9xTApSehJgp+CgGNtTMG3BR13FyRmPrqPS89HutMNheMHjg2V12S3TUHQ16hHWGQBvwhhH43wrAfZooeJrWlHhLAKHiurG47TgGuUzmIHWek0eTbaIAhzBBSkE0Efhr5oSzswUeQMiulDMU7MuDRq6ntVLitR9QNkvheFoXehyIj+allogIGNJ2kjeRtrlTOzsYUoo72Flx47ovlgB+77nYce8yheOkLThZgIvDzItmhZwxT575932/wxMateN9l5wAqi0f+tgMXvOMLOGzNCqzfuA3HP+NQXHvNOeik10Vho6TA0Wvmqc1dewTgon8cV+CVTV+tVbBdApkJG+fsFLGe0OcG4fU/BGvs0chknl4XlkSsy6qva8Gk8bTNlVWmOjYAbifszMpJwYmySbzKi7+XlhhqmSFNZWUTtqIDBRN2wjRUThYIhhEU8AoWTEVYisw5FU2w1Xja5FTFRKo/fbfgDQL0YApdGOIxZCLIPAuZzpPq9viYxepJfCgNxHtRWEbXeFjGXHlwxbLsEJ72b6OEw/CFbxcqX0+chJFEgDLyW1G60xZwXjzTMjBtAl26P0/CThKGFyeqlK6ophLD+lRNgJeXH4a/m8mKW8vKmK3JbzgebufpdTFitBE9za4pWxwBmOilDWaKH04ihZUoaK1+FCT4RPus2A7N92tjRMTAFtQAfG8Ew8NDKNAYssrG8zY2NKKJ4BZ9c4LRKAjFgSmpSxpcDsgCZvw7feRCsoU1o7IUyNKBMJNfq2Yf8/19KGwCXY4GJvf3TbO1BhDkN8EMNkogy3TemkFhEEZucyRnK5YQwUYvbEOQOQWplqfDduYuqKDeemH/U3/iYhqnnnoqCHQtX748WlQcAAwy8JPZREx23QLC+g3C7rdthgpVNyOv5751YmOPLKJadrbmZ5bn5HuI1hSB3wmHMjxLAw/zuZWDX1y8yMn7n+ElytsFI+zTCcSmL4tIk6UQ13LNmqmV1qCW3ayTWKdZ7Kjl+PG+8wV+FX29GCg1ikBFZvZGNvJFjcYl81u1FUVW9PVi2JZme9HzUFtE0Bu1yH6brrzHg5T83TCFvZwcgD4AcE1XuvX/vedth2tGNodZ8/hz4c0HAK76a+3AN/dYCcw3wCVmqZGxtmEvhZ1aAdOmCfyYRM4mlYLI4MFrg2EwAS2DgCtsVs+k3l560hZABWMCnhgqC590cZELeiIX1B5hNqjUoKF8EjP8uOI4kBGgSxlwXX08zY7hikoaBr0FxKi3iN5xshjkdgHeAHzOGbMF2P5IRYKhpIGljoC94BS4mc662gpf0oXhTVCDD8H2nprSSF6YR/YKoOVEuC2HztqgjNfA+//kDXdi+ZIOvOmcF8qk6mNfvAMHr1yE815+CoLCZiivS1PsnYWw3DX4jx/9Dk9s3IH3X3YOQhTw0189hlu/8VPcfO070NLUgM985RsYGR3Dte99FVT+fwWwJOAynwBXsV0vhykGwtovZU9v4rE28BeYQ/fDDnXKnICI0u76I5liGqHTDGW3IEwtgNmwHG7LMpDIpdmEBDW4Mhz7ZWlAazKGI4EtX9kCbPE5SrKJfJfpqYEtqaO2pX22xiVSqsgqIWAgE3GZreujG2YGMNqhjBZ42ZiAgakAACAASURBVF7YY3/h1FESnMhWI+hQcI+Cu+Sle0W9JCsTAls+PH+npBRRkl0K/s8VwDXx2sZX+QXEZL+mE2ONiOVaur/IPSPgizK4EBlAvEQ0g06vsHOgHX/0gmQMgJXen07sIuDFhMYY8KJfnT0tQJUf2QbV9V044otT3HSy4ulId/xTYt87YUSoHJQweyldJ0NiEI4zLKwsMXtPsAkr0ctImTBYYzqgqxTYMpATUIvgludV96Bj2TY1NqKxiXJ8yuMKCAILCAzADxD6kdFz4CEw2mAt+Ge4DUuhmAibexKW/wRMynMSBqGU3jKf99BaDTO1FrbbPm39TFdcM/UG5fE5STvjjDMqTlUPg3bc+DzH5FyytXYntGQonr7UD1DCDxTrqVFcmpS9EFbn2Ug11Pd+n648Z+PvLE+duPgw/vrXvyVOXHRdF0uXLsbzX/AsHH54Oxpp51YnGFBkay2IvLW0fLOeOq3s58i0Yn+7G4ZJdQDHgMme7bI+RgBt9lkdEbA1O9c3kzoUwIIBGsMbEOY2wsw9qVncwjg1EZq0K7ARmlyEZZqzKZJ1GQOIfHpq8EsfI41QWNH06uN4d+6Y6tOVxeTgF2WPDKbSskf5WQL8JG1H5b5enLuUSBwZBkQLhr3K18sc9/Uy6IvKFGzaUpT4JFYr03rkiwcArulaZ/1/73nrEXuEwdXxfx6v/6L38m8eYHDt5RU0k8ubD4CrGqhlVVnt1VKQXphGNyxnZFomF+/b98mCWgTLXALDoPlnFyy7V1gOeuUljzAYE2mWwY/EFhc3TsY8j2mNpvhi0TtDgC7DhuWEsBy9sjXdFrO0fNWAgkefkjTSGRu2Uz0NPPBGgPxuGEqn2+kBOZMjTSCXhyVAl6clVU0nIdVxct2TBpHt9P8B5tCvYTNNZoqNceZBw7FwFpwEJ9Uy3W1X/L1sxVB8zEbE/JwTRMt04KQ6se7un6PgBbjiza8Q+ctVH/0/OP2Up+Mlz3s6Qr9LDEAFQCHd2l2Jb//wEazfuB3vu+w1kq73yKNb8Pl138U3131Azv+bh/+CG772PXzr5ssR5v8Xyt8pSXxzD3BFKYhgAAJ9tQ6CZeuVsr1pE3BzbCcU/dbyfxfQR/wncjtg+j0iWVJkF4LeeA0oWIsQpNfAbVkB0xgVeQONti1bwTDjgW7lwJ/gFD2zTFvBdrTEN8kmvnSeA8sgIDZ5AEPRm4+pomlhZpGaH9IfLmwSM1Y/Nwiz92dwZKJe9E0j+9Fe/Go4mfqk2EnuYzb30WyhXTAZv21racnEbb4Aronn1f2qD+X3AxjTCwExSDWB8SPuapxIRP5ORdZXDF7aIoMk+CUSdcrnxn1W4hXn4mqlTFyCBgSKSYVMaGyZNKExN/A4jN4fSnpd6UZwIVzwYqTajpR/Lq7QR14sEZClpT00IQ6iSV4RYBRfR1qTBXlY9lhiIJfnI0sx8LUskEDXxEn0RGCLVZ/L5zA8NAyfWqfS9xc9fkI9C027jWjMNMPzCGAX4PAdorIa6JXkXS2v8qzlMDvORKqxaFAdy+287FMw/Q2wQEnm9O+9iW1DL14tg+GuhZ1aUjOYHE+o/v3/fAoDT9w2o0fqob+ncMctn4TM1Cm3Ncgs0f8vecT8f5m9R/9Pjtv4v0X7E5SUMUQPbGzXSYjxsyiU8cioTlv1S0Plf9Xo5ARsRVaaG4MJE1YYwDJj3yYgsA+C1fmiMp+4pBPuGRVUjV8uTVxkkAvDdyZufAem02ksX9GGVasasHQppbEeMpkMlixZgsWLKdVLvgBEoDsIMgh8JiEyqVRLymdji/21CGxZTNkmsCOHlqzdEkli6dkq5Yk6SZVjP6Z3t9V0f7NxHxOPIffl5eCNPAkjtxEGQWzxvqyU0Vb08bIgYRbBLyMCv6iwsMj25ofx5mkYTI1lqif/fw+CWknLcGrwi4vQDOWoD/wq9/UqMbM3KHHc23y9+O4r9fXiYjyBL6cqYzqpfPEAwJW0Jda+X9dbjiobC8ZMrvhIc/V751cfq/1i95FvHAC49pGKqucy5wrgqgC10itg2ckkDJ5HoIqMBcpxEryM6cHgN0paImjWXtiCELvhOoyZ5oB0chPruMzEF0s8f2gbqj1/uCodSOqjkgnMxAm7TNZilhaTowjImFwd4goeB7P8fxOOWxiXFYkMJ98DFHbBFPPRyo2eNF7egJ9LwW56JtLtR9Y9mCuMdSEYeAhW7m+TmtbHV+AzMY5G8m1PmxJMqwCx/BGEakT8YQzSt8MRGOGIBhXJxGL5c5XMWggzdQge+HM3PvOV7+E7X/sAstkCnv+6a/Af696NVctacPf3fo4j13TgmUctAVimdie+/aPfYf2GbXj/5ecgVDn0D+XxovM+gntvugYHr1qKa79yL9paM3jbuadC5dcLSEamyVwBXFqC6EJZB8FKr4TtajPbvX0jaJLv/R2M4d+J5Cwgk6vQBwsjAlwZZiBSBfrzcEVW2UtgN62GYRJM0gNeJZNEPbEwLDXufyem1ZYGtpIyH8kuIbBFdhUZWzGQLLBY9GzRkw80pgWN8F0YZiqaQGoT9NLN93yosc18wKC8EMoPYQQ+wiCE0XoG0i1ra5K67Yn61IwtslF3w7bJkpv8KvYUwFU6mAq8IUD1CRiiwaxSNlYRIKG5MFfLp4uejc2Gpf5j+aOAXxEAVsICIzAb0rA+pByvAbZNNgcBL53ex34q2/Mw7KFfCsDDY1AyS5aCb7UALcfBTvOdRK+a6kDWdG1A5LC+DiWxnNGqoSmTHSMgsOs3SOogF0LEB42SQkUfHLLk9JbNZTE4OCpsNpZJIRfA8xS8PD85BH4Bixd1oqNjCXzVDjO3Eym1vWp/79srYSx8IVKN5YmzxToliyWAl9sJ+E/CUrvG/fqmK4vSv7O/UFiA0FkLJ7N6WpaNMKQKo/AG/gxj9Pe457u/QSr/J7z6jPoCQnb2eHjXjcO456Y3J7jsUtdLEWqCICjhcZhMhB7TIOmkeP0krpny8NLXLAVfNUGhDQbTa/M9sAqbIwlrBLBJbZsIrIUwmo6QhRL2s0YEXpaDcUUgOP53AeYi0E7Mz0uBOgGNNXBcBPM0PUd/r3ybCKpVA9n4b0xcfPDBB/HAAw9ix46dkpBLtlZDQxqHHLoQy1c4aGxksy4fw/G7zc3NAnQt6uycEhQhy14FZGstkGd7tthavGOdIjcsxvEMG7KtFMSsku8a2Tg+44cAuTaJ1x0Yy4z78CfN5xloQsCaxvY6IXZPbRrUympQK7sRRn6DLJTyHTsbG5O0A2cpgtQhMLigl2KIBccLtCtgP8rk10JkeM8xc32G97NxrfUcoxz8oiSfi2j0/IoN72sHvyp9vRj4oT29xNuL3YyZLGCknntK8h257zJfr/QEXy9tE8BPUb5IX7pK/7wDAFeSEq9vn663HL1HTOYX3TKzILr67nZ+vnUA4Jqfct4jZ5lNgGsmoNbEm9eDjyGEYRcshx4B1UeXsvoe0FAzK9IRP6dgBLRG9xGYZJOEIpVKwsLiNZCF4uXp/6PNrQnQ+IEDn7KYFFdcuZrviscAZVGk+sqq7SQTUb8A5D1Hksls+oT5O2H4PdFqevUql2w5qw2hvQQhlsI0ltZsTMpJSmHwMRhDv4Wt6CUx+SalRQlk2wlwo1X9IquBk7ccVAxi+WMwQvq6RCAW8tq7RcympxpEMZmtGYa7AsrowPs//z389pEnkC8UcO7LTsEVF75QWFuvefuNeMULn4bXv+RowHDwqovvwvZd/Rgdy2PF0oW498tvRltrK77/sz/i0zf+AO2tzTj6sOW45uIXY2FrgLCwCaEaEDnqbAJc4lujSONfAlNSEFfN6mB7th/+cgp9AcobgAoGgWBQkr7MwgaYNAyn5CwYhhFWhiQIyGV1wMxwIFuePidtlP5zAfW8BuyUDzNiGhX9lrTxeOWzTZ8t+kQYIuWVdiMTrZSkLNEklaBWDBYnYTEI6yW7BWbQV3Y6Am+Bswym0yGsL3pTkF2pfSn40bLhPTkp4QVrYKsHpkkWQS6RhGdPA1xxQQf+GBD0w4Q2PR8PEJDZDefU2oReT7rJ5poZGFyNBUagiwsDKqCROmWR7JdpwOsgGHsCTrhNmIWmA1hitqwQWhmYmYNnJTlUAkwoAwxzsO0xmFbyCSWfBS9vwzIIkJG9ysmGCRUAw0Nj6Nrdi3w2K+yfQp7vOkqLtIm9Y9s4eM0RaF98HEK0wxx6EG6wrWp34jsHw1j4AqQaKOuffhMfokI/QvYVwSZhN9e6yZggbICyD4HTcEiFD5EkVWa74A89CouyYvpZQeHO7/4Rbv7ReQK49F0Je5lG/IaCZQ7DIuvCqP2eeSwNkqUQBC0wQ0fGI7w3+ZtIxLtheDuqBsooqx1mZtUkfVI5GKevXA8+dE8bDUTkl+r7FnvkaF95LimUjJlu+neCX/JvsqCh/03vF4Ny+ncuUm3Z1oXewX40tjpoW+hEUmaGLURBItEFykRaY7nS7zY2NaO9rQ0tLa0RbYqggokgSAtbyzS5eOTCtHRa3MQtKRhX+j1hotCnE/TSG4Zl8/4yMEDGegajY0DadWDZrPs8QlDaT9+lKHhDZNdkDaegArJdKJ+u9P9iQnRjQ3rOF794P8ofgze8AUZuA4z8U7MOailnGVTmEFgNa2ClCDZWl12We36xP2RqbAx+Me2R4BcXnfcH8Eub3ZeDX0x6LHpGxqb3E9ttPL5WimU0Fvl6acALBlnR8cJwrT3u7O5f9PWyJ/h6EdAlCMb5EVmPfTD5LFkhDgBcs1sHpUfbfeExc3fwKY68+NYDANceKfgDJ51ZCcwGwHXz3UP44ufeA8NZJt5DSZlaSa5cgBqPjIYuOE4uSl0jK4P0X8oO9cCjlKUlE4aC9tbi5hsObDfQ8qfEsik96TADMltCwFyCwOjk7AhOamBS6eFk95TPjiE/MgIbw0g5fIFVHzgTbAppSJpZPD6g09T3BRHQNb0EziuMwu97ENbo72Eak3sgcaDqqQyCphPhtB4lZSlMrAoQq0DeQ+STk3ziVl4WnOk6MKwF0k4MswnDYwZsm9IaX1g39Hoi80pPAlin3L8FiEBE1jfUiB7GG2nkfRf5gkJLIwfFwwi9boRBF8D9EGLjph7cvO52vOOi+l8K7/jQg/jGHdcjtFfB4YqlQ2nUnluhrda+SsFI1p3yCWYRvKLJ+oCWwUYeGvH36bujCl0wvR6ZLCMg466acTVBrhYgtQJWmjJgPcmIQV8npWWF8VYGcEQTrHgVl0b29NlSgaulWTJIdiJvOmp59aSn1k18WXK7YNI0t4RmISAco+Iz5emfMUuI7Bu9QkvgSzMwdQqR9uWYj3oWtozXC5iUInKAm/zuX3vOu/Hpz7w8+Rcm7Pm7321Cdqwdb3zTWdFKe92HEsli6PXBwFBlrlicmCkNgUA369xOHAoy2VUJkCYTZh3Fyf8IjsQTaO27yH0IFvmATx859hXkcVGqHiC0mmGl6TenFymSmOFPVUqS9OvzPZMT6eKkHj5xeqiY9vtQwmBy4NMTUvmwjQJ2d+3Els2b4NOgsWIzkG5ow6JlJ2LlmudCMamv92ewJ0nF9Z01MChLzCysuZIlSc4fQ8DJs78etsjqatvE15Hgo30I7PRaGFYjguwWKAJbwjIpv8f5ArjK2VqU0dMaIHki8sRSILM3UA0SkiDwEMM8qkjCNMi1G8aEPmu8fybbObNiXvqg2mqyuLcsHsBF4DbBSpMZWUA+N4JsNgulKhc2tHQz/n5JP28YSKczcNwmmFwwyfswffoYcSwQHydmpWkQTktN9b8JEBeDcCVAnEhSx0E7MukcKDuESUY9rSfiRVN5B7VgLNeCV1x4C3Z3Dwow9fzTnoZPvOe1CFUvwrBXJJYh0kC4BJbVgT88uhkf/sLtuO/2T2mWWuQreMvd9+HWe34kN/reS8/Fy154akUR33777XW968bfs2GIZ598PFZ0+hGotWlWQS2CvSEXI9NrI1BL++rV834uvebiWKUU/CqUML/2T/ArljxOBX5V+nrFEseI7SW+XmFNY4R6n+2pvifjJgaMkFGsGvT4iSw3+fcsrn7X+3DJpcfjqKOX13X6x/62HTffuAk33XRTXd/fn7+069+etkdub8nX/7JHzjsfJz3A4JqPUt5D53j729+Ot76mF0cdVp83zWPr+3HzNyzcuO7OOfEciD058rkdCLxtcFOM4h6r8NKaWHyS0EjJoWfIi18SC00bMiGPDKyrFXmZzw+Y0NOGECvhOovhOE6UAuTB93fAcoqJZpNPwojd9AL00wk9FII0CoWUrIZroKsIGClKeNzFMN0FVRlhgc/JUwcsk4wuvUpUunE1vDDyFDD4ICxvs0z2RcYjchEO9jhc1BCAMgyEZLCkF8Jy6AhCGrtmYSUFAWtvshyQcjBJl1nGGtN8ml5pOoFP3pCcDHCwyv8XSQW9EEgP58szSuvjL8LwoReTBShPs/gkHpsyA8o7GrF5ax8+9KEP1n6ZE75x77d/NeersEkvskh3V1D+sIBZoRqCoQZhhkyP5MQgWR3KYLPQL3JZSktDn35w1YBXU4CA0OlEaC+HclphugEcpzpgHE9JBIAwNCuLUqxCnnIUJl6xaulHwQ/TTymNrJ+iT/Nm5LdUsCKV2QKzgRLLZKiRHrBB2hSZXhr0ilOICHxp0Gsmg/y4nrWfRT9gkLE1WpOZMZMGA78dF1743sgzqHZQMHqgcPrpL8Ab3vAaWWWnHEevrPPDSQclkqzjZMCP9NUeAdU+YXRO1r+K3NVoBpgmK8fX54hTByv78upAlt4/SiyUvmuKp0hSHz1NHYnkGFqWQQwsDZjN4mWlTfI1a6W6F5g+z3Q4LPtqz/dEhmLbZLnytJacg/fPPgtqVBJIdb+rZfQ8PxdnenYNYNOGv8P3KGcp3QwxcB4pLMbaI87EoYc9Hd7oNqDvp7BVd9UC8N1DYS58AdwZ+s9pVrUv6YEGGV0hgXMuSrDfjr2KYv+p2NdK37mUu/T1IXyRVYaA58PBGCyQtRZLwPQtzDXAJVIr2AiMUNhaNNdnW6xnK7K1miO2ViBjjqkSKHke8evJE5jvqrKvBudNgq8J+696rr3W7whQSRCPJuKpFKy0Acsq+iaylr1CAdlcToAu1vdUW0hDiDww3DeK0Z5d6GhLY1FnGxobyRCps18rOaHO4U3Bd1tgZyxhZYm5etkjlRL7hFFvKX7yy614xVmno3cwj5e+8cO47YuX4ojVBvz8RkklNjwXjrscH7vlj/juT3+Pg1d04j9vvRphdiuMVCfu+5/1uPGOn+KWz12BlYubMDbSBTfsg8rtREimK8ddhoVz33g5XvW8+sbcvPRHHhvB297yJqxd1Txr8kMNaq3SoFbjGliuTvScjXqYrp1VMr8Y6lEqe/Qi5peW7Yv1RbLX+nSnnvO/V8oeteSR7C/AHff7mgz8Kvf1GhW1iiHSRv4sSDnMdGFmpoUg1isSCANcftkXcOllx80I4Lrxyxuxbt26mV7Wfvf9Hf9KgKvMRXpefl/274/ud2UZ39ABgGu/rVpgNhhc6+4ewHXXXYdU05GzAgToxJdRBIXdkqhnBrthRKuqHJQaTgjHTWZiTZ8fL+/AVBx0BhKProSFRUN5PdBRwjDgW6JBAy/yKVLixeDUa0aITrgOafPa34Ur636wA5bdM+6xVdpUyBQgs0RLEouDKoJNfpBCPp+GYxeEmWbYzTBSi2HaDdO2Nkl/9DthW0zqi0E3H/m+P8Acob9SIQKx2BXqCev4RDKaiIROO6zUImFTzO/G0UmJFELPNosTpNjmQn5qI1cmn8WTUXpkhCBAxk8jDLsxAiEaYXDCXEMU8vzed+1nKw5s+Dz0I/QGAYJZ4SAM1R/VbTIwa6qzKz+LMN8F+N0w/KFIilH+DYUMfGcFjEw77Eb6HbHdRHwp8cvSYKT4ZY1LDJkURkPthbBMAsSUckRyGjEqp4SFP7niT3kbgWuuVlKip1MapxvEijxubGOFnx1N80E5RYLnacoJmABeeuCGGgxZJzumBrYGxSPQsjWlP+km/ZDfCoSLI7+pmUn9qp23fKJBQIJ1ROA4StEcB71iAKw44Yjno5QzQ/VO6jHI82pyVTNgtotkkeC1AFACsPITwfEiX42BrEiEVe+8V9CsIvCgpZQR9iLSSYLp8b9F0qpxLzCCU5OZ4fP6I9NpMconcJ+CUvyQITgKxxmCSfkhQS2yKkXaXblxSWJkZAQjI3kMD/oY7h/B2HCfpJiaVgN29GQwlO3E81/wEqxZswb5oU1A/09gq3Jpbnxkzz0MdseZcNKtSZvZtPvFLIzA6wO8LTDUzshzUUuNyYSkfyIXGgzxNKKNQEFCCQx/VOqT0mDdN3gIPQ+mPwiLvo2RV9BcAFxlbC2DwRlka00dujJlv0mQTNhazZonJGyt2kCy0rCPSkCMIBfZ3EvnBWSY8l4JBhLYopl4A+0WFMxo/FS1H6G4L58XkIs/JwJdIVIYGchipLcfY/27hTWuQU7AdR0sWbJUjOhTKUq+pm2SFTuQCR8YGQSpJtgZU5J5J7VQYBs1WmDYZM23AfZSWYR789VfwlmnPxMve95q+IOPwsjtgG25MJqPwbBagfWbBvCR6+7Gff9+DcLcDhjpZTjn4uvx2n/5Z7z6JachDLKA14cwvx3h6OMIC72aLQ3gNRdej9s+vALpVH0ozXu+shOXXHQuVq+sHyTjdQiolVoFlToUduMamO7spVLWXmvVvzE1+FUqe/zHAb+KZVKAUkxxpJJl7/D1OiBRnK2WX3mc7W96hvSHsm4QrR3Nx+/Lbvvz3N3UHj7yAYBrD1fAXJ5+NgCur36jD9d/9t8QmIfBaTq2ZiZXzNIKvC4E+S4YQReMkAbxQVXvLCa1+Uzko+zQmVyCV1punucgoPyDpqE06oUD003Bck1JfzHNzJReWjIYIHPCI8C1CI7TLINOvaqdQ6AIdPWNA13KG0OYJzOGkp3qk1iu5HuqAXl/MdzGNmQaJpf/6YXQiH1A36SQ/igK+VwaYT4Ly38SdkBDYDKxtMdMtbQcxcmXuxiW2z49DWEuG17JsYVVVmIqTQPX0GwWFhaMRpgEsaxGmFaTTPJiX4P5WFmcjyIoo6YHeSh/ECogE4bMrAE9IZ4gMZzt69KSmS4gvw1mQM8R3Ra5wu6bbQhTHQJsWRZbM6PEGwG7XdgkEGBAA8JxnRTBmA7Ydlsi4LvCNyyksTZle5QtjFWkEAlARnBLDZcVByc3SK2ElZrZ4H+yMo5XK/XPFKDSIl0xjAwssxEmwxEm+HrFhsYq3CmGxrUBWwzRaEGoCGy11Ny/zmZbieuo/CcnsIWIBUY2VkH7vYlBOdkxsbyZxjsEzSIwSJikBEQbYDKRSzz8YnCLwK0GvrV/1yzdBSfRkQy69IiaP0WZrE51FAaXgLYTzitdsMELByVaYn6vCLoTAGOiJyVMrnzo1Ug/OQI5DPuA2gI3PQhXmI+VfT3BreHhYYyNjekBrIBvDkYGgY1PFfDIn/rRvmApXvnKl2P58uXID23QzK2Qz2vl5rlHwu48E06qaZYKr3iYsWwOmbRm1vqFIaj8k4C3EbZNT77FMKw2kX2RvalpkZRAk+mjmbljOQuOY8A2hqC8Hvgjm+B7WdiBJxLBu777+1nz4IqldD7ZWsYQLJo7183WYr2nEQTNMMRbS0XeWsmB6omVoUGubTD93op6knejswRWumhZMOuVOekBi2yt0HUFKCplayW5DpYKQa5cNoe8F2i2Vu8ohrp3wM8NIQwmBxgbGhpqTlwkM8+3GxGmMrBTEI/H6Zh0enEzBZhtMAhu2avQ1evjjHM+gO/d8m6sXZQDRh9FWOgBrBTM9GoYTUdj444CLv/w1zTAle9GYHfi2BddhaMOXYXHntgi7K6PXPESHHfkQoQjjwoIpq0Y9iTAxTq1EaYOhkofokEtgpbzxNRK0mZq2ac6+MXFErar/Rn8otm9Dm6JmV/6fREvSo1O8PXiOGp+fL0OAFy1tODa9t32xmNLTOYjhCtGuubw54o7/ljbhe5Dex8AuPahyqr1UmcL4PrS5y6QiUtgHASr4dhpB9U67WVEs7SYGiYsLdJtmV00/WCR5/LpqWCZcGlwPcVqIstEszAcFLx2GFgCN7UKoUGJG/29erWMJOEkyvctBB6jqslK4Wp9nMjDl8pOGOopWMEOmFWMu0vrR3FQ5S6B4bTD8wyRLpLRlUqRNaFBLEpZQvgwYnaD/IxkOcJ+ySPwfASjWViFXhm8V0vM0YbhbTDdRTBtGm3P71YJYrkTQKwGGASwGDkt8kUNluwvIFZc2uV+WSMIyOYJBmGqIe2XRfP+OQazpqr5gJPV7FbA74OvWqBSS+A0uLCYZipMOyNiOFoICeS4i2C5RQN68cNiomnQAccmuJU8Cn6y6yoyvXwoNQoVUvoyBpVbDxu7BQSn7ISML3Fhkgkh/cLmr42X+3qR0UNmBwEA+lNwAjUgLB7bnr5vG28rimXZBCXA1p6PnU9SmqUTjkIhj8Lo/8IItwNmCHqwcQxmMX2TklT5qf+f7u+mxdTZKuUj/lpkd0SA10zrlf1qxKQovyftEyjePaKq41Ip65IAFhmLDkwyiMnuFa+fqT3jVBAiYDhHMKxNt/kOCiwEIaWuPI0G72Igb3R4GLk8wS0N7tFbaDRno38gQCFvwvM7cPRRz0Zn5zIUCG71/xh2WA7u6vsx4KWO0syt1PSM4CT1Gu8zMDSCS993A9Zv3Cr/dMPHL8PJxx0tCz1eYQhhYSssYxj/+p7/xB8f21l26H///MV42hErcNmHv45HH98qwSFXXvg8/NurjkWYfVyeZ9/3BDxad9v9SBcexQlHUsZT3/ax27K495YrRdokZuLC1prYvqZPWNbjB83WCsIm2CFtD2pna011FwJyDhgOqwAAIABJREFUSUgGzc/LNw1yLYWVXjQv70MypjVbqxEW2U8OGXfTp1lPdn+BcuBlFfp2dWHX5g0YHe4W37kkWzFxcTE6OzsnlWvq622mOzxslyEByY6vr4GJko2AtQKGdRCy+TQuuOorOO2EI3DZ+c9BSK+43GbtU0nY21kgANeGnSGu+MituO/r1wBeL7pG0jjjtR/CD277KA5euRj/+dPf4lNf/iYe/M77EI78CWH2KYApqfMOcBHUIlNrtcgP7ca1sFwuxMyO3D5JPe6JfcrBL46pI9mjgF9UNeT3E9mjWZL2yP4yTnostfcg8KVZ8uMSRwH6GZo1PVO+lvo7AHDVUlq17bv1/GcVGVzRV8cZXHP4+4o7/lDbhe5Dex8AuPahyqr1UmcT4IrP7WMxjPQzkMoU05qKLK3dJSwtpiNWZ2klvY9AMZ+IbCxV5glU9NJKI6RUQhIP6alDHytKIxbBtpbCcVx43hj8gJKh7sQTUE6AfD8NJRN5TkAZ+e4h1/0AkHsMRsaBk6a/R+lAS0N3AjaZLQJsGZbNjGltYKpoOG3AL5hwnDxSqawUQ1UpC6VDQRaGvKw1K4LG38FYHpbXC9vgd/VgXjyF3CWwUp1zOkCuBLFSCM0mhAblhGRpkIkVg1ia5bI/glhx2y33yxoSvyxKDAlkaZZULrFfVtLnodb94joTLzNzAUKjFTkvBX9sAzL2VrhpSqkIOhcZJ6GY/1NuSG+3KBQhvQiBSiPwGJW+RJ6rudpYrtme38Mc/rUABMpKIbQcwLQRpjvhNNM0nKBXOGMj83rvgZJGn979AT2YsjCt/8/edYDZUdXfM+2V7S2VtAVCb3+UakERUSkKCAhSLVQhoAIighSVrkhLELDRkSodEVREKdI7CWmkkGzP1vem/r/zuzOv7L7dfVuDuPf7NpvdnTflzp079557CgFCgn0UM5HtZkATxlBfEFf1LUn43lRYJj3LRg4SDvc6Bvtc1MYJyIvUlKlZPiWmKjKe0nLfbYeOFphhX5jL1oz+T6jHF+kxJ14EfRQLFeLPFQE+of8VzeFDsCvrwTXYmfb6u0ywmURIECuS2hLUUsAtU2/l3uT0vgKFBAS6eP8suX98n/QukuhJUMtfV1CKKIJL8SHjBFP5UjkOpauesIR5TqmUjs7uAHbKgeN5qKgox/TpNB0vQbrTg7HuZSTQVGAxSIOT2Bpm3RdhxdTiy2iW393xKF55YxGu+vnJeOLpF3HbfU/iD78+Uw4hSaBdy6G5HUg5PgKTsq9yCQLZ9+jzcevVZ2DZig9x8z1P4doLT0JTyzrsc9R5+OttP8KU8mb4Xf8RSwLW39V/XIQNJnWgqqp0WKefth386f7F+N2CU4WtFQURRNLXyBdMvSGzHmGZv4cUOklW9GsRoAK6xqRLLjax7YR+kSLhZf/I5ztaBFD/V7+LvMnUcUIBbM41hbJbWSRzFJOL7MeMW6b6HMcMBLnMRG34Di8eKC+uAhUIQm+tIBZXflUi6xveccTz1DXg9gTQ7W4YQUp8yShXXLu2AWvWrJH/F1sIxlRVVWHKlCmoraVHqUDDKqkyXg49YUnYydCBODLykvAxFYZVj7RTipPP+yM2mj0VZ564LzTeCyaJel3QPCYqKo9QPbkhFn/o45TzbsTDvz8LgdsKO6jA9nudhv88fCVKkgl0d/dgh31Oxb/vOQfl/rvwe94HKN8eF4BL3U8CWkEEalkqoOjjtmhYbBvK3a5/8Ittkswvgl+UPKqF72LsEoZzHmPxmXzPL/o9xsSbVnl+KfBL/Z/vMjKv6YHIMUrk6+WMyNdrAuAai7uq9vnBYdsr5Y2KoR2377NueWnsLmo973kC4FrPN2AsDz8WABfP1wsq4FnbwrQq4Tv00mqEJpIVdp6h7GQUL8zxYpKWaCV8GJRJEMwSOVt/ccaA55TCDyYJ04Qvfddthx80wjAZe1vcwE5JscrhpnRg3duwnIUyIPX8GFyzDFoyDjPOJMYI6CJbIa6i6cMXJ6shd5rk+TocggyugZjlIBbLHQiSteUABLcot+xVyBZxHQNeTwq6y+swhWWjc3VzFIpMSEVSSJaDMhH3CWD1ArEMXnso1fo4g1hRlWb9slwx2g7oZcUJLpMMxXQ7ko0W165G4VYVaBvhfaM/kF4lkgwQaKWE0KxU8fVMXzSaoeutknKm2yugo6+MhNIjjfeYtvRkRqZroce3RLJiozE3RU6tex9a0/190s5sYzqMSfvDiJH1xNXa3quVtgBe/SbbjUKlK3CKwBZT9LpgkvlWoGQTAJXxuCSDwYQv7Lfp0ifFYmMHEg71UrNAFj0/CGSlQiCLseZpJY0OzW4L+aaJV5rXUrAtReeifLlKEWg10Alaimw59IXPSC8k+lKCCRS4xeeKfmD8rr4K3V+FVyjwSL5LoIAtzNho2SFj9E5pocE+rf9aUufGMIwI8KLXlo7A61SyYnqVDVLJZBW7fgDH5USKYB7bji6AkCcpdLx4A8lkCcrKKpSvouuB8nd5BdiA7nbDpOmwr0AVz9oM1qTPCcA8Fv3usaf/Egfu81nsudsOAsjt+tXv4dmH5sPr+RB+67PQndUw4hWANRVIbgg9Phm3P/hv/POFt7HgwpNx+s9vwP9ttRG+ud/ucr3fO+tqfHWPT+KLu0yC1/k8PK8LRqwCt9z5LGLaUhy075yhNlXZ/sO13TjtZ6/j9t+fPuTPE5zxUQXfmAMjUS+yy8h3s+/7tm9/3sdYnSAYgRG5R2y/IUDL7xEoFgasOOlO+G3Pw/DWZBNCQ2sCLkL4yc1hlU6LomJCUI3nEAJsBN6isBY+JxHIJv5W4TMTgnI8DzYzGY2ZMRiJIEwX7I/9lAXjsvWQf/2eb8JLa/BTDky3S5huva0S+Cx2d3ehoaFRgC4Co8UW3odJk6eibspslNRtALOEskmycYae7sxzddM64FqIxaagCzNx7Nl3YOftN8ep390PGn0B6aHlp/H0829hXUcX9t1trjBR9fg0LFlFieL1ePgPZyPg4pWewGGnXIuD9/0svvalXfHE0y/htvv/ht9fcgSC9lfh9ywbUwaXsJcF1JqLILGhYmpZiaLsAYqt//+F7fqCX/SgVCFG+bLHjwP4RRUL310xYYHR9J6SXfZLAT29tJR4RxqGutZiwoAmAK6xe0qWf/OT44lrZXC0Wbe+WPCiuEhVVpJEIjH4WJXJuo3NragsLytq+7Grxfw9TwBc41XT6+E4owlwiQQjMOB5NjzPkWQ2Gn9bVsmYTCplIOpzxb0WgTEZmjkZAaUuehNMi+ywwStUfLXcGuia8tUSqYXbDE1rEhPo/vYReWIJKGA3w0utg9PjAOkUjICMBRo+UpZiwCfbJVkKwd04WDYoXRps+gNkgC6PQBfN6NOKteVn2Vn9XSGP61De5JXC1LwMe2LwGlHSnHwQK9EHxBIpIa8rNGYei8lUMec63tvk+2Wl4Dtt8L3I+J0Sw3XrVWKYAQv4bAgAWQpfq0agV0IzKgTIEhadnk0EVP5QNCptkMCECNyVIIXu1YC9Crrf2Uf66qEUrlMKLW3DdDvBFNCgYlfEqrcfs0G109MKd+3dsHwmj2WLGySgTToA8Yr6Pk0iCz6SZaR8vbIpRGQbjTyFSAFbmjC2BgK2+muvrmPBccrFfFuxuxKS5EjmqaETqGcfqu7ZWJYs65C+WrlAFhlZrKtsquJQT8X3HAReCzSm7w1wET4H2XqNyJX7k5lGEsJMEiKlsb6nkumI/kST+TCh0+CiSph+qCQZYqAm8kHFyMkvAWXSxQYUyK5cBLy+QOXUamFqYASaFbpc27HR0d4Jl+8grUT6XJp3K3aaiIElTa6sXHloBUS0CKBlZHZ8d1H2KAaRCIxqaLHpyk9IJi1KVkm2mYqpZ9vid7XoM5w++6tHn4ULTvs2tttqYwFSvvTN03HDRcdgRtU6+F1vApIMGleBKaVbIYVq7Hn4hbj2F8dh683qcf4Vt6GivBQ/OPZAmUidc9nvMbd+Og7/2rYI0osQeA0i57z59mfGHeAi4OEbs6FZs2DGp6w3X6J0TxOCxkdgukoGmlsoxfOr90Kieou8wI4+7bdAemEu8MawC89jn097hhYYBsFhtRdhu8l/IvaZQpnV7yPgNftdydIJFpUg8Jg6C5Wimsdoi0A4BfAR0CVjvampAatWrsDq1SvhEeglV40MTn4XH9HoZ1+CTUoqqlA9dRIqaxMoLdGRTMZgmYXCNgpJT9V1CdOdazYcq0l/bUFPzsHLS0tw9I9uyavKT39iNq47d3/86o9PY/mqFvz6R3tI+7zwd6/j8WcWoaWtEzOm1eCcEz6HT31yc7y9uBHHn3MbKsqSqCxP4oxjvoBt55bD73gLgb121D245sysUaBWctMsqEWw0hj9AJKxfO/8t+y7bwgLF9IIftk5zC+CQSok57+b+RWXhXpau9Bnkv6ZfshMNcj20gl8AQaf15xhyQTANXatedmhBLi4uMa+THlwjcfPs2/7T95FfbBqLU448wosW7FGfv/1vT+Ln37/KJgF+2Lg3/95Ez+68Hq0tDLECvjm/nvgxycfBr0XA/4fz72GE8+8AvMv/j5223nbsavInD1PAFzjUs3r5yCjAXAtYIriLw5FQGkKaCrMFTW1Mi5yPK0aBuV4IzTFkRUqX0eAEvj6FOgW/X+mCmCU+0IXqQR9vYxGSSgspriuJb5aFmUApgnHceC4a6EbTTANatdpTk8ZYZjyJZHznLC1Q/fJYlCDMTHA7/aUTBCkoytfIBe1CBIzoSXiIqUki63Y4nkm0raOwHVgmR2wzIGviUwQpkHqBl9OhjC6fIfuMUyOVJO53iAWZZxKShgau9PUPQNiZdkAI72HxV7zSLfjC2Dx4sV4+umnR9TuuJ8jjjhCmBnKL4vG7+ugB61A0BUaaBd/L0d6XYU+L3InkTxVIqAhvFYJ3ayAblZBN7KG573vnQBYrhPKc5kEykFafpFtetYC9mpobOsi69LhpAP4nR3QnBRiyUg2o7xq3ORWMKt3kt+PZpHneu2DsNJv5+1Wjln1BSRr6E8wOHDMD+f6etHPyxPQmEasEU0/9IkaZHcZYMtVjC3G0Bd5CnINrmuKz5ZhxEUe3fuzUfS2PK9+MgS9KKErwSWXXC0y0eEW3tsNNpiKww7fX/mTZKSFBLLUhHe0ZZ6UnzERlCmgMgnupxCcDfQaGCbNyvNvQgbckoRLCwgSod8Z5RdhYAiDEISR6MAPOuDTP0dvV5ITclbk+jjJ5oJBW0YqrOSQ6j4EZAAbA8j8ZN7P94DaZ1QyUm3O5QNNQiDDJYOM5Ctt2+jo6EZbB9C6zoNtu/IOq6pOoqzUABW+ZaWlKC1TEr3ASwv7o5A/pUi1fCbKTpJ21Oc5D88jy4Zj3WS/FPDFuPoIACMopgCw3oDq3oefiYvO+i623mS6SDy/fMR5+NU5R2CLGRq8nveg2euU9DKxAfTSzXD7Q6/jny++h/k/+5YAJu9/0IjDTrkam200E2nHxZvvLsPPzzgK+31xMwTpd8WPczwBLsXWqoRv1MNMzIFh5o8lhvtsjfRz6a41CBofgumv7bMryvKC2n0Rr9yk6P4u6vMkxdVTDF2dvmRFMtULXQ8XB32Pi4I1MA0lpR6s/+3Dbgv74jfffBMvvvgS3n77Hdi2eg9F+0okEpg5swr1G5ajpobjv+x7iizXyZMno66uFvFYlAjdC5AT9qdgwHDTFYBfBkPad8gGZXs1EjAsLtoxCZjgUIBAaJKUJXJ/djj2Y5/hQ6fcz1D+dsJ2ceiFx74/Dkr413U5qCqPAU47fPrM9qwIWd0cF7s45DsX4aKTpgy7mVx3bwuOO/kCzNlkVxilTAu2JkCtYdfm6HywMPjFhaJCssf/bvDL9yxJCKYVgy9pOwS5fOiGjR9+/2J87+QdsMWWGwyrYt9+axUWXLsM8+fPH9bnP84fWnrIDhlAKwK2xuP7nNtfyKtWMrnLShO48Mxj8GFjC75x3Hk45/tHYt8v7tqn+sny2u2AU3Ds4fvimMP2xsoPm7D/t8/GL878Lvb78qcz2y9cvAKHn/wLdHWnJgCuj3MjHs9rO+GEE3DcQc3YYpPhJY69vbAVC25uwJUX7iEeC4WKDPg56bY4ER7ahCzL0qoTlpbBBECrZtDVVTV574bnNcCwGvsdyOUysbgK76QteHYcOjwY6AKlNYFmw0ymYZnq+gQ3D7hiTw+svj4S4odFUCllQ7dboDGlhilIugmhxWsmdCsIPSMGBkdk3ZSTG5+TcBOOzUlugFjMhtkH6GI9x6EZNGmn5EkVYdYJ0JWE63BwV64GaHrohyVMrOykZrBB6ni2z9xjRQMIdU3Ku0a+PK6gpcLvaZEUaEhh2bJluH7+z/HJ7YY/kLz7ocW446ZLuNz7EfHLIjMr65cFMrPMihBANopm+SgQmM9FswAzA4EyAkowAcpuhGvbcNe1wuxeBjNoV0y/XlH2AujqU6BV7oxY5eajwjoiIJVq+Ces7n/3AhN0OCU7IDF59xEfJy8AgNHbfjcC9AhNn6uVir2UNWQlY8t109ANShHV34otElRBYEtPKGBrCN0iB5V8pr956Ok44cTPFnvIPtutXduOnu5qHHHkXkVJD4Z9oF4flPGwSHgpWexfniTBIKgEDL6bkgWBLAXOKCBmsH6Lk3sJ5fDXIQg6AY3t3kHgtAL2h+F6KCfQ/BJ0D5pF+S7l5JEXmJqYUKrSG9jqr34yiwly33S4toOGxjQamnuQTjPxK9tueA2JRBz19dNQVR2XhZCBwC3pC8k2MxQDLPAJcBHUZr0Ud8fy2HCCDRAwJ3AYscAI+vC9kcDR378cxx/+Fez6ic2FabbzvqfhvhtOw/QaDUHPyrDvdYH4dKS1Wux5xKW45oJvYZu51QjcDsCqQZdThqUrW1BZVoqDjjsP1118Mv5vs1L46fcQ0GQ9cMecwcV3aWDMBKw565WtNdAdSnV8ADQT5OprPO/Sr44gV0V9Ue2eY6EgaIZuNqskxCLbRu/zU2wtC55XA0Ovg2EkRw1Y4fP5wgv/wXPPPY+lS5fCMHTMnVuHORuWoawsBJP7qbD+EhfZV3puHL5fB9NQXqmD9RPRIQqBcYV+l7t97r5zt80du3D7ow/fb0TvK+7v3J9dgblz5xb3kE9stV5roC/4ReBLmd7nG96T/fXfCX5xMY7S/3nzLsdJJ39iRADX/GuWYsGCBev1nn0UD77k4J3U4lum0wmtuMb45/o7n89UR3tHF3bZ93u49ZqzFZMbwC+uvAVrGlpw9S/m9am2p/71Mk7+yVV49sFrhb3Ncsm1t4MssGsvPFV+bmxuwwHf/Sl+fNI3cd4v/4DLfnrCBIPro9gA/9vOaTQYXNff1oIrLvw6NJ+mt4UnLIp0zlXmOuU/1U/JsrRK4RtToHPyTIN0k4P9IcwCw/1z0GQTZNIIdJEemc/EknTCKKFQ6J5c9Sfd3oTue7B0TkB0uAHlCzqsGFfgegRw6u0t0fuSaPLpumXQvCRMLd8A1aVXBSwYMV98LwrGxnNlMAOiZSdBrp+AY8dFQRCLp8SDgjH1YqZvkIEVSVPI5CJwpUyROYsmA8536cc1FSaBkfVMZY8GgXmAlcy4HPgZ4EoNBriKKqb6QUqARd4HyqhUElkoSZDvqq6WLm/A/AU345JzdhzWY5lKeTjqlH/grlvOHdbnR/IhJfdle09I+iU05ZclrCyys8IJ/VCfCVnBp1+ISHCLk/HyOlyqb1ubgM4PgNQamPYSGHwOwtAEFWWfn/IlBsCln0SsdheYFmW5wytsGz0tb8Boe6wPiO5Yc2FNO2DMjNjzJKk+vTi6JZQiAGXQLZJ6KnK3IsEtGi8zZZLSQwJbw+jSMpV4yDfOwK+uOBjTpmdTLIdSw3/60wtI91ThyKP2GsrHRm1bz02JLxcNbsXoXSTnBOM1BB7NcbmY4MNHDbTYZkiUTC0KyCrmBCMwkyCm662D0/UeLKyUyX/kl8fz8ZBEkJgtTMhMKqJPcIwm4uxS5Y2lvocTk9zvuefCLR1XQ3sHJfw+0j0+UmkfPT2OfPkeV8B1zJkzB1OnThHZo+82Q9fInOzHyy0Et3I1nwFZzpTsCpttZAEFAm7blHFaMMyNMf+mf6KlvQfnnHqYmM2f9rMb8fgtP4GTbseCmx7FN/faFnU1BnSzGrc99Bb+9dIizP/Z4fBSDQiMSpglswHNRGdXN26+5wn89emXcPf1P0HgfACk3wMkFdIfE4BLsbXKc9haowfOFNPmhroN22i6fSnQ/GDIBs/fg6vXQKvdG/HyWX12LSnVwtZqga63jCJbqxqmwSCR4oGioVw3r7mrqwuLlzyPVOoDOE4HPJEcD14ILlVUVCgj+prJCIJS+D49VtX5TpSJGvgo1kBh8ItjDYJfXFil2WJkeK8YxiMZN4x1HUxIFMeuhhcftPN6YXBt+KdnMxe1eNlq0Krg7/f8GpNq1djz5rv/ggf+8i/cdf35fS7+mRfewHFn/BLPPbwA5aVJ+fvt9z2J2//8JB74w4VIpWwcdepF+OzO2+J7R++HHfc6fgLgGrsm9L+159ECuK667GhhO4H09wKm1FGt+iAIUwvdVA2dJcvSmhyytCYLI4XgSzGrbbngiO+58P0OSb3x3S6RkWkB/98DT7Nh9WJiDXS3HceClzZgwhFpHz2xbLsLuunAilPC1H90tiTNcfKhx8CkR4eAmRfApHQzxxCVfhBkdJkJH6YRpRZFRvIE0QgYKoGLcMfEH0uxDFwvAdtOQkMcsbIkYgmVbCfuLYOs0CrvsUpooCSzdNSBrj6AVUTl95iyRkZaSlb7Sd9WYBWBq7RMdlUypKuAqhCwGgo7Jrqn/y0Al0zsRWJIY+sq+Dl+WcqHqDiGykBtWflsdYUhClmfrcF6O4INrlMFDXUA06aaHoVhL4Jj29DsVTD9JtmFtMnYdBhxFdgQFQKvrlUPvWonxMpmF/U89z6ndOdKBGvvgql15/3J0apgTDkIsZJsWutg1zOSvyvWWxN0ndJlyvjIIGSKWihbloQttlt+V75eUfE8poqVQtMIbPF+Fs/26u+c/9sArogppBhoMcCPw/UMuKlGGMFathQK2kOwWn3P1B/bnrk1YjROHgNQnve2p+FvMOz3EJhxwDJgWLxPPnymv8aqoYu/Hhc4VMnKvJV5ffRzpo/m6QsARtWTBdtx0dXVEfqYsG8jezfbr9s2J+g1qKgg09mAn26B5nwokj+anRCrypUoRsyt/gzNAvpTZoCuoXny+PQzSzdDc7hoReCtCjDnoqU9hmN+9Ed099hoXdeJi888EJ/fdRN0tLdhlwOuwF3zD8cm9ZVI2Qnsfsg1uO6io7DV5htyDzB0Q6T2ux/0Y5Eh7LDdZrjox8dg6uQaBcakyRJ9H3qwBrfe8fSoeXAJW0ufgcCaDSsxrehxxUj6itH6rIBcbQuhtTzYJ1SDx3Bo1TBpH8RLp8oh1QIGvfPYx7fAMDmmGN7ZRN5anlcLQ6+FYZSMybMnY0AB5Hrg0hbCpFw+gJ1Oo6GhAR+uWQvb5lhh8D6TMtvmZi5SVmPD+q2xzTZbj9k5D69WJz41UQPF10De3IaekZTKZphfUbhLlFj80QC/JgCu4u/vULd8/8Bd1gvAtdFd/86c6qtvvo/DTvp5HiPrrgf/jgU3PYCn7vpVn0si42vvI3+MjWZPxze++nl0dHbj9j8/Je+q+3/3C5x2wXy5psvOOUE8uSYArqG2iont+62B0QS4ZKBCzwKCXEFXv8ekibCnTYFmTEFgTlVeWmSA0Oyzn6WJvFUOrmx7HQhoGB2BWD6BrE4g6A5j5WlSGpmiZickLr1HTDKxiouUJuPJsU0Etg09tQJG0CypI65ZCyMRhxlTEfbZEskEaQydzzijPxeBLtNXXli5kxXHVSmQZoK/74Qe0PuBgJbaRzgNCv+vrktFh0+Gr0+W1EXWXTxOyVTxDT5rsk9GlzKy7q/0KxGMwKqIccV0sgiwotm+T8aVuLqGpoihEXORrJfiryZ/y48iwJX1y6pSfllkZRn0zKJflrqHwzF/Huieua4Nl1JdmTj09dkq9FmZ3DhMI6yDZVGKohqVk2qH1/gwTGcJHM+Ab7fCcJi0aCsWYXwGjBhj3PP36gYl8Cs+hXjNJ4Y04XDsFLw1d8F0P8jbofKh2RuJqs2H2zyK/hxfxAyegLZGZMEDgVPZZ4ReZS48j55TCfGKYiiiaZDtU/ShB9zwowpw9QayKJsj0KIiypVHlhifh22dk9t053vQ3dcHDMOQABNjM1ilW48JI0MAzA/vheUskkRL2y+BY8aFEGvE4zCTCTHUHWhhI7ph0kMTuNaqQRkxE+NWfLBKOnLTMGCYhphji0mvpSEe11FTXYFEktJAajhtBG4X9MCFJmbdfBVwY03178LcShaTVSIGwax/nQzfXn5muQ1MDss+nIxnVwFb6h3FFAamEk+DZk4H9HLxDasos2DoikUrLGjp4wmqedKvaSaPRyYZo+i52MROoRJNLQ7KyyqQiDG+ngtSDH9gv2Qoj02nB/OvvQqm+zK23rxi2A/LL69bgrvuugNGfBYMU7G1Ci2YFfu7YZ/ICD8oz0fbO9BbH5FUwt7FMWfDr96TZO2QrdU+Ct5a7PvprUVgS0nfx6Ios/t2eD4ZxSq9uve7g4yugRMXCUTHsHJFGgvfa0VTU4f4eNGf65Of/AR22mknbLLJ3DG7hrGol4l9TtTAYDXQP/jFPkIxvzSd4BfZX/ScHB/m1wTANdidG/7fF319V/UO48s6NJsfj583vvtfmZOOGFz/uPdK1NVUyu8HYnDx78tXrsVvb38YH6xqwAZT6/DGu0swc/pknPuDo/H5A08Vk/rSEkV6uemux/G5XbfDV/f8FL70uR2GX1lFfnLCZL7Iivpv3Gy0AS7WAVdZZxwjAAAgAElEQVR/AyYRBu0ZEMenxI9pL1q5mMRzgB7Et0OybOPMZKUgiEUmFpOjOEDOA7FCnfqw4qENAZN0yxfD98HYQeLbYntwu1Mw7CaYGs3jATcog2fVwiyxBDgg4KQmHglJwOpdZNLj62Is7aRj0IN4yGQrFQ8V10nB61gOw2yHVRrANAgUFfLo0uDrJUBsMnSrKjMgdGwgbcdg6EA8QelU8S1S/IScamiYAl3nRJRpZGRZ9YgHjBhlhmwrkQgSuJL0GEoEI9YFkbisRLDw0UltkRmaSCal5MSa56jLQ1hPMdLCDVWKU8hSU/uJ/qQi0LPJT+tXoqgYHWTaWQj0avGgo8RQsyphmAxcUIl4YzVxkPaZ8dminC6f/TRQy3CdODy3FpZF0LOvnDjd3Qi/8SFY3mow1cuxe6Cnl8JEh4Bc4IQy3lc2J2bwiS1g1tCAftKgjZOTn/TavyCWeiVM71If8RmXUPYZJOp2HtP6U2wIpsKtFZ+y4lhXqr3S885zKhAEk6DrBHUov2NqWY8yNqeZvW4rORy7DQmdiBgKEZytUnKkXWe+Z6ttfQNcQwWyBmLjClOlewWQfhOm1tJv2xB/Q20m9OTWiCeG5xs5UMOzu5uRXvsQNJ9G3B0wDRq7e6Dc3DNnQEtwQcGAbvgyGSfYlRsYEgFbBK8JWvM9sHLVKqxYsUJWLPsWDSUlZaivr0dFRaVisqRbobktylNLZvt6+B5VyUmBWQYzbg7Z942mwOA7h2BVDtAlck23C4HdDM1bJyy6/H6YZ20okEsvl2RW6NwXgTcCXJxQMWHLB4wKQAIuyDyN2jMZjrx2JbkGQ1Dki8dRkzEydhUbkj4uwFVX3YHpGziYPXt47Ez2fVf/+gnccttVIfs5eo8oFnR2ySiXGa3qWr2TFFNa3uNyD7Jf6nc5+5Otou3Cz8j2kS9c9Nncn7OfL+RLWigQJEWZdvtfQ5k265sLhTEEsST0siqYZdOUX9wwijJhp3y6FrpGSd/os7pzT0stGvA5b4RhdhYFyK1bt06ArqbGJrgex2262El8sMzGO+80oqOjS955vQtN6j/96U8J0DVjxgZj+s4YRtVPfGSiBka9BgqDX1nZI5nIuoBf9PwaXfBrAuAa9duZ2eHC/T+lPLgUvjVu3+femwW4Cnlw/fzXN2NtY2tBD67etdHdk8IOXzkeZ807HPt/5dO47b4n8za54vq78NU9d8Xee+yCT++49dhVZrjnCYBrzKt4/R1gLAAumYT6gGu3CzBC6ZVM8gz6QSnJhiQ/eTocbQbM2OQQMAlBLKYPkoklUdEEssYmpc71LXiaCSvBBKsCUfFi8E6/LeXzpAyCNfipHphui6yQcELvaBXwY5MQKy2BYenh4Ji1wEGvJSAHB/Q0mefPZC/QxFf8ucAJcDXcdW9A7/hXCBLQejkBL14Bq0QToCsqkkpp1kKPT5aUxELFtknvj8skLB5nomU4ZhcaACcSnJioLxoFKy8x9TPnYE6PAc13YVGOw7Sx0ONq5K2U9RGDxqRGYXHQl4n1mpI6JiOP56cmVwTAuG1CPFsUhcGT1DJ6y0BXZspq4uFKgieBt8DvzuxjvBhcGb8sLQlfrwYEzCIri1/lw/bLGm59Z322GmGa64pmDHlimj4JpjFZ2HwDARLpzlUImh6E6TfLRNBxAwTpBpieig1GYjaMWCH2hQZHnwRU7oJ45Rb9TjbEVL7pRZidT+X5D4mPUXwbxKd+ZUhMsKHUpaq/dQhAYKvYpDE1oSVbyfcqoWl1GWCr0LGjFEe2XTJYhAXDib5G8IvyZ0tNm5n0JyBA9JXtC8cL4OoLZCUQBHx2yQqKGFnmqLAPnXQb3O43YAYrBuz3vaAaQWwrxEpmjsqElRMC8Wvsfh9B14sw7Lf6sGWEkRWfATNeK0EPytNJh0+gmswT+SqHGauUc+I+ly//AKtWrRLgqlCpKK/AhhvWo7yiXKU+phqgO2tyFjay8kcCu5SkwaxVRt++B0NPw7TYx4fMMpmsREmQoSF+7lqLePsRnGLfaQE0+3eaZfGoP5+v7HmzT+aiAt9jyumW7w8Bpcwa6LFqaJLi2PtKIyZ1BCBFgE8ueJsvP7vpj48gnmzDwQcPzz/xw9Vt+MH3/4Q77rx0KI9+/9vKteaXrGIuR5JdQEXXR1nXZ19Z64E84C0PiGN7ApzutUB6lbD5NDLSCLKGQGJAtpwseBFki8Yf0TlHS258B2evQxlDlyAIKmDo1dAJ3nLfIbCaPZ/CIQ693xEDseGiZ4wJ15reCNMg23xw2WFurbMOmptbsWJFK159eTXeeutD9PTQ9mDwMSL9uXbbbTfsvPOOqK3NJv+OTgOZ2MtEDfx31EBf8Ivjj8jwnmwvLo4PH/yaALjGrh0s3J+pg3kv9HH5eZP7/pl3UcecdhnKy0okCfHDtc045IQLMimKlCAeecpFOOawfbDX7jvJ55ikWFaSxIuvv4db7nkCby1chr/cfhmSib7evBMSxbFrPx+5PdOrorRkgKhyAZMCdHX3SIPrXYiWWqYJyypssjmaAFfkpeXr0+Drk6AZNbDtBpjOmwIGcRCigayk8Ium4QJelcrgmAOr8S48Z8oWOWZXskU1UBKZRQGDd/7N8y04VGWku6B5PZIiF8TnAkYZ9JgLK27DMCJj92zcdaFrc9I27I4O6F3LYcnqeXaVX/yLkISfKAMty3RTSRJ1kYBFEwyOljnJiECqaCXcV8bgtgnLsJFIEPgJUyDDAfFA1hyUU7opZbRv6pE32EjujgL7NKMamkWZSxlsJyYSHVMjMNWOwGEKV4cC3whumXXQzEkqelsAuLSakBm1AH1xCJSJjJOy2HUIvDYE7loJACA7YCwArozEUJgMVfC1SmhGBQwxf1egUDGJbiOpyf4+q3y2OsVnyzSbi548RD5bujYJJkG5Iql/KRogNz2QMUB2Kd1Nd8Cwl6lVQYJclkpN6V3I/PJKaEC/M8xY1o8v2i7Vtgha8/19QAbHmAFz2oGwYoX3O5J6VfVHj6QPhUVJhk6xRcIbPDIg6fGTlMmwY7tIJAqD0NF+Pd/PbBd5zPA8aDDek+pBaSkHAGRQrgPQJpKDiBkz2gCXAFk0eZckvRgCPwtkMe2R/mEMrBhtGW3vOiYLw+58A4b3LowBfA7preSZ2yBWusmwJYu5wJbuvAtDkhUDePSfSq/sA7JJgmmyHobFoA7lw8X3gWtsDiMxC5rWhQCU53dgxcrFaGhYDc8rHLxSXV0tzK3SUgIMhcCtbM3IwkZsGow4+0PVcwvgYWtwHAIFXJHn7wmMclFFsbDIiuLihQK92K9ywcJT/of8nJ+CIe/jwQGC3Psk8niyh6xaGLE6aEX2GcU+Tx85gKvYEx+j7dSklCmgXAxqg47OPIuD6LC+SEnp5ZjTdjLdWA4Q5/E557gylgHT+/R2BYG4MGE0h9GWZcSFrDT5XJahJtJX9mleFzSjWwH4YRvOMN0zp1YYiONvPQmfKAE0MqDL8fZb7+LVV1/H8uXLkUpR5kofL5WsrJ6Pvt/57NCE/lOf2hU77rgDmL4Yld4JiMX4v7L/7urqyaSDjdHtn9jtRA2MSw0UBr/I/KL8PAK/7JD5lZ8qHZ3gBMA1drfq3a99dlyZWxFTbNP7n867KEoOjz3jcqxc3Si/P2Cvz4jc0DQNrGvvwq5f/R7OPvUIHLrfF+TvV954D66/5UH5/2d22gYXnP5tTK4rHI40AXCNXfv5yOz57YXLcdyPfikx4kwquOHy0zF9Sm2f82MK0VkX34B4PIaKshLcePnpmDalVpIJTj77Srz29mIxdP3BsQfhO9/cu8/nRwPgWnBrDy676AzFqtEtMZnXOVGgJ5ZI3Dqh+03QNXaSfYsStZVAIzPJGH7a2khuHidLDixYcQ+G0aWYW6GsgpMYYWf08sRy3ARstx7Jik8iHufKNVlpHmynAYbeBMOiH1jhs1I2K22A0wDN74bnxWB3MyylRyYdMkALuW4u6Pk1DXpZJeIlDkydbI4Q0KIJfRBF16tj5R7SD5jcFYNtx2CZLhJxlXxXbHFdC07agOG74o8zmJyz//3qAkhpsRmSjvmLqx/Cw09SegZ855DP4phDdkXgrEDgNAgDi4N0LTYbMKbgxjv+gcbmdfjx9/aUEAPodTj4e9fhnUWrMofbf8+tcP68HRF4TfBdW6ZrS5c24Tc3/BaXjiRFcd4/cNvN80V2E2ihX5ZVJZ4fYz3RL/YecVDiumnx2TJNepkUlzrFNug65QjEZ0t5rQylFDJAFpaJbQP2ahhkYSbpf1MYoJegBGsO9MqdECvPxt2ne5rhr70bVmhgH52TS8PsyQcVTA0bynn33jZrwL8m4wNT7P6UV1kJ/GAaLFMFY9z/2DO48KpbZBe7fGJLXHrO8YjH+kqH+tvuj396DJfOv0M+v9Gc6Tj7lCPwyW03hecx8a8zlAX34MgjT8QVVx40/BTFO19AV2cdDj/8oAwjazyBrIHqWHyHuhZDt18Xn6f+CgFnT98IZsk2sAoApf19Tj0zLpye96E772WArcz2/HtqLXR3bR/wh0EpSNTDNyoQmJvBKtksL1Wus7MTDzzwAJYufReTJpeiti6B2loyYyihJsgUCIOkvn4OKJ9S4NZa6E7fY6n3gA7fmg4jkR/gEJ2reo4ZTJKGYRJA4GJAlKRLTy8yhgleuvDSbYBIw1g0kRi7NmAEafGFVEw0MgfDdMheDGqfUkXK460a6Fb1gJ5exT5DhbabALhUrSimZzSh5AQzBG3cHhk3FCrC5JI05V5/FfaeKTJVsp+F6TXQKtdIbmAIwJJxLTYGlELlBGso7Cn/4H0YcSHARtBdMUbpUcl2nf0cx1uNjU0iW+zpIQvFF4mrT9mtsNP4XS0CC3Af/sx9UBI8ffoGmDZtAxgG/fWoNCjBy28sxbmX34QH/3guXK8j9IfjJ2gpEINulIAs+Z9e9kc8/dwbMr5+6KbzMam2EjvtrWLvc8tLj/8GlslriEIldFx44UVFLyQVug1sF4ceeqgA5BNlogbGqwbyEx+5mB6BX1wE5yKLjVNPvQAnnfwJbLHlBsM6rbffWoUF1y7D/Pnzh/X5j/OH3vnqbmH/l7scoTRR2TL6P2/+wN8LVuvaplZhZg1GwulJpdHc0i6BMgTBPkplQqK4Hu7G8T/6FXbdYSsceeCeMlmqqarA8Ud+tc+Z7H3Emfj+sQfhC5/eHude/nvEYzH85JTD8cTTL4rx27UXfV/ogfsccSae/NOvpIHlltEAuK67tQ1XXfqtjDSiUHUVl7DIgRkTFvsy0cbiFig2TuiVpBnwglI4KYJSnYiX+nmGx8psV0Fx8q94YE2FZlbAc5XXToyD/nAl23FScJy1MKwmSUdk4Sc5wfE9B76j/E4if50oMdB1DLg9DgyHXl+kiWnwY3UwE5NEDikm+YYGK0YgrjAzoOCAKKCMLAYnbcGKOYjHCoONBQfMZCnQID9lwgwcOW6uQX5R90YzhdGnxTfG6wvbcfLZv8Ujt/wM7R3d2PPQs/DSIxcjpjUgcJZLAqZiw9VjjyNuwNrGNnxzv93w45P2Q+C2QDPq8PXjLsUZ3/sGNt94JgKfoF9KUvY8uwE+vdpg44Plq3DDjTeMGOC65Y/XAEYVdCtialWLPHQ0zeCLqsMCG8kk3aGPyXB8tghs0Wdr+BHqHPD0tLwJo+2xPLaV45nw7FboXivM5NR+5bS8JAJXfsWnEa/5pEz2nTV/hmW/m3e19EDyq/ZEombbYSUx9jdJYOKY55Ox1SLJXcUWARVcyhGnwjLrMnWYth1sv+cx+NNvzsUmG87Ewcefj7PmHYYdtt0sb9cDbcdFi002moENpk3C9Tc/iHff/wC/vuAkSRlz3A4EAf3AenDE4QS4Dh4RwNXZMR1HHH4MTLNiRO2g2HobynZsC3bPWvj05QLBn/7vj4up0OJbIZacMmD7yAe2yNhif194vwI89ayE7tFwXRWCTZ6fhI25iE89EPE4gYLshLu5uRn33HMvXnnl1YxsiqAnDa8nTynD9GkV2Grr2dh88xmIxQ0Bz3x7TQhu9T0PxdzaAEZ8cEmVMDFdyrgJdHXBMMLJPkES0nkJilDiHZDFFRnIq+tynGiBpVsYXTRwDDSmDxpgInBAeX28BkaCUsSkeI/xsgUIi+ynhnJzB9n2fxngitha4nupcbFQpbLmFRlKdEPzC4O/uQmbWYCIkmKmO48hqhUyp1RoQErkTrnA1lCaiDrvLHN0IDAunYoSF9eIwXzE3hrseByv1VTXYtq0Waiqqse5lz+Gex9+FnNmTsZDN/8UQbAWAThO41iL7EgmT0/COZfeIUyFi8/+LmImZeRpScdtb+c9i0FDDO++vwInn30Nnn3wUgRaI3yyzGU/wKGHzMNJJ39xsNPr9+8PPfgKjj3uu6ivnz7sfUx8cKIGRrMGFEAd4JR5l+Gkk3ccEcA1/5qlWLBgwWie3sdiX2/t87m8RYmIYRVd3Fj9vMWDhQGuj0OlTgBc43wXSXveZvdv4+/3/FrYW2Rh/e72R3Dlz07OOxOmGRx64gV49qH5MHQdb723FGf8/Dd4+OaLcfoFC7D91pvg0P0VRfB7Z/26YCrBaABc19/WgqsuO3rQWvI9O0xYVCbthQrTqwK9DoZJmv1IB2JcsYw8TNSAHShDICa5pdApczNLoetl8FwPbtvzsFJvykTKoXdSCcGgbEqigrd0+Ea18sDSYyFoRWmTDyddDvhJGLoPjbI5PyWr6oHWAyvRCYPMK8oEvZDu248shF4vTlqHbwcwdJ4DafnZuqBMxuVKrKnBjDGRsZB5ceH69cRHLAbHNRGzXMSGCHTRIN9NGzADNwPcDXrjuQEHfSKv3Ay//dOzWNu4DmfNO1TG7cefeSVO/vY+2LS+FG73Cjg+J1mlMEtmYV1XHH9+/HmsaWzBWScdCI9gjlWDrx97CX7+o29ji01mATTD99oRuB8icFaJn8xYSBQjeSLbFBiWoFOeqLy2KFFkUMB4yRPFpNdphaYT2FpX9KPiuQw5qCvKZ6uo+xqyDFLNr8Js/yt0LcseIyjFFES4rYglB5Ygk1lgxzeTIIqk81oea0Z87kp2QmLybiNa9c4OAiLG2+owWXKowFYMvjsFpklJJ6XI2WeTEco/ueRG6YNZfnfHo0jELXxz/z3yqrO/7UjpViv97Hd0vPLm+zj+R1fg+Ycvhx80AForNE1NkkZLonjY4XvDd8sQgO2CK2zDBzyLbTND2c6xu+F2vQ4jWCLhF/0Vzy+BH9sGsZL6PmzELLC1KGRs9Q9s5e4/8D34Pcug+V0CbLl+JayAvkc23OT2iE/eI3Os1atX4+6778Xbb79dcIJtWZaYXR9wwP7Sjm2nBW7H6zCxEroVwNBoWM++XLVH+nsFAm6RuVV8jTEZ13FckbKZRjt0smfCfco7TJgtyihTJTQS7FL16tpcYAlg2u0CWDOt1CvZCmb5tjASCmTLBWB8ia1X/nBcweeXSu3il3ptRSBY8VcA/C8CXMIukrok2ykrRR5gsCSLQUwp7l0U/47jHC66UVo8tmwtHl+dP8+FARrDZHuT2U4ZsM9AAwKpQ0jKAdDV2YWGxkasWbOmoOF8obrUNAOlJdWYM+cT0PRJWLysEef98mY8fPN58LEWABmP7HOTAm61rYvh01/7AR666ReonzWV8LAAXEDE+i+HhgRO/el1+L+tNsJRB38aPuhNyXGv6rsP/Po83HTL8UgmB5aw93fvTz/tdpx44new4YYTANdQ+pWJbce+BiYkimNXx2/t8/n1wuDa8qGnxu6i1vOeJwCucb4Bres68OmvnYw3//Z7GVCuaWjBQcedh3/ed1XemdDcbY9v/FB+z4jxVWuasOchp+Gtv/8B5/3yD+ILQGkiy08v+x02rp8hjLDcMp4AlwzaCyQs9h2cMV69BoYYpg48spcBew6IRTMtmtoH9GfSckAso1wBWhrlF+pLnY8Pu30JvHXPwXA/FGNnBWRpilkSL0WsNIBucmCiITBKJfkwa8yuTNEVC4ATCwt+WmfIfAZ4IjDiBCYC9MCyuhXQNWAhQyyBAGVwnRjgEfajkXD+5M5jUpuYhwGWFU2Oimusnq/DceJwXQMxy0EsxgFacUXM9l0TXlon9JDHdFN1qsyXmRgpXi0E4/QS6LEpiCXn4PLfPIDa6gp859AvS91dcMUt2G7LDbHP5zeHl14M32kSDzM9NhN6vB53P/w8Fi5ZibNO/rqAWPTxOuDYX2NdRw9qq8rxmZ02xwmH7w5Da0FgLxU/LjLlxsKDq09bFdkHr5EAahKBViVpiYZZCc2sgmFVZHy5iqvdgbfK89mymPRWHDjje2R3VEPXyDYq3mer2HNWpvDPw+x8msLDzMeUAT3gekCck/h+zlekfukWeDS3i0+DFYtl9uPENoM19WsjBl4UyOHA9QhsUc5ZXN1FF8NnxXPIeCO4lQ9sRds89a+Xccf9f8P1l/1QfvXIU8/j2RffxM/O+E5eVartnsJvLuV2AR596jn8+8W3cMHpRyBAh2JaaAlccu3daGhqxS/PPSqcJHVkJkmjBXAdedReYV+owSMrzWfQQF/wrti2MBbbSaJm5zsw3DdFStdfYXqla26OWOlWco8ywFb3IuguGVuUSxV/3/lucRzA6epEPOiEkQMWUa7nln1W0jyXLVsm4NbixYsLnhoZXF/4wuex7777CiAmPmNNf4fV/aK8a3xY8M0EfDMO3dKhmTq0+BRYSfoNFV+jAjLYLZJiHLiuSBBJvjJjyocrv4Tvuih81vcE8GK/7dgWXH824hXbIp5QfdhgJV++Qi8kesfZAtrwewSAEfyCgGH9s8D+VwAuVWeUIabE10YneD14VWdvhTC5OqH56v0t7yJPTK+gcaxlTYaRmFzU/Rvs/vb/zPH8e0K2mS8S3CGXjHxSBVeMlGW2rm2dAF1R4uJA58O2bVklqKmpx5TJm6OhycGp5/4Gj9xyftjnRgyuUmiYjJdeW4OjTrkMm2w0EwsXr8AO222CS84+EpPrKMXn2K4M7y5ai6NO+SX+ce/FSCQIgDUAUN6gLBMA15BbyMQH/ktqYALgGrsb9eZeu4/dzgfY81aPTABc66XiP44HbWxuw+e+fqoAVSzUue5+4PczP+deM+M5H//Hf7DlJnMkmYCFgFfE7tps41mgHObNd5fi5z/6Dvb/ymfyqmy8AS4eXKQfTgv0oLVf2YkwpbRKGFatRHLng1hWPyBWWQbEii4yGnRHxw08+jSkhEVFeZLbtQhG6j21yi0Dbq6gc/VRpQdK2qNeJvIMiymJReiHCfBwggA3kCRCSgkCSufcLnhmDYx4HGa8cDok2SqSMMg0qnCkK/LAdGj4LhOD/AGkArqIcgWwrKxRfjHPBr3HbIJyngHLshGzCoNv4uESGsuqo+uy0urYMbipBOATNIwSF8k+cUOAwlVJmIYFw5oGM7kpLrzmAWwwtRZHf2MPIStc8OvbMGfmFByx/04I7GXw3SYZ5OvmZGhWPe565EUsWrI6BLhWQ9NK8d7SVpSWVqGprQsX/OoWfO1LO+KoA7aHn3pPWIJkyo0HwFWojhXoyvqhAX4Mvl4pyYqSqmjxu2IzDUXimOezZTUWLU8lU8N1mdBWB8scus9WMW0o2kZAiMZnYHU/GwLA2U+7QRIpvwIJrUVCC3oXz+kEepbI5zwk4cXmwIyVIzAqYUw9CLFkvrR6KOeVATlcShHXCLBVxHw9cwjXJfAzFaYxrV9gK9r4L//4D+5/9BnMv/j78qtHn3oeD/31WVzzi1OEzelT4qubeOLpV3H/Y//G/IvniYfeY3/7Dx766/O49sITwtREE48+9QouuvpO3PWbMzFlMoMWaOhJdqJibI42wJXtM9lmTPhk+plTYBjKb259F1mM6FkBpF+HqXHSWbjwXeFqsxHENgdc+mgND9jygiR88diaC7d7ObSm+2Fq+QsBZCmu7N4Wt//5JaxYsaLgCdGf8ctf/hK+9KU9s+BW45Owel4uaO7uBCVwKj4Pq2yKTIo1o1NSrQhm93cbfM+FbzdDcyindPLeq64Xk1ReI+bDNFUkfKFCHhdXSwIkEfCdR/aWWyeslVisZsgefb2PkWtgrP5Pfyb1TIgcj+cdssBuueVelJQ2YauthufjwmNfcP7DuPW2yzKnIbhRL/Aovx9Q9VKobxhKf1HMczJkttYAOxXPKacbgZOC7tM+QElQWQbzbyvmXAtto5JVw/RivafohZa+bYJsQrKYmMaqZP+jVXiOLS0taGhoQGtrq/ij9ldMM46Kig0wdfKWaGj1cdr5v8Wf/3AONNBLlcws1mcJNNThL39/Gzfe9hgWXHyqLCJffPWt6OzuwSVnHxECXHGces6N2G6rjfCtb+yGAE2hzJHvPdXGJgCu0brLE/v5qNXABMA1dnfkja8oRdZ4l60ffXK8Dzlux5tgcI1bVasDUV6w3Re/i/88eh1Kkglhr9CT66m7flXwTJhowBfscy+9jedeeksM6Vlofrlk+Wp5CR907LnCFvi/rebm7WN9AFwy8CLI5baL+TwHYwoUMELGD7+T8RSHq02BEdsQZpzMmFIYNE/V81PX6MFEOaD64qpxCppQ/VMA/+9TokE/K9LnVYQ6PFt5n7jNA8bRywBRZyT9BvApZ7R8SVssxoPK8Qw4nR701HLE0JypdzcogWfVwUyaMK0ctosWh2aopLJCxXUo+TJg0vA99PXK3Y5glQsynwKY5uBAl5LMqytxPUt8WAimxeI2TCNKkwyPwBSukNuW8Q2TsWggK/40o/cd5ndxAl+AYaGRSUCfnE2x4Nan4TgeTvnu/jK5/8H5v8Hnd90G+3xhGwRuAwL6inDFXy+BFpuJux9+EQuXrFIAl8eURA0w4tANAkdx3H7/3/D620tw4Y8OQJB6F75sY8eMJuoAACAASURBVK83gKu/7iIrcdQF8Ar0KmiUwpLpRYmjThPdvnHswvZwlIG8KYPt4goZer5HYGtkPlvFHU1tJefa+DdYPS/2mbwzLMHW62EG7YgFlGyEUizPRUBwS6SlqhDotfXpwKT9UTb1M8Oe+IhHmfshdGNtOLkv/moUsDUZhk5gyxoU5GGf9uJr7+Hy6+7EndedI8bed/75KVl4uOD0w8Q7SzFXyvDiq8tw+XV3487rzpZauPPPf5ftfnb6UZKA9+Qzr+P8X96M3/7yB9hkQ/rvtSNAa44MZuwArpybANdjHdTC0CfDMEpGDHIUX/v9b2mnmuH1vAEzWNUHrFGphiYcpwc61kmipckI2iInzvL5oAS+tSms5NwMoKm85l6F0fYEjFCGqybQzViyvAlPv1OHJSv7Pps0kd93332w++6fl/Yjz0fDX2GlXikIbkm6aPVXkKjaQrbncVWqZgoek2aDTmg6AS8a+rLvTSEgsMX3WC9frdwaFEayF4OHBMy4J++H7LOmEm7Zp2p6jmRKmNEQVp9tMyF0CmIxxV4cC8AzFwC76aab8MILLwz7uY/GGFdddWXG55LvLeXNFH1FSZPqZ/HIlC9S2qKf1TbyFf4u8suMft/7Zxlj8AQESFT7U/umJxo90hgEQLYW5ZzRdupuZEG4LAiZD8yFIFyY4KnM12NAoEOz6RfX1ufByfq4DU3qWugJzAKT9NfKN44fyrMd+YJFyayjCWz1Pg+ec0NDowBd7e3tGW+8aDsuJJpWAlWVszBl8mZY2+Ljh+fdgHtvPAvtHSuQSOgoLS0TI3omfr/42nJcvoB99zmyi2deeANX3ngv7rr+x+Kx9e6iD3HUKb/C3++5CMkk2VtN4cJElkE5AXANpbVMbPvfVAMTANfY3a3Xv0yri8hEfvy+b/PYE2N3Uet5zxMA13q4AYef9AscdsAe+MruO+GGWx/C0hVrcOGZ30UqbWPBH/+Mww74osRsMh2G8eD06Trj59fhjBMPFcN5Fv6ts6sbN9/zBP76z5dw740X9BkwjifAJSyskN2iGFkWHMY6k2LP1WkBdjj5t2RCIv4gmg8vqABMNcmkt5VGvwMm8xCwEtBKsZqiQeVg4JPvdCBIr4EW0Iy8fzo9ATffmpJH8Xd9C55mwkq4A7JoRHZAoMaz4doa/FQ3TLdFvFvUBJ5CrnIEsSoYSbKbLGhGIsPa6q/JiT+XbcB3dWX4XsB/S8zkNUut2FsREy2K7VbD6MgQUq3mR4bDfjg5jItPC43oTYtsgOIK5UGOYwC2JpPAvHMTk/la6PGN8exrjbj4mvtwz41no6fHxh6H/Bh3XXcGZk2vwK33/RWbb1iH/9tiKsA0KHMS7n7kP1i4eCV+Mu9A+G4bmFK2ZGU7tt1yc7i+jlN/+htsu+VsHHPwTvDt9xCQAbYeGVzF1ZbaKmJ6KYkj/eEqAbKWzEoEWjl8zYZhtMC02oudo8N1dWFemAYnowRMi72DQznz/rdVk/jHEUu91ivdhRIaE6nkjjCCHvG7AxkcYuSdBYDV86EhsKYjiM9CULEr4rU7DglcUcBWA3SDjC32D8VfGz2MPKcOugBbCnTsXVS6GcEHxtN307UPphFDd4+PXfb9IZ648xJMm1yDY0+/AnvvsQP2+/KOWLx8OR772ys48eh90dnpYud9flBgu13xwF+ex69vuA+//dVpqJ85OWR0dYQsAIKAShY9VgyuQjUldeLSYJmsrqoh3Yvia774LSk1tTtfh+ktFN+qXGDLRIOSIgqwwAWKGgUgD9AIFLBVGgJbGxdk6okMt/EZmF3/lndTY2MDFi9eIqBVKpiEfy+chIbmbLJdSUkSBxxwAD71qV2z4Fbj47B6Xu8H3IrDr94L8arN+gWQJITBcWB3LYGffh86mmHGfElopBl5Xxlifp2KvNyPwdPj8jnDImOYwNbgvmueayBtk9lVDUOvhGlUiH8ln4+xALyKbw3jv2UhE/NCv2ObIXPIY/opWmAYbTAMBXflFQHPckoYKZj9rYoUZBKgzzGIVwZDK4dhcLzEzs2HZ3fB73oTukfPKIKWyjaB73hJv0zMhVlCuaLqYfOBuBwgjwBf3jY8C4KsZNkpfy2ysrPbqPPuD4jLHUAwCEGjcTwXr8bBFyy3Snkf1q5di7VrGtDd3S2Ji3Lemo5EvAJ1dRujpmYjrGlI4QfnX4/7fns2Orsa4bopvPDqMklOPGDvz6KtPY0vHXoO7ljwE8yZORWXXHsHqitLcPyRX5F6mveT67H9NhF7qxUBCDpm2Vs85gTANf7P7MQRx6cGJgCusavn1/bcU/pveT2E+NZ4/LzN438Zu4taz3ueALjWww2gCfGxZ1yO6qpyOfr1l56G2TOmoKOzGzvvcyLu/e3PsOlGMzH/D/fj9j8/hXTaxvePOShjKp9K2fjsAfOExbXDdpvh4rOO7ZOgyP2ONsAVgVgEO8hYYbSzp5UJvZvJg2Qn0dSTgwqVKmjDd1qgucthoE3kFSIRDCgTjMyWuSUBICYslg7/bpA1lm4CyNwKjZr725lEwcenwrDIEsqfHfO6mGYo9ldxDvZyvU3UpJfG54pFpoqwq1I+tHSbMFgi1pqnVcGPzYKWKBFmmDIZ7ltkLZiStxCS8yktTCXgOxb0cATJaGyBEMm20igf4MJuADPpwpJJfrSyPLjNh+OSLRYjwQtxiwlBxSc2UjJJs2LOw8kpU9ekQ9PLocVmwNfq8JPL78O/X1yEtG3jm1/bFad850vSFg464Vrs/6Wtceg+WwrQ+fUTb8GqNa3o6k5jxrRa3H7VkTKh/PoJv0PaVue0zeazccVPD0NpvEskjoE/fh5cw2+M/X+S9ef4cYBpmQlX5J1i0i8JWIx4jykAuBdoo0CImtBni5PP9Scrcxwb7tqHYNnv9LlQMZ+v2F18YtD8ACz7vT5As2/UwSiZIaCEz1YU3wxm1Y6IlU4bsMoVsNUETSdjK9WvpKvQTrL1R2Ara3CsGDQEtNLwCGb5PdB0ejlxskfpGO+FCV1jX12NO+5/Fldc/xDKSpPYeM5UXPmz7wgLgJHyJ575e7z598tFCnbH/f/std13kUjE8a1Tr8J/Xl2Yd4o3X/NtbLcVZZqcZI6uyXzkwVVMW6aXm+eViE9XJHkdbwA106eKL9f78NPvIPDaJGnR4D3pFd4hvaJGTzwabudHVAuwhTL45qaIlWwswN1A18NJcmrNo2hZ9hcsW0ZwK9tft9oz8Mw7Fejq6kZpaSm+8Y2DseOOO8j+HDsNt+kvMFNvFFxU8VCKoPrLiFVu0u9zy7btdryLoOM16M4qWUQQAC8wlX8XGSaWAcPSpM+VpMNeUIp6Qxjw9MnCTNYML5O4WMz95zZk67pOSeiVZAJBGYKgFIZeDl1XLL/11SaKvYax3k55JTrwvCZJaNWN4cv4VJ1r8D2y6CgVrey3jtPdDfAbH4blrc7oMSPOF9mBfvVXEK/ctM/9GQicc7n4oBGcY3/ay8ctA8xF8JwC4tRPIUOXEkrPQhCUwdDLxF9Lzc1Ua+QipiqK8SbPbw7AFpkjqO3y2Xe9gbgsa07tsZAs1bbTaGxoFLDLdugPpyEeL0FFxQzcct9C/OO5hWht68T0qTWYd/Ru2H6bmfjt7f/CyjVtuOzsw5AsqcDDf30ZF119L6qryrDlJrPw43kHoK6mFO8sWoWjT7kaT919HkpLeLZk3arQm9wyAXCN9RM4sf/1VQMTANfY1fyrX6SHdu7AP0K6omOOzc/bPfH42F3Uet7zBMC1nm4A0xRb2zrEkLu/ASOBLMoT62oq+5wlvbzKS0uQSPSf1HLCCSfguIOascUm1cO6yrcXtmL+LV247KJTIAbvMDIyK86vlR8EWVcEfJSXgWJbRcbs6rC+R6+qJujBQAmLRpiwWF605CTz2PsuvFQxkkRNBv56fAp0k5T0/otIYWDBouTD4mSDbDRKIrmKX5gZJpODbgeG3QQtVgnNmioR7Py9F7GuKIEMR2bhQm7GyF5N3tRAj9t4ngGX/lxBAFOzC6aMUX7o6qaSphhDSzci0GXbBFV8xOM0zh8C0MVzc0zxIjMlIUyHZtRAs6ZD08vQ0a3BNHUkYkz8CifuTJkUMI9sBIKaFWJQz4ul/FQlJPLqY2ht92FZMVSUMsGpC4GzBr7TDE8kqxqWLm/C9TfcgEvP2XFYbTuV8nDUvH/gjpt+Dn24qVBDOLJ4B/kWfF2HlfD6MASzICfZXnymYyIpokzF9WugBZNhWbUjNmMfwikPuKmT7oDb8DAsp6/xNtPZUvGtoXe+Dt1dA9NdHYLbgM+Jckl9HzDC0WqByl0Qr9q6DwggqZIuJ2JkbHEi1j8zs/dJK2CrCgimiqRNQDWfK/wRmEUgq0dAcWGaFsQN+UuGT7AfTsK2dfSkHFRW8D4p0F49t/wKmargs6WF21FqFD1bjKNX2wTit8VnowuBpHD1wBdGiIbDDzsdV1x5EKZNrxrWLfvTnS+gq7MaR39rryHVl/TXPvueOHyX7U1JYMcT1Mj4qnW9C6RegY41MGQi2V9hz5lUIJeRFOYkGVuBRY+tjYoGZQhc/OPvf0PPijuQxMr8g2kGPuyajYVrp2C//b6GbbfdJgS3euCSuZV+u+B7wSUwKsDDxgWBBwIlTtur0DpfgRG05YU49L5aMnUygJeZEMN6Al6yWGSY0Kxa6LFaaGEjZjsiSKdpPTBMgjD9p1TmHiuSLnpuCUwrJqwksnN8Lwbfpxk32UUEvOit1Fd2PawG+xH/kNguZNhazdCN5iEHWeReIuvTY326BLUY+lCYTdq7WtKdqxA0PQTTpzQuv9ALEbVfRbxyo36f10wYB/3rTPo9Ug479Mpn2/Lp/yjprNUDvpeKZcT13q7/z2XHSQKlCVsrHxyjCf2iRe9h0cJFiMUSmDlrNqZNm4HqKj4ffCe46OxsC4MqyNQlU1KHFTNRU1OHZKJMwlMqyuOhjxwXOzl2UUb7tMqgpJiyxYz0NQT1DjnkJJx/wQFDr9TwE7//3dM47vjvor5+IkVx2JU48cExqYFT5l2GE7+3w4j2veDaZZg/f/6I9vFx/PAre3w5w+CKmFvj8X27Jx77OFanXNMEwPWxvbWjw+C67tY2XHXp0QqUCcGr4VSZsCToJRKsG8R8vriExegcRJJor4Xmdw4iSdRDSeKUoidrESjh6ZQDdsLUKFfiKIeVwQkqoTw9xLv4M2UGMdhOOXxODggA0k+Fk+fAFbaKrxmwEg4sS3l0FKOuIkDmpPv35xKzfM+EqxOQU/LKoaSJ2QS60gkBuOJxslaKmwjxHiiTfAOap4Ee/fTyESN9jQAiB4K2SNVUdj1lqawvDhKJkNJcm4mSTGV0BfiidBRaUthMIu0LmIyXQuBSlkTJqjLa/eCDVbjhhhtwyQgBrpv+MF/kgzT+N4J2GLIqm1Lm+X2SyYbT8pUHmkvpawiWFrMXlfBmwk1b0Dn4NkslxZGgoG5WQLdoZr9+J5jpnibFKHDzwQDHs+B3L1FG8tYUOHYnTHspdII5yQ1hWIWZmmR/uSXbI16zM8x4mUwoXbdVgC3D7B4SUEPPYccug+9zAYEyKwJjTDNTE325v0VP7NTzTsYq2VkaYvKssx2qCU7E9OFvo52aoGtddrtoG+4rBMGEPebClYkzpaceoPswDB9HHzkPV1x58AgBrkoccuiXZRJHsJkMJ1mY0Po3NO8LdLBvmQRDpyRWtbexKtlUxHdD83im8wXhAkkLtKBjwD7eDxJwtJnQkp9EvFRJEYstbGuPP/4XPPbY46irMrDLxmtgBpSDZUtpWRXq5h6COVvtK/XgpDuFuWWl3+0H3KoCar6EeEU+4CDStnQbnHWvQ+96OUxvLL7Pjc7ICZLwrBlA2YbQEtUwjC7owsRB3rMiQJdDICMlQBeB3GKKMOCcBDw/Ccu0YITJpAKAEeDwKXcvF985xfBSgQXjCYYWcx0j2UaxtfiMNsEUttbQ+qHex/bo/edVhWwtJQcean2l2pcDzQ/CDPqGMbiUwdfug3j57Lz9quvohucT1GqUezkUaXd0HVm2GUE5Ap35rMmR1PVof5b9ycKFi/Dqq69iyZIlYCBERQVThjXYtoOenm7pG+mLy/pR/aKJsrJS1NRUY+7cTTBr1iz5f+49GgyIO+mkk0bUT/JcfvjDH6K+vn60q2RifxM1MKIamDdv3og+zw/zHXHNNdeMeD8ftx289IUvi42NYr+O3/ftn3z041aVmeuZALg+trd2dACu629rwVWXHT0qtaQSFlvDhMXCA/rchMUBB37cl92sJInCoui/+EgAsakwYlUF2WGRQXgmHS9aKQ8MeHYHfLsdMC1YJQasWMikErAvZFtFpH1hJXESaITAjwmDpvE5yXJiCCxMHiMDRhVTuRHg4Tv053ILsq0UIGfC00MwxRy4Xnof13ZiwugyDE88uoYOdDENkhIaTv4ZJkD2Hp0ruPJphEEDHBAT5FKAIG1GBDglu0tzoAeUPRL540RJoDuRZIKebTlSgNFMUeT9p+zWo/G5MQ2aUQWNq7NeuwJkgzbl6aYRGCl+IqqCASzoMU8SMIsFHV2ChikTRsC2kx96wHucaa9aiYBe0FWCI729dJMTTt6DsQMicttNums1gsYHM4wCN0jA61khoBelx0jMgh6rRoqKXi2GOBlYA0TN8/m3jTkIyreCUWIIsEwGSX8l8psTXzyCyL4H1yHTJAHTYrIcJy3Dm8zlH1NJiBWAxa/onHrLjiPIOtqWIK8K3iAziommvp9EQJkqBzKUmrHdG7xOsgjUUUfLg+uII/cSkNnz6Gnoyj2hP2IQUHZpCNsnAkQGmvCO5cQ2D9hy3oGh902THejdwb7FpceWVgfNLIFmbYpY2RZFA1wEtx588EE8+eTfYNtKer7p7AQ+MXslfFexjisqKlBfPwel5XUIavaCnpgBr/kJkeAWKq5eA1QT3KrPTI4FsO1ZDY/AVuodYeX2xwbut72zR6QcLT4XRsU2MEtnZUAG5QlFqS0N6zug6V15CY28h2SMEQgzTAUeFlOEbeSWIAgSUqe9n0dp1z5ZuCXwvVKRqxt6BQxjbAzriznnkWyTz9YiqNUsz+ZwACGeR5YRSbYWfe5GBhTz/NLrFosE3NT6hh+4Rh00glxlG4SLBAyxaIRutA2LdaYYfTo8r25cgO6R3LtCn+Vz8eabb+Hll1/GokXvI51WaalR8mLkucj3JuvWsqwM8FhSUoJddtkJ22//CdTW1gwZjBzta5nY30QNTNTAx7MGXvzCV0JgK7LgioCusf35E08+8vGs0AkG18f2vsqFjbYH12jUlkz03HZoYcJioX0qX5Xy0FfF6rMJ04qUJLGpX5aNAGWw4KEGiE0BjCQQWMqQVRIdlRm7YlgoE1+dTAxOrgIFqAROoyQxMtWKLA2fK+YxJiRaYm4dFWFxkbXUy0heACfKE22tj2l81utLG9Cfq/fF+z6N6E0hjVBEWQhwkePyWnUDZpypjMVLD3055xjSdhyW4SKWA3Sp+oq8wiIze2Vwr7piftZEOhWHRqN83Za608i6okkyuVoRC1BAsOImWIXayGgCXLn7j8CuwJgBzZoGPcYoe16ZA89tg++sg+YT+GoD/LYM0yt3sujLhNsEm5r4uBXJiBN/LkpSvUA8eIoF01RbVsAXgjh8PQS9yPQyq9RXyKwYKlugmGc+1b5MJluan4KTXgfLXpTxSvK1OJDYEH7VF2FWbA237QUY3a9l0ury696Ea5QiSJbAiGvQ47V5IRAqJI3rW2T6kfGn2hXEk44SIjJKSmBZZoZtUsz5j+Y2PEc12VdsTs9NCDAAtgcCpDoBhu6Mb09/k+bRArhyPbjIFpNwDJ1eVqxHBewGPgFBMs5MMSRXgFc+Cyiqo6FIkwar1yyw9Q50512RSw3YJ0g6byc0vwUa6K/D56wslLbHM+mzwjzS58BIbg0rXjHgadDU/Z577sUzz/xLDN6jQmbKtnMtbDppOaoqEsKmKKXxDgAyXl1zGkrwQcF9u8YkBW6Vz5IJsUhsOxYh6Hgdur0cRhhGMlj95P5dgkv4bJdsA6tyG5gJBiX0D2JnExp7QsCrSxIaCabyGfI8G4bVDdPMekkOdj6KZUivTQJdZAMW7r9FzihgbhkCnwl1NKtXvoHjBbwPdi2F/h6ZxjtuI0yjFbpJgHD47yjF1qoEghqYJhl2Q2dr9XcdAnK1vQut5aGC7SmlzwJqdoFJ6wFz4EWC/o6RBeYIyqmEzbF4fwznXg3nM7y/zz33PJ5//gVhdEVgdu99FbrGadOm4jOf+Qx23nknEPSaKBM1MFEDEzUwmjXwwu57qf41dJkXJtc4/LzDkw+P5mV8pPY1weD6SN2O0T2ZjyLAJVcoE5UuaD7jz/sfYPsogWbWQpcIZ1XcdI8wtziZFmkbTXgpayNjiOmNGsGrkGFhVsKMkZJOA3ZHqeJCfzD1Xcl18oqwzDoApwG639HnhtCHzCVrJl4OM6FB46CV4JbeF4iLPiwJhLYJTfyq8lfOxbSdLB8rgEkj+iIZQpE0kPI1U+vLeFDVzFQtE77RP9CVD1rxQ0p2KYmOIo2k14uLRIzR4ZHPRWh2n2FURSmXWcllJKs0fE8YbMWyBYp9AsYK4Mo9fhbs2kC8xYz4DGElqLolI8eD77bCd9oR+O2A3w7f6wAMF1bchmkWDhXofY0CWtLPzCHEQClRcZ8brK4ippcAX3o1Ar0ylDhWqeQ53RoVSRHrItW2CM6aexFLv6GkiJmiIRXbCtbM45EsnyKTfbvtNWjtz8IkSCi8PAOeVgI/WQorQWCFgKzAzgiMSsCqgC5SGAVmRT5/ohYOAVkyR5jESsbWeBVOAAVY5HefQFZSmGMaGaPS01Du+//sfQeYJFW9/anUYfLMzmxeYMmPDIoICooKioQHKOCCEkzIHwEF8SmoCAgiQQUlPkCS7C5JMkpYAQm75LDAsrAB2Dg7OXWoqlv/7/xuh+mZ7pmeuOH1/ZhvmO3qCvfeulX33BNiKVmT9g4rlgUyFgBXul4CSiPpmcg0QpHipmyj5Vr44wBkmSoGHxDIsMR/prdHGbfzCN6pBtjCSil+8pv2AXJ7FsEkY4uS6iGA3b6X1GCUGRXvItvKz1T1gnogsjPC0al5J+ZMbCW4xQlvms3Ru+9EIhEc/qXJ+PQ2MUQjenz3vTgQXwkPUZhlW8Axc59fnjkJmHAgQuXTRfaUbH8L6HwTtt84aPhJvn5LWTuN8oOK3eHU7AbbGV5yahbw6obvd0IFnVCqU/y5nBAZXcUvgtAb0nfJ1ArDsY1Bpb4SXqAoQ9eG9bPvfBgvvfTmiMAuXs/VV189on1k3ik8D75PHzyytZpGga0VgvLrYJn1sKzImMn4JPmzdSGstn8JyMXnNtl9fqgSVtSGEYpKmIdpF/ZpzdvnJGyiHErVr/ewibEYy+PxOF544QW8+OJ8rFq1WiSoxRQClFtuuaUkp+6556eLZogWs+/SNqUaKNXA/+0aWLD/wevFg+sz80oA1//tnreRXv0GC3Cl6lP5MQQefU6SdJ+WiS7BqiBlaC+JUIoz3joYVhTKbYPhNsKiqb3haUNeYV5pKRsZEto3yQFCE2GFaodkWC/ShHgjTHfNoP5LnorCjcyEU16BUIiAxOATay09c4TN1Vu2yOogEEWgS8ziKWcrYn/yPQGh7Jx9EhjQ9Uk2iU7ioizScAw4YcqhOCNPNUIvXzWpu0B7UaS5WiKN9EOSukjfMEoXiy3CpBCPLhu2InOl+Osa7BjjAXD1PodcsGsKrPCMHAkOV4Ndj+l+TSI3gyLDJJlK26QHWRqYye5VgzM2fPqrwR2Syf9g9VPo8xyJo1kFGNUCfFnC9qqFaesJ9FCZFmRx+Sv/F3Yiy97iObjmRAECEJ4Ou+FgOBEdmJHsWgmv9SUodxUCpoxGTZgO72F6sGlzOgGkpS+awsCkT1oGpEmxI8kSGQ9gK81KERBdlQmgJV5xAmYR3EogCOiBRI8vMj+SAggVC2j1ba+xBLiydUiQlhInGu1TKtl/DNNsNALeBLwYepArbeR3fHqueZrlYVkaNM1XMsBWNz22hg5syT0YVCMIbQfDnoIg8S4s9aGwbwsVXznwnV0RLt8mB2hoamrCvff+Q/x5CBT0LWQo7bXXXmIob3c9jVB8IXwvBsRXwEgtfLg2WWKTYRsa0PWsqUDdASKFdwnidr8KCz2aGTzEQj86354Eo2JXONU7jfpkOi3D87wOCXAwjGbYoXbQtkwzWNKLGelnWzrBKS3RNeXZo7woTCskwHIu86X3PrIm4FxQufWWxxAta8VOO5EdO7xywfmP4vbbr4VSZTrd0SyHKSm0xY1dabaW53G8bhWW04jYWhJmUZVia1GKOHpsrYFqiNcRa34D6HgBQTgKu9zQsvbUQpmyqmFQJp5amBloXzqQoxoG6K+l0xw35dLa2ooXX1yA5557Dm1tbQJys/+k2y7dn1nHaQCf8kX+/3bbbYtPfWoP7LDDDpt8PW3KfaB0baUa2FBqYP4XD9bvvnxIjuPvz/774Q2lCkb9PEoMrlGv0g1nh+sT4NLG4WRnUAajX4oFuBLGVepvejsoD/BbYRkdAlgRuNK+S+lERl/2Q0aR5bcPuAouUi2yVCQlcWg0cuX1IEg0wlBtg4JLyigT2aPlVMOlH4p4Xmlz98GKAEZJGwElfEEuW0f7c9GI3oYd6S8tLCQRFLaVG4aXCCPwdIy8Jaw17V+VlgjK5JwG1w5gh1zYVvETL7aZ6xLocuCEhg50Edzz4pb4hxViXAxWd70/H2+Aq/exe4NdypyMwKYsrg22Q0ZE7lXkyOpUAoGiDCsJz1Xw4oH4bDkWk0gHB0iHUj9D2Vb6hYAHRJXKJGkUBgEv7e1lSmJaYXmRJCquuVvSEv1EM4zkSuFfeagAotsiTMyN7QAAIABJREFU5OhrSzo7wGr4qgA/Sbcdvr8ajrUSttWeYRIVqgfhCJphSd0koOJ7lbDt0LDNkgvVj9xjZDGJ1NAGAs3MMowoTHqeBWmQrRuKgJZJ6Rd/M0l09NpwPACudB0Q7CAYGwRkdJHpOrDnmfSVXtJGiqUNMmfpq6fq4NgTJWwiPUHWwFYSbvf7wwe2UK1TEaObZ8AeTkgT3Ythum/KpL5Q4f3qm9vBLt9ZkllXrlyJe+65D++9954wMfsWTmL33ffz+MY3jpRjuYluJFbeAafrRQkzydQbLLihbUQG6dtTocp3h+GuhNXztjBqtEfj0AoTSP3wFrAqd4VdseW4TZ61kXoHDHRoI3phBPG3DmbQ/ofpNFEygngfUO6v2VnKp2+RDdNKe9XxuvkdtgsZdgQBNdB1262PIhxtw9FHDy8Bd/WqNpz507swZ+6lUrkZ8FlM78skuISAl2Fkx600WMHr9H2GxaTZWnxGDq2N0ltrCZ/Ti60VHbf20tdN4/gueH4j4H8AR63IC6YqqxZGdLP8wHPAEBQCW/TXasi5b4dXKxvft1asWCEsTjK6OB6Ul5ejrCwK32dfCUDGVzQaRUVFBaqqKhEKheSzWCyOGTNmYPvttxMJ86YOCG58LVs641INbDw18MIXDum1uKT9ALOLTWP3995PP7TxVNIQz7QEcA2xwjamzccC4BJGUIYhRNBKm4fT70poF+IFlPW10gyrFMhCRkMeieBACYtM14OKScIeU7IsYRj1nzjIpMuZCCvClMTiDbZlJTvZAiO5to+0qn9LyzEYRR+eCLMXmyTrpwWEwtnV04H6CmUe4qXlQRgIhtRbGmigLCUM2ArhCCWNGogaTCIo55Hap02GWwFmAyenXhrocgiGFQ90cTIjYJpnIeS4CIV6y9EGvjsynmQJUxuoF5AWFXOPrU+AS08u6P/jILANkZaK/5pZBsOqkP5XaNKkE81qYYAeOlEE9PXytLwRQRtMRdme9t8abVlnMfXae5uMmT1TA40aBAYBryoYNiWOOllKJlnr/gkn/pZ8VcCMeJPINr3wdnAiZQgsG4EVgmGb8OwGmOFKhMI9wlSU76gk4Md10MAARdiKyYgwZJwIfX2GekW52+f6ZXFyTDZWVNqFYJbBlE8Bf3z4wtohkNUjXkYEs0Z6/IHOfjwBrvR5aDN8N+XTRXllcYCdlmmS6WWLnxdTQwOmV2KyAINILoXl02NraAxOAZJRkwK2NsvLYhIvop4VQOJt2EZu6mHv+pXFA2Mq1rTU4e57nsCSJUvyVj8nr1/+8pdw6KGHZCasDFJIrHkMdtd82AFTVrPFRQ3i4Z3gROoRVmskEXGoJSMti+4oPnVO2ZQhMyiHesxC27M+u3u6ERWpcA9U0A4VNAJkohkEMicA9McEk1DDKVNc3rd6LKDXnEifZQBkyig/o/yP9aZBrtEGuPpeS2+QmoCX5zHUgUB1EjZ9x5zuAYMrBqvLtA+dCgjmThg3tlb6vHS6bJsYx1t2h1xLln2+Os9iiaHfWyIzYFBrrF0ihD2sPLK1BmZeDlYfG9PnvlJwkx4ikVzZJuvvww+XYNmyZWJCX11dhZ5YHG7SxapVK1FXV4dJkybJD8Eu9nWyvtatW4e3314oANenP70Hpk2btt7u3Y2pHUrnWqqBUg3k1sDz+x3ai7mVIlFnmFxj9/fnnnlwk22KEsC1yTYtcMopp+Dko5qxw7a1w7rKdxe34po7Yrj89z8W0Iqrr3riTXkgQZHsRDwDXOXztSri6Dolqw1mQANhDWAFKgH4XD1OAzBkmYQFDOoN3iiEgNCUIUsSle9CJRoHNKtPnzqPEZC1FZpQ0Gg1R2ZoM7Gslyk72TGyAi61mJEI8iXTS4Rg+AFsi5N8mpKnZCFkHjCZ0Qm0tLBof66UWfkA/lw8D/p/+QQmuX+HDJRhAF0+ga6k/BRbxBvMteEnzaKleZp9ps3UOZlaunwdbrjhZhz8lc2KPWy/7a6+5V3Mvf2CASVO/SdPaV8zM8Xay9aZ9kA3ERAc6QN26SSySgRBA5yU4XDvfWc9chSU1wnFCUwmxbEVRkBZ7tBSHIddMQN8Mc30kt9GDZKxTpiJVTACE4blCJjFaMzAikriqE7EUxoQRBRWOIDlWDCdPgxLpiAy6U9pA/TehcCWlzRgqYSAogHTrghmhydlJmyDXWuuX1ZUjN8NAbO0xMkwtMeSboekAFqG0ZNiaPH38OWGg51bTj9IJdIde+z/4Mhv7DKUr/bbtqe7Hsef8NVhnTv95cjogpFKvSwycS8zXvo6pcxLKijXAug/aHowA83OHQjA1cBWLQJnOzjR/MBW34t1E23wehbCDj4uKC/nhHTR4ka8/o6P95d25pjKc3/hcBgHHfQ1HHjgAVlwq2sFVPPjcPw1SLgKZuwDkR36KBOA2wiYquvDikyFGaoZEhtIvOfIECxP+WuFq9ariXdbRxd+fM6VWLz0E6neP51/Mj77qc1hGGuEzSUryijHCaffidcX6m3S5W9/Pg0LXnsX1932VM6/n3rSwTjlhH0RoBmAfpaPNcCVPgEtuWO6agKmTelwaqxm4IOEPhCw0+xDCRIZgMlFFjlZyFlvrSxDcUQ36RC+TPYZ5aSmyUTEnn4gnbxDxRi+s7bfGCqZz3Y9jBC94QjQDN07bwinukFuev8/n8PFV90h57b3p3bEpb/+EcKhXO9U1mFnZydeefN9XHL1HFxx7kl4/fXXZfHxsr892e+6/nbpjzF//nwxrSc79Itf3A/33XevjCXDLQTPzjrrLAHNSqVUAxtSDZx++ukjPh2qAf7617+OeD+b2g7+s99hsmCUjj4Tk/lx+Pvzzz6wqVVl5npKANcm27Sjk6J4/d/bcNVlJwK9vJrGqsrSCYvwmwDFtCz6PfVlEZDpFIIR0ONCITCrYIQmwXS4olxkETCtA0g2wgyykpN8387IHkMTAatSG1/Tk4bSSwFbbNAImP9G5o6fYrCR1ROKxGGmksHSoF1m8q5thqRkTMa9/MmIfsqfy6I/l629nIopaaN3kQVKEmT+ovdvayDNKT71j3ujx1bSo6muiVAoCWcoqVyKQJcDlbCE5cdJr7arDwNGBAET+Ax6HYVgmGRIpX9H8NFHazF77r0jWi3li+TPzzxefKAMfyUsArcFQT5DJjieYcOhfHQQU+Y02KVQDt+vgQo2Rzg8VSLIiy2aPUTARUH5PVBeu/wYAVNI2/RvAQvSfjnF7nl422XALfZ99nWXYFSHMLNMm/djOmwgAjgNgN8NP9kDJinaISXgVMbQnMEMeWTEgZ8QxqZB1hTrO2nCZOKbRSAhy9yU+5IG9CIVzoJlmoWUMn4XyRwncwSyIjAN+vQQ0NL+OOm69f0YFMebjNxQs5eGK10aSu1qeRXZTzR1JtBWDsusxO233zkisCNNbz/uuKPgq27NwDFjMEz+Tsm/i5BmMZ1SDOkH8OnKud6U3BH0n0uN3VoCS+aiBShD1is4XvBjIxAReyZpNAtszRiy7xQBgGTXQlj+e/1Yqc3NzViyZKmwMziWLF9ViTfe7UYsxmsDaCh/2GGHYv/9v5gZUxKdH0M1/wuOIoOJ3CMHMZKQYstgqSbxgqS3kcgzjRAQ2QJWEc8hFTjwrDoYFbuJcfx4+TUN1i9vnvMYXn/7A1z1u9PwxLOv4M5/PIW//enncN1WwFyjnz2oQle3BeWT7eggnvRw6PG/xh1X/xwzplQgmSQrU8sXz7rgBhyw72446rA9AGOt9MGxZnBp2SC9Hyn/j8Oy2EYFpKKpsYIsdCYra6ktQ0Qcufd0AqYB5VdCqTrYFtMQiw9TGKy+i/lcy3spH10L02yCZXNsKvxNSZONr4LprcsBueQZn2C68kyEavaR/v5/qSSSLvY48Ae46/rzsO2WM3D0j87HOacfhz133b5fNfzmsptx7yPPYrNpE3Hrn87GggULZJvyympMnTIFVVVVWLx0Bc7+3fW486qz8cwzz+Ddd99Dd3e39Jmbb74Jrlv8YmHfE7AsEyeeeAKqqrRfZamUamBDqYF5857Em28uHNHpnHLKD3HNNdeMaB+b4pef3fe/x9N6K2P1tW8J4NoUu9Omf01jIVEc61qjF5YXXwMzaIXJSPMChUyuwKyHzYQss3gz1L5G8hqcskVqyRV1Lbl0xCeMExHYDUCKtWVxgk0Gm4AxaW8r/q2TyHqnMmbSEUNKQKNiQCkBi8SQPR8gpf25MgBLEX5frLressDBjMzlJdiwYTmBpGpxIlxscQlGuCEB6yhb5GQoa2+TYq9JwqVOvOSPrJwbDBaw4XkVQDAZtk2z6lBmgjEeseQZw+XECqjkahhqJd11MmCX1EvgwAz7Rbcl6y2bJMk+oqCsKWKObdOg3g4NG5wTwEsp8fPyUxJHQxH4agdUq7Ar0x52xbZf3+0yCYypCAcCWvRmohzGsHQqKfy2fuw3Ar+GXSXhEK748rAv6ORQ9sUspkK/vChMu/9Ey3cDJOM+TK8LjkkGUf7JgoQYIAJFM27epwH9d7RflpVhZmnT6RyGnOoWQEvLDSk7ZFuLrnrMiwa0LA1o+QTc+NPfK2i0TyT3+ik942SsR1L0DCY9DiK51N8nukMmYR6frjzAVr5rkHHVN2Bqczrt/eaZ8PwKKEyFFZqGkFMtiwUD+b4VfC4wubB7KYzkW7BMAipAY2Mjli5ZCrdXWhqBjLWtlXhrkYeemMKRRx4h6WjpvpLo+gho/hds1SQLGAKauJ0wOD747bCCDsAiIJl99gRmBYzoFjCt/CC2JNw5M2BW7gKnarsNzrPnh2dfgW8esh8O/MKe8Dwf+xx2KuY/fK081zwvDl9REheDbVHeRTPyMsz+x7P4z4K3cfUlpwABpYgcG8qxeOlafOe0y/D0vb9HKBSDT0DQIjgzNhLFLFsrCdMmu6m4Z26/fpSS23peCK5IySfAtmrgOAP7EI72/ar9tVjna2Ex2dEmKF3cUTTItQKm1wwlwTYBjEQclk+ZqYJbvg/C9Z/b4PpfcVc3vK3eWPghzv3DjXjk9ktkBwRzI2EHxx7xlX477OjsxvtLPsFvr7gFD916sQDjb731lowN22+/PSZPnoRfXXoLdtx2c3xxr+3x738/jQ8++DADlt98883wvOLfnfqegGUZOProo1BZWTW8iy19q1QDY1QDzz33H7z77iJtRzOsEqAEcOWvuGf2PXxcGFt9GWL7/ecfw2rJjeFLJQbXxtBKwzzHjQrgEi+sViBJen1cQA8YlOXlk74xVa0MnFDAqodlV+TUUN8UQW14b8L3XPEGolGwlpIZAgYIICCgABkm+u/AjAChOtjyYsvdF8ea6ttU9KPxaEKfxzQ+X7NmAKmkISb0ff2xRN5Ho37LhBOisX1xK4UZlpjLdeqBmEo60ZHSRYusGwHnyKzSRUsEWdJmwmQv2GBN0sBeWE5eRP6f6ZKOw5VwiebKPBQLvahLnLxXCWAKbLtyvbyAZ8GulQK0KrUWtpPUEtEiAT/xV0vYMPNIRNl+BD+zYNd0WHZ42GBXug/lShw10ytQmumlfb201Kyvf52WfWo2orASDZ1JalqB/hG2T5Zho/tAgMDvTCVE9u7FZAjUQJEpZSuZZPL79HUiIyvdb3RfSslNmXxmcsJsQSlH/HIkFc0yEHAscOmNR7kcz5FAlQZIlCfuyDCUyw4LFd4Wobo9EYpqOXYuoNM5pobwhYbntMeXpA+qcjHANk16h/G3BnDGA8AtdH4Ckgpw5QngpxQN85moSJZXMi+LTTPktCE9aKQuyatJ+RlKUIIGusjicmCYVTKG0x9IpKRktAVlwmgjA0+DgPxdXJ3xmpKxRvjxt9Cy5i0sW75UAJt8JelPwOQtDsDOu+6XBbc6lwEt/4Thd4nMkum9lrsWFsiEC+AzhCFQsAgo9ynKqoMZnZG5nyXfNwhL/7Sqd4FTnv1smI/1MfvaYSeegwt+9l3sttPWcoyvHns2brr855g+tUH+1qALQdEuAeiTCQsHzPoVrv39qdhp+8lQ6IQh7K0K/OTXN2D3nbfCCUd9HipYDddvhO/asGwHs2c/isgomMzfOfvSXmythCSYWoXYWkXUmu+zT4ahVARWKhlSX3calNb90TDJsuQ9HCk6tbGIw8sm7G++z3uxEabdKumUQy3ir+UCidYmON1LYAWxnHAeLuR5FV9AeMJn1sszdqjXMxrbz3v+Ncy5/9+44bKzZHePzluAF19ZiAt//r28u1+yfBVO//VVGUCso6MDy5YtF/+tprZunHHetZh7zTlYtXIFnnvueQmuYJIySwngGo0WK+1jQ6yBEsA1dq3y788dkbOIkQ5TTB9xrP7+4nMlgGvsWrW05zGrgY0F4NKsqjUw3XUZQ3V5sQxsBGKWzhcHcmCYwEj32wqRhPBzykYCow6GRf8Tpntx00BSBCmHkBRBGicnm2D462ClvIy0+X0Bs3p7QspIPteIdLgN1duEnqBUMUAJWR40oTc8BVuAt9wXXe1pRIZZIEBXMfvUL9B6v6YvDjBSVwwGSPtbBWTqICryQE8xUS+AHY7BcQiOkHHFSXnKtyRj5t/fv0ResJM0GyYQRxZP8bWXjSsn0FU+7i/h2dXzRljWWpnQBX4PDLJepE/ln3QIiFiEyX/2gTU2YFd2/1reqKW/3eJx53sdCCjHC9oRkL3DcEKy9QhmEQAzB/b5oi9AwEmuyNayxSc4hRqYTgi23RcMJFOHIFf+VW36EHluRIAN2yYQ6kAhjAAh+PSfj7XC8ppg04jeT8IMCLoSlM7uj2ND0pyGoHIP2GU0wiYraXwM4Xu/gOjJMK+lXEAayg1FHjlACmXxd8bYb5lmB5Kt5UtiIOuRLK9u7ZuVMp5n+AfZg2TtmJYv/z4UgEuYnJQgS7Iux1lKSAl29l8Z7g0wUG4KsF4JemlgOC0n6107vI5nn5mHdav+g4bqFmE79i2UaW215UxU1U5F4OwKp2xLeN3L4Tc/BSSbALcJpk8pYravM5HOjEyXZ0sQWw5D5J+9C72OJsKMTpegkKBsN9jVu8CO1I0YxB7r1j/4O7/AJef8EDv/15ZyKAJcf/ztqdhx2y1yDi1m8vAx+/55eO6lhbj2kpMRgCEMfE5XYdEH63DCGX8U9lY06iIImhAEnVBIwE0auP3Wp1BV04qjjxl+iuJPzrgLt972O9h2t7CNi2FI56s/YYF6FnyfgFVInjVkqQ5UePlaVhySe5wpq1r+TPDaGhZwrWWINOInW6tz0HPId35anhmG8siCngS5R9c9CidJxkVuEdZ01ZcQmfCpDb5fDrXfx+IJHDjr7MzXHrzlIrz8xiLc/9hzuOaSn8q/PzZvAR5+8kVcffFP8u6+L8CV3ogS5zN/ew2233o6vrLPTnjlldfwzjvvoL29XYcslACuoTZXafuNqAZKANfYNda/P3dkigTQ+/mT9uRKH3f0/97/+XvH7qLW855LDK713ABjefiNAeDyvARUrBlQjO7mFIkSQU56tJyNL2KcylKuyMmPZdEfg5Nwen1o3yaRuhiVsEM1/fwplJ+ESqyF6WfN6wvVOSfV9PQxQ3Vjwqzo7aXlOAMnxqXPUcvcbNhMgDJ16lzvkt6nKWwpTwNWUsiC6D0oajkgmVU0u/f8MLxkNUyjFo5Trj2umATISWbKfyT923VdeN5qmPZa2EOQSvDobhJIEugyTYTDXGUvvsdroKsOpkHpoma9jGXp7Xdi2U2w7dxENPEjUt0IVI9MbNNgFydJLhOpElbRpvl9ryPN7AqsyYA1FXZkGixbAyPDKVl2jgultCRNWFxmXMAfgTTZn8jGUWTfaBZOhomT9tPKOXgA5SdSk3rdudj//CAKWBE4YTJsCjEKAwEZeoNSZLIREFQuz4X3tY3ANzXwTENrYq/kDgYO3HgXjGSLsA/1I57sH6JzFgI7BNAHLER5pAkjNAF2pAHGMOuu2PpOs43INFKKHoBpQEvLT4fbdsUefzy2682EI7NE0tu8FTDNxpQfoJZOkQ1LvHswaayMP/TUE1ZnrysQ70J6IXEMGrjfZ9MvyYwrgxKAgXJBDTDwnJ944gn885+Py1i2y39VYOsZXVASWKJLeXk5ttxyJmpqauRvgtM9iTqo9vcRdhfDIvNRUv+yJQ1u0XdL+r7bLX5cItdNFT5DPKMaftUXUTbtUNiOZvlsDOX40y/Gj75zGPbZcyepw70OPgX/uPl3mDa5vt/px+NJHDDrZ/jrRT/GzttPAYzmVFBDFU4/90bssctWOOmYLyBACwLoZNg0C/rWW1IMrhEAXD/9yV2YPedCBIF+D4BYBqRkfEV4VGbZWlF5p7ApvR7eUCvP2Yzvn3j+0ROQMum0BDn/WJBmC7v0yzLXwbY5Pg+dsaUDTOjhV98v1dGNd8Bf9whsd2m/NhQvuOoDEanbZZMYq9IXyHpd3ZhNVJ3UUIvX3lqMy6+bi7nXnSebzXlgHt5dvBwXnP3dvLdmIYDrvQ8+wgln/B7/uvNSNDc14tFH/4klSz5EIkFWq267EoNrYxjtSuc4nBooAVzDqbXivvPk3t9YLwyuL79QAriKa6HSVhtUDawvgKuQRJBStjRwxcmpn+yE4TfCCnr6SQQ1+4o/lCfZUHYFbDNRcKVWwDGjCqZTL0wuvnX6yQ6AEieZ3Bcu2ki+BkZ4Isw8xtej26gGXOVAmZbI3oqRGAqAknSgXFPYK2TaiFTQCCMQM/YIfD8CZflwQnE4IXqFaUDLEONc/j+vQk+00vMtHRUehvKZ7DdpQFPnDPjjrYIlQNfQPIsIdCWSIVhmgHCEDJ/ia9X3+AI/AaZJRtfwQZ+BjphOqLKsZllBH2xOqsGuHriJJLyYCytIIGwzFGHkRVgF9GmyphQFdmU8uQKybnoQ0KSdrBuDcjNtSpz2iCt0dvrdXJvaE/BKg12Z3+IMnoShOmQ7Jb5kUcB0xLPNdtigA0/kZSJIOZxvwE1YcFlvfhucgKwyH2ZkKuxQ/rAIYcclOqC8GAKCYbYN03FgWqaA3GkD+oyxuVUFhCYWZfpdbItlDeErZBKrWRtkaNnDYm0Ue9z1vZ1mNMbgxRbBdD8U2bT2KKTMm7JWSlrJ7tL2evx/SsV6y2ELAlt5Lo5tDcVQCYJWZGgNXgPplEzfi2DhwuV4440PsHZtB1qae6RPbz49iu02jyPsdKK6qgozt5yJyspKeU4o5cLrWQkjuQq+F4KRjMFRZNNkwQZlTYAZmQbT6uW5FfCWaAUSHwvj0LdqYTj1sFOhB0H9YYhUbzv4yW8gW/z1b/9Aa1snfv3T4/H6wg9w1vnX4om5l8N1PVx76wM47sgDMLFeA4K33/M4nn95Ia77w5nCXHG9Dti2j0UfNuKkn1yJp++9CNGojwBNgEg7s2zLsUhR1IEcfFcg4EUwjexkgl7aH5NDk4yrlCF67FdhWPbgbK3hNk1Wnkx7BMqT2Z8pbeT4Rq9KL+Vp1qTDN4bwPEyfU5bp3ADbri7IdE7EmhEQ5PJyky+5H/rCqdqDEK7ZYZMCufq2W2dXDz57yP/DE3OvwJSJdfjh2Zfj4K/sjcO/9nk8M/9NtHd047AD98l8rRDAddq5V2GPXbbBScccJOPKe+8twvPPv4CFCxciHtfP/xLANdy7pvS9Db0GSgDX2LXQk3t/c+x2PsCev/LiPevluONx0BKDazxqeT0dY7QBLk488qcIctWcYEo+iSClgJTY6ZdNDc4oqORamASfChhI6+k2EJiVkpJo2BVQXicM1Swm7/mKZoCVA1YdArdV9t/Xc6jv93jeypkEKzJxXFfaOTl0VQiGA5EY0rxeAwREI7JG7EHq/wlSCVvLrYVpTIITIuCjJ1u9JTqu2wUV0AyYpr7FrQaLtMGrRBBkV4ALdVkNdCXh+QS6uOpc3DHS+0smAyQTnFwECIuvVfE3hydAVwMscypsW7PCRlroeeJ5HYBBaUhL0eejTafZBg1ias7+7LtMr1opwFJf77ThnqdMyshmNKfIjxWeAsOktIs+dWkwi0CW9lnhRGk4LICB2ps3ou/1IKAJv+9pfzzbgu34KTNnR6Sr2aLZg5KpKAl6+mYWoJYhiZ3r4PiNsI1c4FkhAiOymb7X035bZHGaGkARg3szqaWiAdk1vdiKvG+EtcixiDJbeolZgDMRVpiMzOKAkt71oAEtssp0wqGWIPGnOC+o4bb5hvI9AbbcHnix92F6H8AeINgiA3jRYw4OfNaRHcAKBbDJrmNy5RDZKdqLiwwoBgcQqB+4Zni+y5Ytw5o1a6GUllTzmdXW6qGzg88fG1tvUY5ttwijosxBQDYmpYj0evPbM+xCT1VA0QPRa5Znl6JkPTI9z3jD4A8HCVUGS3XCcUxYvYJRPKMWxsQjES6fvKE06YDn0dzage//7DL0xOICdP3h3JOx/+d2RxocuO+mC7HdVjNA9tZ+R56O/738bOy6w1ayzzTT74zfXIndd9oC3531BQDtCECfsix7i9uOBcDV/7kuJ4UAlNJ68DwbvqIEkTJo9snxSUntfV58fnluAF+5wg7mueh+nU1tLKaj6OdgPSyzAZZFv8LBadGJ7jVQ6x6Go5hmmVsIcgV1hyFcs+24vgMVc62juc3s+5/Cn264GxXlZdh6i2m46sLTEImE8Mcb7sZHn6zBlReeJoe76Mo78M+nX0JLa4f4z5330xOE1Zhmb/37nj+jvCwbjsJxZ/78BZK2uHTpMlx33XUlk/nRbLjSvjaYGigBXGPXFI+vJ4DrwBLANXaNWtrz2NXAKaecgpOPasYO22rj5aGWdxe34uo74rjs4lPlq+LBIimCfq8UQQoI+6cIFjqW8uNQ8bVifN1brtT/BdWUiYUVmSTypXTxvW4YPkGuXPlI+nPxnfAVDOXDKgI8E5aHXZmlNQ21kvpsn5nUpySC/NugTxg00womDdjDwr7iKrLiai5AznobAAAgAElEQVR64IQ7YNPniqBAim1VaELnujaUPxEOE/nymFvJirrblgJt2ooGPPSKMAE0rghXDQggcULjukx5ItDVPCSgi4CHS6ArGZFV/0jYE1yv2MIX/CUfJHDRRVeNSIbGvnLjTVcIUFesObHIQVymGzXAcWpz6igtOfGTa+AnV6fArtiwwC6RvKRBHjF+J3JFpiHE4JmSUiukZZtjLYEiW83r+QTK7YGyQnAcBdPytKTYjMKQ9FGmOgpFS5qRfls6VkBEhvA9B37ClHRKw2sG4h9lwO20FFmRTWDXApHJMAkW8Dh9DO65b/EB8+Miay7s+5T2lSPLqBywqzUjiOwvGtuLB1TWO24wQ/hiJpHF9t/BtmM/OvrIzw+22aCff/2w7+Okk04adLu+GwwF2Mq3c/EcxGQE1tZQwlhpBIwWWDZDM3iv08CewQXFgeO8F+h3RNmXKVLW/kgXZdQEtxob12WkQr3Pjd+pr6/HjBlbCJiFRCMCtxsGkxHptSXejK4AWiyU3bougSsFJ0IgOztA8V6kcbwf3RFO9S4wQvVwm5+B0/Nyv2ea62wBe9KRcEL0Dts4Cif21VXD8z7UTCo+g7sAcw0siz5uud574wVw8XmmvAkwjAkSWsI+QLYeZea+eKfRo48ec+yPg7Nch9t6+rnK8TIOy4rDsnvJuFMLAALGc+FAGNcMbeGiQe74RLsC5RPYItt66As8ia5PEDQ9DFtl5Xvpa/JQAUw4BOGqLcf8eTLcehyN7yWSLujRVVOVG0w0Gvsmg4tsrq9//esCsA+38Fl00kknoLpasyVLpVQDG0oNPPbYo1jx4ScSFjKcwnHwoCO+hjlz5gzn65v0d/712aPWy/V9df7d6+W443HQEoNrPGp5PR1jNBhc19/ZiqsuO3FIBsKFLlcl2xDQDws6vr3gdmRhhMhWodwwj+mwn0DgNeXsR0giNKFW9FmhsbY2LxZQrk8CoiSxOfUww5NEXlRMkUlWOvkt5RVGY2SmLRK8IljF3zDpv0M5Qlh8iUyD/5+7QtvXFFmDRWReUfrXIobfgxUNtFQABoGu/AbGWdkd2UldgzIg0sf0PCZO1sO2+CJN9kRh6kQ6WUup1bDsNmh7mt5yNV6L9knLTaLUKXrJpAHX1cbkkUh6IjT495cuXYVrrr4J/+/ULw9WVQU///nZc3HPvVcW9X2+dPouvZbq4ZAVNMiqeRbsWgs/sRqmWgkDPXnBrixbKZtkSLaLTjHMGr/3NlKW2hSZapn8GHa5MFZGG+wiuy/R3UTaFayQr88/NSlTKIfl1KYA6F7SrZTEkZ5bjEv3Y4EACCGLqXuBAHdevBNBshEB+xcna7YF06FBs08KGgyLE9KBUU9KKUWOGQzuZycSOYvSpFDK648yoQh8SeqrBoxamFYdLCsqoPFg7VtUpxnGRr7vIdG1CCcc/x1c/pudhrEH/ZXnXlqHWLAHvnPCKXCi04piO2pgqxtebDFM/4O8nn8Dj9smfGMyjNB2sMNZyXOa9el6awA0wxCfNk/kqvSBIyvPNBmUkZKTFTiIjMGBAwTh1LiqxyVOLJlw1tzcnBfcIjg1edIkzJhaBVO1wlAJPiFggH0nKd5fymVaogfleTC8Lph+NwKTCxANcGDDNuIScuIzgKN8dzg1u8IOadCERcbaNQ/CSb7X5+wNJCO7IDTxawNKwIfd0BvoF/VzoTsvm3gsAS5J4vXpg1UH2yLDScuH85Wsv1xCp4iSGSrBGwS+NAA7EpKwZlpRfhiDaZGxlT9ko++56X5O9isXssg8I3t9Imx7ChzHGdHYFO9YCjQ9BBsEHnOLx3TQukMQqdpsA+1VG8dpXXjhhSN6DvPemTVrFmbOnLlxXHDpLP9P1ACfcd88+EhMeacONj00h1G8wEPsK8Add9wxjG9v2l95bC8CXDnGpOPy90EL7tpkK7YEcG2yTQuMBsB1w50tAnCNpOiUxEYYxUgSjQoYBJ4csmQKF3pYBF4zjKCTyBaj1oAg1wNJG9aHYdKwWiSAhFoiKSN5strIjEnJqAS8IkuG8i+dIgj6W5FtxbQu/p0yYTctRoXTKDntacWVVv0zkkK5nOs2w7QoMSwOkNIv0RNgW5PFLD5f0Sbxa2A5NE7XUdaDlaw/F2WLNHkf+IGWntDQVNiy6fvE7QnDEHzgDxl3aaCL9cTPuQpkyqTUdQN4ri1MsFCYE5L0ChEnwzxn/lCaqsE/AbiuuQmXXT5rsEvJ+3kslsTx374O99x71aDf91wHnlePkMN6GHqyZhbsaoQbXw3DX43ASIhcl/5FBLNEfmdpxpL2yxoc5Eyf+GiDXQLm0SfLBbxkO2yzGY6ZEHaWJCEGSqTDVtkWeVPv5PueCc+dBMuapOVLNChPtkIFrbDMTpj8MTphoSMnwj5zTTQityoGB7l4Lj6BCt77heuMIEZAia/P+7tCQDozSNV3ihVGwFoZNQisKhhmNUybPwyuyJUk+mRIJj2RtwxUCm3Hf6fsqywaQcjR95WwLmMroRKLYWEtjvvuH3D5r3fBlEk0rB56ufuh5UgGM3HsMV+Eb20NJ7o17FB1/gUDghHJbnjx92H6Hw4T2JoCI7RtDrCV76x1WlwjAI5x9FTktbNL0QuLLBcfpklQwBWGn6Qz9r0X6H0lhvRRxGIKy5d/hNZWemblFo7H4ZCDzaZWYEIVeVcMOdCMwsBPQAXcvyEMnmzRZveUs9HOKfADuMkwAr8Sdtn2CNfuJCBDXhZZvA3e2vvh+CtzToTPIbd8H0QaPl8U0Dj01t5wv6El4JQpNsNyWgU0Gm2AKz1eKb8OBibAsioHfV4VqrFsOAdZXl0pP8M000vLvwd6zOvnJkE2grY9sGz+Ln4sT5+XNsFnGivfNWxYtKULKKtlaiP9/9KS6aH5/3EsTrR/ADQ/CNvoz4L3zEkw6g9BuGLjkNVuuD2/dGalGth0aqC9sQ2LnnoHv738Akxf2YB6p25YF9fktsA5sgrXXHPNsL6/KX/p0c8cowN7aBk5jr8PWjA3b7U2tbSjoiw66Huufn8NsK65FdWVFf2252et7Z1wbAtVlfnnqGPVriWAa6xqdgPY74YAcDF1TSSJfuuAfljCqiITKTwZplUc/VX5PvzEKpiqMZNkpdPVNHAl/8/cNSacKVv8eIzITElJBBhJn/6JwLQiKdlgFqwaDdBqON3AdelxtQaWzaSyQql02T2nwaiAZvHO5LwrvBpE6oFS62A5jUP056pAENCInpOHgf0+0hKVRCImiYs2kx0RS3mxkF3Hl336tXGgI4iZBcIk7c/nv+uXes8liMB25It4BwJZddYg13gAXAR5PJfgIdkoZEgVD2Cm2QH6N5kMNLsmCEMD+B6AwQeqG5ahr4lg12iULNhFkLYc5iDMrrQ5twYZIlAqCt8ncNMNy1wL21sOE0xZ7GW4TXltdEuYdtaHJH3unNy5yQYYIDvSRUBWhMkJYldKCpTaD+uFUqbEOhgeE061Dx1DJbR7lxKQmX5cItsdsOh0R5DNRXNpeeAygdWESioEni+AhulT0ujCsKIwQ/UwncIyFc2ioJE6/cYaYDrTYIYm4aEnXsXv/6pfCD77qR1x2a9/JCBK33L/P5/DxVfpVcq9P7UjLk1td+8jz+I3l90sHi7dPXGcc/q3MevwLyDZswRG8h1Yhk76m3XSZaMCcH1nFqWOBrygAsraBqHybTOTfwGlk13w44thDAvYsnoxtsgwKX5VVwMfTNhbB9PqykicswmJnNArKEUJPL360tJGsmr0YkUy6aKzoxutrXG0tcaRJANLkXljIhIyUVMRoL7aQGVFJNN/00xf3nvsVZSIB8Ly0Sl8LGT7cfwRga3h6CAPVMBHPUxrCoKgHKb4gtGPTQMMaZZQovNjBOvugy3G6tniBw78mgMQrdttSOPIaIwJG8I+ZPGGC1JGM+68cw4iZW04+ujPDOvUVq9qw5k/vQt3zr4MDBUgsGXbZGsNXbZXzAnoEA/2rS4J8dDSxp4caaN4JXpMlaUMsVtkiENZpEifh+9ZwkAzEClogt87tZEsVIJeOsE1DXpp2Xqh5xWfSfHWd2G2PgrL6L/g5dnTYTQcjHC0f3pmMfVV2qZUA6Ua2DRqgGPfmg9XY9ETC9H+SStuePxmTF81sQRwjUHzPrznMfKuyyW48fx98Mu5ctGPV67FKb/4E5Z/QsY98I2D98NvfnoCbDv/3O+Flxfify6+QTwLWY494iv45WnHwTQNvPjqOzjj13+Rd12WPXfbHmefcgx23G582KklgGsMOuqGssv1DXCpZDuC5BoYkpJYuAi7IjQZVpiG3fm37CsRpOF6kGiFSrZAETAx49rzR+BvDW9JbDg5AYzDdnZEuO4rCEfIChk522qs21gzojoQBI2wnOJ8tCjP8LwqbULv1BRka7guV9SbMivqxVyL9hGpSflzVRdkIhCt/92fb8PDT74ou/3erAPwg29/USY2GqAiAEEPpAkIgkrc+PensK65DeeccXgqbasMN89+Gvc+skCAg+qqKP5y0fdRUU52R3OGCTaWABfln55bnbpWzeAZqGSlLh6CoCc1CaK3Sxww+DslNczTtTW7KS6G14ZMnshcGQuwi1JGAjq2AL/CBJBkr2iKDUD5JeD5lJqu1VLB2FKYqjPn0nmvIbIZrFDWH0SDp/RVqwKCMjihBEyrOyM7G6zu/PhaGC5ZPSwaStM1EABWCKYV0v8q93W+Qm8dymoVvATN8Htgqh4NaNFXSQIucuVBlJsFBIMLyKCzR0nJJUObIxlMxKcO+gXuuu4cbLPVdBxz8sX45Y+Pxqd22VrqzrTC0lcItOxx4A9w1/XnYdstZ+DoH52Pc04/Dnvuur0kdk2bXC8mx0+/8AZ+/rvrMP/B3yOIv4PAXw0ozaoYXYBLXw0BP0oIA2crmFYNggSBrSXDYGwR2EoztoYGbPVtPT3OdcJXBN1bJXyi7yMg649G4NKXxM14shPdXZQ7kh1KJp6Bnp4AbsJFyIwjavWgvDyM8vLyTJ/pC26lz4WAljKZzkqQlV3QEdauXgDRQJeuP522a9lcICHTi/1OAwwEhpmQZxhlcDsWw2r/l8gaexcvCAMNhyNStXUxQ+4muQ0ZfLfcei3KKz4c0fXdd89C3HHH3bCsqiEBqyM6aOrLvaWN7LueT7/LFthOOxzby6Q2Fnssne5owfcIUNGXkqzCoT0DsvcIKZHlUAEBWIJe7JM6ebj3c4z3Xbz1bVhtj+cHuZwtYTYcjFBkYCZ9sddY2q5UA6Ua2LhqgIsSy19dgncfe1uSwllKANfYteFDn/6WzNmyDC6+C43934e8PDvnon549hWoKI/g4l/8AKvXteCYk38rycqHHpBNmU1/gSyvLxx5Bn747UPxg+MOxorVTTjiu7/CRb/4viTULnjtPTQ2t+ILn90VsUQSF/zxVmHrX3PJT8euInvtuQRwjUs1r5+DrC+ASyRZZGYk1wySkshUxgogNAWGSBJtMa2mVCgtDxQWB38oHeSPEYYXawW6XoftLmNuoyQ7evRJsZpgmZoBwaJNsJnCOBGGXQUPU2GV7YpQZHj02vXRitpHiyyHRjhO7oSp0PmIRMKdKGwuOw/Lht/jwyvpsr4oHekcgj+XTjK0LU5s6WmUCzm8+e4S/PjcK/HoHX9AR2c3DvzWz/DKP69FyOkEjLUwKHVLAVxfPupSrF3XhmOP2B/nnMGI3B50dZv48lHn4vE5f0BNVSVO//VfsN9nd8YRB+0Kw2QCFEEgf0wYXMKEcxnpTp8tMgL6r1hkJSxJMSoOArKG4oCs6GvJ1WAylkLtNlpgV5Z9ZCDwTfhMo/OpceG8nBK8qXDCU+GEtJG07mOrYVr0gNMMKj+2EpbXlCP7IzCmnCkww3plPwhc6UeuS/NvC46j08mGWuS6Y6theGRiZr+fZmEqeyJMAmoBGWFJgEbRASXKlCdSykOhqxLJIRlgAVPxZOzJn7aaGR+ENVorzCzTpnQxX7FhUKYY3hpvLOrGry79Ox657QLZ8Oa5/0I4ZGHWYXvCT3wojC8zvAXeXtSKcy+9FY/c/nuRWN48+1GhbXNlS9eblt09O/9N/OmGe3Df//4MQfw9KG8VoPQ9PmYAl0hPuwV8sZ2ogHLFFpHuGVNFiuhEBvehK3a/6TrxvBg8by1MCX0o7H/U3NSMpUs/QjLpwbJtkXpWVlioKPMRCkGSPm1ToSxk0g4+9Syg3DCWCibof2YEPJVVDcNmwiu97Hr7AGa31+BrBQyyja1ciapO3TSg/CiSnU0wez6E6cdgqqScB5OEPWMCzElHIlzWMJTq2aS2vfXWW4VpN9IynACFkR4z/X2Omb7PlEhKbTtSgJQ22Oe4KPpWjj+U2dIqMc+ihfho+iEoLwrLDsOWlNjROsO09JdAbEraqDhOl6d+NOs00fI67I55MHulf6bPwKXkeOLBcELDk0mP3pWU9lSqgVINjGcNcHxbNO8dLPnP+1BudqwuAVxj1woPfpp2K5xP8S1j/H4f9sqdmYvinG3vQ0/F3//6K+y2k16IY6rsmsYW/OWi0/td/LznX8Np516FFx+6OiM//MPVs0EW2NUX/6Tf9g898QJ+cdENeOupmwZVA41GTZcArtGoxQ10H+sD4FK+Cz9O2RFXNVkx9FiiF5ZmjtA4VVLTmCzozIBduQtsSakiqMUEocISQQ66ydbXYXX+BxayQJZMkOiwEoRhWB2wzU4tL6IZeHgiDDMLVHhBLYzIbghFp240UhFt0hyD56+F7ejJ32BFkgrdKBBMRMiZWJCFJHXq6v0yuryYkvXnmpDy58pKtG668xGsWdeKc8/4tuzqR//zR5zx/W9g+603k2RHhRVwbK4mN6Cl1cD9j83HmnUtOPeMYxCgB8s/6cIh3/kNnrnvT6ivq8Efb7gLFWURfG/WF5B0acDfCsfxRh3g8tyQeJlpUDAkIER2pT4GFcRACSVZWWJETI+gMUzeyoJdPTAk8Ss/syuTtqhMYTGRxUcgi4wlAXyE3ZL1oJN7RRIaLbjBZCirEk7UgxMioKBXiwhOm0ma4muytDC+CCER6KGPk+lB+QqeT9YKTdnZnoP3yYH6Fld1/PgKmJQx9fHSokzQs6bADM2AIjuBvjSUuNIPjAwz1QkjaIfBZNagQ0uhvXYEiUbx6CuctKjPSKEMkqZKEK0fg9SBwUCK0DaYt+ATzH3wP7jhD2fItx6d9ypeePVdXHjWUQgSHyCg1NTZHPMWfCzbXS/bBXhs3mt44dX3cMHPjgfHx3gigTMvuAlvvLMU11/yY+y24wwEiUVQ7gqRWbKMJsAlzC3xBeqEHRDU1ve5MJeMGlgOvbkKz6wp9/TNaSlgKz/wW8y4Ucw2ab86GtIbZhNsK5kTurF2bSOWLl0qwCrB2dqKABXhBCyDoCefHQ7KK2vhOBXSZ43Al32wH5jsG31OQvo1ZYpk85XPFBAVlNNDSxgLFX4HFkEuMoL7byVjds8qGG6rdFPfDWTX4PPRmITQxIMQCmnGX6lsHDWQ7ZtNME0Gt/B5UHjc41gqfoUMVJDG14CXjHUenzFR2GIaP7Cv12jWjgZhCX5pfy/+eF0fw+54STy5uEDQe7x0wzvBnvh18Z0rlVINlGpg06+BjuYOLHpqIVa98YlOxu5VSgDX2LX/A586NmW+lca30mZcY/v3f7/y98xFLVm+CoedeA6evvfPaJigVRq33/M4Hnz8edx9w/n9Lv65l97GyT+/AvMfuRaV5TopevY/nsLsB57Cg7dc3G/7X158Az5cvjLvvsaiZksA11jU6gayz9EEuHIlgpzZRyU1kCmCZFXRzN1LdED1LJcYak4bRO0hdaGlgiIZNLRkUFV9DuG6PYtCcflimYw1QbUtgB1fmPHZ6V/NBpKMb7dMhCJ2gQkrfTKiCMK7IVQ2c6OaYIgRtdsCGOtgO5zID97RtI9UbcpHKpv61fubWQCtEbbTBMsa3PdLWpUTN4/+XATRCFKaIHpfX1uF7x17sByClNTddtoGhx2o6a3aZLoVtu3Bsmpwz0MvYPHSFSmAizLTMlx05Rw88K8XRPv92tsf4OqLf4wJdUyTWotErEsmritXLcf11984YpP5uXP/Atdl9Hq9gKxkZBHICuiVZcRTMfLaT2V9zUU12JWA8nsQeHHNEkixRQyVgqAyYJa+xwYqlPd6hg3TCWBlJDX07CqD8gMYydWSIhYQcOatzjk4k0CdCvG28j3KXwhsMfVwZMBWTj+k0XjsIwGnxEPLC6CSpNX5CDwPQeXeiNbtmleSpH1ylCTz+V4rAq8DymuB6nkXtvcxzMzkLT9zpBAgTlapQQ+u8LZ4/PnluP9f83HtxacK9PfPf7+Kh598CX/93fcRJD9GgCRMexoef+7D/Ntd+F34iY+hjCjmv9mC515ajPc+/AS3/PFUqOQyBMkV4s1GgO7Yky4dsQdXIpiJWd/8Any/A3bQnAG2cupcRuYoYFbBspnKmh1UssDWdnAi9UWN1YOPSMVvoX2byCIkg7UH69atxscffSR9rqacwBaDRcjq023K8aeqqgqRCD23COSa8JSNZNyHF+uB6cXghHyYIROGk5IfkoUVmgY7mpXHB0rB91pgqvYB7yUtWZyQAgj7D8ZinB9bDpMStlThOflkwgUNQGR7gEmkvbyTeA1D8forvjZLWw63Bjiu6L5IX8xmWBZDVIa+N3kWJ6ugFBcJ2M58xqRTGxmuMP7PGG3QD3ixJgSxRmHFGp4Lk56FyhXAy4/uDKfhwHGXgg69hgf/RrEBIfSMoUVCId8ZMh3ooziYJ+ngZ1TaolQDG0YN8D1z7ZI1WPTkQrQupx1I/1ICuMaurf6xx3EpSWJamjg+vw9/NZto+cbCD3Hcj3+Xw8i6+6Gnce1tD2Le3X/sd/EcBw8+/pfYavOpOOaw/SU8afYD8+R52RfgSrO3brzibPGlHY9SArjGo5bX0zEIcIX9+SM6eo/aHn/+I2OPdYqgKb4kkZwEQQGgWl6F2flcP9+Rvgd3rakwaj6HcNU2Rb3Ii5SufRGMzhdgS/pW4UKZiRfZGajcA4a/DLZaWnCCwkm+b++McMX2G91LimZdrUmxropLRXRdRo4TiJoi0en5igbQaObeBNtpKRq88H0HUFPE6Pfiq+aIx9CJx3xNDnHhn27D5jMm4/hvHphzSC1R8XHPI8/gg6Urce4Z3xIz+a7uACeffSW+dfiXBemfc/88XP370/DpXWcgAE0PO+B5Pha/vxY333wDLrtiBCmKx12P226/TZhLlpVmZg1fYjiiG63Pl9Mr7ZwQa48f3nsRIIhAeQkotxFmsBJWQHlM7qp7ofPwlQUPDswQpYSegFhME9QQWcr3KkhKspwwKXu5YZHpoxRZMQS27KJYhMXWh75WXmc53KQD1b4QTnypyLp6+2f5QQiq9quI1O5c1NiRnpgm2t+H6ngFZtAqsiHTSMIQwCuV1JeRsWUlzaZTmTp9Aly1MELb4JV3WnHF9Q9g7rXnSM3MffBpvLP4I1xw1rcQ+M3in2XYE/DyWytwxfX35273/nJccNY3EXirYBiVgF0LpWzscsCPMW/Or1AXXQovsVzkdazjE07+C/543o4jSFH8CF2JqTjh6K3zAlt920az9Ci9qwaMcvjmdBjh7eCEBw+WKLadh7sdU2BfffVZxHo+wLQpPsqddgSKjJgsuMqJJsGtcJj+frpozy0tS+RSi6/CiHcqqAQ9jiKwwlGoim0QqiArjWA2WZmaTSNsHZeswBZJNi1U5BhGlbQ7Zbp9C+/VgCBXwHPIFlnu4VgcYcqoZtWw/4s3HrSfl2kSSOa5lkCv4fadkXxP+8PFZWHFSslmi1lU6ntMWgYojwso7GdlOe8bWck7vRu7UixhHURCEG24cvehXrf099hqmF6j9Eey7skG9kVtqaCszRGq3RsOZc0baX8sFPzRu666umM47MRzsXZdiwBYX9nv07j4F9/PbHLDHQ/hxjsfkb9ppHzEQftmPku35fHfOmREC6fcz3kXXYmZM2nE3GcBSf7su6iUb5EpHeaSO+rk9osC3xtkzUrn0OYMZgUSjAc4z8xHA5x7zjGKueY+JxWkZV4D1UGf+ix4XsXVVb+6yZfsnLd+i7m+PF8UmmjfMvR9kZHfuGQ1PlqwDF688Jzi4rk3YVrCQzQ8PNlyLBFDYsetMGdOrrH5UMerTXH7+3b/9vjGJ6bMvo587fZMdaYZXM/cdyXq66rl3wdicPHzj1asxU2zH8HHKxtl7vf2oqWYMXVijkTxPwveEjXP+T87Cd885Avj1nwlgGvcqnr8D0QpB19cRlL4gr3lllsW3AVZW4nmF2DH3hKZSKFCc2ovsiPs2n0Qik4o6pTcZAxe64uwul7J6xHReyceKqCqPo9w7W5ZX6HuhbD8dwtOUMhQ8KztEKrYZaNbndTG3l1QAX2TKN0bvJ21eTolNToRsZA8Rvsq0cC5uUimGCd21UAwCdfd9iSSSYWf/ICeWsCZv70a+39u97wGhfycqwOLl36Cc04/mrloePyZhbj3kedww2Vnyff/ft+TeOGVd/DXi7+XAbgyHlxX3zQygOvb1+Hue64qiglXVIcdxkaSiEWAJyAjzhEAi9IVMqTI7ODvvgbB6cNIEp3bAj++GoZaCTNozwt2Edjy4YD/Md2LKXQCaqW8YYSlJS9iCRgpNox+7aOszYHnVwJGHZxQGEMIystbG5nrVY7IDTmhN02m0XFCr42Q3Xgr1LpHhHnVt4hR94RDEK7eriiQK/39ZGwdvJaXYMXfE0aplkmnwD2mN5J9ZWrgSyqGwI6EXlgwrCoYoS3QFa/B3of/Ck/MuRhTJk7AD8/+M77+5U/h8AP3wJLlS/HPp9/EqScegs7uAHv/9y9S29Xih2dfia9/eXccfsDumP/qW9h1p20RjVbjlTeX4cQz/9SMrM8AACAASURBVIxXHz4PjloIlVgM5XWLkfl3fnATLj9vlxEAXMuRUFNw7Dd2hMnUtz4m+/kah149bjARnrMLopU7SSDH+i7JZBIvPXsvWlY8i5pwG+xwBNWTZ6ByApMMKbVUcGwHlVWVCNOAK1UEePKYVkrJJ9uZ/o7sY7Z4EnkxwLd2QLh6dxn7tRyZYEaXeOrp5M9uBKoLZtAMU5Jc8xcNDpeJZNHK43nou106sCEFpKb3Qu9IhGbA6uMJmU2S5HlpA3syW/V9opMCS9LGseuZOuGzUxZ6LKtFgg+GWrSM34HyyQ5mCm/xCY+ajepLaiMTeIVNnPJ4NDlmp0DYoZ7TYNtrmfhKmF5TH1k3wWELvj0RsDcT1qFObeT9xD45cGrjYMcdj88TSbdg8Efv45O59di8BTjioM+jubUThxz/C9x65S/xX9tsjgcffwFX3/IP3Hj52TKBi8UTCDk2VLwZXucqILYCZmwlZn33TFwya/iSzmufdPGj7x+PmdOyQS7jUUeFR7f1d/RN+8hDH1fGoj5433esaUP7mnYmqRQ8RLgigl/c8Qp+/uWVqC0vQj6SZ0+t3QH+uPBw0IexVHJr4J7dvpNaXBtfnOsbr2cBrnweXL/78+1Yu641rwdX3zbsicWx50E/knTw447UnrMcT392wbW4+Jc/wH9/9XPj2uwlgGtcq3vTOZiwtjqXQbW9ANv7ZMAJFJkXfuXnEJ6wV1FsKb7gJTs/Ajrmi5F8/xWrbD2SeeCFtoFZsxdC5dNzJr18UU10L4blvgGLqXB5ik4W2xx2xW5wHL64bVwlDUbRhN6yKW8a/PzFhN6bANuaPOA1i/m4y/2S0ZXreZZ7FOo1KmCgAfNf/QS/v+ou3HPj+YjHXXzlmLNwz/+ej82mTcKd/3hSXhR332mbzNc1wLVCUuboU7Low49w4k+uwLP3/UmMuWnC3dnVjd+ceSQUaDLPVL+xMZkfvOZGtkV24sr3iLD4nzBQwaREyeAEVnvyDEeipMGuVvjxVTDUKphBm0g5vcChyg52yINppaLrU4BWbykjZY8GjZFThYwqz7Ml3csRKaKvgx+McphWGQxKFovobNl0rxACMsACTow4KeL1Fp6oJ7rXQK17GI5im+cWgtmoPxSRqsLAe76WEjZoy6uaDQr6mukiYB8ZC7C01xiBPcNEYNfAjtTAJjAoPlzTMPfh1/CnG/+FivIott5iEq4873hEQgGeWfA2Tv31XCx8/LeAEcLsB+fjzzelttu8AX8+7xhEQwEuuvphzH7wTUyfUofW9m789icH42v7bQE/thDKbZEwDdOKjpoH17e/9TkorwNQ9J9K5PUjE8DHqIPBhEDLlAUBHxOA0FZwojOLGrNHdmfkfjvtdZRofRPLFj6AltXvwHezDCiCjla4CtWTN8eEafWoqYkiEspqxriKHhDBChII6PXIvmY5mVRdaePQNMCuR6CqEKgJsO26zCJH1nuPQEM3kskmQH0E22yBZSkBiMXnrU+hV5z4ctlV/cZhP94CJD+R3tW76FTSmbBCacZg/prM3kccN7KpjRoY5v05vHFjNNttY9+XyOe9VvF+M63OYbFUxTjei0ApBrHUS58qZpwcqO6y/TEJFWiWl0HQWkBYLlhoptdoFA1yfQLTa+k3VmjW4WRhHYrLI8NLUsxDFaQWY/h8YDLvBgbCUnpz7h9uxCO3XyLVdPOcxxAJO5ngj0J194OfXYav7b8Xjvz6vjj65N/imMO+hG8evB8ClUSQaEHQ8SGClteA2BoYqYCQo067HreeEkYkVMTLWJ4D/8+dCZzyvW9hy2mlBMvR6NOlfRSuAaYOt61sRXdTZ+FplgGUTahAzdRanPWX53HyZ5Zhh+n92crF1PO7K3xcv+w4XHPNNcVs/n9qm7t3JcCVdr7lO2lKoihvqGP39zffuC2nnjnmVVaUSRLi6rXN+NYpF2RSFClBPP6M3+MHxx2Cr39pL/kekxQryqJ45a33cce9T+Cdxcvx+OzLEI2EQdbsuZfciP/58bHYf5/dMsepq6kShuxYlxLANdY1vAnunwBUouU1GO3PwjYGAj4A15wMo2YfhKq2K2rVWRvJvwqr4z+wZIW+cBHgrOKzCE34rKyQ5ityrt0fw0y+DsvMTmp7b8vhw8NkWFEmLOqEuI2tuG4Cnr8Gtk1AavCEKp0YSO80srkmF5zEan+uODy/EbZNY918yXR8kaPvTS18vxznXjIbL7yyCImEi1mH74+f/OBoGbiP+uF5OPKg/TDriC9L9R7xvV9j5ep14Krp9KkNmHPtb1BdWY7Lr5uNp/7zOmqqK1BbXY7zz/4WJtaHZEVdpyiqUTeZH+32FslRRnpUhiBg/fDFn8AOJwP2qE9K0z5UyWQPEokVMM3VCIXbJTyAYFYhs/Ug8GGICXLKt8i14Xs+LMMTxgwfrukibBWhfuUHu7IgXlQztATQqsyAd0NhniQ6P0bQ9CDsoL1f87jmBJj1hyBcMX1ITSfAfNdHUG0vwXL7s2p674zgQ9KYBFTtBadscsojx0DS9RGPJ1BdwXqJA34MAQEP8axxoFifhg3XL0cs4aOmIkBAmRxldaaDhFeGji4fE2pYtx0IvGYod22qjfS9O5om89KuyoXvdYgRf1pyp4GtCSlgC/0WAcjaUNZmkiAZikwc8UR9sIaSsSbZA7f9Taj2l7Fi+btYu2ZFwcS9uroJ2GzmdghVT4QZcWA5BJ9ckfCKVMQkeGznMKfImgpC02GFJ2RAKO0lmAYlGvKCEmSSJbreg+F/KAyagNJBS2mDcIJeZAEagRjdB2YtLMpaSbdJFfE6iq+F6a7uH6JgRGFEZw6Q5Jm/5jIyZsoaRdrIey2X9TlScGWwNtvYP9fPN/pC0jieiYjxYYFF9NdSfqUk8Np27ZgzwrOgF6WN3Slpowa9RiptFKld7GOYfmu/5tXg8JQUuzUXwMk+82zdHxUXQtJMr9CoP++G0veY9jXn/n9nmOGPzluAF19ZiAt//r3+15hSPTQ2teJLR52J+28+HzOnT8KuB/4IO2yzGd794GNsMb0Bvz31a/j0tjUIml5G0PMxjcxkXyWAaygtU9p2vdRAAMQ6Y2hb2YJER+F0dsMyUDm5GjVT68TK47RL/10CuMaowebuerwGsgTQSmcpjv3fR7+Zy6aj5PCHP78cK1atkysluH/emSeKH2F7Rzf2OexU/Oon38Gsw/U87sob7wWl2yz77rULLjj7u5hYr9mntKiZ88C8fjX2u//5Xo68e4yqFCWAa6xqdhPdr5fsRqL5edg9bwwqSfTD/wWLksQiItG1kXxjykj+nUEkNQbEy6t6b4SqthkUOOO+E7E1QOJN2AKS5C+eqoER2RWhslwm2MbSlNozpB1B0AjLaSvKCJcv5r5XBdOYCMepLTiJ1fvuhAqYtphPEklfrzIY4MAWRleXD8u2EAlzlVcDYOLfVgTrh/VN353uni5UVdEPikAnJSNkb2nvnaVLV+Gaa24ascn8PfdeNaLmFcldBshiWiiBHV5rNMXK0tK7dDroiA7W58tpQEtLq7gC1wNfUgTb4DgxkSOyiAl3Oroe9OvqVZjyJZ8ZmrGVDGAZ3RI0YAgTZeCVOk/pa/b8WsBogGnVwbaqNbAwwlV8uW87lgBND+T19uMYYDUcilDZ0EFpz00g2TwfVvfLRQHpqmIvhOo+kwEhtKF9HJSfBaoDAeuf5vxohUm5o0WvwnJx6A9UIuUDxVQcJr2SrcN69eArMudISU9SU5dhq442wJVucQYVkA3lBVFYdhUsqz+w1bePer4DZW+HUPk2sMeA5Sref/EmeO1vwep5U+p0+bKlWLduXUGJfUNDvXjU0HOLhYsdSbMafjiMcMQXj7n+bCmCWzNghesKJB9SVkavwrSsTE/KM3VHZnHPUhiJt2GaPQiYWsq0XoJm1PnSJNxSMGyuvJZJyIlJE/tU0T5H+SRggDKrYZbNzAHFhjpWZOXOVorlxfGYoDoZk/pahgIwD/X4A23fO5X2tlv/F489nDW2He5xZt/1lDBJh8Ne088zV/y1TKsJtk1weuhnotNJ64S9bNsV48527H3GudJGBqWkAS8ucAzNz0u8AAlyqf6LC2kGpBWuH7TOsqmNmnmIjL+cDrwZTtsN1kqUDh446+zMZg/echFefmMR7n/sOVxzyU/l3ymbefjJF8UnJvMcTbQISMXF0rhn4oSz/op9P/NfOP2Er6GxLYH9jzkHD/7tfGwxYyIe+tcLuPivd2H+nLOBpgUIOt4HvC4Zv0sA12AtVPp8fdYAWZpdLV1oW9ECP5FvwVqfnWGbqJ1Rh4p6LlDq52AJ4Bq7lpuzywnrhcF1zJu35L2otU2twswajGnF8ba5pQOTJ5IFPzxm31jVagngGqua3QT3m+hcDtVKSeJHg0sSK/ZOMavyG5r3rh6REra9A7PzRdiqMADF71AG4pXtBqd2LziRoXkUJONt8ONvwAlWFGwdzw8DESYsbrXeJgMj7ToiLfQaYVrr4DiFV2d6H0dki24DHIdm8YWpozpNqhWGQdkiU8bSe+H/cHCjyTPZVpQEcS2CD1Bf0vkIpFn0qbG0efJgRb94chKyLhXLTnBLM1zWB8CVYSeJX1YIYNQ6mWuczAozK2sKPdi1DfXzXNmUNiTmJJs+QQRHFBPbFEGtHtgpYCvfMTTY5WnACz4C3xUZopcIYBs9sK2ktkW1+FKTnZyn90Xpok5SJGPB5AoJzIAMFl9S6wKrDoE5DXZ4KixHvxgV09aF6kNArtb3YLQ+AosgUJ/iOjNhNxwCJzJ0OYcAK+2LoNo57qwtyHDjIenZ5YVmwqzeC6GKzTPXpIH5dfDiS2D4qzWLRzHlkmwigldxmAGZownNnCLgZfD+iMKw6CMVAvjv4n2WlRmNBcBFRlZgbQ7lbIPAb4PpLYGNlrxyu771TBDXRy3gbAOnbMtRmciLrLb7I/idb8GKfyhAYywWw7Jly9HcnD/FiX1p0qRJmDlzC+2dRX5WEIIX2g6+SiLkfUSjOahwGeyIAcskcBFo+akwt/KDW32vVxuD06dwYo4xuLR3fB1U/G3YWJPTZwTo5j1A0MugPLgKZrgeTtiBKSEWbF+FoGd5P+BA5F92PazotBHdL/3bjWMV5WSUCJcL+J71Thp9aWMayJJnNcFULoq47Qj8DhhBO4ygA3+f8xQi5lJ8/jMNQx0GM9v/7IK3cftNv0RgVCAwqwCjEqbNkAQ+Y5hSmJ8hyz7n+0zKbYRJ6f0w/bV834TvNcAyJ8rzcn0BhwNVYK60kSyv7pS0kZ5e3qDSRuUnUyAXF5Zyi2ZCFgaLC4/nuj/KYyhgf+QzkxL90ZM28rpXN7ZkTmFSQy1ee2sxLr9uLuZed56A5nMfmId33l+GC86cBdW9CkHPChiU+obr0BNU4bQL7sBWm0/BL085RKT7rgph94PPwssP/RllZRH09PRgz0PPxItzz0FFz2sI2t8D3A45ZgngGvZtXfriGNcA3xPb6be1qpWrQgWPFioPo2Z6LaLVZARn39VLANfYNdCdO5+4Xjy4Zr2VH+Aauysdvz2XAK7xq+uN9kgi82t9HUb7c7DBVarCxTUbYFR/HqHq7Yt66XMTXfBaF8DqppF84dUEHtFjklvVPgjX7DLsCZZI+XregE2piUw4+hedsLgjwhU7DPs467uxtfSiB75PNte6ovxEKDHwvCgQMG1x4oDtp0E07pdAV9ofhw9C/nC1JyfLLFUdATw3BN+rg+NwYqDZF4MVvdreDRUwpr1VrmWsAa6s5w1fxNOrz739ssZWcpELaJE51w2TYJbJ3zpSXhsZM+Y9Lv5rAwFbfetY2jqZgBvzU8BWj4BULNqzKJpK0zIFyBIJjmfpZEMBtJSkMBaSPYq8zaxHYE6FHZ42IrCL7R9veQtW++N5WaNuaHvYkw6B4xTXn/rWhRtvhtuyAFZs4YCsVBmDgjBU1b4I130agfKQ7H4fpvf/2bsOMEmKsv1WdZiZnc27l3PwjnBklCQqoCCSoxIEVMJxoIASREQFJKgEBTnJoCBB/BUFBElKPvIBF7jAXr7d2xwndXfV/3xfz+zu7M7uzObj3HqefZZjO1Z1V1e99YYVMI3ucup2sIOTMF0/IZFmdjIPpilgCJIyJn3RulzUYAJcPrA1HaBURLuovU9znSgSbSshvZUwZe9y8NTlcTCHnAQjMBtWkGSbHQynbO9x6u/cd7R8ArR8COlsaq/z1tZWBrcaGxszHorONWHCeEyfPp2lnh69l+HdIQp2hGp8F3b8g/aFFwYkRRCeXQAZMmHmjYcRKM7KOOl6Yp/hWgSBcgZOCFTj58CJwmn7GIZa3WvKYsKz4Rk7wQoRKBqF0hEotw4isQwmyck6tT8zYzhZkeSgudZm37dLkzZqYtWEYTKg7acj04os+WdkA6bbA2y0xxJY8vEjVmIi4cFk2SbJcluh3U2A15gE1YEHH3kNtliDE46Y3veLB1C5JYKLr/kIj9zfwdKhA/nvG3mVEIicDnwpSi7lUI0GmHZzTt/DrhdHry4tgHluOSxzHL9H/Xn++3XTg7RTx3cl2iW1kb4r3VlenhsDYsTk6m7vwP5xgamQdt/fq863Q/VK0l5KlSVfSl/aGE4Csf3/zqbulQI2Wltasc/RF+G5h6/DxLHFOPvSW3HYAbvi6IN2wX9ffwtNzS048sBd0Ry3cPbPH8beu2+PC793FAR5bTktEEYQJ190G048/Es4+pB98NzL7+Phf/wH9//yJOjaRdBNKwGX6miUwTVIj+roYQa5BtyEy35brTXNWfy2wuy3ZYe6j6dGAa5BbpROh/vzTt9JU1fQ7LTzMGCo/n3yx/cP3U2N8JFHAa4RboCt/fRuIpqUJH6QkUGRun6eUATmwijeB3Z4fNbb8o3kK5JG8ut63T51bFn0BdjhiVkH3tlOzj5fbUthekuzJCxShPyuQ+6nke16B/J3rmcyrxY1OSYiEmBCaYslMI1xsKyemTE+iEbeX0kjerPnFM20AS37f5FHRzkDXTRRyKV0yCQrsX79J7jjznsGRaLI3iGcZEgrywTsUGpZEsySYZbpDZSJlO3+UsbafnoWyTFpwkEMLWJqERuo4wg+sEUTbwK2WlmK2JcJsesacGIaRqIGFgEzbGwp4DHzhNh7xE4jYIugSuUDWnQNSQAs2710AwkIYJFlUO3MrsI+1yeDXLXvwmz5TzcgnK7dCe4Ee+yh/X5X230Fm1/PCuK7sOGYUyECAdgWgRTZPe98wG86ZPBzMKxiZhForxWe2wjttUCoJkjdABCQKTRO/u6vcOOVA0tRjKmZOOWU0yECc2B2ArbS30UNJ14DL7oaUq2HIXtfZEjt6yoTypgDK282LDs7e87vKxw4jYshWj+AoRspAqH9UpqamrFmTQVaWjIvoND7N3nyJEyeMgueUQJBoSAluzFg6NQ8Dyv2cUZWMUkx3aJDIcMFkEYd+9H1x5DbNw8nc3cCNwjsMljaFG9dAcP9qNd6U9qAJ2fDCu8Mw7S57SNNa6DrnyecDqQTlZbgH3oXZWgijEBJX1+zfm4vAU2LGuVobNb4wU/vwcqKTXys3161AHvvMa/dA40ZQCqBM350OxYvXZt2vvtv/j722HkWLr3mAVRsqAGlKX3x83Nwxflfh3Y3QzuVgCKPIj1kAFfXCvBTYE24woI0VdKjjcAvCxAUkmEBJN1kFiVJ4TOjin7bE9uorL3ts4F//WyMEdmtQ+qeSm1MShtFnAin0NTuBHJxIml68UMSpsPIoQ/oy831LG2kFGhfatu5DdIWhCJV0LEaiDgByXWQVgBG4Uw8+uxS3PKnl5EfDmL21DH43RUnIGgBN9/3LNZtbsDvfnwk3l3RgDMu70gVo2vef7ep+MMvTsGyimrMv+oxFIZDKCoI4tLvfBm7zAxD170H3bYJGDWZ70sTj247XDWggVhbFI0bGxBr6sUzWQoUjitE8WRiLmfuC0cBrqFrtAfnjQzAdeqSUYBr6Fp19MhDVgMLFixA5Sf/N6Djj52yK37/8wNoqNjjcXyz971gl+2b0wSTAab6d2C0vNYraEYnTCUwkv9NavV8QDeU3NlPWFwNwyHz+cyTOloJdsQUWOFdYWVJuRqMaxrKY3CdO5UwLfLQyg2IchzyoxkD25oIw+hZatrBsCKTXopWzy3RiQaxrlPI/iXk/5Xraji13apVH+Guu6/EpEll/a62119fgYceephN331zZj/Zbyj8srpNDFh+ST8J9s+iVCxmaBn0mzx8Mt8WAVuuE4NMMrZ6YiFm2puALZqkw3NZZkxsLJ58u4BKaLi6FGbRATCkhpeoglSbIXRtkmmUW5tmawxmE4kyKPLPImaXWcBgQS4TRn5na9+E2fZamnE4nZPYL05oD9hjDhxQP5FoXc+MUtP5tNs56DwEblFvYRqNfhvZ4yDtnr3rfGkfJRJ+DlZoekYwNzU5499eDMptwqmnHIcp47pLMrPVb+e/z/v8mTjjO+fkBCAzEB5ZC51YDQO1OYF2fG+6ENr6HPtzZQKq6bhevBFO00eQbe+zDJEYFZ1LQ0MDKioqEIlkHnzTOzll2hyMm7YnjMJdYRVux+dyEjG4tc/BjC3JyCT0EIYqPRSBpE+jbyZO0iXqp8hnru/PNBvSd2Lx0LU5sY1AfAlM0d2UO3WfVFeumAgZmodAcAyDXFFiJTb+m4Fjeg81CDS04ZJnVvFOvIIuBIENOic/xb48Gx3b0uJCAQTG4v5HX8UHH1fg1l8uwHOvvIdH/v4S7rvpHA6scKPVMISAaZUh6oSgRQGEDCKWUDji9J/hz7ddhrrGZtxy99/x6MIrkHAc7H/MD/HYwoswbVwcylkLeCR1G3qAi77bBMB6woAZUByMkgmEbg/MYGoXIY0Wy4cpIIKAL60C8LzipL9WB3uvf/X82dmroz8iewAf9PKcKkjqGySZ8KcvdigCCAPTYNj5Q3aTaQnEKg+eRwsxISDhQEcaIOKVMKIbICIbILXjtzftZNgQgXKgaDuI0FjERRFiCQ9FQaLjtQEqDu0lQEaIwsgDTPopgDCDvDvIYzFBlgxkYmZDyTw0RTyU5BtArA46sgG6eSWQaPJZaJSAu+AmHL9P/9jEVIHvrE7g7B/8FDMm91/CO2QNsU0deAhpsn2op75/hfpwcGg01zSjbk0tnGjP4wlpCpTNGIviCcTGzMzKJlnyGRffgd0nrEVBPiWA9720tEbxYeuX8eijj/Z95218jwfnfXdE7vDbS+4bkfMOx0lHGVzDUcsjdA4CuM7+4suYMbG7l04ul7RmcwJ3PVOAW686osfNXVkGXbQfAkU7ZgUo2L8kUuUbyceXZzWSd82pQNHesAtmZj12LvfTdRt/UrceIkGG+T1JLwUcjIUM7YJAcGx/TrPV7EP17zgkd6uGadXnxGTwQShiMY2FZdLKTs+SJPbUcRsBQWmLuZncU+X4jLEymAbJFmmFNvvAgybE69b1zvzLVvHU/gcd5CeBDHXpWCX3pSFCpOSGPqMk2y0zsOXGIQ2SIro9ymsz3YfHwBYNSPJYJqRa1wKJKOltID3yiHKYuSXHHodA/sT2Q1B7KrcVTnwThFsJoWuGAOwqhTJI8jYxaXreO9hF15SoeRlm5K1u/QexCdy8vREYs39OoE5Pbe65DuJ1b0K2vg0zmeRKQLtD7BrRCtNobQdU2G/JKocMkKQ3PcnVZzltBzs8B6ZFUrDcy+rVJKHO/h70dkTaf+bMmbmflKV3CSQiJLtcxRK6XApJwzwCb+xZsEKTuI/gviC6GR4BW7HlMNk/LX0oTxPIurpafPppBSilsFsRElagEKWT98WMed+And8BEDrxCINbVnxZt+PScVySpJUcikDR7G716PswNUORt5/ZOEAfJt+QnoBJHVsCU2/s1dPM0/nQ9s6w83x5XqzmDVhtr3VbQErIyZBjjoBhE3OI5NnE7IsBLFFO5NRn9NR2LC0kH0FNwQYkgyiGIafinMvuxHGHfREHf3kPeJ6LfY/8ERY9dR2gNkCrDeyHCBTxj5DjOSnykSdexatvL8XC687H//3rdTzx7Bu4/5ZLYVkGTjjrKlx+/nHYdTsbKl4BeGRYroaMwcXPIb1zkoAtD4bRt34yVV+OZ8KJW4BDJughSCOfAT3JwEcBDLNoWFi9ubx7w7UNfb+iTZ9CN73EAJcyA5CEA5pURyS7tiBCU2D0sZ/L5foZaCLGK8lg3Qi02wZBvx0KeqCwDw0V96ATHqQThUhEIb04pE62vySQi/wDiyGsAmgKTvHo+xfxA1YItWYAy/RZfUaQwSz+fwR+eWTYT99oAzApOIRCHDSU0wJNMmirBAiOhQwTgD0ODz744ID6bno/999//z733bnUZaZtBvqd6e95R/cb2hqgBZ2Kt1Zj5X+W87vRU8kfV4g5B22PCXP8b3fXwt/yWDVUyxKcf9GVuOCoNkwoz5xan+2OKmsd3Pbi3rj33nuzbfo/9/cHdvzusEgSUxWbkjyevnQU4Pqfe9i2hRtOAVzbz+jZNLy3+1y+JtYjwEWMCdeeA1myDwLhjklxT8fzjeSXQLa8BlNl9lhJ7Uvx9V54d5hkJB+gxLGhK37CYjUQ+xCmqO7xRGQYjMCuCORNGdDgZejuJPcjM0jgENPKZzLkMo/2TejLYFnjYdIgr5fS4c9Vl/Px6XCUYOY65bD5HP1fAc29JoZmy54M4X0Prb5NTn1gi/YhYMthNkeuhYCthBMGNKV80cQ0BFX7BmxnJcv8UkwaAm+I6RIqmdfjoX2wq60T2EWMjsz+UbleX+ftfGZXEuyyyaCezKIzg13MRqx+AVbs/W7MHQUTbv7+CJbvPSBQnMH4pk/gNr0N4dVCiwRM2QQpurMfef4l85nNRYw0Ato8MQkyMAd2aPxnrr9gIDxeDze6GoZak7NskcAFFUIA8wAAIABJREFUBzMAHYARXQmZWNcjQ5cmrdXVW1BRsQbUnp0LGYQLMx81kYmYtsOh2O3zX0lj5TnxFrgkS0x8khnckiVAySEIFM7ste595ikFNlAgh284nktf2G0CkEzSU14JVGwdLL0ChuyF8UzsImMHBAp2ZCZXovo52LHF3e7FsbeHNf5I30yfJvjE8GtnfdKCTDQpYybWp+/L17mkAVnskZVgw2yAgC0fcBQiAGlMhjTm4sgzbsDVl5yKXXeczpP7Q076Ge696VxMGkshFmsBTee0IGQJhJyBmBPGwd+6CguvPw/z5k5HS1scCy6/Dc0tEew6bxZisTiu//FpkHoLvDh5FBHDbfABLuo7PJjQhoBl+8BWXwuzERnYMmAoj5/5rqyvNI+vpLG9FoVJc3sCvnz2w1DL2ft6b4O1PY+VGj+BqKfAjzior9XagDICUKYNZZZCFkyBZUuWNuaycNP12hjMIjiJ0n2dNga0hBdhJpVQseQ3q+dvIDEhmQ3paGYl64TDoJd0idXle9r43z1CeOk56cwmTXqI0sW3s1gIWBNQwoCilOm8qVCB8ZB54/hHGCObTjpYbTt6nG2rBmJtMSx/8WOse2sNtNeDhQIFtuwwAdsdtCNKJ6YrIVKWGU7LKqB1CWRiDXtl/uDnT+LsQ1swoDnla1/GwoULt60KH4S7eWDH7w3CUfp+iDOWbrtg4yiDq+/Pw2dmj6ECuDwGoL4Au3w/jlTOVpxYM5yGRTCjH6T5rmTajxlhBfvCLt5xQCyMbNfU9e+JeDO8KCUsru9xV9ezGOQiOU6ucrq+Xsdwbu84MbjeFpgmeWhl9xFi7ycnAK2JzeWb7PZUUp47dHySLZpmbnIr/xwh9rqxrd7PMZx11du5cjGE7+u1+qy2BCApFdEHxbKVlMGy5wbgkPRTT4RllbdPkJ26V2G2vZkGCjHrKbwfgmP2y/mZ9sGuSBLsIhnjUIFdE2HYZFDfHexiEHXL07DiS7pVC/dPhQciWLZ7zveUsS9y2hBt/BAytgiWooTE3t8RrU0kzNlAeD+ECuYOa/+V7dnoz985ZTK6ASpOssUtvcoWeUCcqINO1EOT35jKh6VVRoCLtq2srMK6dWvhuh1AkDAC8EQ+1teXY0N9Ib5x2JHYY4890kAqJ9YEt+Y5WM7KjLdE3w+Ufh2Bgo6ky2z37vdVCfYSlJJAf0qYy/6+dT2ub0ifj0SEJMAVsM2eA1mYbSSnwwzNA0QA7pa/wXIq0g7Jstu8zyMw5oAepa30HvD7qKLwvFpOKoRsYfYdg+mgFF0CssiRKlMJQiQBrsO+fS1uuOI7mLfdFAhIHHLyz3DzL76DHWYHodRG9oejIihIRk7FI0+8i1ffXo4/XHcOtBBYVVGNK274I8494yj849nXsXrNJtx3yw9RXhiHG18NuHV0R3jo0VcGxWSeUhQJ2BKmhknAVi+gYk/PAKXC0kKAmzBgapeBrb7Ivum43YGvwiTjK5nqyIyvbQP4oncl1rAEsuHZbu82eyEaM4DSg2AEqA/wUxvpG0aJsikT+85tkQJuteszqvjHawNcnyXbVc6c7V3u+nc+AgFeBHwlFFRcQSTikE4EgqT+2uVnMlXonSOPNiWD0KFpUHmTIEITYORPgrR978htYezX13oc3f6zUQP0PtVvqsPyF5agZkVVj2byRtDE1D1nYPuvkmS+YzGZLQXcGJzGJRBti2Ho+jSrhlGAa+ieg/t2GBmA67vLRgGuoWvV0SMPWQ0MBcBFSYa6aH8Eiudl/dCzBLD5U6D5TZjuhl7vk1kPge0hi/eGnUcpUgOT5/SnUh0nAbdtMUxF8qDMk1lOWEyuvudqjt6faxmufXgS6zQBgkCu3GSF/kSuAFKQCX3P/kM8+E+yJBR5OZl1MIzO6YrJldR26VJHCiNPPJx8aJTC7oM/13DUW4fc0M1gCD8wvxwGtlwHEClgq2dQxQe0DECTPxqtpttwKfFNj4dtl7RPitnvp+5DmE3k95PObkgE5iEw/vB+gzH+gCgCJ0Yyxs0QagtPNPs6Seyp3XxmV4kvY2Rml58CSP2Dk4jC3fJURrCDWWnFhyBYulOf+xJfulwBJFbBQD1Psrx4HeBsgST2S4ZCiX6uVwyD2iI4E7J4L9h5nz32VsZ781w2U5feapZytydnMqPIhUrUQbi1ECBWoA8MKW3CVYUQKgBTeO0LG/Qsbtq0CevXb2BghgETMw8RtwhrawqxcqNEQUEBTjjheOy007x0cCtaD7eOmFurM7aBa4wFSg5GoGBqn9s8dUD26XJrIGQtpBHtp0+XQCJG4GArAroehnR6fB9cXQ4R3AkEjqLm7zBVXdq9cT0WHgC7ZHe+J+573CYOJlAcTtAC6GYI1czfLJrQUy9KoAt5pmgpIA3F9yE42VB1uZYAhJwIYczF6RcuxPxvfwP77LkDS8L2Ovwi/P3eyzFxrAWta5IpiCRHK0XcKcDB37oWv7/uTOy8HTG4DVx32z8xfkwpvnfy4QyqXXDl77HHzrNx6rHz4Dmf8neGVI633/FvxKNrUFaaPZwgU0PHYgm8t7gGd999CYcGGEbyOepD50/9iusQ00cQxA8zx3CFPpyiC/BVBAiSx3WWOhLjiyR+6YbpfTnHSGzrp9ouhtH0QsbUWdeeBTnmMNiBgk6swyhctwUegV66EULXQ6gIDJLre80Q2svKzur/vRJ1ixbjDF9eyImN0n+X4gpunEJU8qCNMRCh8X7iamhMO5g1EmPR/t/r6J7/qzVAz/OmZRuw/LklaKsmv8PMhcDnuV/bEbP2ntPOjPYtBarhtXwMGfmIwetMCdmjANfQPV337HAmf7tT0sHh+v29ZfcM3U2N8JFHGVwj3ABDefrBBLhYkmjNgizZF3Z4UtYJhG8kvwhGyxsZB0Gd79vTQXgFX4RduseADKIHoy79hMVlyYTFzDITmjy4chbs/N1gmv3zNxuMax3MY/iywmoYBvlzxXM6tOuQrGMMLHNiVkmhzzKIQAhKBaRVXapbAgvoJwW60CCU5LQE2PjMQJpAe04IQhTDsnLz58rp4vuwUQegFe8whDeSSVM5+Gflciof2CKAIAKDkt6MLsAW2eZo+vwRkOUDWuQXQtMznsx6lP44HpZZ2g2sijWvh6j5C8tKOhdHjoc5/nhYQZIvDrz4YFcULplue5UQxN5jsCs7OzCXs3eAXSlmVxH7oKiap9k0v2sh0EmXHY5A0dys/RXt60vzauGRvI4TBdPff5Joqng1JIEJSWkLtYWjCiBUMA3IcWVpkok6r9/gYS51MpzbJGINcGOrYLifQujWJLBFCa00Oc1cqG93vSIYkDB0HBvWr8fGjRuhlIY0w6iPlaJiSwjrqoB4PI6pU6fi+OOPw9y5c9IOmIjUwqsj5taajCdyjfFA6SEI5Gf/NuVSZyk/QQ3qE1tgmP1hdLlwYi1QsSgM7WSUvdG1uJ4NZe8MeCZk/ZMMFDKTJCmgYpZS3jSYdgCCwCxBQBWxsnJ5r4jBQpN5Oh6lpJL8Cty/ULKglCYMsxzC+Bxuf+BlNDRFceWFp+CDpavxo6vuxvOPXMm+jQv/+CxOPnZ3jC0hQKwYD/3tA7z+zif4ww1nko0xp84+8sQHePO9lfjdNeex1PNb516L0084EId8ZSa0rmSZrxQG7vjD31FaFsPXDulZEt1bG8WiDn7w/Ufx+OO/YQ8lkl5qlpuRBNNJAnEdIHvnZ5NTFRMG4GqWWOeaGprLM5PrNumMryTwJSnlkzy+CpMeX1s38MUgV927MJv/m1G27djbAaWHwpQKXtsm6EgVRHQTEFmfZGcB2g5AWXn8W9oS0qYkS49DFzJNrnOt3/TtkgECMh/CIIAx7AcIUHIw2Q0R5sXJpgR8mYDOBzT5bIUgBTFbSILoL6iMAl39a4HRvYa+Buh79emiFfjkuaXw4j3L4/PK87H9IfMweUd/EYj282WIH0Mm1madq40CXEPXlndvf+bQHbyXI5+1fBTgGpGK39ZP2haJIZzXuz8WTQTaIlEU5Hc3KY4nHJiG7HECNVgA129/cSzc8J5+SqLV+/Wyp0jbZqjGRTATK3ulmHOMtzUDKNqLDYS3Fuo3e1S1fQrpvN9LwqLwExbzdoEVGByAYKSfd1+qE4FHwISVWxoi+bO6ZGCux8K2yGi7ZxN6uj/2YktEEQyQsSv5fzVBg6QvNJ0LQYBW9UNoiwBB22K5EBCH6zXDc8IwDEpc7J+nXK71O1BD+FzPQ9uxib/rQusoDDMGIwVsJQEtTUBfO6BFCV8dA22/7oOAGs9SxEyMQifeBrfqcVjeprTLcnUAYsyx7FM0FCVFde8Au6oGFexSJIMTxczs8lQIovFNBPSmbv2NizBQfiSCWe6TWHOJtk9guCthyJ6jtFmKF9sC4VRDEXijimBp3W5G37kuyUvQzdsNVil5CfaPrTIUbdPfY3K/2LoWTtO7EO5a2EZDxslt9+MLOCqMmmoHG9ashecpVLWWY9UmG1V1LhzHlwjNmTMHxx9/LKZNm5Z2iHikGprSEjOAmAwQGZMgyg5OC0jo7z123c9noBLzhKSL9T4Tqg/kYn5enAZ4BMQmJIRHz4rLqW0UUOCnw5HpvYaHEkBF2VtMSkqbJB8omux7UOR9FZwBafXuf5jLfTODhc8toSgYwSiGFZyChhaBcy69D5FoAg1NLbjhJ9/EAfvORUtLI/Y56jf4652nYe6sYsQSQXzl+N/hrl+fhp23nwitKVikCK1tFn76q7+gYh2xgSV2nzcTV/7weEjZCg3y3/Llkn/6478QCDXixBO/kMvldtumcnMjfnjRX/DoY7/u9rd2Q3IGvhzfmJxCNFwFNwYISpA1HBjkQSj6Dlr264Jz3Kk78FXI3n7SKOxkbr/1AF/8La97C0bLqyzzY7khGb+z1LCNw3kMFYKlmnu1pvBlgRQOQEAvAV5BwLIgbYPlp/QO+H5ofWkvgsiIwRiEsCdA2NMhzBJohJFwFII8hKAFn67jj2JeZEs4JjzX344N5TWNVoOQZFgvTLS0Rnjsvi2w+HN8PEc320prIBFLYNkLH2Pdok+5n8tYBDBmzjhs99V5KJlYCuXFe5Qh9nabowDX0D0Ed253Fo8t6Bs2nL/PXn730N3UCB95lME1Ag2wbOU6nHPZTYjHExhTVoy7b7wEE8elm/zRZb3wynv4yQ13IxCwUZifh3tuvAQTxpXx6vcl1/wBFesrEYnGsP8XdsZPL/x2tzsZDIDrjmfKcMtvb4VdvFPWjzmznxo/gmx5HaZu7rVm2Scn//OwSveGZfUvcnYom86XKW1MJiz2fC+OLocM7YpAaPxQXs6wHptXdVxiZtTAtFpymtD5nlElnIRoWZkBvyeefQ3X3foQ38veu++AX/30O7DsFva98VlcIbS1BXHUGb/DlpomHkB+9Us749ofnwygEUo3wnWJrVTGHmBkvjzQku6f1cYJh8QwI1N3SdKiQWJodZ84E7DlJYGtKAxJE14alNMqMrHXkgytDCvHmoEtG4qALXNMj/XArLzqZ2HFPkw7PQMvRQchVObLnoa6dIBdm6C9SkivctDBLoeSIiM1MFWceCq8EpliWZEvkyg/gtk93dsh5TNFcsTqXn2mUvsSuBZPhKFjDQjqqiy+ggKuOSWZBjsrKwA81G3Rn+Pzc9S8DGj9ENKp5LrtSJVsS6ZK9iKlVRrNrW2IxgSqW0rx4UobHy1vRjTqA4n0DO6000447rhjMH58ej8ab6uCrvs3THdjxkunuhXM3BrXn1vLeR9+hmlS4CY9BQ2vw4e6l6NwYKEmZmMr4NVDeRpOTEAnEpC6CaZoSYJYBPgrKORBE7tI1XQPUBD5EKHpkEZ238ucb4zpXEHAGAdhjoOQ+ahvdlGYH4Ah49CgNiJALgYhiK1MeXJBTpTjVDlBbLNoku1SAIEA2iIeA1wBmwAJOgalJ1Iip8/UHUqAq/N9s5+jG+BwFMPwbQ+EjkK5zfC8FoDkcaqFfcsEsb9Ivpn0K8u9/oZ+yw7gy4Bmc3sCvpJSRyOV6jg8wFfqe8m/o3VwWjfBbXwHgcgiCLeB+9wO3ywBR06HIQph6twSWVO1qYmZTKCXGYS286AsAqoMBr04UIEDTlJ9ju/WRYAWpxwa+YCZB2GGGRgUgn7K8MSz7+H6W//mjz/2mItfX3kqAnYUGhR6REegRYhi3HLX07j34Rd4/LHXbnNwy9XfS1orCNz10PO49+Hn+BiXLjgWRx6yFwSzvHyz+eH4ng79Ezd6hs9KDTRU1rPf1pZllT4ykqEIQ2LqF6ZjzgE7wJItWWWIvd37KMA1dE/GHdudNXQH7+XI8z8ZBbhGpOK31ZPOv+xm7Pv5eTjt+IN5wl9aXIj5px3Z7XYP+/aPcdHZJ+CgL+6On994PwK2jSsuOBVvvb8cN9/1Fzz6h58h4bjY/+jv47E7f4EZU9InB/Pnz8f8L706oMSLhc9vh9vvehSW1fugOhFrhNewCEZ0cZopYaY2dOVYoHBfWEXbZQXNRvIZYDZarAaaEhaxpcdLcVW+n7AYzt3YeCTvK9dz88TW2cxsLkrwy1b8CYUJ5Y2BbU2EYXQAUMQ23P3gs/CXO3+OOTOn4MT5V+En3z+FPVpc8u8xqmAYNiKRPDzz0jIce+hXUNfQhsNPuxIP/O6H2P5zRdAgICzCqd6rVzXhJ5dfxZlIAyl/fvjPDGYJBrRIstOXVeK+n5lZV46Gp4ixFYchfWkErQr7Pz1LITrqdxwsk5Imewb4WEJSuwhW6yvMAOmYOEg4oT0RGHvgiLx7PthFptMbod3BBbu8RDNUdDO0tqB0GFKTMM5jQIYkbHLMEQjklbfXhZNoghNZCcP7NCepEietEcvGngMrNAPabUW8fhHMpGdFb08DAUJewX6wS7+Qtd0IqDv56C/Da9vc9wes0x6HfesCnHrKSRCBIki7BMIMtD9f2SZizOZ0EnCaFkO0vA8DmVkYrrbhCAHTaIQpujPfyGarqTWBmkbFDCGPZLgyiKr6MFaudVC1JYrddtuNmVvFxcSe6Cjx1k1QJEv0MteDa03zmVt5YwdUT33ZuT1dyt3CPl3kAUV9Rlr6GxlNkWwuKZcj8AScXugCnATngEBSknirhAPDa2YwKSXLYv84T8FUBLyk90dKlkLm9d9jLNO9EnuGWCsEmkCEIWQhNGx43C8F2HSbI+g0SadjkAaBQT4Din6D+xdi7pKkywfn/ULfDPohpgxt49/LUANcxIr13DAHlVgmgVuZ01g7J1NqL5IEvpo7AV8kvYx/hoCvIp/xRaCOQVLHwgF7fLWzmZ1WqNbNUNFKyOhmiMg6CK+FTdqVsOEgCstby6zDzoWAKseYDhNhmLpnZmwu7yCnNgoTrlUAFQhDBynVMB9GIABhB2HYoaSckJ5F+qGxQQACxYgn8rDHwRfhL3dekRx//BI/+cEJ2HOXSdCoZTGwQBmqaxWOOO0q/O2en7NH3DfnX4sFZxyBr39lT/zzuTdx+wNP4p4bf4gpE0sQjTUiEIjD85p4TKJVEBohnPbt7w1sWKKBa6+9FbNm+WFG2frqXOpudJttqwbovdy8YiM++fdStFTRAkLmQmbynztoO0zZQcCILM1JhpjpSOSR7HgBXHT1U1hwaNWA5pR3vLI/7rjjjm2rQQbhbhbOJQYXfWf9rou+T8Px73M/uWsQrn7rPMQog2uY28VTCjsf+F389/9+y+ytD5d9ivse+Rd+d833067k07WbcdKCq/HmUwthSImlK9bg0l/eiacfvAF/ffplPPHMa7j/lstgWSZOOPvnuPz7p2D3ndJ9SwaDwXXnM0W4+ZdnQYd3hlW0M0/OOn9wme3TvMo3ku9hIpK6MU5sC+4Ekw2YOyaaw9wEfT5dIt4CFfkQBtb16A3heia0vQsC+XM/kyyNniqFfYmcZihNbK76nAAglt05YQgxDrZVxs/L4iWrccWv7uHnl8p9jz6DYMDCycd8lc1eHYoBl40wTFqdJf2AzwY48+KbcegBe+LYw3ZqB7hoMFpRsRkLF96Ln1zRHRjOtYHPPvNe/PX/bs11835vR5NfYrglEuT1kYBpRvm9Jf8sosdlI1H5wJaAcgnUmpAVbOakq8YVkPX/7Oap4FizYU04blDYb/2ukOSOPtiVSIJdmweF2eXFGyDi63lSqghUUsF2sEtZk2CPOQSGTUl3qyDIRF7SJDY7qOmHS8yBFZ7DXnDtfZpSiDcsBpoXwdIkw+q50GTPDcyFLPoC7PBEfi9SgInXtApe8xqIltWQiS049eL7cNOJUZSE+wfgPvkBECveB6cevhNP9ujc2ghD28XQVjFgFkIGCiGsQgi7ECJQzClhzMxINMJt+ggysph927IlmfF9UUqZJLPuZkhB4I5EQgWxpc7B5upWluF2LeSJI4M7YPcvHIP8gq7g1gao2n/DUpkXFlxrBkT5IQiEujOfB/pc9tYXtjNYlAsn0ZA0pK+HZbYmpa3EHKQBaubUQuI/aRWH0OQ96MsUXWIfxjxIjxhdBKh4UCQjdBQMHU3z2uJUOHMsjOCEPk98meXCwRT0PFjQxAQShQCDIoUMjEgjv31S3XVinc52jUFp8lSM+gsEIspsV1+i3luQyNABXH74SREExsAwCvvdx2UGvlKMLzJE/ywBX+Tx1ZXxlRn4am9fz2HfLNVWBUHhIZENkIlaSE3PdmZ/H1eE4OhW2IrGSOnbECvZMWbCQgCGJplq7iXF5NJGPnRoClTeZMjQeBjhSYBFYwx61sjfsxUee3zGIZKJjQYxDElSiEJ8uGQzrvjVn/D0g9d2Gn+YOOmYfZPjCpICl+GvTy7G6+8sw2+vPo+3++Pjz2Hj5lpcccEpOOHsq/DNow7A8Yd9iYFbzcAtyW/rk/JbYmQDJxx/AW69rbuiIte7vvmmZ3DO/DMxbdoMQIcYOBMyBEPmMeA8muSYa01um9ux39bbq/DJsx/36LclTYnwuDzM3U+grGQjTN2QlXjQubb89FELigJmXFrfMNmO4Ee/fBLnfqN5QADXXa99GQsXLtw2G2cAd/X7uWePiMn8eStGAa4BNNvorp1rgLwtvnjU97HkP/fzx7mquh4nnPMLvPr39Il25ZY6fPWbP+L/X1pSiE1VtTj4Wxdj6X8fYP3/uT++hWUfu+44G7F4AtdfflY3RsZgAFx3PVOAW686gunfZNqswrvBKNwRVrAcnufCrX8LsvXNrOaE5IWjCvZDoHT3EWGODPQpJJ8Yt+1DmGplLwmLBjxjewQKsss5B3o9w70/++845MtF/io0kMx+BTRx094k2PYY/OeNj/DoE//BXb/5Ee/4r5fewpvvLsE1l3ZE43LkvWqBaXiQRgDVtVEcePyl+McDP8Os6eFOAJduB7h+c+NJ2S8kwxbRaAKnnXrHkABcJCEkkE+pMJQXBoGfAm2w7EaYlq+vz6kkgS3PHQvTnNQNXO7pGPG2aujqx2GSN06n4ogiyLEnIBAeWjlXTvfWZaMU2OXFN0G5BHZtTkpRcjHS7nQwYh4l6iHjG9PeUxqseSoPcTEVMjABltkMi5kovYNbJA/yxCTIwGxYwQk9gtfkO+g2vAUzvrJbUmXX+nBQBC+4M6S2gdZPIVtWcDqjP4H07/ekSx7FjSdGMaGkd0+7nur68bcU4sV74bTDduixORj0Yv8buscQOT5BywQM1LFHEaQFwR5NNoS0/d9kUs6lOzBLbK4EMSYsA552sW5DFRrqGzLChzRJmzBhAqZPnwlPlEHYs5kVR2ybeMs6qDoCt4ix2b249mzIsoNhh0r686hl3ScN4FDk39TMiYWUXCg0JReSZL2VYUMfSCWeoAltCJi2B9PoDuZ1PqkPchGrq4O1xexAAlFjHoTTCoPYcDoB5TqQmkzlO7EwyTvLnggzUJ6xM/GlzuSxRb/JUNsHOCjFT5r5PrOnFyArawV12iDF8PHBkTb+EZLALpJ5x3hBpGt/N9gMLgb/vXIGtkwzb8jGF+nAVxSKfCHdrowvknJu7VJHk6WOCgVQ5FHoedCJCGSsCQYBWtENHAghmY2VHfxPPQ4Ecrm6GbZan4xH6HhQCFB1jFmwYPKxMxVfZmhCCasdzBKhCTDCEyGTqYbZzN5TbaS1R4ZrRKtiVtdLr3+Ix/7xX9z1mwv5nv710jt4891luPrSk5PjCup7S/HMi8vxx8dfxMMLr2B29ZPPv4ln//MOfnf1+djlq2dihznTQBYj06eMwy8u/ib23GVqkgFGPqL+e3/8cT/Anx6aj1CofwFEl1z8CBYs+B5mzqR0Ur/QeILHFdqEVh2glxR5nAD5WUzj7Es/M7qtXwOu42LZCx9hzRureQGka6GExFBRHJNmt2DitDqE84kBmNs7TAQETi934+zRRX6QJL017DAMyiYRAqMSxaF7Em+bc3Zy0TPlweUzuDo8uYbm3+evuHPobmqEjzzK4BrmBqipa8RXjruQgSoqW2obcODxF7X/u/Pl/PK3D+LfL7+DHedMx9KVa/lPBHit/HQDs2HOPf0o/OPZ17F67Sbcf8uPMbY8fRV8MAGuztfl6hDicgKkaoGtq2GQfKGHwumLFBtdtDfs/Cl9XnUe5ubp9XR+wuJymO4SnnxnKv6EeCas/F2zGvJvTfeW67U4TgyuVwXTonSxbB9OmmQVAHoCXnjlEzzx7Bv4ww0X8ameeektPPXCm7j9OhpwpheaNEVjEZxx4a+x/17z8IPvHcqrpL5XBg2Oty6AywezaACaD6XyIEnmI/L5w+R5lTAtMqjumzk1Tdo8dwxMYwInVOYqU2AgdsvfYSVWpVUqyZ4oUTBYvH2uTT1i2/l+Rw68mC9jFN6mvoFdBHLFayETm9tBLk6SE4LZRYrkWOYYNqmX0pe1ZEp7dHU+lDkHgfDcnCbNvunyIsiWRTBFB1Mh5cOknWboRAvgNEHTPcqJMBFRS9bLAAAgAElEQVSClUG6MxwAFzWwJ4IkmAN0EwxdD6OTV06Kg8TeNlwoecwGZICZEcyOkBa0EYRHE+bwHrBK98DGTbVYuew5hK31UF537x1iJE+ePBlTpnZ8Dygh05NT4Hn5MFvfgqVINtS9uPYcyPKDYQ9C8mc6kEVgUhLI6uTNBN3mJxaShCkXMJSZfgYs24Nh9G5k7pugE8iV/i3xPAtunLTMEWZ1kRQMJLftlFZJqW8qOB3SKmG2F0mxfCDLZ2QZxI5jIIsmwL7MKdc+ZKAvfkdIB0kx26BBYFcK9HLw4INPIzgIJvMPPXQLPK8chiQ/RmvEmNOZgS9ifBEYSqAoMb5GGPgiA3j6cnpx3wjei0C4bfzD18+AqAGtCECxoD0DQisYngehCLBzIbUfeNBb8UGuBthqQ/fvOkkZ5WwQp8og8DYpOVT2GOi8KUBoImTeBMjwZEiDvLb6J8+LxuI4+KRL2s//j/uvxTuLafzxKhZeT+MNj0Grp15YhN9fNx9a1wPMVA0jGjVx+gW3Ip5wMa68BG+8uxRHHrwvW4UccPxF+OcDv8T0qePw5HNv4LpbH8Gip38FIWqTY5OhA7gy1bkPePljD2J6KUXM9xTTi957s991ONA+YHT/wa+Bxi0N+OTFpahasomDD1JFSAECtorKm1BUvAljJrSiZEIYVqB3j9oOlpbDTHrhNQNeM4Rh80KItMi7jt7BjnsZboCLLHguvPI2HPX1L+KQr3x+8Ct1KzrirXPOGZGr+cHKUYBrRCp+Wzyp47jY9Wtn4p1n7kBeKIiVFRtBnlwvPX5zxttdt3ELWiNRLHpvGRa9t5QN6a/93UMYP6YE3zv5MN7ngitvwx67zGVPr85lKAAuYnElEjGYiU8hdSu0CAFWGaRd2q0zZN+Z/L1gl+4N0+rfatbW9gwwkylSAZn4AIYkmUn3QivnLibBCO8COzA0LIORrBdfUkjJWcTmakLPwYk0MQ7zyvo7iytx0x1/w2N3/IwlU4/+4yUsW7kWV1/y3W63QsEJ51/xO8yaNhGXff+bkCICiDoAxJwgT5eRBbh8QIsmAsTQooEkyXp8aQ/9sGzX2QxpVsHsF7BVCkNO5PCFvkxK+dms+S+syFtpK+80kXDz90ewfO8RmwT293ltB7vim3ywy92YE9jlpx1WQzhbfA6CoEQ6/9mhokWQTYjJ/8xDXhrYxdIxcwaM4OdgBUr61Abs29e8Gqr5fcj4BsBpgHZbIOL0/PogCZtzJz1iXBRDowSWIgaXD95SGUqAi9m4IggXDoSqhYGm5Ln71kpKBOCiCMoYCwMh9uNpaIpixdoaNLQJBIrLUVJmIxRqg+sl4HoEE5mYNHkSs7e6Jq56TjPcaB2/U5mSKR17e5hjDoYV6JCI5nLFXYEsYt1Qm2hmYyUBCE0yu9yArGznTLGxXGnCtBQnwZK/X+ZvhYLWMQjy6+pSmNGVALxoK4OixBgjoIs8rjT5dCEfsviLCISnQxgE1A4vkJWtHlJ/T5c2xvHgQ/dj2TLfqLu/ZcP6KB5++JmcWa39Pc9A9ksHvmJQXhM8t5O5PZogqO0Hm/GVArOUB+22MVBKqYb0IxhQzSWRkLYihic9a30DvhwRgtK1sFSHd17KBF7JfMTz9oOZvz3MvHEw8idB2vntDKSB1Hfn562ymmSDfhk3pgTvf7QSN97xGB674+f8/2j8sXQFjT9Oh1IxeMpnG0oC7JWJlRXVDJrees//YecdZuL0Ew/Bbl87G+88sxB5oQCHO33+0PPw5pO/QX5BK4fggLz2hojBlWu98GIKjU84nTXQSeKYB0PSeGJU4phrXW4t21E/UrlyEz55bimaNnXYIJAM0QwJlI6rQXHBWlhGE4rG5aNoAi3cZWZ+p7O0YpBuPSRJzYl9aBVDmKWQvSyoDifAtWZ9JQ4/7XJuhpt/cd42D3D99nPnDGt6YooZdsEowLW1vOrbxnWcev61OOXYr+LQA/fC3X9+Cms2VOG6H5/JUsM//PEfOOXYrzEbi9ISpRTs03XpL+/ApQtOYsP5h//+AtOrybeL0PVvnXs1Tj/x6/jGgXulVdBgAlw0QCGplUrUwnQ2sFFuR0lKIsxyCLsE0gjCNSdBFO4Nu2jb8qSie/YTFjclExZ7Nnh0dRlEaBcEQh1U823jCfbvgk3oKVXMIH+uTLIDWvoJQqAcra029j78Yjz32K8wcWw5zr7kZhz21X1w9Ne/iIp1m/HMf97GeWccjeaWNpx1yY2csnjhWcfzwFeRTEg3AYKYPMPL4KKPgA9o2czQ0sTQYjDLn1B2XmX266MS0tgC06SUp9xb22PGVgmkJJ+tcJ+BKDaVr18Ms/n5Lql+AonAzgiMPzQnFlLuVzz8W/pglwuSMWqHmF0begW7PDcKFd8MqeszMg80DfiNvHbHIE52RRk8Yy6s8A6wAuU5+520e2m1rIWObIFmQKsNJhogvDp/kklL7sKCoJRRYkBR8Vp59dRxgjDdGExi60APCcBF4JInLAa2pKqESaBOWj+eW5t6Ig+eKAZEMSwYvq+OBmpra/FpRQUS8Q7gX9gFKBw/CYVlQQSCceSHQwiGi3mV2GeD+fJHRfJMt4afXTI1d1WYAWQrmYjpBHaEWf41WIFwjxeZDmTFWT5GQQAdQBYBCiSvHj4JmUsgFYVHmBqm5TFTsGtJ+XKRJNH3r0omwhG4QJmgyoQb9+BGoqRqRFDEYAlqOw3HnAZz3DG91kturTp8W1VUVDBraCCF9p89e/ZADjFi+6Y/pzHf3J6BryTgCvL58r3Xckl1TB2P+hjNYBb9tEIwe9IHbQev9AJ8KQVDeUQrgiuC0KoStmyC5jTDPD/Z0AhCwYYqPQzB4h36/J3r732Qrcfehy/A84/dhAljS3H2JTe2jz9eXvQhmppacfjX9uFFCKUVg0Qvv7kYF/zsdrz0199gXHkxTl5wPU488ss4+uv74bmX38XDf38JD/z2fGhUJ5NCh5fB1Ze68McwZFxNAB61je/rNSpx7EstDv+2tGi55t1PsYz8tqL+nCslQywprUJheC2EF4UZMFA8sQT55cS66hh4+iwtCn5yWXpIbGDhNUJSeAYS0ILey1IIu5TnmtkWVIcT4KJ7b2hq5YC1Iw/eb5sHuG6ZfU5Km+gPA9hsnt3mh/TfF63adg3/RyWKw99nseH22ZfeiJLiAj77Xb++GNMmj2NvLfoI/+3eazB31hQsfOAJPPKPlxCPJ3DRWSfgpGMO4u1pu59cfw8q1m+GYUg2l7/yotPYjL5zGSyA65ZfHAtinsnEepg9SEdS5/UQRCK4O4yyAxEsmddvo9cRaJY+ndJPWKyDji2Giaoe93VVHhDYBYHwzKwfjz5dwFaysW9C3wZFUlWTPLo6T1yol7YgQM95CR594k3cctdTPMmdPX0CbrlqAfJCYbzy1kdY8ONbWKb77ocrcPoF16fd3f577czSgniigcE0Yo2tWeObzA+2B1cHoEWDQGL40MpnAaQM9gh2+MBWNaSsgmE6vTDaujeab4xcCClIikjn6Z/nUqx5LUTN4zBEOqvQMSbBHH98n1kvW8nj1eNl+GCXlwS7NkN4xOwilhYxYjQ8pxFCN/LKJLEYiCnRvZDkjkCukG/CLophmEUQ0mBfJYVCaGMyhDURVqCsHcykoBAn4SIYtOE5UXjN6+A1LoNoXsFJXkbhbIjQOCirFHEPCIgmCKcOUBFmjsngWMDMB4jJxbLFWqjmj5BoqYbwJCwVx8mXPDxoHlyUckb+Wp6OwKD3lIGtvk56BVwRhifKISkRTYBlRlw0sKV6Cyoq1rBHSKYSKCjH9HnzUFwqYEryq0nt6k+Y2dMqBfCQz5cwfF8wtxCemAKzYB/Y4RI2wweBkkmDfgKFMjOykkAWs7IGBqYMxrvAbCy6T0PAIPmi9JJXRWbvlDxoQVPSoo7yM0wlJYn0x7oayqGkP4VYqwkjHkdAtBD8hURwJ9hjD91mv7WDUf+fhWP0DHy1+r5vupnZFhRgAAKvSF7oRiC8VvZt85MA+/peD7xmfAmzAWWEoQzf701bY6FItty2Hpai4AkftiWJIz3fiiS2pUciWDxn2MZFjzzxIm6563Hkh/Mwe/ok3HrN97kPv/mux9kvMBX0dNbFv+FFZRqfX3vZmdh9JwJSPSxftQbzL/s9CgvyUFSQh0vPPwq77DAx6cFFYKIPXg+FB9fAW6n7EdIljnlJiWMwaWY/KnEcijrvyzFpXLn8pSWoeHUltKd9GeKYJhQVbkSeXQWQTxaJ0wsCKJ5UilChz/jviaXlg1quL0c2igCTkpVpsZZSZnO7suEEuFJXdMnVf8BXv7TnNg9w3TR7/oiYzP9w9SjAldvTP7pVzjVAk6SGxhaUlfiJNplKLJZgeWJ5aVHGv7dFYjBNAwGbBsjdy2AAXHc8U4wbLz8AZmINo/69FVcUQdnTYdnE2lHwzDHQ4V0ypi/mXFFb+YZOohUeJSxqisjOPJGiVXxl7oxgwXb9BjC28mrwZXluPYQgNldLpw8mDX5DEKBnOIREQiIac1BUSIwo8mihVE4yBib/iOyFPabcGqzf+CHuvPP2AQNcf3n8Vp/ST3JDReyQFKDle7r0Bjj591wDCJIiJnJKmEzdoQ9sUVIk+ccUDYhdlYi1wNvyOCyvMq0CXR2EGHs8AgXTslfsZ3iLFNjlxDbCi66EdFfCEE3twRf8VrqtbOrdtbCXkSyDDIyHQSyDboV6MpJhkzn9LPzzucW44fbHeKu9d52FX114KOzEOqDhI0AlIMLTIEp2xhMvf4rr734hud1M3PCjIxAQdTj9J0/ggxXE7uoo9117HPacXAnd+DacRAJKTMAZFz+Im06MDMhkPlbyRXzrsB2ZwWToOga2+lpIouQxsDUWprBhkGlz0kyZjsXyicoqrFu7Fq6b2Z/Hti3MnDUL5eVj4VoheLYBw2qBgQRNdyFAMsHuEj3/3EXwdBmnskr2AvJA6JowDUhW6xHL2YBgz56kIb5B7DiRTDPMceTe14rJYXuSKhJQSqmFEPlQsgBKF0CTh5nhwApEYNK9dEpS9bwYQP0oSDaSXjQxS0juChcJNwy3zYARb4OpY/DCeyI4dv9t9vuSQ3Vvc5u0e5klWuG2bYYX2QIRq4ROVAEkbeS0QAeQDgdbCPoB+WQNJciVZOvTu2bmczIrsbMEJRrK9IRtahBFi1/RTWzATnJwltYSiwgWQCEbRV9BMMny76/nVl8aPp5wQB5dxYU9y5yJRU6lsKA7W5TG7cT2Ki4KQes4Jzdq1EKItqTEUX9mAK5M9dZd4pjXKcVxVOLYl2dtINs21zb5fltLN8EIoF2GaJIUVvmLSDRtzCvLR8mkUshAHhQt+LmxNJZW5zkbL+JZ5VlliL1d91ABXG9/sBw/uvoPfOoZU8bjT7f+pP0y/lcArt/Mmt++cNdO3Eou5A3lvy9e7df7tlhGGVzbYqsm72n+/PmY/6VXBxTpuvCpfNx26YykxCczgEMTEdecAGGPg0WeQ50GWH76op1MX5zH6Yv9ZalsrU3FDJ7WD2GoFe2r712vlU2UjbkIFOwyIDBja62D1HVxXTiVMCzysKAPMU3TCOQKJNlcts+8BTEYaNDrwfMklFcGyyzPqW5oUr1y5Se4865LB1Qda9fW4JGHn4ZkhlbuprY+sFWXBLZ8745ci2JgKw8a42GZJTndb2/H5vqu/hes2Mdpm5HcThV/DcHSXYdthTzXOhiK7ZxEC5y2FZBeBfNdPC8BrSIwQHR8Skt0kiBXiuHmU/ehiWEooAOTYAZKu18aJdER68qYiISYiD2P+DkeW3gZ5sychG8uuAGXzz8ce86ygZq3fMPw4h2RCH0OexxzNf6S3O7Ec2/ATxYchd23H4/W5kpoGWZJQCyhccR3r8FDN52JWQWroOpehYpXQ4kwvvvTF7H9NAvBQObFi2x1WNfQirLJu+H8E6fAUCR/igPEEGIWhf+89sZsItaXBwJlxsIiISInPKYDWPQebtq4Ges3rIfXA7gVygth5syZKC0p8bsC5plYcOwwXNuFbVQxuMXpaez54zOaeAIsCGQmzzKHJ+/0LZEk2/f8iXxH8bkhfmGnKt8In2SQgn5TGqRviO8nQpJJvjFoABgBWGT2zEAWsVeE/yONfAizENIogjT8yX/q2+eDsglf4m3WcvJiKqBSKw+KQC42J0/vW7RyockIGIpZh44bJtIXdDwBnfd55I/Z7X/ifc/2/H/W/t7uU0ZSorZN0JFKILoZIrIRMlENoYmDmc6OZCYGM08NKEEpnhKKUF96ZySloA4U+Eq9VxKawCyTnucQexcKkxYxk7PsLJWtnBbo2Hruhzu/s8Ti8hCCDsyAtCcCstB/b4jJzO8NhbX470w26dRItXeHv1wcSrVC6QhOOeVb2G+/uf2+pE2b6nDWWedg+ozxsCyOBugTK7zfJ+5lx+4Sx1BS4khWDaMpjoNV5/Q8Va2uxMr/LkeipRKdZYgsVUsWYdrIn1CK/DJSGiQgvTpIFUlKDzv6Cf7ak0+ySUnFuckQu9+LP1ZyRDHOuOjP2G56CwoKMi0GZq+F5pYIVlV9Do895i8SpgrZ89Q3kj0DYBpGWmDa/wrA9etZ544Ig+uST0cBruxP7ugWW10NDAaD685n8vHbKw+GTtQDbl1yhbCjoyWDZs+eCTOQD1P0zvBi0/nAbMj8eTDzZ2xTkgpOUGv9BIb7UUafFXo4/ITF6cmExf59ILa6hyzDBdHkzXVbWLZoWg3JwVkK6CKwK/X8dExSaQBFLA0hxsC2yrIOaEfCx8UHtshMthKGGckhRbKjcvj+3CCgCdgqGzCwRUfmZ652Eay2V7qByk5oLwTHfWWbA5O7Pm7cJpFPgYTP2uqcdMcyQwKWk2CXVA2QitgxcWgdYKUPJdNRYSPlwFQYdpGfNpZogXKaIdwoJAGRRXvjwwqJn974OJ764894IHLfo88hYBv41qG7wK15j2VCZumO+Gg9cMVNf8HTf/QNje977N8I2iZO+sbu8No2AHYejOB4PPr023jlreW4/WfHwWt8B6p1BSAUpGnj5PPuxW/OK8CE8v4BXH99qQXxwM749jG7Ju+P3IcJHEkw00x7DtErfNYZgV/840CJIDxRmPTXMpkd1PG+dtQ+pTit37ABmzZu4ucwU8kvyMfMGTNQVOwzkGkyrkh6iAASkibkLdBWHqTlwpQkKSTfOj+pjVlN7cO9zkenNrUIJYNUfWGrpCbrSY8rabanQZIXGAFgkBZ7g/kgmO+R1nkSnw5k+YmFGjQZz4fg1MKipNyjA8jK1l+nvNtI4ixkDUwzzqCeL7NtglB1nOLYuVCEu1AkSfPT79hMmny6EhKeuTvyCnfg/mVrBQWy1cm2/vcUKMK/I1vgEZgVqYSIboSIbuCwBh/Myn3hpHOd9Rf48qWGJF+iCXHYlwJb9OOznQbyPHmJJiC2rr2/TXueaQJOfa/lj4l81qOfDEoyR6QAYwa+CCzeugGVF198cUDfXRo/TZ06FVOmjIcQMShO2SXGHvmyUf+AJPA/sm9Kh8RRdklxJKYX+Yjmvmg4sneydZydFivXfViBqg/eRH5wbZoMkVc/pA1pS1ghIL8ECNptDBpnUtZ0liFmSkPMdsf0rfaIcWlPgmdPB6xCCF2DH116HeafUowd5vQvPGvZygbc9ddyLFy4MNsltP/9fwXgumHmuSNiMn/ZKMCV87M4uuFWVAODAXDd9UwBbr3qCH/goRQUAV0OrS7H4BljoO0JsCyz2+pib9VAqwEd8sWdOK1mIIOnraXKqX7ibRUwnA8gewD7/ITF8TDydoUdLNtaLn1IroNT/ZwaSKMalkWDtOzFdQnoKoVtkSdVz4bS2Y80eFv4gF0jlCaPrdY+Altkxk8TUDKPLx80UJcmR7GG5TAankqmA3bcr2PNgTXhmEE71+DV5OAdib3fYlvgxlbBVH6yYm+FwAnHs5BwJBDfApsSQEWM644XRrXHoR5KFMFgzy5iLBGKYkMGZ0AU74//vNeIx558A3fecB7/7V8vvY833vsE11x0OLymt+C5LoyC3fHy+zV47MlXcef15/vb/fd9vPneclx9wdHQlLAYGIuEUYxDTrsWC6/5LnacmQ/V/AEQ3wQo/z05acE9Awa4KFzg28fulqVe6M8alI7rWpMAeyakVQpJBu2JZmgC+cjPLNEA4TT4UkLlYd26NajcvBHK7e65RUypwtJyTJs2E3kFBVAGyUAlhPQgpIJiaVUjpI4RvxeqHVzywS1ibwmebPc8wWfmirIgPcXsloGXDgCMzk9m/LTyrQSxSoqgJSVMFXFasBEYBxkohjSsdiBpML5fNMFxPUrJqoVhtnA/45G01qvvwn7RUF4MQvkm4gTDKW1DkNwWAXgm+RpNgWmO3apTBgfeZp+NI7RLDeNNUG2boaKVkBRSE90AodoY0BpaWaFfT52BL1fYUIYNj0AluwDStgnfhTQFJMl9Oe21fwBbT63ixRsg4hsYxO5aiLUqglMhzZ6tCroDXwQy50MahUnG19YNfA3kaU2Boi4ZhQtfGgkQ4OUDXz6LXMMg2fYIlnSJIy3okZQzCCFCSW8vO6v1wwhe/oicmucNsTZsfu95OJWLYOikDJEZxxbMgKY1F9hGEywrjmBIwQ+l7ypiT8qH+yVD9Flangwzo1IEp0AGp5HDIxBfCanWw5AufnDJAzj75NJhAbgofG3+ZTdh4+YahPOC7DV9x69+OCJtNBwnvX7mguE4TbdzXF6RO9g4Ihc4gJOOShQHUHlb+66DDXCl7tfTBhLGdJ4A2O5qNrbuzwCtq3zRDAwOs2Uk24UGIvHIZj9hER2Rvl2vyVUlfsJi3uSRvNxhObfjROF6VTCtmpzAIRokOY4N6LEMdI2UpNUHtpqTwFZzTteeqlC6B9cxoRQxtshnyxzUuo63VkHX/AWm9mndqeKIUhjjToCdVz6o59uaDuY6MSRIjuiugGmkm+r3dJ2eCsMz58IOz4ET2Qy35t+AUwWtYzBlKyRoNTQOLWjkGGbghYsMJAGuL+H5t+rwxL/fxsLrzuVExGf/+wGeevFd/P6qU6DbFvuGz/k74fk3K3m7269dAEHbvUzbvYPbrjoLykswOPLIP17Ba29/iNuv+jYQWQndthTaaWCgjcpwAFzt/W9wOxiFO8MKT+r2rqWMr1O/4611+O8LT2Htqo8QsjTybI2Q5SIc8FCQrxEMGigssFFalgfbJqmUw3XpA1f+V8L33OoCSpHMSgahjSCzPLrKIXtqV/LzgTIgvdz38Y+VngZHDCjyA9SeyW1m0PGSnl8pAIIBAkEySpKGSWhKw7SKofmnCMIqgAgUQtgEhBX53kTsr5U7o4uujMMTvBYoVQNpNvBiiWZfrtb2KQ0nL3oRiCQgSvulPI4g8yFC06CVDc8bA0MS0BUYsX50a+o7hvpa2iVrbhxe60aoSBVEbBNE20ZItx4yg9R3yK+JmZOUyGlDh6dABSdD5k2AEZ4IESxtf0bpe0dyJ0p1VG7LkKSPuvE6yPhGTojsWsijjkEu9tDLvaQDX0U+44tsB5hVSVLHbRP46hxKoFSE5ZFKEdgVSwJffuANAZW5mojnXut92zJd4hjqkuLom6NvzVLUvt1tblsz+zy6BbHq99C29jVEa+v4HZWWZN8ty4zBMpohVQwCMZgBE4FwgAHozqVdhkjKB4uSuHOT9HawtCZCB6bBCE2FEZrAbeG5EbjRZTC8NQxspcpwAly51eK2s9W1MxakvaccntgJwxyqf/9kFODadh6i/6U7GQqAy5WlUAX7IlA8jztCN94At2kJRNtinxHRxSci1/r25YuzIPN32ibki/FoKmEx3fi7c324JC0J7IZAeNY2wWDrra1p8OzQBF74KYgUSeyvQKXycP1Jp89IIPaGYG8uzyED+jEwzeJhqyMf2GqDp0iK2AjTzH0lm4EtlzzFCNgiFtrgAltUS2S071X9FaZDflMdhVg4uuwIBIv77/+R6/s6EttRuyQi66ATq2CysW92M2XyvlNyBmRgNgT5PBGDqmUN3JZVMN1lbLxOsjxFHjNWANLySP8BA0lWqrD91cyi/fDuCoWb7nmaPbionR978hUsXbkOV194DHRsHbTXBhGajneX1OKme57Cowsv4+f4sX++iqWrNuCqi8/gtDEyOj74pEtw+3UXYN6cyXAaP4RofguSwUr/WRtKgIu8rqi/1eHdYBbtApPYSL2kd/LEV2s0NjbhpRf+hY0bVyA/D8gLegiHPBSGFSyDEiw1ysoKMWXSOJhSseSRJszCI5ZcAsqLQpLkLg3cSr1bEkoUAAQw0qRM+qbZuRWS6ZmAEhlki52ALGX4IJCyoD0DQnswiAHGQJYLqfsKkqVfXQdDJumNJEOAXeIDYAx4FUDYhQyCSbuYgbAUAJb63fmIfj8UhacoobUa0ASQEODl1xmDXG4rRKfwBJaB0nfFKIWZN8n/RrsCyiuFAAFd4UGRR+fWLl3qh2SXnoeFN/8ed10/sOSm4glleGXJqyMK2nX4LymoSCVUG/lmVUJGNwCxygFLDftVx+y5Y0FRXxcYDx2aBJE3ETJMgJYPYOe6YJSe6pgJ+GqGoERWQe9PjowvrcEgV2JTDyBXURLkGvh3Mx34KgaIjcmMr6TP1zYKfKX6a6XIF4yAryg0pbMalNAa99Vu7G3Ynyds8PZJlzh2TnHcdiWO7ZL0lpXQrR8jUbcKzVUN8JxYkqXVDAN+6nP7IpAgVwMbdl4gbQzcIUMshbTyIQQBW723Dy0IeTIvydKaCjNvGqTlfxPo2mjx0Iksh3RXwTS6B7+MAlyD9/x3PdIvZ5w3dAfv5cg/XXP7iJx3OE46yuAajloeoXMMJsBFA2c3sB1k8V6w88gbIL0nZbPrpo+50zbIOFfkxqzoWjVMkyXpY/7OyfTFz+vsH6QAACAASURBVK580UlE4EUWw1BreqT7c3y8OQ/Bgh1yHniO0OM0KKf1TeirYVj1SeCosxSJAAsa2KZ+6BlTLP1SXj4MgyR+ZFY/NIU/8LRy5RGwlbq+3M7lA1sCyiW21sQhkwax71b1i7Cj76ZJuGhC4xZ8GcGyL2yTz1EiVg83uorfpc4rij21DkmBHVUKzyuGiEVhtq6CiK6H1ORZ4RuWx4XlHy+ZLuin9oUY7HKtMTAtwQwxwy6GLNgDrWoG9jn+ejz/8NWYMLYUZ192G75xwK44+qs7YnXFKvz7laVYcMaRaI2Z2Ofon+L5R6/DhLFlOPuS3+IbB+2Go77m+2E99MQ7eP2d5bjjVz/ifzNw1/AeRNNrMMXQSRSpb3VlMZC/K+zi3WB0kYZ3TIwUs4OIxaFUC4RqQVtrFTas/RjNTTVgo/MuDCwCrMeNG4cZM2Z0A1B4UB+rhXA2+8wsmtkQU41SAfm/fWkoAZDESCLgiSSNkIIZYAQ+ZS+CZZZKBQFPAp4APJIxGgx6cQLjIAFZ2a8l8xbtzC+RBMBgAFYJtO2zwMjnRBIAZhdCBoogCARLslnovXe9LYCqgCG2tE8+/GRFMp3vXEcU7EIg1xiYoYntkx5KblVuIYAxMIyiIQHfu33PaWEj7mDLykrUVGzBlhVVeP7N57H+rTWYafYv3TWm4njTeB+333Q7Zuw5E2NmjBuWxY92qWGsHl7bZjaCl7GNEBHyzYrzhLQ/TPb+Pk/cd8CEFpTSXAxNbPDQJMjweMjwZEiTDMBzY3P05RoyAl9eC7RqhVAEemUBvug7G6uBdCp7ALmI3T51EL9jggMrhAiyzx6xifi9oTAHkc8Jp8T4Msxi3+DeIEldKt10hFGgvjRML9um+nYK9SHQy1OUFJliehHrS/EYtZd1jkG6kt4P05PEUYqUmf1nU+LIixWkZGheAt2yBHBrEGtqRLylDqZuYrm+UOR3mV5ommXnB2CH/GRgKn1JQ+xgaU2AtqfDyJsCIzQxDej2x70unLb/Z+86wOMozva77fqderMtF8kdFyCUhBZIKKGHYnoLoXcIhI5pARIIHUxICCUQOoQe+OnNAYPBxjZYtmXLVb1f2/o/38zu6U46WadmyaD1c77T3e7e7szc7sw7b1kGUf8hLbDlHNUIwDV4P4Obxg8NwHXtmhGAa/BqdWTPg1YCAwVw3XX9ETCCu8OVu0OPnWLWEQ9XwWhdAjG+4icvX+Q3jsWQjB82n7AoToI7tN2Qza4PdCOkVBRKQ5HlrqYQfBaLbuY0q0iG0gRskTSLQgroRu5lz44PjwWVzUBqGhkrZ0GRCwaw80vja7rBx2xgq75XjC0qN10jSjeBb6Mhy65BG2xRJynWsBBy27sdEjo7F0/zbAt30X4/mvbjtEfm4xZeDkGrgCxSp3wzbDoCSkwNeiwGNRaA0l4LRa9noFa6xEDq/MUFGRKBBhZ5mnQsBHbFpDIIrgJIbgVyYBTk0FQ889b3uPvRjxHwezBxXAHuum4OvIqAj75cjvOufxFL3rmesZCeee0L3PWP/yLg92Li+CLcM/cEuBUVsbiOPY++Ew/fdhJmTh0DXVeZpEaQc2HG1sNq/h8kfS2OP+dvA+bBxVJs5VFAcBZcWdMTUdRs0GOEOZBlkGyQ2ECtEMwWgMxrmbTFRHt7O1avXo2W5pa0pU+D6FGjSjB+/PgubZ+DW90PZplsUS6G6C5MbGuR+b1BjC8yw48AFslHIxzEsUyYpgMQERuLs7JgkSW9weSFxGCyVBdcagSyDV4O9PVtcPZne6gkSyHlIJdBEggmZ8GQQ9AVA7K7AS53FJJEA3UdoPpLSi9m4AcxOqViyEx20nHENMCnJFfTzIcs5Q04GE/tKtzUjpoV1aivrEHdylqYmgFT44zLD5d8jHVfVWGKUt6nYmw3wpgvLMTVJ10O2atg/C8momzHifBnD5xnYwLsVcOJVEMhuhEgE3idBqSdkzz7dCq92oiHNMgwBTcs31hYHgKzuNRQtKWGmbKzevXFGa6cCnxpMPUWdl3hwBddXwj4arfv9ybMWDVEvSYtKGhKeRBIStlvxMUGt6QcCHIeQB5DJtWdBkvbAMts5YA7S1vNB6Q8iFIOS0Ml/0UGKLBbjgSBgilss/2B8NzLsFgHbbVUiWO0k8QxyuXlw07i6GLyRstMTnEcvhJH1n+JVENvWQq0LwTMMAStHnqkGXqYQkS6n7wRZZFJEkmayOXxXoDJEDefhshZWl5YrjII3lKbpUUTxF374qQG0CLLIWpL2cRhT757IwDXoP0cccN48mxN7eFuib+vW3N/2pOqb2xBwOeFx9OzZJz8a+sampAVDGS0/uCVYuqeRxhcW6qkh+B7HICrr0lcm+o1PPT2aNx93zy4AhN61dlgMejxFmgtiyFEFkMCRdhmMhPftaC2dvkiT1hcDklf1EPC4lgo/m0hu3hq0da40IXu5rufwOvvzmeHf9pxB+KME3hIQeeF2sjfn3qNXRivvuhQWGjB5wsqceZlT6SsuuO2k/Do3WfCQh33BtCDkKUiKOSB04+FA1saNH0DJJkSzHpH2yfGlqHnQZZIisg7WYO5xFpWQah/qQs7UpPHQi45EgrF6/xIFqobNboBZmwlJGzsFhxmnXStHSYZoqtR6HERkmrCpZFf0eaN56moTCiICwIUcxWbRe10e4QqjockFbIBJHKmQfAWQhODiKkmsoMSIBAYE4VFIK2pQRA9pK9jprpx3YVoXEd2QIRFXklGMx80sQETvRcG9BoYtD08MMUxMMU8GG1VOPl3v8etZ3qRQ9/Rh+XN+RFEXdvjxBNOgBiYxszRCSiyGBDCWVkEZAlQucSoG0PplpYWrK5cg7b2VK8355AkUcSY0jEoLS3tBtyqhahVp2VqcHCrBJKnA9xy9st8RSx6iAyo0Q1KgCRTZRMi/c4sk/kZsfRHe/ZbMFUGjNF7bOba8AOqBEWNEpTZh1Icfps4LLCYlAs9EIISECD7SHZGg3Z+jix9kl2LCPJSYEqjIXuK0virEevUBZOB88VsANRXQIHucU0bm1C7qhp1K2vQupFkNyYsG9RKLskBA7hOJAkwIMgiQsUhjNt5Iib8rKzX55CQGhoGzDD5ZnGpIWNmqbWMmdXXvktfWxAf0Mq21LAElm80RAIqA6MgkeSwF1LDvh7DQG3XFfhqZcAXA8Dal0HSV0MU43Z6akcyqikVQCSJZb/uqxRu4YfgKgWUYnz93UZc/9dn8dqjF8CKV8DS61m6LF2XBTEL8xe148xrXk3tf8wuxz9v/x1PoFWy8cU3VTj9snvw0Ut3IDtIDDD5R+Uh1cHkVW2JI03+OGb2xPoabhJHKU2Ko2/IUhxZ30VVoTZ9A6t1IYT4GkhGA/P4pGCQeDgOLaZ1P1cnALJLhov8tmQFlpQFyN3LEBMsLaWEe2kxltbm5cg08a5GVkLUlkES6L6amQ3HBZc9jjOOy9kiJvMDdf3ZWvYzd9x5Q3KoN1SlAlxrN9Tg7Cvuwpp11ex4jjhwD1x38clpyQr0+ecLluDyWx5GY1MrW/+4w/bGlecfb9vQDMkpJb50BOAa2vIf1G8ngGtTxdtdwzZ68a3F5Xtj3kN/68UWXVfl8sUlQHgJo6X/FOWLPGFxDUTtG3ZDSbfwhMVCO2GxoF9lPlQbL1q2CuddfQ/efPLPaG0LY99jLsXCd/4Ot0vpcki/mnMJauoacdxhv8aV5x8NS2iERbP/RNQBSRFlPP2fD7Bi9XrcMfdEWKALLpnfGlixohpXXXlrv0/z6Wfu7SOwlQNJJGCLOlIksxzcRY01w6x+HrJZm/JFuuWFUHQU3IEfT1iBrrZDDVNyD7G2OoHijKWlw1JbYGltLOEPpg7D9MJSvRzMSPIkyqRWTMGFOEEBDOTqkFZzU3QFqmc28+BSssogBjiQQ+CUpdUDZjVEYigIJiwQUGQDUoKbg10E1BAIY8ZgUQeXGZQT/kDvUyc3ZhvL275KFsnLfPjdaVfh59sXwOvp+rvJ5JzqGlrhCu2I8846FCIxJ6BtFshKt8/GxiZUVlYiGk1/vSJAhOLsR48mGVwquMuZW5sDt0SYFCDhLuRgn8VnqFliITHayChdJtlQiJUjM77V2qDHVkE0VnRtF3QCBHbaJ8IGo2YcFPJIqaywPJDVCETyAaRESJJC2owv9tyJ/ZRJGQ/1OobgRox8vHwmBI8fks/FAhNSz0UAtW8T2RDggyDJEFhqJX9wCaQEwyT5IjFjyafL2yMT1PGSIdkhe6yoRayVQFyG73JwjQAjw4Spcw83p3IGGuBy6kFySyicWoLxO5ahqJybJXdeUlgrkVoYkU2wohsTqYbcBJ7AwswGfAPTBqjGiJklc782L0kNuW8Wlxp6BkVqODDH3ve9ONKoWO1HkGLf2a5yRMYkVjfVgwYoWZC8hb1IdSRwl67B9Czalp5eiMoozL33f3jprS8xfkwBXn/8SlixH2DqGzlITtdrOQ8m8hBW6XfC/QCffpn6HxtwxzXU/9BQUx/D8effiZq6Jnz0wi3I9jXC1GpAXo+O1PH44+akukP3togsC7fc/g+UjSdvVvq90r7pPtAhN01u287rdO/19qu7W98BgUnaaZrkT2qDXokUR6qz4SVxJJYXY3uBgkuon0ZhA8qggMNcghiH2lYBvfkbSNHvIDNQiwzieR/G0HQGbhkayfO7KWmSJHpdUPyUblrAmN2inOq9RVsylhbdLynx0EteWmMhKsEer9tsLBZdDUH9HpLgsCnpcGjSyJ5UciaXnHuqbSVA94g/XPUkzj0x2C+A66HncvHQQ/3zYByodj2c9nPduPOHhMF1Q9V9KcVwxmV/ZQqFW644HZvqGnH0mdfj2otPwsH77NKluIjl9cvDL2QkhtOPPxDrN9XjsFOvwZ+uOA2//c1uQ168IwDXkFfBT+cAuHxxLYy2pRBjy39y8kWWsBjdBMS/hYzGbiteN8lodVu4fGP6OXu55dvWI/9+A9V1Tbj6whPYl591+Z248LQjMG1SV7+VhqZW/OetTxLrE5PFMFtswCmIeEzAPsdegXm3nocZUwtgogYAyRRNVFZuxIMPPoIbbzqizyd50gkP4YUX7814e/KwMbQsiGIxZPLq2ALAFh0c65TUvAYlvizlWJn0LGc/eHJmbnXtJF2h81Sh1YBawRJInVlFh6VFgBbUFgg6bwM0LDTggaEGIakaFIOAmL4NTAks0KBCNqqYXNbxRGKm4LIfun8XuAt2S+lAOoN8Xa2HqZHchphmYYgiMcdI22GDXSSBcbynGPuIIVxcGsP+6HrMx/7udtxx7SyUFPkybp/JKz7/2hqo1gSceGzfOhn1dfVYVVnJZqLTLSQ9JkliSXFxl8EcB7eoPGoTYAtjpFiUQMhN0A3XJIi+yRAlKt+ADWTxpL90huvOMbCwitgmmPGVkMyNdln3XESG6YEuTYLsmQhJdrPES5NAUnrEW22wtIUDplozBI3YbbyNkScYB4361rZ6Prq+r0HAiOYi02AKR7BgeHKh+ETmo5IcwsCMxy0vRN1i8jo2oOHW4HzwTECX6IIOL3Q1BJg5kJRcKN4ciK5g4vpCg7SmDY2oX12H9YvXIt4SZQCW7FLgy/HBHfAwM2Ra4u0x9og0R6DHKXCAl99gAVxOKco+BeN2LmOyRV+2n3ncEcPTbN8AM1oNMboBQmQtY1MMndRQ6ZAaEtvCVwwpMBqiO/MUtL63muG1JWOT1L4NJbaY/c74tYLLkA3yfvXMghQYC4HMtxNSx7Y05va2HFH0c8BKUNhkGEQJglSItlgIFZUNuP7OJ/H649fAin8PU1vPJh/oWi0IPoAAdakQglyEuK5gn2Ouxrxbz2VhIHFdw+8uvg+nHLUfrvnLo3jzX9cjN9AMM74KMEjWzSW4c064AQ/9Zdc+F/Jt9y7CWWedjAlji+wrjuO9JDKfQmL2MZ9SlozZ8ZqAanqfkl7Zazonth6dmwwwiSV/zYEz/rfDQKMD7g1wRr8rWrg3HUkco3aKIzGCiPGlDlOJY+cURz6B0lu/OpZ2G6uH1r4GRvh7iJGl3H8YnfshFrS4DrU9BtPo/h4iiCJkfxaUUAkkd17KfZDdNy0ZplKcxNLiEt7N9UMdQJ8DWxtgqhUQQVJhAt34xAN50YFAZWJEs8keDi4zgNlu05TuKMlZuOjK53DGcbn9ArgefiEfDz74YJ9/Hz/WDa8ZOzQA101rOwAuIiX84uBz8dT912DbGRNZUf/pnidRXduI+/50QZeif/+zhTj/6nsx/7UHEApyi4A/P/A0iAX2wC0XDXlVjQBcQ14FP70DSMgXW+30xX7KF013OYStKH0xHmuCFfsWsrWh28rXDYUlLLr8E7cYkDIQLZEubvk5Ifz+uAPZ7m6883FsO2MSDtm3K/pPnz//2oeoqFyfAMSo00AdJUkS8ex/PsbHXyzFvNvOYvJFC/WMKk8DTQfguv2OY/t02NGoikwBLgZs6UGIAgFbBHANPmPLOSkmb63/HEr40xRmBnV4NN8v4CncfYseT58Ku4eNqJOlxetgRFdANNdCEnSbpUXAQysHGyiNL0lySAN7wwgkJGh9lRDRYMqkwb+7BJp/CiyzHm5U2YyBDgYIM/EP7AF33k5pZ0lTwa6NHOxCW8YATOciGkqAq6amBqsrV0Mj+lOahZJBy8vKUFhY0AXcojEPGUgLOrExCdBywbIUCBYNtojFI8MI7gZP7qx+eT8xMDSyCtBWQEJzRhILGjTryIXgmgjFm94M3xkQMCP9eLMNgpH81WmLzYBKAFgTGxAkA2BDyQLTpADIX1+Uo9AJOHWFIPkDkBTy6uf1SCCXRebzhgiR+RB1l0JKhv0uGKoLlhaC5BoFS8pBDF4IhgAtHEF7fSvqVmxAa70K3fAhWJiNgvIieLN9kL0uJiONt0YRbgyjZvlGtNa2MpCLmsBgAVyCJIB8ayTZhC/QhuwCHUWjDeTkhCHpVF9DIzVkzCwosDwlMBmYRcysUfx5K5IaDsa139knswqoecOexEkFASj1VQ/uBVfOz1h5cQmdDlNvZf6B5PElkpcWwuy6LSpFEKQQRJHaO8mYia1pAXIhKte344Jr/2YDXMthahs4wOUwvihlUS6B4BqDZ15dgI+/XIZ5t5zDEktvvf8FeNweXHLmHOx0wDl46183IjcYZmC7ZTRwqaMNcD1+zy/h8fRNXn75TV/inLNPxIRxxG7t70KsHL4PDmqzC0EqcEb+hdRGHeAsAaJx8IsDZ0oHcEZhIASiOcAZe81BMw66kWSQvoP+xbg8n0lQo5BkkjgSmMTtIPqlPu1n0XSkODoSR7J48EASnRRHDh45oB8D8gwdRmQN9DAlpVYC8SqIWi1Es7mb66mFeESFFo4n6qHLYQuU9ByEEiqGN5v7y1K5cJaWB5Y72UurY2I1ca8ikIo9yLOSyjsOixjj7EETEPUA64+0QCRLAvIPZL633GOzu/sAl8PTxAeFL1BKo4ARD65+NrrNbH712AsSDC7He2tLPN+8tmOSf9WajTjklKvw4Yt3oyAvmx3tv154B6++8xmef/iGLkf/6Zff4cw//hX/e2Megn5ukfL0y+/h6Vfew6uP3TJ4hZXhnkcArgwLamS1wSkBNrPQugxo/w6itrGf8sV8WIHZW0X6okZ+QZFvIZuVm09YlKbDHdymR+rx4NRO7/dKaP/o4nyccvRv2MY33fUExpUW46Qj9027s84AF+t/WRZi8Tj2PeYyPHDr2Zg1rZiBWxbIB4h3IrcEwMWBLT8EELCVvcXrgMoh2rQUctMbiUGqU4iqaxpcxYf0GPrQ+xrcsluQybra/gME7QdIZiNj0oAALXq2GTSdj0g3/TBUP1xqDFIX36yej5/5EpFsKzgVCJZDCpVD8uaxjiUDTmrfgmJLZpL3Rh1OPfRrePK263HWlM3uqg0w1I0QjQ29BruGBOCyLGzcVI2qqjXQ9fT+ZS6XC+XlZcjLK+D+WGxgSHKeEAz4oYfXQ4pXMu4FdY8Fmhlms8IW67DrWXvDnTN7wH5LTM4aWQFRr9hs+lNyPZKcyBRLIXkmQvFknsDXZUChtcGMN3Pwy34IOrXdFi6DNMJpALDBY4Hpghe6xw3RRTLFJlY/hlIAwRtiRsWSRMwtLkk0DQWS0Y1RugUYBgWB+CF4ymHJY3HbvLfx1sckIwNOPnB7nLTvNIQrv0CsvhKiyw9P6c5wjZqOufPeRFV1EyLROHaaMREXHH0AqpdXo2ZlPaItUVi6ifcXfYh1C/pvMn/tqVdBlAV4Pe3weNvglZvgEevhFushGARsqIxI6c3yIVgQhC+LmD09Xx/6vkaH1NBUcgBfKeAtgegbxdlZckc6X9+/48e7JaVO6wRyaRVdTpKnBO8Nd+62aVNakyV0sWgbDjhprr0PCy/N+z1yQiYDvirXx3DhdQ/j9cevhqVWwtTrACZLp98l+XV5IShjETdC2Pe4m/HAn87EzKlj8dmC5bjvsTcw77aLWHjOLw4+H68/cSPGFkmAVglL3wQwBozFGFzDB+AarPaSCXBGABYHzmiSwzDcsJhrPcnROaZIIUOiTIALB7u4qT1NIDrol/Oa2Gu27JTqKfmHnPhNd/y4+wqcERjIUzaJYO2FYXhgajq7ziNWDzG2hgN16kaABdiQ72H6azrZbXTrt8VOWEJcI3+tbASL8uDyB9n12ZCLYLrIR2sMBHex7a0YBxzwiiW2EmBI9gbkQUnJw8Qa4zJRDi3yJGTy/aTj7c3kCwe2aGaEp4oms/pGAK7B+j0BV5ZewIn9Fr9NJYj+g/z3LUkA17dLVuL4825OYWTRGG3eE6/i/efv7HLyxPg68KQrUT5uFI4+ZC+0tUfw9Cvvs370CMA1eG1lZM9bWQkw+WJkPU9fjP0wAPLFbSGFZkJ25w3YYGqgi5QnLC6BZCzr1kTbNCXoUjlcge23CjBj3uOvQNV0Jkuk5ZLrH8Beu26XVr9Nn6cDuOj9p156F598sRgP3noBTKsZgkiR4jTTylkHgwlwUQdH18g/qQSKnDtk7SfWvhGofQ4ymClZYtHEAshFR0Lx5g50k9xi+6P0HrW9ElZ4IWR9DWP8CCY3Gu5uMeCGoZEc0YCsZ95pS2ZpmYHJEIPjIWVN7NZUW1Pj0Gtfh6L+0OVQGLMlm2ShMzJizjnMLkNrgBHfxMAuAa3dhk04X7jFAS7Lwvr1G7B23TrWOXGW5Jl6SwhhwsTZyC8sgygFWedXJEkPzUCTdLDxYyiRr1ISPp39GDTAydqXMbcGmgHJTH1jNTyQwFyXMWtONyhdcjJc/kmQlYFJ4EsBwfQYTLUZVpykkK0wtVZAbYWgOywwPuvf4QXW/Wx6pj9MAm5Vlw9wxyAL1YxlxmS8lAznzYPs9UCSWNcZlqlAMCzG5qJ3DFVnPjG6agCmBNFTBFfu9li6WsMF1z+ON5+4ES0tbdjvxOsw/6nLYWz4Bu2rv4AouRGcshe+awrgnn+9g6cfuBKqquOXcy7Dk385AwVqFZorFyLWEoYGH56ZvxxNqz9FTlYw09NKWS8W17B8k4XbzjkKHtRAMGIc0CI5WjcLGdEHCoIIFoSYx81ALAS6MCN48sLxlcKyfbMkP0kNs3steRqIY9ra96HFmqHXEci1psupMIA8+zc9XnvpN7iptpH7vgEoys+2B+kGVq/bhAuueRBvPH49DK0aYCmKHIRnQ0pRgigX49+vfI1PvvwB8245jQFX//3oO9z9yFsceIGA9ZvqUFSQg0dvPwWl+U0wjVoOqA47BtfwbRFOkIhJclSaLGHAF4GMFkTJhCCZrEokkVIuO4NIVA8cLHPqhP3N3nPk16mfJcI32DYdnzFALWk/7Bqut9sAEaV/apwhxSat4rDi7bB0FYIWZnYJgk4BWo53H78Gkc+WGolBV7nkliYVmHSUBUd4oRkhqIYf3uwQvHk5gKcAghLkYUUSHZ0DYHHFggNc9WgGzzxK4zD1Jjt5uDuWbtd2wetDBqQc+77edTZgBOAavN/TFWMuSEK2HIRr8J9vW9eVwfXRS/cgP5eHeG2OwUWfV62vwSNPv4G1G2oZueG7HypROqpwRKI4eE1lZM9bawkw+aLaBq3lOwjhRZDQ3ucEI+ZRNMzli0yCFq6ApH3b7aCXbv6aMIYlLCqu0LCu2vlfL8Wt9z2FF/9+I6KxOPY++g944e83YOzoIvz75XeZF9d2MyYlziEdwBWLqdjn2EvxwC0XYta0cs6q0WogyjWQZd6JHAyAiwFbuhuwiqDIBUMGbNH5Echi1LwAuVNHXyeJUf5v4cni+vitZUkAPeFNUJuXw1JXQLHWsHTVnmYXSfKgGwFYmgsuNZpiBN/d+XOWlhtmcEoXllYmqVxarBVG3euQtdVdvsKw3LByD4I7e0qvvM86wK5GDnaZGyBYLWl/91sS4KLjWrt2AzZuqoFpCGiPyghHJYRjMtrDFlradARCJTjggAMwcSIZH5OkpaPzyzx06t6HEl2YFqBk4FYGA9P+tuUODzdK3mzIULZIQ9tcQJkIxVc26L/5VBaY2SGDJBBMa+OSXLXF9gEjM3w7Xc6y/cAySAalAZWqBKG7Dbil9ba3Ck0NuGAIQZjeEsi+IGRRg2GIMGIG9PYIURcSoIAguSH7xsOduxMee/lrVNe34qoLjoFgWTjryvtw3om/wXh/BG3L3mXJlcFp++CtpWG8+t5X+Oedf4QiS5hz5g3442kHY4q/Fvqm+cx30ht04am3l8Pd/AXm7Nw3qfemJhN/eNaDR64+BG21rYi1RPm0d08LpZN5XAgWBREqyIIgZk7nYh44dqohPKNg2qmGXGpYPCI17Knse/G5GqmHQSCXsT7NtVeBmUPX3ql9AspJgnPBtffijX/dZsu6THw0fyEoLfbAX89mfc24JmC/E27G/Tf9HjOnFAFmO0BBF8TuL6AYXAAAIABJREFUEn3MfH6nA89nHlx5QQ2mugqWXvsTY3D1okJ7uWoC8GI9A5K5Cwz0EiSLgfOCSEm63Sf/dvd1Xa4QCakmgQgGmCyd5Hu21JTth2VjUEIyAVc2WMR2RGAQ+WKJ7J5pahYDtSzdgMnUGc6kpAGRAhOY9SYxo0jGyQE9ugZ7QzmQXT4+wS0SBJfBdSzdCTJgS4Wl06RJ56CRzVcAB7YkQCLGlgMGp99mBODqZWPuxep/HNMhUXQ2c5hcg/n3n9d3AFzpPLhuvvtfLFQjnQdX59OLRGPYcf+zcNUFJ+D4w/fuxdkPzqojEsXBKdeM9hqOxOD3EVNk80um6/W0n63t8w75IqUvbvjRyhd5wmIVRPUbSCKl03Rd6CakW/mQvNvC5S0atlVJg8yrb3sEn321BPG4yiJjLzr9SHa8c86Yi8P33wPHHvZr9vdhv78WGzbVgdr3mFEFePahucgOBRLsrYf+fEniPJlPk9YO0yKQqxFrqjYwk/mB8OBivkG6AssshiJTihj5TgzdwgGDd+GKfp1yEGQyqmftBW/ejr0CVobqTJifmh6H0bISVlslTHqIUUiuNsgil2/1tOiWj5nIK2ocMktuSr90ZWlNgJRV3i1Lq6fvpc/jkTqYda9DMTZ2WV1HAMg7BJ6sCZnsqss6HWBXkw12ERDRAXYNFsBFSa1sAMHMhbNgIohvvqvEt4tWoKEpjpZWg4UaMEatTh1+C1OnTsURRxyOsWNLu5YDM4h+F0rsm7T1yRhvOfvDkz29TwPSvhSurkWghldANCiFkyQkPS8kWzTE0Uy26PKkT+DreS8Ds0Zy0p+lhxkIRmb4ZJRuqW1gMkgGgjVxBoGdAinYYQbOIEmVshD3AB5pHWME0MKkXIYE1cqGLpVA8bsguSQYMRNmhIAizkAQJS+kwER48nfGHQ+/g7zcEE49Zh/GX7nxrn9j9jYTcMDu5QivXwi9uRW+UdtB85fgvLl/R2t7DLO3KUc8FsWfLj0OUngFzNrPIcQosU7HE28s6zfAdelzXjx9+zEwTQtttS1oq2mFHiOJWAaLJMAb8iJQEII/u6tskQ34yJePkg2VXFgU9kJSQ/8oMHaWzMMQRpbBK4F4eCNMArk6pQbTN9IEg5l3KJvkyWSywjlKsk/474dfsjh76m/Mvfhk7LLjDNz58POoWleNu288j63awR4/D6YegaE3Q7QiXG4tuhgI8PND5uLNxy9BbiAMS98Iy2xL/HZ+GhLFwav7dHtO3LcSTC/6jQqM6UV+XszTywa+ej4yO23XpOALYn465uod4BLDy51wmMQOHUDcfk6Dj5umzUaj4ySwSzNhkKuGrnKpI3U2TQGK1wPF4+JBNAS0sWAAziqjvozDNqPnjjZuv7YZaux9AuAsSqtt5jYIiQkQLlVkKzDZIrv6pxQNB7ZEWGI2JCUno9/SCMDVc+vq6xqXjR4aBtftSQAXHfvpl96OYMDHkhA31TTgmLNvTKQokgTxpAtvxenHH4QDfrUzO1VKUgz4vPhq8XI8+eL/YWnFGrzz9O3wenjYzFAuIwDXEJT+sooqnHn5XxkAQEZuf7/jMowqyutyJB/9bxH++tCzrKGQ7Oumy07FjKkT4KCsyRvccuXpOHS/1OSWDz74YEDObs8992T76U1nYkC+2N4Jly9ugNG2BGKU4m3JcLrnwXHnY6AbB2N1+YeffJEnLFYD8UWQmZl6+kU3A3bC4rghq49M6pYuhJS0NtAXOc7makDV2m/wt4fv6zfA9fQzD8A0CNgin62hBbaoXKkDFGv4Ckrb+ylsGGq7mnd7uAv3HnSWSSb1m26dZJaW2VoJoX0VhPBK0MDbUBRYLkCSiZGZPpkveZ/EwCJjf0EFFI3kiF3lRx0sLfLSKkvx0hqoa1W8fT2s+tchmw1dTlkX8yDkHwx3YHRfi4xt1wF2NcOIb2TMrhN/dyXuuG5mn42K3/24GjFzAk445tewxCxYQpA9RCkAQQ6xZ0pIfOWV1zB//udQ1a7gAJXh7NmzGLhVWNjV8Lhz+lnnQmAD0ZwD+sy26E+hdgQXrIRoVvUoCXW+i8I9TGkSly26+iah689xZ7JtCgvMUGGplORmyyDVVsAOZiAfMAoK0KQY3MpaiGYY5AvjjHPIM02N+gFfDqRQNkRJgRVpJ30NRNkL2T8RrrydcdtDb2F0cR5OmfNr0EDz5nv/jXGjC3H8wdtBa/0eJkQo/imo3BjDtX99CmeffAheeftzrFy9AY/ecR4KlHqYtZ8AETL0VgcU4OI/IECNqWira0V7bSuszSSVJZevI1v0F+RB9nlhiT5Y3lJY5JlFBvDkm+XioSIDdT3JpH5H1uElEG9by6+9VlOXIiEmopV3CNzBwe8HJQPOHFHQYBlRWHQfozANJnWst/0GLRx14vU/AQ+uoW+lDkBjEkCUInEEJMlgEscE00sgdipJr3UOaDFQy754JJ8KQ7ZobNF5fMGNkDbHsOKgGJd/8z3baaDkhWhIPEWY1JZOkrKpMTa6YKkQCTxlfpXO99oJtw5bLDn1lu3czvWl8B1in9mgF/tuZnDGZZg8JZfeo9e2Ao7RggR2vRMpVIFd3xxpJ61Dr3nSczIwxk3m/4mzjs8eSVEchOb/h9FDYzJ/x4bUJHmSHJ7xxzuwfmMdO8vDD9gdcy85hY3nWlrD2OWQc3HNRSfi2N9yosI9/3gRDz/5Gnu9+86zcONlp6IwnxvUD/UyAnANQQ2cdfmdbOaIjLdvufdJ5GaHcNZJh3Q5kv2OuwzXXHgiazSUTLBo2SrcdvUZiUb2+asPJLbxet1wKakD9HPOOQf//Odj/TrDX/ziFzj11N/B7XbD7XZBUVwgo+HkB31Gf9PnLpcbHg+t64aiKJuNHe5tp5HLF9uhtX4HoZ3kizRjkT7pq6eT7pAvzoAcKBsW4AYdsxprhhH7ForVlZ7vnBMNwiz3bLj9k3+yM8kVFctx9TUn91TNm/2crIaee/bTYVP3DORsWQmh4T9d2IqaMgFKyZGQ5YHxj+lXwSVtzFlaKoyWFbDaV0NoXQ5Rb+QdN1jQRS80l4eztoTuGVgduxSgmQFYqgcKM5HvYOAMBksrk3KItVYC9a928UKjbTVpFMSCg+D2FWSyqx7XccCuY+fsCV0no/2+LhYO/u3ZOPGk0xID9GTWSVNTM1566WV8/fXXKZ5bzrfRujvuuCOOPPJwhEJdZdG6Foda9w6U2JL0zC34YObsD3fW0F6juGyxCpa6kk0c8PSozS8E4hhWFizXRLh8k4YtoJzuLKj9EPBYW1mDhjW1qK+kTmoYYyf/gJycaihiG8CSs7ivCwU2mMTesmRYnjwInnxIsgXRUCH7J7DU0IefmQ9VM3Hh73/Lhm2X3Ph37PWLGThgz21gqdVM6id5RuOWB95AUUEuTqMEXcvCBdfdjx1mTsCJ+4yFWfMpEFkHmNrAA1x2QbBQjpYIky2SoT3MNHIfUYYlUTKYgpiVj7hVAEPOR+7k6Ri7006QFfkne0/t6XcxFJ/HWlcCBHJ18qGkY9HFXCCPTzD0ti85EOeSwrQkZiRLdWzFccfsh/FjAv36ijPOvRHjx5LBOPeWswRbOkcSOtbnJaDGfnYyERkakcTW6QGQ6dcBDqeNyR8rcQ0w2SShaTCbdZ62aRHTy4AoUcImsaBINkgSx+RJM35N7M4wfrOny1hUfI0EqMWM6lMFZqIkQVQ6DPIZKEfAE0kcDfL4sphMkgFeJE2n42TG8amTe5xcxo3mex2aQcCY4IZADxsA4x5h/Nh5+qXN8GZySkpBdsESiG3mwh+uegznnBDsF8D10HO5eOihh4ZTCxoWx3LJqA6Tecdl3jGdH8y//9oJ4HIKo6a+iTGzelKZkRVNQ2MrigtzGQg2nJYRgGsL14Zhmpj1q1MTMZwEWv3z6Tdxz03npxwJ3Tx3PvBs3H7d2fjlz2eD2FyPP/df/PPOyxMA19IPNw9eEcA1b97DiRmF3p+qhenTp2K33XZP2VQkrTiZQdpeLN09S5IEj8fDwC7+TCCY80ygWDJopiRAMwcoSwbMCECjfdBC38dkNO3LgfASiGqHfLG36SnUsTckJ31xJgMQhqKzlFzAmhbnCYvGyh4SFqfCHZy5VQ3Aet8GB28L+o0NdV0nn50aaYRZ+zxkM5XBR3I4oWgO3P5Rg1cYGe45wTaKVMNsIZbWSsbSEi0tBWwmdpXm8kJwaZAkLqPqaWFm2CqZyGtQDEoFok6q7aUVmgoEKPGwLJF4uKXqjgGPzcshNL4OSegqedOVMkgFB0HxDE/GT+dyr66uxosvvowlS5ZwyUSnhZiMu+yyCwO36NrdedG0KPTadyDHl6ad0TaEAGduhcqHDVjAALlIBSR9Rbcy8M7nyQI+xBJIbkpbHDVszqXrcZpQoypqVm5CXWUtan7YBCOqMU8YZ+TnzbUwYdoKBHNb4Xa3dYCSooS4ngM1orCkVkESYbryACUPwbxs+LIm46vvG/Hnea/ihYevRjSqYp/jrsJz8y7FuFF+fDT/G7S0x3HIvnvg6Ve+wPyFy3HPTeey/vgxZ9+Ckw/fHb/5WRasus+A8EbGnBhIiWK6awqTLda3oq2mHRoRNUQXNGQhauYjrmYhEg0iEs0irA2mwRltNPDMKy/E+B3LMGramGFb1z1dQ39sn/NJn+VAw+uQ0117pWII+QfB7R8+tg0rV1K/LXN/t8515vRLJkzokL87hvnOMwMkOGWIgSIEdlngHlKcpWTw1+w9ug7Q/dcGx5ipvr0ue48+p2cC0/h+bH6Q3d9m39bB5tkSwJmNGCWAKzon0DnxY7UcOTY7L/vB3rfZWZbGvAed8yBJPhmoMyBf8sISPOy6IMgCRJkYS5QyG2dMqswXO23RZpAxuR+7nXY1xKfvkDIY/BMo5nh7WYYJUyfgy7S9GFXAjEC0wnaQSgZ+XXZcJYF8ENwA+cgxsIq8zQiMkFhIDP3tPPP3ePtl/ye15RGJYuato7drXjTqgt5uMiDr370xlcE1IDsdJjsZAbi2cEU0tbRht0PPx5IPHmUXkeraRsw583p88nLXRvb2hwtYCt0RB+6B71dU4ZqLTsLs6eUJgGt8aTFLIjr60L3SptQNFsA10EW2OaCMg2nOQ2QAmcMQo2efz4/CbBPFoSZkKxsgCxrT40uSyDqpBLLRsyhK7D3+t/NatuOJ+axFQr4YnAGZZrKljgv9QJ9zT/tj8p/wUsjG0u4TFi0JulAGV2A7yMrwYvb0dH4jn6eWAKUK6jWvdknuozZp5e7PkqOGamEsLUOF0bySs7TaKiBqFJHNWVrJC/2OdNkLwyVBUtog2d4/mzt2Ml4lE3moMmSVz0qa7lEwA5MgBvvvpTUQ5cbYIY3fQWp+O60XoOaaCrnwICiuofcd2Nz5rllThZdeegkVFSsShuLJ6xPrdq+99sShhx6Sltmoxduh1/8flPj3aWe7dSELyP0NA7f6M8gbiDpLN3DU4o0woisgmmsgiZmxf3VThimWQ/ZPgss1PKj3BEy2N7ahZmU16lfVsoepcc+XtIsAZBXHMWbcUnhzRPj8BHJxqTAlAUZjeYi1Kx2buoKI6VORXVqO7OIQbrzvBcz/ugJxVcOxv90FF566H2BGcdc//ouq9Q24+/qT0B7WcfXtL6BybS27d24/YyyuOW9/WJFNMOq+gxheC8mMDBLARUNZSjSUmfTG9JZCtXJRs87Cmm/DiLXLbKBopWN1JRWY5JExZvtxmLBjOXJKtt6U2sH4/QzVPunaG2teArGRrr1pJhjkUoj5B8HlG6mvzd5nHdAoKZChe+CMJH2EAHOAjIFl9iMBMjEWGQeXSCYHliToAGv0HqHLDqhGwBmBTpxtxfsN9B3EWDIYqMZZaR1gFZ8U4+BcR3og7284/Q72F3lp2cAWP44egB8bHKNiYLJByDAEPwTRDVPygjGtZAkkYWZML5EAQb5PDvPZD2JDmfzBP07zvYLAgC1R6o9nnwCDrlv0fTqx0wj4ItBLBawYRELqbdN9DkiRNJKPmTgby8t840TJ0y1wlelvewTgyrSker/ehUMEcN0zAnD1vrJGtkhfAnUNzdjziIvgsK+IBvirIy9O/J281dw7HkV+ThYzeJ33xKs4/bgDcdKc/Zik5PsVa5EV8jOfi8v/9DfG7CJ/ruRlawG4BqKtEOsgFHBh8hgTpTn1kNGWiG1OHmglZibsWQkCv2hb/myDX0oAUYxGq1GKiEmm4xKTZnKJppKQazoMNC7P7JBlsnuMMwPS6Tn5s57OmycsrrATFtMPxnjC4ijI/m2HzeCrp/Ma+Ty1BKie1fpPIIc/TwGMKEFI9+8GT8EuW5RR4LC0zEgtDOaltRJCe0UXllbnejQED5Mjiq4wM5HPZNEtP3Q1BEkVIATH2yytckje3GHnfcP90b6B3PoeS0ZKXQRonllQCn8zbCSvnct/+fIKvPjiS6iqqkpbNXQd22+/fbH//r9JywqlZEm9/h0oakV6cEvMAXII3Jow7MCt5BOmelSj65hsUbJqup1ASN6GyxYDsBTy55oyJKxZuk40bWhE7apq1K2sQevGZhiaCUvvWXbJ7juSgPzSVhQVLIWS5UEghxJJuWyYJCjhcB7UmARBFOH2e+DJzYWSvT18OdMgSkB7JAxFFuD10hbcmNkZKzO3FnvAGImakCQBbjkGy2yBFVsLU6uHFo7Bao/gX8+8D2/Tpzhw20yuEF3XaQpbuOJFH5658xQGalne0bC8Y1iaITOB9xUmrh1U11ReaxZUombZRjYw7GkhyaUn24fxPy9H+c8nQXElAX89bTzy+aCUALv2Ni2C1Pxu2gkG3VUOMf9AuLYSFu2gFNIQ7DTZD5DqiP1t0u8+BtOI288ExNAjzgAZWBRmQQ+6hvB0WIK9GNuKAWD2a9sLi7Ow+IP8PC3mW0X7JpmeasvOOZutQ2Zovxac92nfDpNt89cA01IY6GXBBZN8+aQAILv4hLdC10dmlmr7GXYPptF1VJJFdj3NfElxvbJjHDsdrz2m6GB6dUgcCZBkybtUtoILkhyERJLsfjAKk499BODKvCZ7u+b5JeezcAHe/rfc872bRhhcva2rkfW7KQFN07HtPqdhwVsPwef1oKJyPciT6/3n70zZora+GXsdeREWvfsIA1iIwXXk6XOx+L1HunSuL7rufuzx89nMDC55+SkBXM55E7Dk9XpQVgKMzW9FtrsZpp7ZYLtzlVFUetTIwvqmPFRskBGLxWAQXZjSWxLMslSpJtVVMsuMSzI5+MUlmhwMS+9lxj3MkqWcBKhp0fUQtUWQRZJ6JS2Jm5YAzcqD6J0Nt7dk5Le3FZUA77gvgdz8FpMIdSwCVPcMuIsP3CKDac7S0nniYXslhFZiadWlZWl1Ll4aZJIcES4a2JKJfE9pZjQ364FmjWKAgRKaBLmfiYdbqsoZGNn0DaTw/7hZvi2dIG0CDwLYAa6CvYYdyLV48Xd4/vkXUVtbk7ao6Jp08MEH4Ve/2is9uBVt4swtbUXa7XUpn4NbwbHDGtxKPnjOkq3gaYtCe0ZNiDxTDBRBJNmit3RQgWcHaGaAVmUtaiuqEW2KwFQp0j4DeUqaMxIVCUXja5AXWAop6Icv14JLbuUGym7yHSuFNxSC7CJ2s8SAL1OgdMnJEORsWFYUltUEgX7nYvLAyxnEkQ+o48PB5UIWYmyyiQakhqbhvntehqZtQH5eVkZl3nmlWFTF/M8q8Pd/PAPZP5axl2nwubmF6rpq4Wqs+d8qtG5q6TDN2cxGJFvMnZCP8TuUYfSMsYNa130qiJ/YRk4Ai9T6IaQuEwyA7p4KqeBAKK6ek8l/YkXX69N1gCvakINWOiwzCpOBVxy4sgxi0xFgRYBKjD3o+kCAFHVNiXXFACfnuZdHwTysGOBFzKV2lmgJIwwwfyrn+sdN1TuuhrY5uwN32cfupMPy7TqBYYnjo2Nl+kvGgmIJhnTM7D8RluCFYbqhaSJ0i8AjYnoJkBQRoowUXy9ibNG11rFpTzbL4p5Xtvm789r+mwMb5IVFbDZi2DreYJkVHvf1csGCG5apwDRINkluWwQOWvYxcvP9viwjAFdfSi2zbc4rSbUpymyr/q91/6b7+r+TYbqHEYniEFTMCef9Cccfvjf2/9XO+PtTr2P1umrccsVpiMVVzHv8FRx/+D6MnbX7b8/Ho3dfgW0mj8cnXyzGbff/G68+fgvWbqiF26Ww5EWKPD701Gtw703nY7sZk1LO5qcIcCUXAA3aivNElBWpKAnVcaDLjkHvTbULggxB9mN9SwFWbXKhrklnCWT9WXryL3M+J2aZz+fFuDFZmDIhiqA3zKWWItGebakle0034BBaYxOgWgVJfmYOYOaAbDzifHOstuEmLepPOQ/3bWNt6yDUPgdJiKUcqiaWQC4+Eoqnq8H3QJxTgqUVrYPheGm1L++RpdX5u3XJB82lQHa1QwL5ZqVfeKdOgunKhS6NATyz4cqa2SWIYiDObbD3QQMtnWSa0SUQjFZYegtgUkffgiV6YQR3hytn+2ExIKZ6JiP5Z599Hq2trWmLhiYEDjvsMOy++25pj1mNNsBg4NaqtNvrUiGQux/cgdKtBtxyToSlLarN0KMrIRmrMpYtGqYMQ5wA2TsJLs/ASaM4uyyOmhUc1GJ+WrFUP63+tm+S4Y0uW43cwAq4C/LhzXXD5w8zM2NLyoHoS06mo4GYBMP0wnLPgMs7gQ14dT0MC3UQpWbIcjLY5kh46Ci5DMkZUDrH/cTjb8LtbcZRR+3Up1PZtLEZl1z8HJ769+2wDB8MMwRRyIIk+W07gvSMCTrucHM7Vi9YhdWfrYQRz0yiyspr21JM2KEcuWPy+3TMIxsNTAkwkKv+f5DbPuk0IcT3r3lmQi7Yn91XRpauJZCSwMo0enGYBoFWUZt5RUA0B62IbSUgDsGk+zoxpWxgyAaEOkCmgS1pDqipsPQ2WHqY3WM5aJYZKMOtyQiQo2MnEC55OwcA49cp5s3lsLXIeF0kYJ/M1alsCDvzwCR5nxxCPBxDuKGNXzeIlUVSQGZjIsESFYiyAlFR4AnK8ARkFtYhiHTcBCzZ0soEMNdRZnye2v4+BmzFbc/S3kxi2MCYSAbychKwRvvmMkoGfpkiTGZqL3DAy+IMOjo+Kt+e6nQE4BrYtp68t3OKzueBlzbOuqWeH6geAbgGr1Z/gnv+dslKFsOZk81NiR/+y6UYN6YIbe0R/Pygc/DSIzdhSnkpXvu/z/HQE68iK+gHmdNfetbR2HHbqQzsItYXJRbV1DXi1GP2xx/OOrpLSf7UAS6nQEiCGPS7MLnURGlWAxSRosS7ejlk0hRF2Y+GaC6q6gKoqgFjdSUbf2ayj76uU1QQwqypQF6IBqpdb34sHFj2Y8VaH5YsD0PXybsg2cOMv+aG/dz4n6dedgQAOGmYTgqmk5zZ2fg/OQCAypfdRjcjx3Q+o3asqTo8np49w4abCXxf66277TQ1AqP6Bcj6upRVdMsDoeBwJvUayIWxtEzD9tKq5F5aam1GLK3Ox2EIbiZHFFxxm1nYufNp+z9IPlhKFgRXCKaUA1OeApd/MhTX1mHInq78qQ2rqgYXmoH4GiCyCla8mnuFKNmAbxIs3zYQlFxompG2rUeiMcbgHcyFfj+ffz6fyRLD4fQsVp/Ph6OPnoOddtopPbgVqYPR8A4UbU3aQ9WlEhvcGrXVgVvJJ0QDZ2LKmvFVkLApoxluYhYYpg+mzGWLsty3QTXz02poQ82qDP20+tJoyAvGJcKXH0DhpGLkleUjx/MpAy1NeKAKgCI1QhRUmHIBJE/X+jRMCYY4Ga7gLHauDOjV4zBM8tyqgyTT/abngxsogOuZZ/+S+DIawBmGC5aRBUEIQRRDCf/NzkfEZIura1G1YBWql27o3rcsaUN23wx5MP4X5SjfeRLc3uHttddzLWy9azDrhrpPIUeIRdsVpNS820PO3zstyBWOxNjkcH/SvoZjvyQVuNJhMdCq42ES0EMPBp44MkECsDiokcy06gnkGPCWY/tyEaDFJqGNdgaqMcClJz8t+2C4VJoDY4zhxeSP6QEiDmpJgOgBBEp6J5CKEcEgMAaUBFPKhiXnQVTyYcGDpuooqn9ohB4ToWsS9LgEXRWhxQXoMYkFtspuF6b8airGzOITBGSEb5phmCTHRIwxWRU5Cgg6M7OncmZm+Wy9GDtvMM/ShLV+yuuOsnD6Wg4bjQB9hYFzyUsCOEu+jiW95oAXgV8c9LIMYo4xOIwDX0IH8OVsNgJwDXjrT+zw7KKhYXDNqxkBuAavVn+ie6ZBUlNzG/JyQj0ODBqb25Brg2FOcRF4Qe+HAr5uwYKBALhmztwGe+zxS05T7vTY2qqObjoE5pB8cRzJFz0DIF9szsPydSKi0ThLdhzsJRgMYPttFIzKb7VTcrp+I5lJrqsJ4stv2xCP9w3Io732xDJzZJqSpCQAM56YydliVNbBYAglJUUoLR2L9z9fhHse+Q874J22nYIb/nAym10jNhyBZLSN1+tlr7/+rgLX3/4YXv/XrSkAYjoQbbDLfDD2T21Fq3sHSvSblN2T/4Oe9Wt487bv8brQE7DawdKqt720VkFs+6HXLK3kA6SOoa6QibwAWWnjMj2nk2mztCwXdQ6DEF0hCLKHzRwawigIwzyNrqd6prb38luf4Nb7nmKr/nz76bjtj4fDrVXAiiyHZWoQ3KMh+qfilfcrcOvf3ubr/Wwb/OWaM9nAat3GWlx16z+g6TqaW9px5okH47D9d+8Ckn/wwQf9YoDRIH7x4sWoqlqHaDQ9sy47OxtHH30Utttu27RtLR6ugdXwDmR9bdqi0eXREBhz68cji+a+hxUQKW1RICP2nmfRuWyxAKJrIhTfuIzqrb9+Wj21VXb9FgWILgnZY3JRMLkIhWVFyC7JSTB445E6WLUvQzb1jJnJAAAgAElEQVTrmJeVZskQpRZIQhSmaxRkd34X7xbu+TgasncGXJ48dhic0aVD12shyvWQpBgjOHS3DAbAlfxdFAxqUjCAkQXLCkImVhoLlkmVMVIdVH1LssVKtG5oykj2SWlo2ePyWNpi6azM6jqTuhpZp3clwEGuD6FEFnRJ6CW4RvftBCV/z4RUvD0cxSGnXM0mhCn2fu89dmCqiXTLnDPmYllFh08hWX/c9Mffs1XrG1tw2O+vxYt/vxGF+YMbONFVJmizrUgmzAAsLhXkUrYYBNOWCRLrioR9AyAT7F2tZL52B0urHZbe3muWVqLPwTAe8sMiAI8DdqnAFpWEzNKYSbZnUnqiQEnpNMFKgA6ZsHPAi/pegmciRN8kyJ4CSLKPgfjLP1qGqv9VMuYWk4anuSVkleZg6j4zUDIp/UQPYwprmg18xWCYES73NpsgWNUQhTZIkpF2YiXdVDbJN+maLYhZEKQgRGaByMEyBvQxxM/2LnPSNtlndvnYn3Onpw7PM0bqY9dPSpglphdPhqRSEkwTZ114P046PIDsUN8A/ubWOJ58PRePP/545o3lJ7LmmcTgSjpXqsEt8fdDIwDXT6SF/chO89xzz8X773/Qr7Oiwc9ll/2RgRCqGmfMBf6g1yoDUOJxeo7Zz3HGaorF4tA0NQkU4waUFOGdDizrabDer5NIszExkIpyZZQVxzFqmMkXezpXAoG2ne7D+FGtfMYqzSKILtQ2hbBgcQStrd1Lx3r6rv58TkBVQUEBdtjhZ5g8ZQoOO/1mPHbXHzGpbAxOuuA2nH3igcgNKpg//3+orq5GIBDArFkz8cGCSrzzyTcYU1KAx++6FOQftGnTRtZ2HA+z5uYmnHba6f05PAbAvfIKB9xSOkxd/k7tYjizhanbdKzTEVLUuWvC/yaJaJ57I/LEr1Mls4KEZms6qiNlrGOV/ntoD52/K8mBQuDpoUGhDn6rFn5jHVxGA6fq8wzr5K35KXQ6zG6H9K4g3Ll58AZUSBbNNgqwBAKvPNDFADTLDdUiQIu5TbNuk2H6Ud+Wj5pGHwvHSCpp/tWdv9ueiU1fH3zlzuWbuo/M1+nYV7ozpusUr6tQKAiKbC8oLMK+x12Jf917JSaXj8Hx596Ci047DDPGy2hf/xYMPYpQ0XZwZ03HLkfdiqfv/yPKy8biuHNuxR/OPBI/mzUZf37gWYSCPlx0+pH4YeVanHX5XXjmgStRUbEc69dvsMEoCzfffDPq6ur71b732GN3TJhQlnYfJSXFmDNnDqZPn9YNuLURJhnKGxvSbq/LpRDy9oPbX9SvYxyuG2vxFmhMtriil7LFcZC9E6G481PKNeGntdL201rRfz+tdGVHAAx5RxVMLkZ+eRGKyovhy/Z161EVa1kFof4lZtxNv1fNcgFiDJLYBnhKIXWTGqmbWYB7Jtz+Djmjc46a3ghRJKCrHaLU9bc12ABX5+u5QewEMwTTIFZXNiQpVaYfaQkz2eKqz1bAiPbkH8j3LrkljJpdivE/K0fe2NS6Hq5t+sd2XMxDr/ZdKLFvbGCDeyeRFJ4kYwzkytmZgVzE3Hrr/S9w2P67oaGpDQeddAUev+dKTJs0rkuxEIB1+bnHYtpE/pmiSPB63PjPfz/FNX9+hL33/gt3oSA3wK75lkG+dMQcUmFaGo475pB+F/Wf/vQXjB9LclhiI5EhO4E3TpoggVecdbXF2VZ9PbMES4u8tNr7xNJK/V07DCkVsPsVLBGR/LjYQ2FeVKbgZ0wtiSSEBPhD52CN7W1lCgJMktj7Z0LJmpnC+mypa8YP7y3Fpu/WwzLS94poEqFk5hhM3XsbZBVkBngytrDaAiP6PQRjPWNKMTYVSR7J+4tkjSIYI5alODL5oN2vYf0fSorNhiRnsUmM/i7p+k8dfUIeAGAaxI6zcOKJN+GYY2bAF2BJI71ewu1RPP/cRjzzzDO93vbHvsEZhUPD4Hq4doTB9WNvWyPn14cSSAalnNfJz3Qh5wBYKgjWAZQlg2b0moAyBzRztuOAGe2DQDOi9HYHkPWFZUadn4DfjcljDJRmN8C1lcgXie20zeQQpk5oZR4K6RaiXreEQ1i4TEd1TWYmyn1oBt1uQj4YpaWl2G23XREzJPxl3vN44eG5bP0nnn8HsiTilztPxwcffIjKylXw+fz4+c93wvgJ5ahtbMet9z+Nx+78A957730sWrQYLS0tie9qa2vFc889D6Objkcm5yHLIk499dRMVh2wdQgwmTrei9mjK1nHOHlp0UfjoyVZiER4slkmC7ESSFaa4wdGhVTkKo0ocNXCYh3v/vnEOd9PLKxAYQmyCvxwucngFYiZXsQMFyKaiDilidsJSs42oujBpgY/flilobq2fYvJeDMps96sk0kb3nvXGWhc9x4UfR2Kxv0SVU0B3HDvS3jlkWuZF8Y/nnmX1dFxh/0a1/zlUZQU5uLiM+agpbUdux92IV579HrM//xz1sbJJ4uuYy+++AIaGpp7c6gp69KgbNddd8XkyZO77IPAuiOPPAITJ5an3X+8fT1MkiUam9J+rivjIeTuC7e/oM/HtzVsyAYisU0w45S2uJHJSjJZDNMDQ5rMgC5TF1CzYlOSn5YOQ6M0r0z2lNk6BGi5/G4UTi1BQVkhiiaXsOQ/utb0tPCQi+8gN/834WmkW27oAg+MkLyjISr+9O2AWFLyNnAHpqdlR+l6KyzUQ5KbICUBXVsS4Eo+cBrIMUmO4YeZ8O3i4B/95uqr6lD11SpsXLw+I9kiTa9TuU/YpRxlO02Cp4+Dvp7qaOTz7kuAg1xvQYl9xwFlYufIWYDkBcgP0TMdcnAy+y04fVNa77RLb8f+e+2Mw/bfFSTfM3WVJYWSj9vhp92Amy8/FdMnj2MseYctpWoWwjEBB550HV577FrkB9tgqGtg6WQZwcEnghuOOnEuHr/nl32utrm3f41zzj4RE8YV9nkfw2HDLiwtsw0Cyfg346XFDdY5BEWv+d8yOHhFLCuJ92vIm8uMQLB09mDkJfLSEkkyTn58CiRKPhRUEL+282IQAOaZDARmQvGP4wmJiXRCC9UrNuL7d5eiZW1jt0VJ190Ju07C9L1nZhQqwyTdWhh6dBkkY3W3EyfECNYNkk6aDPAyQZ65NDMqQFCyILsCkMgmrP/YVq+byfnn3Y6zzt4J07cZ3ettaYNlSzdg3gNr8OCDD/Zp+x/zRqcNEcD1jxGA68fcrEbObTiVQDqgzDk++qwDMOOgGYFlDihGjDF6TVRgzjjjf9M6BI7R3w5YRowzes8w9ETHh/yoSgsMlOa1INvdCFPjoFBv2WWUvhgzsrCuOQ8V60REBkm+SODcxLIQpk+IwSV3lxQpIK6HsHg5sGpNepPpwap/AuHKyycwiWvVpma8/PbnuPfGcxkY8u4nC/HFNz/gvJMPwkcffYTvv/+edTKmTp3KGF9RFbjy1kfw6J2X4IMPPsKiRYt+FADXqMIAfjFpPRQrFbwwxFx8VlGEjbU9s+0ILKHHqCwVhb4w8pQ6+IUWBmo5LK0BqVNBhCenGFnFJXAHLcQNC1FNRkQVmScg1WPnhUDV9lgAq9ZJWLk63O8whgE5j37sJNM2vGTxAowK1WBs2fb4qiKC59+Yjwf/dDYD5N/+eBH+t3AlbrjsVKxYvQG/u+jPmD1jIqOi7bbjNvjNnj/DJ598hoULF6KpqYmV62ABXNOmTcURRxyB0tIxaUsl3raWg1tm+rRF3VUGMW8/uLwDZ6zej+rZIpsS81CLrAK0FZDQvHnWhGVBjWuItsTR0uhG9QoPGqpc0CMDKF9P9tOaXIyC8iIUjC/crMH65gqKyb3q50MJf5JgwtAAUBNkiHIMsq8EopTeX8w0JejiBLgCMyArga4DScOAYZAkpxaSXMcM6YcK4Op8cCTBoVQ0kjKKzLeL+wJuWLIOa75Yhea1jRnLFkNjcjBhpzKM3XZCRsDiFmm4P9Iv6Szd07U4k/vL5BOo5EDyjYWg5AAEdhB4RT5LogcChfLIIdQ3RvGro67Ay49cibJREox4FWBGICq5kDzlOOLMe9HSFkVedhC77zwNZ5/wa0iiLX+T87DzQZfitceuQUGoDaa6GjBo4q3jXjjnhBsYwOXxbD7Zs7vqufymL7dagIvVDUs8JNlhO2B7aTG2t0WAOwetOGBFfxN4JdsyQREiGWHZ0qxEHiKb1NZgqQ0Q9DpIFk3omjBJckhpgXIeLCkISebMTFHQ0krLGaOcGOaB7SEGZ0B253QB5uneu/qrVVj29nfQw91PEBKDc9r+s1C248QeE1yZhFuLQYt8z6TvspQZS5SPPegaJcOQpkLyTrHBePI9pEnQGEQKJxKjEEWeLJnBnEa/rgojAFe/im+zG/++oMNk3lnRMZ0fzL9HAK7Bq9ORPY+UwKCWQGfALBmwcnTxyRJLBzCz1Hoo2kp4jAo2W2SaGgyDBvXUYTeZ3Cr5QTdGAsvoM2ehGzmZvm9oKcSqGg/qm3Qm5UyWafb35OmGXjo6hBmTdAS9bd3vTgxg6UoXllW0dpKK9fcIut+egwNl2GOPPbBqfQPefH8B7px7NhvAv/fZN3jno68w96LjsWDBAixfXgFd11BYWMgALkNw4eo/P4pH/3oJPv30U3z77WI2+Hfqc2tkcJEEc9epjchxbUwpNGoj364vxbLK9Ew8h6WVnWBpNaDAVQcMIEsr+YAEyQPBmw+poBz+bAJIo4hrJC/m7MnuFkH0o6qaAg5IFps5C23wWmD/95xpG1648Bu4FRU7zJ6E+Yur8dq7C3DvjWcygOv/Pl6ENz/8BvfcdCFe+7/5+L+Pv8Kh++2Gh598jSXhXnfRcfjyywXsd1Bf38B+nwMNcNHs9OzZs3HEEYejsDA98yretsYGt+rSFpzumgQxf1+4PJlJMfpf+sNrD5raDi2yAqKxHLLYAVixiZdwHLHWCKKtUWhhlV3jeaqmC+0tuWjYEER7jZQRYJLurB0/rZzSXORP6uqn1d+SSucJSL40GjEdFDfcATJvT08ZoEGYTh5k3plwe9P7sTn3R12vwb+ffgw+fz322XebPh12LKrh4oufw7NJJvN92lHSRpzZJTNml2WFoMe8WPftGlR+shJaODMfSxr0Fs8Yg/E7lDHAcSSNePO10sVjiknbNZ6gZ1GaH/kqafw1e19jn3PPKdU2EueG4iwJUK1hrPA4xuDAs9/lFBfLwn/uOwBZOYUQ3WMQ01w4+aL7sPvO03H+KXvD0mtg6jVsv4IYhKiUYvnqZvj92ahvDuPGO5/EofvthJMP3xkgWb6Uj50PvhyvPXY1CkIRG+CiyaoOltBPB+Aig3JiRWow9QgsPQKQmoB1EajsubcVPURmXm4nCSYALNtE3jaT5/5ZHQuzNKH9ao0Q9Cb2AQVimGIAppwL8pqVZA8DtNKxtJw9mZBgSMWw/LO6yBCTv4+ugT98sBSrPqmAqXbP1g2WZGHavjNQMmX0ZsFsBmyR12p4GUT9h14BW3RcxOIypUlQ/NMhK5SOmHr9dX4/1F+wLHpEYJgEdkWTgC9bzjpAbK8RgKu/d5rut/9dwdBIFB+tG5EoDl6tjux5pASGaQkkZl5aFkMIL4ZkNnI6dGLp7M3E/cV4upSdWMeAMBO6pSBijUKrXoqWeDZjkjleZh1MtGQpZ4c0c3O+Zc5NLi8vgNlTnITF9HHKouTDynVefLOkjbHcBnshlhFJFHfffVe0Ri387ak38dhdl7N+5/Ovf4wfVlbhot8fhlWrVmH9+vWs20M+CdOmTYNmSbjqtn/iibsvw4IFXzH51qZNm1iHgc55awO4yO9rh8kqxgTXpLCsyCttTUsZFnxPJs0dbasLS0uug18cBJYWNQJRgih50W5lo8kshhjIQyhXRNDbAkPveXBH59DQHEDFGgPrNoa3GIA62O2X9p9pG16zZg3C4QimTy3D6nXVuOfR1/Hv+y5jPl7Pvf4pvl+5HjdcegoOOWUurr/0ZGw/czJiMRV7zbkYd809E831m1g7r6urG3CAi0BwSkk84ojDEAqF0hZbvLUSVuPbkM30kgzdNcUGt9JvvyXqYjh8B13b1VgNjOgKaC0roLa3Idocha6SATHTyaRdLMmLptpC1K/2It6WmT4x2U+LWFpFE4vhzereT6u/5aOpMRg1L0PWKlN2pcIHXcmHx0fX5+6/RTe9gGsmXP6J3Q786Nr96KOP4vXXH+3X4UqSB/96ch4zxRdFfUCZC/SbNQxKFguitV7Ahm+bsWHhBmgRAld6rjvZp2DCLpNQttNE+EK+fp3ncN84HeOevWfFGfBBiXYcrEoCqeh9JAFVFFRCoJWlJkzCnQQ4R/ZHP6ye/KZo8hFaBKJ7LKqbyUzcz/ZZnO+FKAUR1bNw/tzHUD6uBFecfxgEkxL72pjZt8CctF2A4GbSRlHKYq+f/s8HWLysErdcfjQskthJudj54Evx+mPXoiBbhRmvgmXUceDN/vFv7QAXE1o6XlaMeSXwxEF4WKKgQcwpLQJTC0PUCXxqhUTJgLaBOWdece8ogqQyCepw2jm37zRhai2ARgxKDRYZxMu5SSwtqVuWVvLvRbM8gKc8rQyx8++qrbEV37+3FBu/XQcraZI6ZT1BQNE2ozDt19sgp2TzDGYmnQ0vh6gthSSSuXzP1w3nuxiwJU+A4p0O2eXvNVDuTETSs2lGYFo02RhnwJdATEQCBEUeQtDbZQTg6m2JZb7+KflDw+AaAbgyr6ORNUdK4EdZAiwlqn0lrPYlEOOrmba/L4tpEd04D5Z/NpSsWZAVSnPhS3eeZo7/WIfU0pFnchmm86AOXl6gGiHPehiGZrPNkplmJvMw2Fifja+/izKQjQNkmw8A6Mt50jYkoSwqKmKMrHHjy3DUObfiP4/ciJKiXJx3zX341S6z8cudt8G3Syrwweff4sA9t2MDo3HjxqE9quOKW/+Bp+67AhUVFYzBtXLlSuZPRTfurQngonKYNdGNKfkrUkMBBBF10bH4bJmHAY4EpmT7BZSEVOQpDch31UGgGcwB8tJKrkeWbih5Ua8VoiGejY2tLgguDyaPlzG6oA1mJ3+wtG1AIP8tP9ZscGHZinC/Ejv72sYGe7tM2/CiJRX49KtlOO3Y/eFxK9j/5Bvw1hNzUVyYh7OvvB+/2XM7/Ha/XXDxjf/AdjOm4PjD92YpuPsccxljKW5YWwligTU0DCyDa/r06cyL68gjD2ftq/PC2Eetq4DG/0K2OjzuUgYK7umQ8/eB4u4qQRvs8h8u+2d+ktE4aio2ob6yFnWVNQgVtCMrrwEed0tm0mBBQlwNoqkmBw1V3rQsAeanFXCjcEoJCsoLUTQpcz+tgSgrlpxZ91IXoFMzA/h/9q4DOo7q7N5p21e9uMi9YONCJ3RCKKGaQCCh48TEgDEBEooDBAg9YFqooRNCye+EFkhCDRAI1aG4V7mrW2W1ddp/vu/tSrvSSlqtVnJBc47OrnbfzLx583bmzX23RN1j4Xa1QpG7ZjcIOc1EOP279Sjd6Wt9BSuMJpLIt64FEiVAKjF+eMvVIsAuoKnaQvXyIKoXBxBpMvnccaJaF4ukyMgbno/R+47D6D3HbveyxWSgqv09HWMCnBIm6oJNFYNtGnFQh4ApkoTFWVUEaCEuEYt7UjHAEX+fCVCV/bmjxDcyWiM2lhuS7GGohcCqgF6C2Ve/gP322hWXnncy5SzCNskjzsCHnyxGcyCIE47YDa1BA2s3NWO3KbvCsGRcet0fsduU0fjFaeSpFYMk52Hf43+N15+5HqUFNix9E2x9C0scEzLF7RXgYvP1BGDFsJMCSC7YEhmGEyBI74kpRHJOp5B1ygRqOWDrQZiRTbAjmyHHKqHYIShSO6iX/TlrH/talgEr1ixM6CWSHhZyPQRLiwC0nj0QU2WI0yBreSAfza4W6uu1a6vZb6txXX2XExQ02TBqv3HY9chpcDg730cT22dgK7Qasr6U02h7A2zxtVMeBdUzGapGkumePRQzbfdk0It+v6kSxxBLHKktVLX7LQ4CXJm2eO/LnUMAVxwmH8jXZ+oHGVy9P1uDa/TYApTsQpHF3S3E3gmGwvD7du6ZwB4bazspQANqI1IHM7AYcvAbBro6UqszqSrJF01KefHuBsU/DaqrJCcPBHyDbV0K1VwCmR5E4jPOyUNxwwTCxjBE7fHQDSnFyywRACC8zAg8E4mZyV5myT5oBJIROJNgkiW/EqXa5/Ni/PjxmDZtKv7z5Qo8/+qH3OdHDivFlRecDNMw8PEXi/Hgn9/C/KtOY7Du3c9WYeHitWhqCWJIaSGOO3Qa7GgjNm3awqDcjgRwURuMqfBivzGVsIxUn7SINAxfrB0GrxxAKXlpqXXwyU2599KiDimrTOknllaDXoKaoBtbmh3c3mx8P96LMRU6XFprRg/rxPjaXOvF0tUR1NV35f+WyS9h+y7DiZR+PyZOnIDp06fjo4Ur8cJr6frwEjz45zfx1B1z4PX68OFn3+DJBe/D53VhbEUxbrviJFD66bJVmzD/iXehGxaiMR1HHLgbDtlnEr7++husWrUSLS2BnHlwUYrinDlzMGPGCWlNcAW4tQpo+BdUpJc3686pUEuPgubILjVp+z673deOrzMNLail5MM1tWhYWwdLN1MMyB1+BSVjQigsqYFMaWcZLJTwFgwUoWGTH4FaDbIiwVvi5+RD4adVmrWfVga777YI94nm1ZAaXuk0iaPbXui+PeFUa6DIXTM72SRZqoDqngaHq7CvVcpofcFWIMCrFZZNrK4AZCWUYm6f0Ya6KWQaFpprA6ivDKG5ykZrDRCqN2HqFmwjPWtacSjM+iDZYtnYIb1mY/S2zh1lf7S+bRHrOSrYMHZc9tfGqBIAFTOqCMBhdhXJ/giwEixv8ZAuDNQFUMV6s14xc3p7HNmVp0rJsAwdiNWK+ikOlh3+b40XM694IWWzB+0zDo/cdDrufvIdrN+0FfdedzLqG4P48YVPIhoTbOrpk0fhnuvPhtdl4413FuKBZz/CpqoGlJfm49RjdsP5PxkPixhcJKeMS+wGFuAihpU4OwkASyJAisAqkNG+AK0IwCKmdQK0ovu3JNPndH6llD/qQ2y/Ed4EM7QRUnQ9JL06Y5CpN+dOyPh0mLEgA26S6mVzeJlY5V14aaXbfrsMkSaOp6akIXZVH7perP9qLZa+uRixlvT2ELQuSY8nHTUV4/ab2OUYnaWI4UpIsWVQpNZujfQ71kcAW8OhuCZDcxblFNjq7lwkrhXi2kkTBYLtJcvt3l5kdJ/M9hoEuHrTu3tX9qxiweBiIqhQVw/I/88OAly9O1GDpbtvgaUr1+P8q+5i0KC0uACPzb+CvVg6Lu98uBBX3/4YnE4H8nwePD7/CgwtL8b9T76ER/70WkrxuT87CReee2LKZ88880xaI+jenB+6+Z1zzjltN8LEDbE329gZywr5YhR68yJIBHSZDW0pVL09Xga6nGMhkVGvb1xGiSzd7YMGJ7HQWsixr6DI6ZlmwjelHIpndzhcFEfd/ZJOipBYg27uXZn/03fkIUXSKJLpKaqKcCQGhyqxpKu1tZWBtECglW/sVPeCggIUFxfxoIsAmA0bNmL16jXYsGEDgkEhgaNERYoa7kuKoqbJmDXrvJ4OvdP3gtqdGb+7qMCHAyZugUeu5+OhY6Rjp8TI6oZ8aMFKyGawf1haCrG0PGgwStEQK2RAqyUs2pQGNVSX4UM9zNoqKQgIz5MeFknS0Bz0Yc0GCZUbQymyyq5WTaXCZ9ZuPdUjF993puh3rhudM5oBJiYiGbQPGTIE/rw86IbJspZAIMBsQk6ji0Th9Xqgqhry8/NRWuzjiHe3FoEebYGph9iImwzam0LiIaSurh61tbVYtmw5v9K5oRHOiy++gLo64TuSzaJpKi66aA7mz78j7aBcABnLBXML6f3SdNd0qCUEbokHoe/CQteWxk0NqF1TjbrVtWipauoWwOArgSLBV2KhqCIAf0F9HCToprX4OVyG5s+D7ZgAb8lUFA4Tfi7bg28T9+WtX0NteRsyUs3xY1IRrPxDoGIzVKm22y5hWIWQXFPhINPvbPQwWXa4xAO6ZUVgmE1QlEAc8MpOltOxGtFgBIG6AFrrg4hFZATrVATqgUAVSatSAdDEuqpbxej9x7MptbeweyZk17K/ZH8qwawicMqKvzKTithVzKBKSP6igE3Ml8Sxt0v9mM/TC+lUlqdjG6wmwdIDgm1EAJdzFCTXJEhaMcsPWX7HsXsRcRtnCSWl+8kMkJEMr7HFgqY5kEcqRwIFyVtKJrN6P/3guT1tkywD6mAbtWymnkuA68ILz8GYkeVtoFWKTFCiSXEn3z8gk7G6YFoRmCUzc01tA6z4+hQHsLo7EcyE1AMwQhtghwnUWsuAPUkPcxr5Sq1kU0iNAsOkqWEFCmJQNTUrAE2kIe4C+KZ2SkPs6XiXf7AEaz5YATPaNTPMNzQPkw6fguG7jkgLPHEASXgjbAK20Ai5m4TIjvWhNjClIQLYcomQkO1hSbC9hLdXJC5xJAAwgksvvR5zL95rMEWxH07UmQRwdfi1DcT/f24YZHD1w+n87m7ygqvuxgH7TMU5pxyFW//wZxQV5OGCc2Z0apDjzp7HcfKHH7Qnrp//FJwOB6655Cz2bqHZ/8Ry+Y0P4YhD9sZPZxyWsg2avT/I+Zc+NfSHtXvg3htmwabZHtnJprk0E0Q3e5od41hmSlhSxOdEKSYvA4m+owFBfGCbPMDt+NlADn771BhdrCzki2thty6CHF2bU/litm3DXjGhzZBiX0OR0kuP6HAMKx+Se3c4PSP6o2m63GbHQTwVTP6M25TYaDEdkUgYoRBJKoWskj4jz6NZs2b1uc6vvvpqyjZ6BmNotjN5lY7/iwElLTRgKdO+gR8rOfmHaP2q1UqT4AjpQ2GHA92ypTrBLWkeEiugnv4AACAASURBVFOrovDvNKaWIewYhYhSjqg6pI1dl6i1ANps5Lnq4XdtgkJJPElLeghKgmF7EIgORyBC8eXxaabk9TrUr2PfTQcMpn/uba9B1+tkU6Zjd0k90o77SvzfBkw6NAa7FEVlr7iEz55IkyTDXQINxWw4gboEdFEaoSO6TDwMsXTGAUX18/UyJg9H0K7gGWzq62xMHl9OOumkPvftK6+8Aj/72c86bYfBraZlwNZ/QJXSgZoSdPduAtzqRt7R5wpuBxtIgCE1q6pRX1mL2pXVCDeReXT3ErR0VZcdCgqHR1A4pAluN8kW2x+c+CFTluAqcMOV52ZvJsVBehBi8ubDdoyHwzMhJyzeXDQrT5I0fAo1+HHcdzLeNyUZujYOKDoc0EmqtAEyM30IMEhcExK/KxuGqcByTIHTO2mbHZsIg9FhWpSA2RL37aLfavYtRf0m2BhEa20LIgEy1qbfv4xAvYpgg4TmLRbMKJlkm5CY7iRB1iT4yvMwYs8KVEwphySZcY+quJF6m4l6sj8VgVbCx4qZ4gMu+8u+jbb1mmasGYhWscQNCsndCJwiKR7ddm1YKiXvEeAV91bjC77M41yJWU8SLGa8CZCQWPdifYVvfyRvtAkY4n8I9KJJCw1nnnk6FDq3fVhuuu1RjBk7Pi4XJNDKxQBcR7ZVtrtoZ2ltjrO01vUbS4vqyNYc9KcNg2nJkK0GaCAALdprJmBHGaLqLOjVtSXY3Ipl7yzG5q82wOqCeUl9pHSXIZh8+FQUDu/MqmJgK7IFdpSALZrczvx8U/KsKZVAchKwNbRXdc/2fGezXsJPmJhdhhGAaQXw619f12eA66EHKvHwww9nU6Wdep0zii6OA+7x+fPE7bSfX58fBLh26n41oAdnWham/+DneP9v9zJ765ula/DkC//AfTelJiisWbcFp8+5EZ+8/hAUWcaSFZW48uY/4o1nb0+p74o1G3H2xbfgg5fug9uVOtNOANf5Y57DrhXZxRUv3WTij5+Pwf1XpgJniQoI0rr4S7y3eZCQ+Ewhfm8bOEbgF9OlFUf8M3oVYJjNQBmBYnEALf6eZuAS4Blti5buALJ0gNpAnWCWL0YbYLYsghwkYGnbyhfpBhWL1MOOfAMV1V02g2E6AOcecPpoQLX9MGwG6rzlcj+JgaMRbkK0+h04W9+FpDdw0hP9SmyoiCnj4LSV+INh3/ZuQYMlu2H5JwG+sVDyx0JxiQFZunMpgM8NsPVVUOy6jGYcaabRkkdDcU+A5iwe7CO9OGUMFGz9HErrJ3GGJz0kqfzASzHphntPOIr3G7BBLvXPSONiSI1vpgW36DpOdVJLDt9pwa1kP626tbWoXV4FM2rA1EnS3YuT20VR1aOgdGwIhWV1cDiibAzvynPBk+8Rs/RprrH00GPIQ6E4x8PhHr5d/Mb4Ia7hP1BDX7CvET/YKx5Iaj4M1xQoebvBim2BZKyGjDAn3RHDM8FwgU3G+yFYpg1DHgOHjzwnt63UNeHbZZqNgBSAJLdAUYTpcndLu7d8vBx5V8KCZeoINVLQQJClgAmMhJhA0aCEWMiG3hqFZERY+kP7ojKufBd8xV5hQr9dy/76/nvYllswo00A9VFmZ6lsWC7GqzYsNiEfAVklRh19R+AVTco6eeKWwCoJKsv7AWJvqSzroz7Ok7wdxqLbcuyZSRsLllYrjND6OEurEjJ7aeWepUVgIIFallII0zESluSDZAagRpdCk4jt1vsLbTYyxI7tUltZg+XvLkHDGgoGSF8H8s8b+b0x2PXwaXB5Uy1k+JoYrYUdWQbFrhE2IBku5H9rojAObFUM2D0/w+q1BWRZVitMqxW2HYQkByHLdH2kCVsbgxLFTFuz9+VOK9w2JvMvbB1kcPX+bA2ukbYFGpsDOOjEi7H430/xILa6ditOPf8G/OflP6SUr6ppwBE//TV/XlSYh83V9TjqtMux5P2nU8pd8tv7see0CTj3J0d32l9/A1y5P8VJQFkCPKMHwWQQrY1J5mS2mGCWOWDHmWP8nkAySQBjzDRLMMoUonMnPqf1iYHWDgTkimWW8BXQm+LpiyYBCalSj0zbLhfyRYq3N0PfQLHXdTlbZlgqLHVXuPxTtxuqdKZttK3LCaNjC2ZgPezAWkita6BHquAwl0ImGUTSEpNHQJUKoWbo19Px2HjgKDlguYbB8k2A7B8LJW9MRp4TsWgjjPBKKGYlFLnn/kiyCBPFgGMCHJ4xg/0iy45G/SNa9x600Jed/Ppo0G74DoWzeN9+H/AysNO0GHLjWzxz3rlvEbi1N9SSw3Y6cIv9tOqT/LQqO/tpZXl621cj5p5DhrfUj7JdhqBkjBv+oq3QrEooSnqPpo775OuwPA6adwI0R0Gfq5TNBkLhCE+W0f2QUlSNujehRJezvEsiuZdnODNiQkY+vP4i9ha0jU2QbAKMKPVLg02G0FYYtr6Z0+coYZIl8e6pcLiHZFOtPq2TTvbH121idplNsNEEmcGuMD+0UvCKYKXRA6x4z0l7bHQd/45rJB6SLWZ0xGBEOiYtEgtIgR4GYkEbejAMMxzhCQ96YPSV+eEvzYfm6toIu08HvlOt3O43xSAVN73wnpIYvBITpcSk4nEgpe/ZGnumSiFi2hhtU7JiTcDUKiAXHQmHO7/bidMdsRnbWVpbYIY2xL20qrKSAmZy/Axo0YSbcyTgHAE4h7NpvBxZDDW6nj21slkSMkS28PCO4vtkbydi6fq/4Zt1WPbWYkQa00vyqW7Ewp14+K6YcOAuKVYhtL5Ok9cEbFmbuw3a6HiMLMm08wSw5R7d7/f5TNs44VtoWcTOagVAYBaBWiZfm9IxXAcBrkxbt/flflo4d2CpW3EVxl8aBwGu3p+twTXStkBdQxO+/+NL24CqmvpG/OCUyzoBV7Tyzfc+izc/+AJTJo7GkpXreHvJQNiyVetx7iW3MRvM4+5sVr/jAVy57jQJcCw+EEoAZcksMwbCBFBGs3PtQJmQYybLMskcmGfuWI7ZQZbJnxHYJvwPEgvfGIOVkFqXQI6ujifPiG97Q5ZKTV+cFjfizFxjwSaYrd9AsVZ0ydphTwB5PJx5e243N+Fc94hcbK/N4yUagNmyhgEtKbAcstnKnjUxyQNY6zql0ulSMWR5GLQOoFdPdUphaTGg1T1Lq+P2mEUUXAnJWAlVooFMz7OnhkmA5y5weHeBqg0GXPR0jnr6nuW2tW9Ci3zTCWSm37aRdwRcxSJFtD8W9lVq/AZK0ztpJdQEnBqefaGVHNpnD8D+qH8228zGT6u3+yHZIUsTRxSjdEI5ysaVI39IQRuDkhmT7NGyWsz4Z+DRwsCy7YOtTeDfHz3QDcTS1NKKuVffh5VrN/LuiFW+/15TEAtthVX3CjRVhuSfio31Kq656xUOSmhqCeH8s2fgxB9+D7bRxN5iT7z4PuoamvGbOUfCjq2EbWyNG5mTJN6DDz8PQXEM7VNfp3b9/ve/z/Vk8IrZYlFYJDejJD+W+5HXYELuF/enYiatkP2RqTqtx5pxkhjaNHkgfJgUzYCikoyRvJl6vl5yPUi0FjWgR8g0O/0EAv/WYwR20bhAhxEKQXNIyCvzwF+a1+sH94HoF7neB09Yxo3RhR9WfHxmk5STgD4ae4lXYk4J0IqYgTT+EmMwnsCUNcjEtuL/20GPZCYVvReecl9BaX4v7bXPcE6AXHIcHE5vrg91wLcnWFpBGKF1sMObIMUqIVvBfmZpFcByjoHiroDsHglOQwwsgRT6GqrVDJom6+3CMkS4YXv3gEwhTL2UISbvj9pkxX+WYfW/l3Xrt+Uu8mLyD6dixLRRbdcm6jtGrBlmeBlka0NGE4OJfRND27Q8sB27QvOM3eb3VQFokRWCALQkKcHQIjArM3/CQYCrtz058/KnFszlZ8KEufxAvf5f4wOZV3IHKynZiamtHaziO2p1dd3A7keehy/++QiDUivXbgJ5cr234O60h7R+Uw1aQ2F8unApPl24hA3pE8vF1/wBe06fgJ/99Ji06w4CXP3RS3pgmZH8qBPLzAFL9sCgQZ1ZD4W8S0i+SANnHlArFGYNyBTbLAbY/Fn8NeUoJEWkL3p2g5I3FYqzpO3G2dOsFjNJWpdDMb7tcgaKE7AwAg7f7lAd/v5owB1ym20srdYNsFvWQm5dBSm8AQqnTbU/AOmSF5ZVA82uSjlOU/LBkkfByeW7X/rC0kreMktUw1tgEbBqb87o4ZrYBoY0DIprAhyuod+JB66ezkeuvqe0UaPuH9Biq4SMi37fxBCxTZiWBDP/h3AVTunTg3+6uvb0gMfglvd70IoP2eaD8L60dbufVhXqyE9rRTUizeGs/LS6qwdFxsuajNKJQ1E6vgzl44fATZ5a3QBRDHAGiT25klO2MlmEpKUMsnM8NHd6k+NMtpNpmSdf/Ce+WrQKf7j5Yrz94Zd4/uV38fS98xhAigbWQQkuhFqwB2566N/w+7y4bPYpWL56A35xxb08yUb+c4f/5NeoqWvEGT86FFfPPQF2dDksoyqeMidq8szz/0Vj3eJMq5W23KdfhfDsUzfHTdUp9c/KWdofPVyTnxa3v6RAVi0omsX3zEzALgK69HAMsbAO2+yauWfT9i0ZsQCBoAYUyYK/yA1f4Y4R6sDG5wm4noGqOFhl0/hF+LMmWFUi2U+AVPTHTHqWAwq2Ff0vUv2EhyEtyeboPY1teupMzF7d+hXk1s+hyAR60nXXiP9ZMJxToJQdt8MxV1NZWonEwy39zNJSYTlGsbxT9YyE4irja4QRroYVWAwlvDgOJGYGDCefu1zIEJO3F2oNsd/WpoXrUtJvO/aXkgllmHTEFJSMLON+x8AWAYXhZVDMtb0EtmiCwsmKCId34ja7pwpAK8beWSQ7lKRQXHIo5Ia9mWBve+aceycuuHDfQZP5ni44WXx/CgFc28BkfkHTIMCVxekaXKWrFjhr7i048+QjcMwPvofHnnsdlRurceu88xCJxvDwM6/izJOPRFlJAZsO06CRfLquvPkRXDnndDacp4WSGGde2jV7i8oMAlzbXx+kKGRDcsGADtmqg4LmeCR3oq5icBcP5RYfsmePAL2Ev4kAw0z4YGjDYTvGQHaWQ1UIXGsPAGhnm8X9zcjrDBr0yAaoxjedot7brYFlGHapSFh0k6H4d29pY2nFAjCb10IKrhYsLUOwtNItpuSCjhAc5tqU25QlOaHLY+GyxbxkuqUzS2scFFdh1slqht7KD9SyuRJqJnJEqpmdB1sl1sj2Y3a9s/U8IxaC2fwZVLsREhTYZhgwW2EbzZwIahedAGfBxJwBiwLcWgil+f2umVveA6AVH7jNBuJ9Ocf84BqKoGZltQC1cuynlagbAVpOvxNluwxFydgylE8cyg/DvWHc0TVFjzXBCK+GYq7J+KFJxMiPgeoZD4ezc9pyX9oved3ZV9yFU44/BEcdug8HKBww4yJ8+vrDPAZhJnLrOjicDlx1x6sYUlaMX80+FYHWIPY74Zf48p8Pw+12o6GxBS//80PU1Nbj6otPgh1dCkvflAJwPfvCR3BIlTj1hNFZVb2qJoTLb/oWLzzVPtmX1YYyXIlNoW0FFnuQ2VA1weyS5e5lpyJhTWfpYk+kWeFZpEAP0q1eg9ujwulWBIOsp5UzPI6uihFQ1WYDkST74zEHp/URmyruk5pgVDFQRcCUeKWxhnhPTPh2f6rtKVCIf3+BNRwEJFlBwGyBrTcDVogBL929+w4RrNHO0loPO0Kg1jrIVmv/srTkAlgu8uGsgOodDVkREmYOAwqsBIKLoMQ25ECGOA2qd2RWMsSO/bt+Qx2Wv7sY9atqOVQg3UIJuBV7jcauR0yFJ88rgDo9Aj20DLKxCqqSuaySmbckMdeIsTVpQMHSdkP4aBzQIrkhJZNH+GecLaDVsc0GGVx9vNh2s/rJ+XO3icn8S4MAV/+d1O/ilr9evBqzr5yPwgLBkHn0jssxqqIcgdYQ9jt+Dl564ibsMm4EHnr6Fbzw6nuIRmO47Ben4vSTDm9rLmJv7TFtAn5+Wnr2FhUcBLi2594lwSTgg6pot0Cx66HYwawqTACKiTxYcilUaMwq4sSlLsz/yZRc1/yQnUFoKo2oFdgJ4CzOLKH/DbsAljQamloCKO3yTJJoCi+zhI8ZmbCK1MDErCv1WVVVoSipkqtMZ2LDkSiI7ZjnHzjZQDtLayN7acmBlWlZWukBKhVRSYFmrkgxj6cHlxgZLEtuKCyLEUs7S2s4LN/4XnlpdddJxENVJRBbybHVmTAO+AFaGQvNPRGac9v4/mTV8bfRShQUoscMuFziQa6rpatylhkF9HqEgy2QrRY4pAbYoXX8wGXYbqB4Bpx5o/sMcjG41fAllBYCtzoP1Bls9x4IrXj/HQrcGnA/rYlDUDq2HCWjS/ka1xtQK+21gvpPeDOs6BooILZFz/5cDI1bHljaBDhZtph7z6YZM6/GjZf/HLtPHc/V/uEZV+CJ+VeiYlgp/89poWYQqzfU4qyL78TuU6icjcMPnIafHH+QMKCXZCz4+/tYuWYjfnPxSUB0cRzgavci3NEAruRzyDJGTkFTeJ5J0WwoCoFdXcmwbBgxg9lcXckWO/cRie0R6B6raG6CvkDTWZTU1tX1vHvZH92f4wwqkv2RR1qb7E/YLRCTim0XaL9x9pX4vJ1NRfVMZlVto8tvn3ZL/nKxSDPynEHAaIIdqoQd3QSYIT52038w1IK9GGAh0KDjeIUmnYOhMPy+gZPtt7O0qmCGN0KKrIekEyPboAzWPrVH2usTe2kRS2sk4BoJxTMCqqs8RXbN7KbmxTmSIe4JyTcFmqswJ3Jsaq8N367H8rcXIVTf9ZiapOUTDpuEiQdP5v2yjUdwKWRjOVSld8b7hqmxpYPm3ZXTkzMd52Z78toBrTADWrbdCkkOQZajbYbw2W67u/UGAa7+aFWxzZMI4NoGy8vNgwyubdDsO/cu6eGnsSmA4sKufRcikRjLE0uK8rNqjATA5XZkl4wXjtl45ItxuO/KIyHFE0fEbKL4a3+fVfUGV4q3AJmGG1BgIQLZqmagKzvfAhp4e2HJ5ZDhhkqD4i4lcRJiig9w6VDVli7PhWF7YUfc0GJhBs3akjOTzf9JXkADoILJgHcUbvnjm3jj/a+5m8z6yfdx3qkHwwg1wNaDsMnUX/NB8ZRB0rx44i9vs1/L1XN/yg9Q9ABxwszfYlNVHbweF4YPKcVj8y9HUYE/ZcBZWVmZdgDam05Fg4TRo0fDIhP+FjKHT7C0Al2ytNJvX0JEckGxSAqYamCqUzKaVMqm8rlmaSXXhWeno/Uww6sgW+szMkFl81OpDLJjwoBIoHpzbrbXsq/86yPc+oc/c/XIn+iO314Ap6Mz2NBduY8+X4Tr7nwSra0hHLH/aNx84VRY4Q2AGWAmgSGX4Lk3w5Ad2V33qW78UBSqxDnH+NOCW/zI7DsYWtH3dghwi4DbrRsbULumGnWraxGoboKpW7C7innPogO1+WmNTPLTKm/308pik92uwrLF0CpmCiiU6JcBU4d/syiF7BgPzdPuFZOLuh139jzcfvVsTJs8ljdHANfdN1zEHqCJhfrV39/6D/717y9x4g8PxCPP/h0jhhXjnutmApYBxVUqAK61m3D1L0+HEVkHO/ot5KTJmx0Z4Eq95pJ5tICfyLtLUU327RKBAqmMESFb1BELx7qVLYrtx8drFFqgqZAdLpbvmboDsB2QbA2SokJmoEqwq4TsLx6o0+ZPFZf9dfCn2t7T/nLRlztug64fx549D5u2JMYVRXj05jNR7G6EHVzKDFpJ9gHeXQDfbvjf8jrcMP/plNTydz5ciKtvfwxOpwN5Pg8en38Fhpb3D6NSsLRCMMJJiYf9ztLKj7O0RrSxtJLBfJ48C1XlRIZoqUPYZkPLn5pRQE6mfYLquOrjFVj53lKYka6DdJx5bkw+eipG7jaa75Wx4ApI+hKoMqWcZi6tFMAWXYsnc0JsfwFb7YBWMA5odU44zLSNsi1Hj4BzL5qPORftk+0meL2HH1yHhx56qE/b2BlXPjFv23hwvTIIcO2M3WnnP6aLLroIzXWVfbro+ooqcN/ddwBmlPXcMGOARYM0eh83cI1/Rqau9L1E5awoJCvKZWldmBHAps+EZxEP5hk0awfKvuuAWbt80YjLF5sgJ7F+etNjTckDUyoBJD9UKFDZ2LzzjVuXfbBcgKo1dUp4S+zPtN0wY344IsEUdlJbfQjg8g6HVHoAvtlg4uLfPYt/PPM7tARacdRZ12PhS7+FI7IK9tavgVgT4CyCVLw3jpj7Kmrqm3HGjINw9eyjYTUvBdV7wfsbccqJR0JWXTj30rtw4lH74pTDxsEMrIUVI5BMw7pNDXj0zkt60ySdyq6vB1544g5IoUooZE6cwQNmuh2S75ZtbYRqN6R8rUv5sGWSGpbFEw/HQM0fmxMWSPKODCPGAzTFWAlFpgjunhfTcsFMmMir3TORet7ad6NENKZjz6N+gf/74/WYOHYEfnLB73D1L8/EPrtNSmmA7sqRp+KxZ12Fx++6AvvtuQtCTZVwowpWaBWgNwBkig3g9DnP4MSDs5uYSFQm5twd55w8vdPJGcjkxmx7xkD7aZVNHIoS9tMaCneeOydMgkyPXY82Q2fZ4qpeyhZHQXWPh+Ys6dM9PlHPc355Ky44ewYO2GcqP/R977gL8fKTN2P4kJKUQznurHm4Zd7PmMEVjUVx8Em/wlPz52LyaA/gHIq//eMzBriuueQsnrSIklQ6Rr6Pwn9wZwG4khuF5Ens2UVSRmL5KTYUrTOzyzJt6BECNg1YJiUAypwCyH9W0qtFjDnwZ0QVcxf64Sv2Q3U6YVEAiJUHCfmQ5QIGqPvKKsy0r+6o5Qj4+Mtr/8Ypx3+f4UMKZ6JxxamHD4Ud+Ap2tBZQvZA9u+D6R5fipTcXYnTFELzx59tFiAGA48/5DS6bfSrbhFw//yme2PgNTczpLTBiLbDNEGwzijN/cmzaSYXetN1Nv7seY4YaLPnrX5bWiDhLa2QKSytRV5EInpAhfgsltnG7kiEmt2kkFMGydxZhwxeV3fptFY0pYb+topEl0MNrIOtLoUjhXgFb7bJxArZ8Of/9ZZNw2Jv+lUlZuv5YFsnTXbAtLyR4cdll1/P1qC9AHl2rHnhg52UNZdK26crMyNs2DK7XWnbeczFoMp9tbxxcr60FknMK0sVxJ98sCdSitCMCwmwGytrfi890BsHoOwGU0Ws7UCa+i0Ki9eyIeGU5nh1nmSUzy9psT3ews9V/8kWVQMYOtHZD8sBwalCdTekBLG5hJ/RYPhyRCJSOKYCKG5J/PKTyg/Hkq1+jur4F11x8GgOYF1x9Py6ZeTQmlcdg130GO1QDuIoglx2AreZwvPLOQlTXNeKaC46DtXUhnyfJPRTwjoSkevHTObfh/DOOwmHTvLBqPwaC6xkEWLu5BQ8/8SJ+f0Z2hryRmI1zH45iwf3n96lvcNvZW+GwRPIYSQ9tqDAc5TDyj4K7/OA+eWl1Vzn2xQlvghUlOWJtRlInSsq05JFQWI6YmwfjPjXgDrQyScuv+f3jbbP6ZMrtcmo446QjUo6iu3J3P7oA1bUNuOPaC3gdy4jADq0Agothx6rFRAADXI/jzov8GFqSnRTtr+8FEHNOx9kn75FSN5KeGP7vw1m094CCOJmc5nY/rSrUrSWT+CpOvTJ1MoTOZAuZlRF+Wi720yodV4byCUOg9tJPK7M9ZV6Kf8uRql4FQtDWDcsFS50Ih2ciVK1zknLmNQAeeOplZpX/9rJz8NXiVfj17x7G23+Zz1LxZG/QS357P/aaPhFn//gwNDW34KCTLsebz16N4SVOQM3Dgn99hVVrtzDAxX2ckiRDlZCiBHIFdxiAq1vZH+kTyUSdUvzakv4Ek4olgDaxq+heoENWo1DUMGRFgiLTZzYigTBa6wIIN4Xj/kA9dXAJilNFXnke8sryQWzDtgdQMx+2nQdFLoCiOLa733Vv+mB/lU0eo9LD+U8v+B1mn3UCDtlzKMzGD2BHawDZBTVvCoJWBVZuaMINdz+P15/+HWyjhccbZ148H5+8di8UWcGSFZW48pYn8PoTl8NsXggrvAqSSXI4Gz+ZdQ+evr4CLmd2ibhXPVCFi2afgTEjCnPWHMLjTYUl58VZWiOhEgNUdaUFZ9pM1psXQQ5R+nZf0xD3hOKnUCTqo7lPhW3Y3IDl7yxC3Yqarv22ZAnD9xiJiYdNhsNZDylGwBaZr/csEU+cCPbYkkdAdk1mO4dcAcu5SDjsa2cRYBaB6h5YBGhJXiiyn6XSCfuRvu5jcP2uW+B4f5zBFefwtqUo9vP/fx8EuAa75WALDGwL9AiUJeLB6TXBLEtimTHDjNgQDI7Ra5x9xiyzOJOMWWZJgBmXjUCihJ3thGUm5IvkiZAsX+yaet3VWSJ2WLJ8kTw9RAKgWMgPLObwQHU1QUG7V1Ty9vjh2CiAGtGhkjl2YlG9kPInQS4/FL9/4h2UFOZh1mlHMsD1u/tewB67jsEJB46AXftf2KENgOKGXLQ7pOI9+WFoZeVmXHP+cbDqP4Ed2wrZMwKv/y+KB577ANMmjcLvrzoHcmQLrNoPgUAln9PtAeAyJQdiMKGaayEpLthaPiTNDzgKoHsPhKf84JwNgDqeV8H6oFS2zMyq2QAVhYBjIjT3mH4ZZA7sFWLg9/bex//Di6/8G4/e+Wve+T/e+wyffLkYN105K6Uy3ZWbeentqGto4j9aLv3FKTjtuH1hNn8KKbQSsEimaPULwEUPOEbeD+As2nO7Of80sG+pa0HtmirUr6lDQ2UdLJ3kOZk/dPTYE0jq5ZDhLfWjLMd+Wj3uu5cFiGkSC66BRLJFNGXEKhCyxWJIjnFweARDNJuFDOLPu/xOkE8RAV2/v+Z8HHbgHp28QZesXIdbAqLAwwAAIABJREFU7n0WMV1HLBbF6cfthdOO3wMwwzj5l89hc3UTguEoe3f95ZHrUZDnEzKgSB2syCK88MICOAfQZF4AVYmEv+S0Pyke2kJG6sRijZupk9SvTfYXT/vj8Ja4PxUxljkBMLO0P+rjdF5NsxGQWiDJLVAUgxnTgfoWBGpboIcyYxATsEXgrL80D55CX1sSGj0MESPMsnwwTT9UhR6+BROxL2yLbPpRf62TbkzY9hmN8cwIbBiQKPmSLRRkHitYZCKvhyApGv718To88MxbPK64/TczIem10Ovegt26CLKsQPFNhVy4P9ZWy7jkhifx96fmQYo1oKpJxpFn3Yr/vDQfRYX52FzdgKNOn4clb98Nq/lzWDRJYYh01FNn3btdAFwMaLGXVgXgGgXFPQKqe0i3YIWQIW6BFVjS9zREdShsz/ScyxCT+xed/01LNmLZ24sQrAl02fVoUmPc9ydhzN5eDt4hf9JMvA/bxsfkuycPh+KaxBOD2V5jE9vrj4TD3v7uGNCiuSPLB8vysERXAFqCEbqzXDd62y7bqvxx/m3D4HojkJ7BVb+1GT6Pu0ev2UR70fiBbGVczs6KELqu1De2oLwkd6B9JudpkMGVSSsNltnhW6Dj4IgOqEsQzTLioFmSLDPOOCNZZoJdxq8kIUyRZQoAjVlmzFSjCHMhy+wLyyz38sViQMpLkS+SR1TM4YXiCjBlO91Cg0bDzIMclaBR5BMtqgdS/mTI5Yfglj++heFDijHz1B/wVzfe9yJGV5Tj7GOnw25cCLt1k2gH/2jIxftiwdvfYiXN9l94PKyGL2BH6iB7R2F9azGWrmvBfU++husv+Qn2n5wHu+ZD2K1ruU23JcBF7WTKfkTcw+CwlkPRXJDVRMQ5EHPuCkf5Cf3ibcQPwKFVkHTy7WnJyLfHoFlHZaKIrNZ8O/xveVsdwFsffIFX/vkRHrr9Mq7CP9/7DK+/8wkevPXSlCp1V458jn5x5vE44cj9sWbdFpw067d47elbMLJMgd3wBmSjtl8ALgFuHQFn0e7bHNwaED8tRYKsKSgcID+tXPdJPdYKnfy5zBUZpaDS/gW7oAKKazw0V3nWDyhbG1uQn+ftsZ80Ngfgd9uQo3H/OJpp1goAJY/TeqEVQFZSB7uGHsbTj98ONz7DQfsK8/pslstvXIQ/PzlPEPtsAqrak/4IrJLaWFVJaX8JYIpfRfIfJRQnG6f3tz9VQnpkms2w7BbISjMsI4hgQzMCNSRzywzYlRQZ3mIfA11Ob2cWs0lgl+liKaMs5UNR6MG17wEJ2Zyrjuskj7s6jcF47BRmZr9tRYQ1BrH0efKRWPvxSUieiIxwCi29wtYhySokxY+oXI5jL3ojwXvAK/edgAKvBclRig0NHixd24T7nngV1196GvafXgqz5WuYgW8gkw+XazjkggOwts6DS254Bq8/+WtYkWpIjkLc8tCbeOs/SzBll1FYsmI9H9aHC26A3RQHuJjBte0ArnaWlh+WawwU1wgo3lFQVHe3gMyOJENM7kt0H1nzyQosf6cHv60CN3Y9eijKRjRBlRo4rCHTRQRKlENixlZZj9fEtGNm2xb+slZywiF5aIXbDOHjWHmm1ep1OQbAmaEls9yQ/mSZpJX+nHqg9bpigyu0tcAx/ou2SWv8M/Bgyn43bK7BhfPuwbqN1fz5j487BNdddi5UNT3z8r9fLGb298aqOg7EI2/aW+adB5/XzRM7t93/PN784AveFnkXXvSzk3DsD743IMc6CHANSDMP7mRnbIGuALJOkk3bagPMiFmWYJwJllmCadZRlhn3LosDZW2yTLpJ0s3KpoFwExSrNp6+2C5xyMSsmM5Hx/RFNQ7ExTQfJFcEqtz1jJhu+YGoA45YK7OXpLwJkMoPwSMLPkdMt3DJrBP5lP/qxsdw2H5Tcfyhk2EH1gBGC2CExMNP4TQseOtbweC6cAbslpWwY02QnMWQvCOZCfX4i2+iqqYB1553MOzaDzndkGZqBxLgSk08nMCJhxYNGuv/BlUSs7aJRZfLoJafAs2d25kKwYCohhlZBdXa3E1qV3tdhIn8MMjOCdBcQ/s867gz/oZ7c0xffL0c8x/5C7NSaHnx1fewdOU63HjFz1M20105YnDNPvN49jmihaQyc2b+CId8bzqijYshN70JGdGcMrgsW4ORfySchdOzGqD3po3SlU3x02LpYTUiLWFYMbNLOUk2+5RVGTRTz9LD8WUoGzfwflrZ1LurdYRssVbIFq2NGf3maVvC+DgBaPdvCi3XsWkRlPDXAmyXKVlXJMwZcjGUwv079bmnnnoK/3jt8T431XMvvAZJiif5xn1h0rGq+ryjftpA4ndhWUEYZhOigWqEm+sRbQ7AJq1QjwsxExX447JFuUNicWJ1erA1TQ22mceTWkLKqPT5fkD175JVZUZgEUBlEQglPFjZw5U/E2AVA1NWOA5chSGZkbh9QtxaQqLXuP1EJhplYtVpRYB7HKqaVEiyG7atY0iRxtdUSfZDcg1hGe3jz/8TVbWNuHbu8bAjJPOvY4m4bBuQ8nbH2honLrnhKbz+5OWwgqsArRiyoxgbaqJoDZv49H9L8emXS/DobTNhN30KK7yGGYy0DCSDixlaxNQilpaTEg9H9sjSau8XFkQa4iLIwW+g2LmQIU6D4iRANfcyxOSfQywSw9J3F2H9Z+TLmh6wogmOIVPcGLuPhfyCYMbXT9qPYMWWQHJOhuYa1qvj6ZRwaAUhKbT//k04TG6fdkBLZYaWbXugMKAl/ML6ykDr8dI0WKDXLXC0/8Jer5OLFf4VeDhlM7OvuAs+rwu3zvsFquq24qfn38C2BScceUCn3RGANf3wWbj45yfj/LNPQDgSxamzb8CPjzsUPz/tGPz1jQ9wx4Mv4F/P38lBYYnwpff/di887r5ZKmRy7IMAVyatNFhmsAUGoAV6xTIzozCNCMxII4zgMqjhb6FQChvI+J95x0l/9L8pBott34nP6I9uhmTuTumLCjxQYMOUVU5Y1FSSUqX3B6GERSvqhlM3IHuHQSrdH5+sCOH2P76Ov/3xaoTDURxxxrVY8OClGFnmxvMvv4tJo/Kwx3iSyvkg+8ZgwZtfCwbXnBNhh6tRU7cVDQETu06ZAt1yYO5vH8a+08di1gm7wK79CHaQ2AL9z+ASiYceWHmTAN9YKHlj27y0yHTVrF4AVa9M6RWG7YRU+iM488bntLcYeggxMmo2VkBVhAl5T4th+2GpE+D07tKrwVlP2/0ufx9oDWG/4+fg7b/chaFlRZh9xXwcd8T++NHRB2Ht+i34578/x0Uzf9Qm6UpX7v4nXkJ13VbcfNUs1NQ1YsbMq/HegnvaZrui9Z9ADX6EM+f8MSceXGectC/Mgh/CWSDSqgZqIeCDTH9rVlahfkD9tIZCpeS5LGV6A9U+vdmPkA1VAvpqKGjISLZI5uUGCiBplPA1rl/Pva7rMOr+BS26HKyZk1Q+PE4OdE6Hs/T7/br/3rTl9lo28VCs60HUrVuN0NYqqFoobpfQPdhFoJ4jLlv0FrXLFtMdq/DtUmCZeezbRVJGSWr/vaSAVqRfsiKwyBfQisImCSD9xUOEyANVhAkRgyocZ6sTYEVAVRIwxUBVcqBQP50FSQFkNzO1oPgZaLVtC5LiQG2zgvoWCVMm7wrdUjH32oew727jMevUQ/DBJ5+hubkJxx08GpLVCsk9GpXVNn55/ZN4/ckrYVOSIbH6neVQnSX4ZtlmXHnL47jigh/h8L2HwGr5HHZkMzhkqZ8BrhSWlnM0yw4FS8uT8TUvVzJEEw7Yalk8DXFKTkDTTHpGY9VWLH93MWqWVcGm2d4OC01yeEtsjN7LxJCxBlzuzCXbAtgqhOSYzMnSmdwzOycchiDJBGjF2hhamRxXX8q0AVqmQzC0QP5ZBGaJfrEz3Q/70k7b87pH+fvmB5ztsb0V+GPbqi2BIPY/4SI898C12H2qeI655b4/o7p2K+6/5ZeddkGA1t5Hn8+MLRoH03L17Y9DVWSe+H3o6Vfw6lsf47Wnb+VQDmKHHXPmVXjrxfmdwmuyrX936w0CXP3Rqn3cZiQag6ooXVICE5snrwxNVaFpYkA5uHw3WyBBMddblkIOfgtZ3wJZMkRIZdvSIbY89UsGw2gwaNoqTKUCtmssbKUYkrkaDmk9QDObEGXYoywOlJEsxjBL4UAeVN9w2K5yXPuHN/Dfr9YgGtVx+vF745KzD+PZzZ/86mmcdNgEnP6DUeyTcfI172BzTbPwaxlSiBdvm4HGxlacds3f+WIYjRmYPqkC98w7CV67DmhYCDtS2y8m8+0srQpYvvGQ88ZCzRvTaXBA4JZe9x60sKDcJhbBkjkM7uK9s5YGdey9CXNmO7YKaoYPtm3pPu6JcLhyyyL7bv66Uo/6hVfexT2PLoDP68H40cPxh5suZo+CDz79BnPm3YMl7z/NK3RVjgYQF1x1NxqaWrjcheec2DYwoP9Zglr3Ps6ZeV6fAa6Icw+c/rNr4SqcMiAD3DY/rdVVqFtTi63r6vvPT6ssr91Pa5TwRNnZB/Ek74sFE7LF9D6JHX+jFCphyhVQXeOYxdlfviqxSAvMmpegmZtTr4vk2+g7BK6S7+305yeX18dAYws2fLsWTZvXw5Nvwl9ixqVVXYFdEiRFgrfYC19JHpyedtmiTWCTZbI/lXCRprEBscpJNmXDjMkwYxIkIwqFJX8hyHZIgFcJYKoTSNWTKX4uWyPTbcU91WSnkKzSJB2xutRCrKtTcfoVf4fTqSEaNTB98kjc89sz4HNKuOfJ1zmV+d6rDme56O1PfYM3/7seW5uCqBhSgGvPm4YDp+TjoVc24i9vruZxyaU/PwanH78He4raoWWw9a1iTNQPAFcbS0sb3p546BaM7Ex/z/0hQ7S90+DwjRwwnzc6hs3LN2H524sR2NLcqVMQg9dVAJSNbcbQCTqKh/t70T4yTNsPm4Gt0d3aS7QnHLbCtIjBT3JDArQMyLLNoFZ/L+kSDgU7yzVg56O/j/G7tv0j/LMh8RWXXSP5yjsQ/7+dBHCRbQZNuhLDqrS4gE/Bs399C6+99TEWPPq7tKeExsOPP/8GM7Z2GTcSv3/oBTx6x68xecIoBrTOnHsLSory2ZrjzX9/Do/biduunj0gp3cQ4BqQZs5sJzTYuPneP7GvCy3nnXEcJ710XCKRGC6+9j58s3QNgqEIfjX7VMw647hO5W699VbWfvdloRvovHnzUm4U/e1T0Zf6ftfX5Ujn0CbYrYshh5dBkdqN5HvTNjSoMuUiGO7deULegZV8825b4gAZfWIRyCWPhcM3HQp7UQGtwRAURYbboYjZT/qzyeyfZoUFC0lW4vKSuITTNkKQLIMHpk2tJgO8fpcFO7oVVvNKTlC0jVYG2Co3NeLhJ57Db07sbGiY6XFe8HgMLzx4RRJLaxwUl0jGSTdwZFZKw/+gBd5JSaIkcEx37wVn2eEZzfj1VD8ayOnRrTDDqyBblVDknj0jBGOjBJJjAhyUjjQQo6yeDmQn/T4a05mKTebZ3S3dlSOfo4J88sURRtXJC/2GT5sxHTfPyn6k/OVyHZHCc/HzC+b1a19gP60N9ahdW4O61TUIVDfD1C3YRt/uO8ntQQ/uJDcpGlWM0vHlKBtXjrzyrn+nO2m348NiqXKUzNpXQzbXZ3RtoPVYtqhMgMM7AarD3y9NFAlsBOr+BhVxb8b4XkzbAavoGLgKpmT8wNkvFdwBNprM4mZj3g312LRoPRrW1sJfZom/YgOq0+BJLFm2AAKfJEv8wYKi2nB4VDg9SpxJJX6L7dYF4j6ebGXAYkACQ3UJZtSGbEQgmxEokh7fxg7QeG1VTFxTZU5GlJxlkFwjAK0Eja0yMzzz3IRHheOeXnF7iDiYZ5OUUfVRA7GPqhWt4jFLxHQiqOehpKRcSC31BtjhStgxmnQjwFm0a0KimG2LXf9YDS74xbkYNXKk8NJyV0Dxju4VSyux75Q0xODXUGzy7ex5PNGx7tQ/TLhheykNcWBkiMl1oONY89lKLH9rMYxwasgS3R+ceTLKRjcjv7QBRcOFN10m4B+H79geWNqucHjGpQW2BKBlwrICDGhJBGgprXEwi3572Z7pzNdLn3BIgJazV0Bn5nscLDnQLXC4/xcDvUve37uBx9r2SwngZ869GZ/8/UHk+YW9wYK/v4+H//Qa3ltwd9r6kVz7ipsewe67jgcFLB2w9xTMv24O+3gSVkHfRaJRrFlfxQqd+266GEccvNeAHOsgwDUgzZzZTgiwmnvNffjHn38Pmuk/6rTL8b+3HmM2S/Ly9odfMqr64G2XgZIOjj97Ht79v7sxpKwopdycOXMQeKWuTxHrjaNbcfEpF0F1qlAdChSHBtWpQNFUKI74Z/ReS7yn7zQuq/L3mijnVKA6NR5cJJaOQFkmN6TMWnKwFKc2xQIwWhZDDn0FxaYbc+8fOgm8iVle6M4KOB3NfP7SnSebTKylCmje6VAdeRmfgHSyTB58UwpS3OOjTTYRN+8nU/81a1fj6otPy3g/XRVc8N76jNgfVIdoy1pI9X/jQX/yomtjoQ09Baqa+jvNpnIEbsSCK6AYK6HIqQ+KXW3PMJ2w1F3iJvL9r2vP5rgG1+ldC5x9eueJjd5tATj8hz/GzJkze7tat+W3mZ/W+KFw+0Uq3OAimH56eL2QLdp1GcoW6WEuH7ZjPByeCTlvS75GNq2C3PIe3TWIjxifzDBhWC5IZSfD6R/1nTh9Hf2pUu5zCdkfS/5EIA39tRmpxw3UWQJIIIwZRmt9PUINTYgFddiSBtXvg+b3w5FHYyww2JU80KP7J0m1NJcDmktjRkBvFg4sMAXYJekxyEYYsqSDBFw71MKyRQ8kLZ/DDxL+cAxusf+XTihWnJHOAw/2kSNAAUaTALhIokmzfAoxwzywOZzAySmNNrPhaB9O2OQ/Jztx5hl9H5fc9oeXMWGyYD1mMy5ulyEuhhJeEp/o7D3rzoICSx064DLE5D5m6AaWvvstKv+7JsVvixJFNZ+M0jEBFJbWwem0UFBRBE++R5zHbhYGtiwHLG0KNM8EaFr72E0AWjpMKwCLAC0pwdACg1oDCmiZyQmHBGhpWfeJHep3+x2s7GH+WUmMrQSTq/9f3wu0+2EmGFwfvHQfs65o6Y7BlZA0Pn3vPOyz+yRmbF1y3QMYM2II7r7hItz96AJ8u3QNnrz7KmamPbvgLdz58It4+cmbMXFsRb+f5UGAq9+bOPMdPPH8G6iua8Q1l5zFK5GU5ZLzfsxUv+Tlihsfxp7TJuL0kw7njy+6+l7MOOpA/PD7+6SUI4BLf6kFJWS8mcVSr2/FpmG1mH1Uqolyp01Jkrjo04wXe3CIgYL4LBGlHf9MlgTQxYBZHCRzEkBGgJgA0Oi9+D/+Pf3PYJnKAEsCZONtaBroRkdL8kBgkGUmzlK7fHEZ5NC3kGOb44Ph3nUIYnRFLDdUZwyKwwVZy+808OKERRRDcU+HwzW0dzvYzkvHwk2wahdANWtTamrAD6n8VDi9fTteNmsOb4YVXQUF1RlFWPOMuzwCsmsCHK6yrAbC23mzD1ZvO2gBZi4GhZ9WHflprayCFTVh6iRVzl0F6YHcmecSJvHjylA+fufz08pda4ktGXoUsdDKOCCePvm24z6FbHEoFOd4ONzDc3rdYMZIcAMU8uMiT0gjANtoYvBGl4dALftRzgM4ct2mie11aaBO91WS/JGBOoFThvCiSnhVUdIfASP0PScpkz+VFRZeVfSa5EclScneVN3/mOhBP1DbgpZqSl4k5pbMoIri8UErKITDr0Ej1pYk7AR4TMTjLZWBLhpT9Rboom1YtsLsLiNiAeS3aYSh2LGsxhH9da662i6NSSApDApCIrY3yRYlcf7If1RywKagAtkFW3YBkovBKga5oo2wwyuE9IxCDGTaBgFOMiylDFLhYXB4hA1AchLnQB9jcn9lBn9gBRBcBCW2kUHJbBbT1mC5J0HyToXqHTgZYse6NtU0Yfl7i1G9eEtbwij1acWlomxcK4rKazicwFPoQUFFIRzuzomiHbcpQjgmQ/NOZsaWALRibYCWLG8PCYeUcpjHYNbgpE42PXjHW+dQ/8+2CcD1fuDJtsZK58F1873Psl9sOg+ujz5fhPOvvAsfvXo/CvMFM/xPf30LDzz5Ej7/xyMcokRYxVUXnc7fkUpt2g9+hut+dS5+OuOwfj9JgwBXvzdx5jv4/YMvoKQwr01ueOPdz2D3qRMw46jU9IIb7nqa6YMkTaTlujufxPgxFTjnlKNSdjZgAFfmh5hZyY5AmRhBtIFoKeCZBAF8EWjGgJhgijFA5lQhE2imJrHLiIHWETCLg20CMFOhJMWh7kwsMyFf3Aw7SKyupb2WL7IUz3YCShCKHIXNyUJFkCUaRLYPnQ3LDcm5OxzesTl9eMqs8+S+FJso174OLbo0ZeMkvbGLjmWPo74seqwFemgVFHMVFDmVfp9uu4JWXwA4JvS7gXRfjmtw3R23BQbST8sX99MqGVuOku+In1Yue4aQNDfADK/OWNJM+xeyxXHQfBOhae2sW/L2dLucPV67qVzHJCSqCw2SFTsMr7oVttEIu3UlbF3IuHTyuBkyo1uPm1y2DW0rGajqBFpZetw4XZiot6X90Xs7Fk/6S5iph2ETQJUwV2evFFtIBNtAq96zpHtzvOQMEGkNo7WuBcGtwVSTbZL8Oz1Q8wsZKNb8GoNQJC4jUMDhITaXI60sOtM6kBSefR5jNuyYCVkPQ7ajUDowyDLdXqblhCuNLNxpbGpt8cdCS2JXSQKgSgBVCdAKsoNZVRK1DQFY8VdOfqb3xPDqAFAlxnzUVyJbv4bc9E58rNTujEPIvuEYC7nkODhcmTPWMz3e3pRjUDkWhNFCaYh9lSF6YHv32CYyxORjpravWrkZy99ZguZNjQlDIqguFSVjQigZWg2JgGTYnCJaMLwIXaWIJrZL1ztTmQDFPYmlvZZNaaVxdpayrRIOvUkJh2RZsPN7Sfamb3+Xyh7in7lNAK4PAk+lNPMvLr8Tfp+HjeMpwf60C29sS1GkoKVzLrmN/bSO/cH3sLm6npVmF5wzA+efPQORSBRzfnMv8nwePHT7ZSAM4+3/LMRzD1yDEcPK8NYHX+JXNzzIQU3Dyov7/fQOAlz93sSZ74DSCoYPKcHMnx7NK910z58wasSQTsAV0QhPn3MjJo0fCfJ5Wby8klO5Tjrm4JSd7bAAV+ZNlnHJzsyyDiwzJp4J9hn5vSRAMwGYxYEvYprR/8wwE+wyBtKS5JrEKKPyCaCNv6OZ0zYmW9dss4wPpo8FhXyxFUZgcdKAKPOBuW67YcthqEoTCGyxVQF08aAxfpw0mLAdU+H0Te5XD6A+NkWPq7Ppd8PHUFs/SvEsIeq+4T0IrtIDsj4+ISNYA8RWQpGaM5IZ8cOFQsDWBGi9kIL2eKCDBb7zLdDmp7Um7qdV089+WhPIT2sI8sryB2UXOeh9fD2JbIIdWw3VrmFPpp4WGyosaSgUz1QEwg5cfM0fsHLtRl6NvDL236szeL9xSy1+c+tj0A0DTS2tOP+sGTj52IOxbNV6nHvJbbwueYMe+4M9cNtlx0CKLIcdWgeYrQxKPP1GExTvLj0CaN3VnR6Azz333DYZO6wYLGJIkeSPk/5I/heLeyyR/C8igCkzCinOqBKfEcOFHag6AFU5pCb2dBKy+J6Ov3VrAK21AURb6Xg7bESmhDsnHIWF0PK8cPodkFULqmZlLVvsWE2691tkTRADrBj5doWhmFFmDaW3Q0gCpehuascBqgRQJbtZ+kdJiMRMS2ZTEaNKgFTxPxprEKClEONKSxlf5ZK9z+zVrQuhNL+fdkLQcE4SIJdz4K0BdiYZYnLfojZf+8VqLHtzEYyQYKApbhXFI8MoGVYLRQpxKBJ5b5Ekke4fXck4qY/ppgOWMhJwlEJWDMhKaNskHFoO2CYlHHqgyARmDSYcZnHp22lXOch/7oCYync0sf9PQAQjJZb1m2ow+8r52LSljj+ie/v1v5rJnsjNLUEcMOMiXHvp2Tj9R0JB9ub7X7CMMTFuOPKQvfHLWSejvLSIxwf3PvZX/OPdT7nsqIpynHvq0Tj+yP0H5DwOAlwD0syZ7eThZ15FTDdYlkgLIZ2HHbgHTjgylcGVGEBSND0xuU6dfT3+eMevscfUCSk7GgS4Mmv3rEp1Icdk+KqDRFNS5DhgFpdlJskzBWAmALF2H7OEFDMh00z1NCMALd0grrcDuzb5YmA55OAiyExp75lBRIdo2C6Ykg5N3cozxDSzayt+QC2C7BADDpHoNxHOvN12SJo1D26blkBt+geLL9sXCTHnVDiHHJfVcbFRdKQWZmQlVGsT5AxM5EV89RDIzgnQ3MOzBtWy6uuDK+2ULZDw06om6WFlDWpXVCPaEmGfE9vK3QM+pVuR/LBs0jCWHpaNHzLop9WPPUr4+K2EYhJwTilf3SycMlcGybELnvrr5/h6yXr84eZfgnw+n3/5XZC3RseFZmVphvey2adixZqNOO/yO/H+X+9B5cZqnvE9cJ9p7A162CmX4uXHrsT4ompYoeWA3sRg0p9e+gaO6Dd9aoFXP5Lwp0fmxcEqAqqEB1UyoyrBqurTjrbzlUkm3FLXjEBNC8xYF/5YssqAkZpfAC3fD1eeA04fmdCDxxy9lS0K5lRiSVjVi/u9ZSgwYhpgKpBtlWV9kkKeVQREOfg9A1MEYDFIRcBVHKiixztm6rdPAmbjP5XrU8bjgPrPoLZ+LMZHVD8O2bEZaNFdU6GWHpvi45TrOiS2156GmAsZogOWexdI3mlQvSO2i/Q9Au2WvrsIlR+vghk1WYpYVBFG8bB6aGqwLalSdTtQWFEIb4E3RT1A41AaK1k8YtMAJR+q0wO6BynKQCccOmFbXkgg7yxzwI31AAAgAElEQVSRcDjI0OqvX8aOv90D/edsk4P4OPCntPutqW+Ez+OG15MZeF/X0MR4REfPcNo4B6ZsbWbQayCXQYBrIFu7h319snAJbrv/OfztsRs5peuIn/4af33sdxg5vBzPv/wOe3ElQCzSslJS3bN/exvv/GchXnr8xk6zGIMA13Z0cnuqSgIwo3JdyDHbPM1YlpnwMVOgJMsz475l7GNG4JmaFAYQ9zBr8zZjaacIArBsC2a4muWL7aak7QPZdMaahu2EIQGaUt/m9cDGq3C2yRcBDYY8Cg7fHlA1T0+tsF19HwlshlT3FyhI9bbRlaFQy0+BloU0wdAj/PApG8uhKpklXBqWF5Y6EU7fpKwAte2qUQcrs01bQPhpheN+WnWoXVHFgFbu/bQUuPKc7KdVQn5aE4bytWgw3XNgTj/LFmNNQrZorula+kwpXOpwSM6JOP83T+DHxx6Eow7dF6YFHDDjYnz6+sOdJG1X3vwIhpQVs0UCSRb2O34OFv7rUbhc7Ym2jc0BHHTixfjgb3ehUF4Nu/UrQG8kFw48+9JXcES/xSk/yC7NsapexxUPBvDCQ+cNTGNu53shrCUairA/V7ChNVW22LHu5EelOKD48uAoKoKvzAdXvgOqQgy2ZNyKwoAU9q8ig3WbbAjYv0p4WrG0j9+LzyT6TiaPL/qMvFYkmKYK28qDhHwoSiHfu3bU3z9dN6NbF0KNLIUEYqjZsM2gSFO0TejuPaGWHNFvIJeQIbaK0KA+yhB12w+JEq+3QRpidz+llvoW9tuq+naTYGcNi6F4eAOcjgDAALZY3AUeFAwvhNPrEmAWTa6SLxr1VzKBp65IYJKWD0V19LspfHvCoRsWAVqSDwoDWoMJh9v5pXO7qt7+/rP4EkzQ+UC+/jfw5+2qHXJZmUGAK5et2cdtEcp5ze1P4OMvFyMajeGMk47Apb84hbdKLK2TjzmEjeUpevOQk3/JMgBKLrj96tmdEhRpnUGAq48nZEdfvTvz/7gcMwGaCc8yMqnV4PABBfnV8LlXQZODbHhOHh6c6CNLkMgnQBGvnB7kcsPh2ApFjvFgQshBaQhIg+kijuc25VHQfLtDc5Vwq24PM7PdnV49FoFZswCqviGlGDHXpLIfw+kf3aveQQPUWGg97NgqqKjPSD5EZtCWTDHhE6A5i7b7NutVg+zAhU0KBIgZKQ/06Q6nu3IEDHg97j754WTahOynVduC2tVVqFtTi63r62HpJiy9Zwlbpvug37vikMF+WrsMQenYchSPLBmcsc64AfunIF93wptZtqjYVZ3DK/hBsIIZXCfO+j1uvPws7DaFrm0yjj7zOjxx15WoGFaWUrlVlZtw5kU3Y/cpgjF++MF7phjGUkoSRYvT2IXGMHqkHqh/DVKsZhDgyvlpbpf9EemytTGEYH0Q0WAUFichOjgtzrQ0WJQaZ2kw6L2tMgBFkkBPWT5KdylB4XA3VEcMqkpG6vGnLHG37hNIYFkC8LLMfNh2HlSlALLs2CaTNTRxrOsGMw26W2hsTUwEkuUkFjYjD20COKjHhB2m+3mNALmI1e7ZB2rJYTn1l+ssQ4xm1YOS0xBl3yQ4HOTFRqDl9rFUr9qCZe8uQUtVM/LLYyiu2Aq3qzkF2KJO6CsrgH9YCSRVY5aWpNhQVJvPBwc2kMyV+leSXUauj7AN0BpMOMx1036nt7ef/4y4RDHRDMSVTTBk6bP++f+TwHM7bbsPAlzb4amlhx+6sZLRa1cL0QH9Xk+3D1kJgKsvh7hlZD3OP/Y8pmQLVjbRshMMbSFjYePW3Cla+lLdwXVz1AI0g6Y4VRSUNiLfvwFurVaY7orxbvLol3QOUPMK4C2MQJGD7QPiBMAmqzDhQ1gfgcbGXRAL5rclZJKhP6dnJnzM2P9M432T11kiPIBYZ8mgWGVlJdavX9+nQRoNWA87rHOSB5vx178DLfy/lNa0bA1m/hFwFu3eK7BJjzbCCK+CalVmaCIv0ijhGA/NPbpPx5hNd0gYMWez7s66TkI688q/PmKWLS377TUFd1x7Phya2mZk3V05emAiWTmZcBLDhZZ7bySfo13bvIQSbX/bbbf1qo91bHfq20WeQnx/90NRv7oGgUE/rZ21a2Z0XCxbDK2GbKyCKjW3r9MGcE3C8TNvwe1X/wxTJ41gJs4Pz7wOd183C5PGV0BSiJEgHohfe+u/+Nd7n+HEow/CI8++hpHDynDP7+a2gbXfLF2DJSsq8fCfXmM2emlxPqKNi6A0vwnJjg0yuNKesSTj9LiJOhuoEyOKPancIt0vbqaeeE+yP3ovK+2SP8NQsHFRFdZ/sQHRZjLIp7FbfPzG7+PjuKR6UBjPkKnDMHLPChRWkKSwBZLcDIVIMXLuBne0b9OkFEMfLNMPRSmAoggvov6c9CKg6Niz57GvDEluhg8txePzr0BxYapBfGswjBkzr0FN3VYud8Qhe+PWee1MQRp3nzzrWiy4fzZKXRthh9dyUigNgOnx0/AeiI3NQ/sE3tG5out3RUkMUvBbKLFNfUhD3P5kiMndn45z3f/WYsV7S+Bwh1AyohFeL6WukvcWGeKqDGapPje8ZYXwFBIwakOSLTHxKlG7U+uT3paALXdO+xH1VwFoySw3JIaWIlPCIXloKX06zxlduAcLfWdaYF8/JQ0OJHdLcMU+Dzy/07bxIMC1055aYO7cuXyj7MtCXix33XEXjJgOI2bwn5l41U3xv05/8fckd0kuF6XPdfFZRJRN2BcwaCYQsg7g2SBg1pdzlut1yQfBmx9GfmEV8rzrIRlp4uglBbI/H54iE06tK98XGTEUo7ZqBDYuKoUepKldSqES1/XOQQDC9F+Y/4u4cyGpVFHTUof77rgXeWp2Mhdqo02xLXjs/kdTwFlSXvjzNqLA8Xmb3wO3p6SgxZiGpsaJHFfdNuRPN/aP92tJlZFXuhV5+VVQJQL+en5QsOBAS0sFmmsLYETI66Pj2Wz/baR8JX5IqYXj/7Z/2sXvKt3BdFo3ffXjv+D2/aavQhwR73AsbftIt7N4Wa5yVxsVZfj7tOeh7dsu6yfQ+vTNzDNmsgxvoRdDJg1H/sgiHHbOFXjuvmswYexwnHnxLbhs5skYX1yKDd9uhKnr/9/eXYBHdeVtAH/vvePxEMEJSXDqlFJ36u7tUi/t1t3ZllIqX406S43KVpbaVnbrbkhbKkiBCIQg8WSS8Xvv95wzEyMJEWLMvPd5eEKSa+d3JsnMO+f8DzJzBiJpxIAW+11/0amYtNMYPDTv33KV1qsvOAn//WIhnnn1Q7x8/43YtHw9Nq3aBF+NV74YnfnMLIwL5nb5R9ljejF8z5HYf9w+PVdPKzdSTyveySf6Xe6p3jtQ1u8RK7Z61zSu2NowRXEMzrnmKVwy7Ujsuft4+Xt5j2OuwTvP3IKB6WL0jwlNrJqrOXHUtJsx+6YLsfPEXLnIzb7HX4EX5tyMCaObj2oVqzGdeOR+OOKgPSACtmDpl7B6F0V1wNWwsp9c7S+y6p9c6c8qQyq5yp8iRpnYYYq6VLKoevhfw2p/IqwSwaMsoB5ezbK1RWq2FgiJvq7cUIHCJflY/3Nh2/W5tnj4WZwWjJiSg5GTcuBMciGkV8I0q6FqNVDVkAwXumurDw903SGnMqqKmMooQq/GRXm661oi4HrjvS9x8tEHyKcbYjGE4w/fB6dusVS9GLn1vy8W4oQj9kF5pRtHn30zXnz0FlkeRLy5cdt9z8pb+vz1Wciwr4VRuwwIVsiRieG/NipOvXAORgyybtOtXzx9OnKH2WR9085u4jGoQ6yGuCu0hInQ7MK1cSRaZ8/XU/uLPlnx9TKUrPgLqYPKEZcgavQZ0Kx2aHEOaA47rE4FVqcKR5wGu1ME7I3zaMPBlvgZSYZqEVMDO1tNrmXLGgMtMb2WKxz2VN/zvC0FJiWc3ierKC52vxa13cGAK2q7tvcb1nTkR4vluGWqFR7tFfKHg7L60EwUR5X/D4bDMRmGhcT/m3wu/x9ESAZmYh/x/5D81zCCrK1RZnLEWfc9Met92f5xRVEo2uZSkJK+GcnxhdAghpA3fwKmOJPgTBOjD2vaDHQMJR61tQkoW5uKypI0eGrssg5QZ7bNVSWY//qLODBh784c1rBvyAzhw5rPMfvSmQ1fE9Mvkwd7MCRjkVxtq+nm0bOwds146L72i/CLRQWSBgWROqQacXFiiev2jxErQdXWpKJ8fSLcJdrW66h0qcU8qCsCYupu0qAUjJg8Eht8dZj15Ct499lZ8lTz//0RbBYLjt5zEgoWr5ErPg3eaVjL/RZ8BIfdjrNOPBgHnnYt5t5zDUZnD4Nh6Nj1yEvwwby7ESiuQdGva1FbXiP7fvbL92NPc1fEa1ufStNWm/4K5mHYpBE4YOJ+XWl2s2PEqrKOJIesp5WeHa6nJUK6/jTFZZsbGUMnEG96BX0bYfjXQEMJNGsaVPtoPPnSN6is8eL2q8/C0j/W4LpZz+DTf81AIODG0y9/jDOP2xcZmdm4+s5nZFh79slT5UhEUWvrk9cflCssDUhNRGZaiiwoe8IFM/D4rCtlECa2YDAIveRdvPbaG/2+BpccOSVHUImgqn50lSqWc5PBlBJZ6U+EVSKYCq/6J4IpW2MwJYuni+BK7C9qWjVOzW8ttOqJh6Do6+LlRVi7OB9la0rlmzPtbeLvYPzARGRNzsHI3XPkz7kIIwyjBrpRDUWtgab55ciubsgUGm5HjOwSUygNPRGKkghNFaO7eub3zGmXzMTF047BQXvvulUOEdIefuAeOOmo/WRpkFqPF0f+7Sa8/9K9SLWXAdVfQwmI1cYaXU+5YA7m3zEUDnvXpgDe9MRGXDb9TIwcltJeVzX7viFWRLUMguHaEdakCT1m16mbamNnd4UbeQuXwvTnITGtFhaHClE43upQxISAyJRDXdaRtbnscjR/fbgVHoBoA7QUqFq8LJvR1a0x0Gq6wqEYrSpGaan8G9dVWB7XaYFdE07tk1UUf3a/0el73V4OYMC1vfRUjN5nW0GZ4Kj/ngzLRNgVjIRm/sgosmAIhvyaKKIcHmXWOLosEpQ1hG0h6H4xSk2HERKrAracjlk/2iw8RTN2R5nVT19MSquS0xddNlGHorFgummNhzPdAVecWwzab/WRaygOeGoT4CvzwetNQVXVYFSXJUH3hzoy0Ak9EXC5Uk0MH/4zLKZ4R7Zx07VUrCvcGXUV4RcpW9vsSQrSsjxISdsMxehIvQyxjHUCKjYNQHmhs8PvtLd3H/x+9wiIEYOpw9Mwco9cLC1ah7c++gZPzrpKjor6+Nsl+OnX5bj5/FNRuDgPQV8QQ3cajl/XbrHfd0uwcOlKzLrxfEw98wbcfsXfsN+eO8kAeOqZN+LBWy9Gkk/FusX5qCmtgREy+jbgaqinlYSMMZkN9bR6YmRF9/QSz9IVARFaBOryoWIzrPY0VFRruOjmF+DxBmRwde/Np+GgKWPgdldiz5MexJtzL8SYnGwsW12Ge594F8GgDn8wKJcLF//EUuA3zJorV0oSU7zOP/0IXHfJac1uze8pxytzb4DD+10vFJlvY9qfDKLEyA8x9U98FKOqwkFUfVBVv9qfHEGliSmAjaOpRIPaGlXVlX7ojWNEuJi/cDUKfsyDt1yMJm5/E8G2+PkfsXsOBo4aJF/s10+f0/Va6Hp4ZJeiesLTxrqeM7S4mXDNLhF4Na3bZd3mkUgffPojHn/hbew4Nhv33TZ9q+cTq4gddPI1+M/82cjNGtJwj5PFmxIv3Ye0lDgEy76EVvdznwZcQdMFOHP61WqIrT266lftLStaDU/VCtgd1bA5DFlDS4w5U5Tm4avVYYUtLlyoXT7fl/+sgCJGbCV2KdhqqAdnhFc4BMSUQxFoiXqYDLTa/63APXpKYJeEU/pggiLwi3tBTzWpz8/LgKvPu4A30JsCHRllJgKuhsAsEnrJYEyEZPJjJDCTo9DCK5A1BGfNArPGKZ0NA8jamI7ZWl2M3nTp6rXk9MXEyPTF+PrpiwpMiwv2tATEJ9RAQetBjwkbvL4E+EprYQpLMwlVtVko35SGkFesUtT2u83dHXBZXFYMy1qGOGthMwrT4sTGTbuionjrI2lEDZPU4T6kDqyA3VYjlw9vbxMvpqorMlBW6IJXLDDGrd8JNARcU3KxpKAAH3zxEx6743L5Qu+T737G/75aiP+77kIU/7keQa8fA8cNwcJVq/H+5032+/5nfPTVIjx215V47+PvcN8/38CuE3OxoaRC1uR6+6k7YKkIYu2SPLhL3TD03g+4RGgtXtCmZg1A+qhMZOQMRGJ6Uo/Xxul3HR6DNxQM1sEIlMKiBaFqcaioCSIp3gYVYoU4UUA7BBh+Gf4o4gWmHK3kRGWNiaTkVFjElLrIJkIzMbUrMb71+qDi5+b5eQ/DXjYPk8Z2fRrXjGe8eHnu9bImlQyoZFBVX6Mq/BGaLTJ6ygZFjqYSI6nEtMBwvafOTvvb3h8awr5qcyUKF+ejaEkBdH/HRk2Lv/EjJmfL0Vzid0LTLTyyy4eQXgVFqYGqueXIru6sX15ft0vU7DLNhMjIrnAg0dq0NFFIfuoZNzTc5nvzZyMlKVzKYO36zVi2qhCPPvsm7rjmHOy1+8RWu1Wc4+wr78F+e+yEKy44sdk+9QFXRlpyeMrv5g9hDeY37NMbI7iaTkNU4ibA6gyPdutPmyzKL/+5EdLdMIxqBDyFUIJlgC4WJGr7OZItziZHbtUX2TZNDaaaIoOtzowcbrnCYX2g5eDftv70YOG9YKeEkxoe7+FKXI1F5Xvy86XuN6NWnwFX1HYtG9ZbAu2NMhOjPUIiKBOjySIBmBhRFp6mGZmGKT6vn6LZIjCL1DGTx4rwLdisblmL0Wb1dYV6cZSZalNhc6pIHViO5KRiWEXNKU2DJTEecUk1UAyx1HP4PbhIwa3IMuQW+EOJ8JX4EKqtCi9LbnWixjMS1WUZqHPboHubTEONdGp3BlyaXcPA4euR4vqz+bRK1Ypy947YVJDeZtgmp3OkG0gd5kZCUhkUWRy1nU2xwONJRsXGJFQX2+SIHW79U0BMkUgenIqs3XNQ4K7AEy+/i5cfvVW+07bgg6+xfE0hbrnoDFQVlcPvDSBlWCqWr1uPx156Fy/PuSWy31dYvmYdZlz5N/mistrrRVl1Deq8Xlx040P49vVHsOmPYqxfWghPZZ0cHdYbUxRViwox7Thz7GCkR+ppOVhPq38+EHv4rsQL0VCgCtBLoEK8KSFG0nrD06tNveHJtgiHoIgFP0RQpEHXVehqOqyOwdDEKKcObPPnz8fnH7/VgT3b3kX8zZ3/yrtyh6ZB1Zah1TZdJEoPFn298a9iOeq0bFVJh/7+iL9zcenxyNojB9l7jGo1TBHn1fUgdKMKMGugaKJIvdHtRerDo7uc0HWxIqMI4eOb1e0Sj42NJY2jsDPTU6Btkbg9++qH2Li5HDOuObtFL3u8Plx+26PIGTEEt1xxVouVbpsGXOLggLcUesmHsOrF8lw9GXD152mI4TArBN2ogWHUQlE8UFRRj9WAqVdC925G0CNC87bLhYjHmRi1JUZviXDLEHXsZLAVfrOlva0x0IqDobugiMeGHKEVXjWyO+p0tXcP/D4FuiKwY4II0psOg428Vmo4Wc98/rt72/4Wd6WtvXUMA67ekuZ1KNBBgS0DM3HYll8LB2UtC/83TsdsMrosEqaJF9eydpmsedY4JVPWMdPrp2VGiv6HLxpZMbPlyplbNkU8MbE6bHANiIMrNR7JGSE47WXQjI0wNT/s9hJoiqhHJYrKi+Wd46BaE+S76mK0UzBkQ93mKgRramGxuaDaXHIZaJ8/BWWb4lGxwYWQTwR74St3V8B175WzMGBYNTKTl0RW7om0TFFR4x+F4vzsNt/ptrg0pGd7kJqxGap4MdiBTUccKjenozRftKdj76B34LTcpYcERAgUn5aIoTsNg2tIMg6ffhv++8I9GJgxAH+/bQ6m7rMbDt9zN6xYno8vFv6Gi888GgHFxKHn3dR8v713w5H7TEIwEIIz0YmS6ho8+M83MCg9FRefcAQKFq5B6epNCHgC8me9pwKuZvW0ciL1tHqozk0PdQlP24MCYkRO0FcEJVgA1SyDokR+R0V+b9f//oaoURWZkyam/ehKAhRLNmyu7A69EO3BJvDUHRQQhf8LFq1BwU95qCsVb0C1f6AIxMUIzxG7Z2PQmCFt9nX96B0xsksWqVfdULVAtxapF3cr63bpNhiySH2iXJWxtalmJWVVKK2okgshBIIhXH7ro5i8y1hceOZR+Pqn32T9uGOn7oUadx0uuuFBTNl1PK6+6ORWA5EtAy5xH/7aDTBK34fVLOuRgEs3bQg5xkKLnwhL3LAeKcTffu833yMcaPrlCC0ZaKki0PLI0Xty5U3ThB6qghmqQMjjkVP4t7aJepci3LJYLTBE3TsZbIX7s7WtsX5WZFVOwxUJs8IrHDLQ6myPcv++FJiYcHyfFJn/w/1OXza7R6/NgKtHeXlyCvS9QEemZdavgtmi8H/9qpj10zLrV8z0i+maesO0TfHk2JnoQsrQVDgSRUAlllBWoHs9MHzF0L2/wKpuhM1SLsMti2s4LAmjZchlGqJWWiX87vUI1NqgWtJhjUuFHvABug91G/+Ep0bUhRmEik3pCHpNbCrf1C1F5h+feTuGDf2pxcqQfnMw1ubvgEBty2f9IvRIHhpEyqBKuJzi3er2gypTtcFdNQDlRfGoK9O6dWW7vn+ERe8diODWHu9AWlY6Bo0fgv8u+gXPvPMR4l1OjBycibsuOxuaAXy7+A/MfOF1fDTnTjm14r2vF2Le2/9r2G/mpdOAgIGfl6/CA6++iyp3LY4/ZC9cdurR8JbVoejXQtRsrmqowdZtAdcO+0OzqYjPFPW0BiJ9ZAYGDE/rFy+QovdRs/23LBj0Ili3Gqr+FyxqR2oJArqhQVeGwOLMhdUxiKMltoOHgXhuUFNWLUdzrV2Y36lpi8MmZSF7Ui6SBiZvtaX1tZdECCICL1G3S1N9UHugbpeuWwEjCVDqAy+LDDoK1m2EKCxvt9vg9wew0/gcPDLzcsTHOfHwvAVYW7QJj866Akt++0uusNh023ePHTH3/mvx/qc/4IkX3sH6DaWyztypxxyAS84+tmFXv7sQRtkHOPP8md1SZD5rWCoCZjLU+Il9vhpife01MR1VN9wwjTooah1U2Y+RQCsiIUYg66FqKEYVjJAfAY+v3dqiFocFdpeYZixOlgRFS4GiitU0G3uiMdASz5/ECof10w1FoMX6WdvBrxve4lYEJiQc1yc+y9z/6ZPr9sZFGXD1hjKvQYEoE2htWqYY/i3ioLvnvIwPP/tRtvj8047AeaccBk9NHfzVv8Nm/gqn0w8tYReojtF47t8/obSiGjdfuCdCNb/BtGVAteXi1xUluOvxt/Dmw+fAnfclPKV5MEI+mJoT1XVZ+H25jsefeAU7O8d3WfY77yK8M+902NVNzc5hWuJRVDwJ7tItptwogDPZxIBhtUhKKYHSpLB+mzehqPAHk1CxKRWV6x0wgo3TETtdk7fTB3SZppMHtnNj/fa+22mmuG8F0CwWxA+IR0buQCSkJcISb4MvFIRDscDv8SPo9sEQ05B9QVhddmhWFXaxzLnLCn8oCDssCNT54HN7odqs8Ks60tNTYQZDqKvyoLygBJXFFQh4/A3B58znZmOXwIRO9kPj7hWowrhjdsTZ505Dek4m62l1WTJ2DxS/4wO+Uhj+PGh6IVS1/SBfaIV0KwxtFGxxo2CxhWsfcevfAmI0zqbVG1C4KB+lf23q8LRFZ6oLWVNykDNlNCyW9hdhEQpilKCue+RURkURI7tqu71uV3iqmhjZI8K3FDmVUVE0VFXXwmLRkJjQtdVp2+tFf/VqnH78Xph7S2NR+vaO2fL7975YgosvuR4jxh8Ma+L4PlkNsTHQEv3khmmKQEuMzhKrZzYPtOrvXwRbhu4GZD22AEL+APy1jX/T2nKwuWywupyAmghFS4aiWmWw1RhoWbcItLjCYWcfU9y//wuMS2gMy3vzble43+vNy/XqtRhw9So3L0aB6Bb4bXmerF/x31ful8P9p55+PX755BnYbVY59crn80GvWwKHzYKpF7yOzaXVOPP4fXDr36dC9/wqa7vc+fRfePvjXzBiaDo+fO5a6FWLYHjWwAzUyiBBFOFekVeFV19/FwdMHtAlUHGeV94rwQuPntfseAM2+OwHQLGNaTYd3jDFKlHrYFMLYVXdzWt1tXYHCqCbVvj1HEDJitSsab6jzH1aC38iX2v8ltLqfuHvNznBFucKn7+VCzQ7pMXFGm9SFGLesm3NvhD5fptt2OL4LY6tP3Xrq281aX2r52+mEz5Vw5eam7RsQ8sTNt5D657i+7IwtajjEbmQKAIqHtOyrkdDXZHI8XIGV+T/4eVXw30hP4S/Lo6XHyPHyvNGDrniiiu2aQSMOOfkyZNx3nnNH99d+mHhQTEtIKctetcCwTXQzPLI6mVa4+8WOYK1SX0QRYNpqgiZ8YA1CzZnTr8rgB3THbqVxou+zl+Sh8If16Buswg22p+3KKYtDsjOkIXoh4wb2qkpqvXT3HRd1N8UKzKKul2tByhd6zOx8qMFhmGHYooi9SIccUIRq2Y2WWiga+dueZTwOnFq7jaf7t7HP8To0aM7ZbktF226OqYYaWeifoRWsN3wUR4bqgOMysiCQqacai/esNnatFfxZ9Amaj46UqFaUiAWHTJNEUxyhcNt6Useu30KjE04pk9ufKX7/T65bm9clAFXbyjzGhSIEYHnXv0Qm0orcdtVf5MtvuSmh3HVhSdh3KgRDQJy5aVQFardAbz78SJsLi3HrZcdBaPuFyiaC+7gEKwqdOOOh1/FB8/fAtQshOFZBYREwdLwVlBUiSfnvYr7L9ryOaUAACAASURBVB/UJVmf38C5M9djwXNXNxxvQkPQNQWOjP0al6YWoxi8G2H4V0MzN0Ctr0mzlasappiqMxiqIxc2x+BtCiq61DgeRAEKUKCbBUIhP4LeAmjmJlm0W4y0kAXoDfFCVpe1FUXheREeyM0MIaT7oSMBqnUYbE7+LuzmLumx07nLa1CwOA+FP+VB94U6dB3NbsHQ3UbI1RaTB6Z0+u9euG6XjpBeGa7bpdXIUYOa1n7ItvUbFO8aiDpOIuxSIWrGmboVuhEPVUmAponaXeJxu70ONe5Q9zTbqekKh7qon9UQaOkdnjoqgy3dA+jhYEuM3zdMA4E68Xti6/W2VKsFqmMANHs6gEQACVAUrnDY+Z7kEdEiMDrhqD5pyir3h31y3d64KAOu3lDmNSgQIwL3P/ka0lISccGZ4V/Wdz38InaeOEoWcG26iSdHphnEWx98jVX563HLZcfCqF0syrVCc45DfrGOK+94Du8/fxP0ml+heFb0eMAVtI2FdeBxDVMtQsE6BOpWRerQtP8kXy7dLd4ltojpOaM5aiFGHvNsJgWiSUCsIud0hEe4bLmFX9SKldD88Pk8cDk0wPTI3+WAGNVlhaK65MIhYh/TiBSZDlTL0N8alwurbes1m6LJcntuiwhBSvI2oXBxPjav2NBsen2b7VIUOFMcyJoyCjl7jILVbu0SQWPdrhqI0V2K5oamielxYsRsl07Z6kGGrkA3LDD0RChKEjQ1CZoWrtsVTVvjCoeRgvCRFQ6FZ2dNG34H6GLRIC9UJRxA6qEQ/HUB6IHWnyuZpgbDtCCoJ8AaNxLOhKGwytURucJhND3W2JauCeQmHNEnReZXu//btRveDo5iwLUddBJvkQLbi8DsR1/BkIFpOPe0w+Utz3rkJYwYNhBnnzy11Sb8+/0vsDpvHW694njovjUwQ1XQbEOQv8HAVXe8gA9euA6hmqXQPetgCYqlv8M1rLp7BFdQSYM28BTYnKmyRkjQWwgEVkFDBZTIE7it9YF4kqxrI2FxjoHNzhdw28vjlfdJAQqEBapqauXqcqvyi+Tnouj2nru1rANXtKEEt9zzDILBoDxm+pkH4MQjdke124e9T7ijGefs66bimAMHwdTLYepB6KYLr7y5HBtLQts0Yka8yL7tttt6ZJoZHw/NBcTfw8Kf81G4MA/ujdUdWiBFLMSSMjINWbtnY+jE4dsUGDWdPqcb1VDFVEbNI0d2dWvYJep26YBhJME0E2GRKzLatss3qsJTPwNbrHAoisKHp392xU3WxNJ9MEXgaNY1BFvi0RL0B+Gv88PU62uMKhAj2U1DRcBrIOhX4avRYGi5GLHLbnA4HNv088+fUQpEm0BOQvg1U29vee6PevuSvXY9Bly9Rs0LUSD6BZ5+8T9yGW4xLVFs1975JA7cexccc2jzEVz1Egve/0q+oLr18hNhBgpgml4olkHIL/bhyhn/xIcv3AjT8ysCdWKFJy9spg8KjG4NuEKmHUg7DvbEXAT95dC9q6EahdA6UFTZMFXoSjoU2yjYnNv2RD76Hx1sIQUo0F8Fnn/9f/j1j9V47O4r8Ok3S/DqO59j/pybW9yuGJWbEO/CNdNPwV95Rbjwuv/DlwvuQa3Hi72PuxE/vPdIeESX4YfD5oUVZTBDmwHDI2t1vfTq97CrBchMi0xl7ALIP19Zh5eevwem4gIUJxTNKUeOiSnuqhYX/r+iyGAllqaedYGyw4fUVtWiYNEaFPywphPTFjUM2Xk4snbPQeqQAd3SF7LEgeGTUxllkXpVFKoXI5HaakpktRA5TbHp8C8x8kgEMuJj/TTI8D5iKqOuKzB1Fwy5Wp8Y2eXql4+nxoLw/iYrHIrC/S1XOOxwZzfZUQRbphGQbz7CdDcLtoRbwBuQI7cMQ4OhhwOtkNeA7vXJhVcCPgcqS9ORMX5n5OyWu10Ghl1x4zEU6IzAyITD+mQEVz4Drs50E/elAAViVeDHn5fh3sf/hbeeuQtenx+HnHYd3nxmJoYPycSr73wma3HtMnFUA0844FqPW688E0awDIpZCUVLRX6RG1fOmIsPXvwHjMA6GHW/QfeuRShogc3UsXZ9abfU4Hrj2esRSjwA1uRdEfT8BS20CpoqXoi1v4UMOwzLGNhcY2Cxdv3FWvtX4h4UoAAFelZg+g0P4eSj98PU/XdHKKRjr2Mvw08fPA1VbT4n7Ma752JgxgBcO/0UuGs9mHL0pVjy0T/h94uA62os+/IZmBBDYTxAqBpGqDgScPlloPDya9/BphTglGOyutSgjZs9uH7W73jthRsajhfFqcUUcfnRVOX/obgiAZgLUEU4UR+ExUHVXFBUS8MIMIZgHesKMTKotKAEhUvysenP9R2ctgjYExzI2itXTlu0O7vvb2V4pFIQuiHqdtVA1aqhiWl3DXW7xGNXAyCuKVZ5FFMmxddEsCWm1QYiH8XnItyyRfap308HTHF+Eaq5ZKF6VY2PFKpXuiWw65h8416NgZY3ssJhbbsrHHb2GvX7G0ZQ1ktVjJpmwZb4OdN1FV53AJ6KAELeEEJeH3SvH4oppigaCAbjUbYxA6FQOkYfMA6DRg/ZppF8XW0Dj6PA9iAwIuHQPgm4Ct2fbA88XbpHjuDqEhsPogAFWhMQ767edt9z+H7Jn/D7AzjzhENw9UUny11PmX4HTjxiP5xxwsHy8xMumIHijaWo8/gwdHA6XntqBhLsNbh/7nv4+OvlqKiqxdBBAzDj8gMwZaIVeqAYhq8UoaAVxetKMfeZl7a5yPwrr7wCJWkMlEAeNGyGqtQPsW+7f3XxTqU6DJpjNKyO9D55kstHHwUoQIHuFDj23Ftx1/XnY+eJ4VXgDjvzBjz34I3yd3PTbXXBepx12d3YeUL4jYqD990Vpx17IKpr6mQoljU0EynJ8TjtmCk46qAdYAY3wAwWAUZdjwVc7Tk0hl/hIAwiCFMcMJU4GYTVjwJTG0aBiQCscaU9BmDNhcXf+bVLC1C4MB816ys7NG1REdMWh6cia3IOhu04otvDjvq6XSG9KlykXhWBlyhS74CC1EjIJf4vthBMiDeyPDAhVkUWoYwNCkR5AScMw4ZgQIfDIcYoiSDMFwm/xEp/VtTU1IXr1KlWqIpTtqWn6nY1TtGsk1MOO7PCYXs/F219XxT7N0KVkWDLgBipLqYbihFaYmSb7g3BvbkCnjI3FCMYXmRCbgpCZhzKN2aiosiJtNwMjDtoolx0gBsFKNC2wPCEQ+Tvpvr1iHvr41r3Z1HbLQy4orZr2TAK9J2AeGffYtHkk8DObPJJalA8OQ3KVXkAHWaoAmawJFzHRUxNCAWw7M8SPPnoIzjzsKTOnL7Zvg+8XI63P/gQVojpiB0oIi/etUQKYB0FqyubQ+27LM8DKUCB/iZw1LSbcd+t07HDuGx5ayLgevjOyzBhdPORVu998gM++mIhjjt8H8x9+T0MH5yBR2ZeDtM0sGL1OiQlxmF1QRFunv0MnnvwUkzIscEM5MMMVcvf5z0xgqs7LOXIryYjwUTgIQKw5tMgxSgwMQ1SBGDOmJ8G6XHXoWBRHvK/X42QZ+sr59X3kWbXMHjHYcialI0Bw3vmDaLGUMgN0/TBanXg1IsfworV4fpyYjvhyN1w142i7o0IXkXsGQdgAN796Gfc+9jbcp8pu43B/804G3abGAWm4ZlXPsGzr34q97/5iqNw3GFjEdI9MA2xsIJYjTEZ33zz/TaFXWJU2vDhwzFiRBq6usJhV38eZDH6kFgYokaeQgRaRkgFTBOqaUCFAW+1G9XFZQh6xOi3+k2BoThQtnEQyte6YIYMjJiSjXGH7ACbTYyK40YBCmxNYGjCQXIEV33EZcrfST3/eZH786jtGAZcUdu1bBgFtk8B8SQrFCiBqq+DYnoBwwvT9MhVuerfKVyxshgvvfw6jjsip0uNNEwTTzz3G/41f2YkSNv6aUJipSV1NGxxo2CxJXTpmjyIAhSgQH8VOPvKe3DJtGOx1+4TIQKCPY76O955/m65aEjTTQRhs2+6UI708geC2Pf4K/DCnJtbBGFX/+MJ7LvHeBx/cDYQ/AtmqFKOlOmvAVd7/dJiGqQiVo2MBGBwAqoTqqgFJms1iXpgcVCUcA2w+n/tXWN7/L54rJStLZGrLW74Yz2MQP1onq23xhpnQ/beuRg5eRSc8c4ebbq4xxMv+Aduuvw0jM0dLqcmWq1BuJwBmBDBq3gpmQp/wIXdpl6Df//zNozOHoZTL7kbt155OibtNAbvf/Ijnpz/Pp598FoMG5wCr68KDocfJqrk+cIrFSo4/bQrsffeY7rcnuLicky/+ELk5AzuckH4zl5cDwHBQA2MoFtk0DLMEm/niUBLjGqXC+2YJqpLqlG9vhJGQzF5wNQcKN84EKWF8bI2m1hgYOxhE5GzB1eS7mw/cP/YFRiScGCfjOBa7/4yatEZcEVt17JhFNh+BcQTUr93IxT/n9AUsRy1mDpYXxAWKFhbgqeefhn3z5jcpUb6fDrOueprLHil+apfW55MFpHHIKiOXFgdrCHRJWweRAEK9HuBJ154B5VVbsy45mz8+udqXDfzaXz6xoMIBkMQi4ecdeKhyEhLxlUzHsduO42RK+NWVruxz3FX4JPXH5SLi9htVgzOHICKyhocd/7teGzWFdhx7CCEPKughFZDVYLbbcDVXgduOQ1SBGINAVhkGqQMwGQtMFEHTBTDj546YGLaYtHva+Vqi1VFFTD1+sLtbcspmoqkYSnImpyN4Ttl9eioaFES4e6bLpBBrBhtKOtLmWI642ZomhWqmobf/izBbfe/hA9fni1vWiy84LDbcOYJh+KU6TNx2nEH4uSj9pN1u0yImnK1MCFWdxZTGMPB3sknXYmXXrkETmfXRi7dcP1ruPTSC5CdPbi9h1yXvi9XQzQU+ZQqpLsQ9Hqh6hthMX1yYR1FFeFW874zDROVxeVwl9Q09Kup2lFRkomywkQEPbpcQTE+MxFjp07AkHHDtmkUW5caxoMosB0LDI7fX65uKn4+e/Njsfvr7Vht67fOgCtqu5YNo8D2L+D3lsP0LYUFG5s1pjcCrpARD8M6Gva4MT36xHv77yW2gAIU2N4FyitrcOH1D8Dj9cmg6/7bLpYr4NYXkn/7uVkYkzMMy1YVYvaclxEMheQIrjOOP1j++3bh77jkpoeRmZ6KzaUVOP/0I3DdJadJFhF+iJVwFX0VXn3tfdi7ucj89mLfYhqkrAMmaoCJgvj14Vd49JccBabatrtpkN46r1xtMf/7NQjWihCo/U21aRg0cSiyds9GelZGj9S1FAGXqBM3ICUB++2xE/5+znHQNBWGEYJu1EHTLPjqh+V44z9fYd4DV8upQv/9Ygl+XLICd1x7DnY65CKMHz0Cy1etRdawTNx5/WmYtNNwmCiLTHMMlznobwFXfaBlGKKOVjxMMw6m6YDhr4IaWgWrWg1lK7VHA14/qoor4a30yJGdpmpDVVk6ytYmI1ArpjQasm5/xthBGHfIBKQM7p7VMtt/1HAPCkSPwKD4fVus8brlmq898fmG2m+jB3GLljDgitquZcMoEB0CwYAHumcpNKMgPFQePTuCSzcs0NWRsDhHweYQxWm5UYACFIgNATH6StTR0jRRd6jtTYzeSkoQK8o1Pu0Wqy9WVLmRGO+Cw9FyBEswUIv5zz8Cl/k9JoxJ7DLo7Dmr8MoLN8m/B7JsfOTvQpdP2E8ObJwGGa4HBsXaWAesYRqkCMDqp0GG64D1t2mQIggpLypD4ZI8FC8t6vC0RYvTgpF7j8LI3XMRlyRqYnV+E6s3Tz2jcYXN9+bPRkpSAv7KK4LLaUd5RQ1mPvIijj9sb5xzqqjBFd7EPX/y9RK8+9G3eOreK+WI8Y++XIwPPlskA64DT74W782/G1nDM/H+Jz/gnsdew08f3g9FKYtMU+wfAVdjoGWFaYgwywVNrvwowi0Tur8YZmAFNFS2u6iOp6oOVcUVCNQFZLBVXZGG8nXJ8NWYDStoilF4st7WwRPhcDk632E8ggIUwMC4vXp15Fb9SLGNtT9ErT4DrqjtWjaMAtEjEAqFEKz7HZq+Uj4p64kRXOLd9RAGQLGNgs2VxSH20fPwYUsoQIF+IjB//nwsWrRom+5G1Dt6dM49MEWBb90L0/BCkXUaxcc6wPTIUSnhACxSQ2ibrtg/Dm4xDRJN6oApTjkSLDwNMlIIv4/rgImRe+v/XIe1i/JRUVjWwWmLChIHJyNrjxyM2GVku0Hrlj0jQpyNJWLaYHjLTE+BpqrNdnvtnc/x+4o83Hvr9GZfX7x0JR6c+wbemHuHDIPe+M8XcsTijGumYZdDp2Px/56SIZkY5bj7EZfhx/cfQHxCLRCpwyVO1tsjuAxDVHBQYBh2GKLYPeIigZYIQcOrO4p+CPo2wvSLYKsMqtJOnTTTRE1JjQy3DENDTdUAlK9PgadSaRZWipF3Yw6dgNw9R8NisfSPHxLeBQW2Q4HMuCm9UlR+yyL2m+p+3A61OnbLDLg65sS9KECBPhYQT9L8tX9BC/2GdUUbu7UGV0i3wbCMgS1uDCxWvgvZx13Ny1OAAhTolICcPtX0n+6BIQMwDwzDGwm/PDIIk2EYAuFaQyIEi4wE69QF++nOLadBiumPcY3TIBvqgIkQTBTCt8gQpCcL4fu9fuQvWoOCH1bDXy3qVbW/ifBk4PjBctpiRvbAbZq26K7zIn/tBuw0PkfWlLv6jiew84RcXHTW0fj6p9/k1MVjp+7VMB330zcewqCMVEy/4UEcdcieOP7wfXDmpbNwyjH74/jD98an3yzGq+98gflzLoeJkkih+t4ZwSUCLVFDyzAccoSWotQHWs6GfqzXlcGWvxSmbwVUc5OssdXeJn6GKosr4C6pg7sqGeXFqagr06BvsXiAa0C8LCY/bOJwvhnYHiq/T4F2BDJck+XvOPHz11iDq+c/31y3MGr7hgFX1HYtG0aB6BMQ79z76wqwds0n+OfcedtcZP6Nl+5CSB0CzTEaNkfmNj2Jjj5ttogCFKBAdAi0CMCMAAy9DqYhgrDwar0KRBAWCcAMMQqsMfyK3mmQDpiqGPkTrgMWXg1S1P8SH0UhfHu3TIMU/hUbKlC4OA/Fv66F7m8/bBGPPM1pQdaUXGRPzkF8StdWMC6rqIaoweX3B+SDWQRdj8y8HPFxTjw8bwHWFm3Co7OukN977d3P8ci8BYiPcyE3a4hcKEFMtxW1ty6+6SE5/TYpIQ43XnoyJo4bBMPcCFXxQNV6JuAKh1lilJYLRkOglQBVtbUItOp/UsXzpKC/HLpvBTSjuEPBljg26AugorgG5cVWlBUNQG2p1mo/pY3OxNhDJiBtWDqfM0XHr0e2oo8FMlyT5GqujZsox9Lzn5d4FrfacvE7M97lbLXUQGsHiBqecS6HXJSjtc0wTJSWV8LlciIhrmdXza2/PgOuPn5Q8/IUoEDnBMQT5ZUrFmLeo3/HOaeN6tzBTfae+dCveO31D2B15XZ6GkSXL8oDKUABClCg3wm0CMBMPTwCzAiPAgtPg6wfCRaZBgk96qdBAjZZCL++GD4UEXw1nQbp6lQAJsKX9cuKsHZxPsrzS2GKIuXtbIqqIH5QIrIm52LkpOwu/b0WL7BE3TirRUNiwtbre4nFE0Qtr+TE+GZ3phuGHO2VmhwO2sRjRrQnFKqAYVZDUWtw5hmX4rHHp7XXpDa///BD/8PFF1+IESNGyymHonaWpopAq3GkXVsHy3sJ1ED3roBqrIWmhkO3jmx11V6UFJjYsCoR1Rst0H0tj1U0BcMmjcS4QybClSBCUW4UoEB3CKS5du2TKYqlnp+b3f664s34+82PoLBok/z6SUfth39ccw4sltZrcv6w+E+IFZiLNpbKNxD23G0CZt98oXzzQGy1dV7c8/i/8J+PvpOfH3bA7nj4zsu6g6zdczDgapeIO1CAAv1NID8/Hw888MA2vXsonpw+/fTT/a1pvB8KUIACFOiHAi2nQXrDo8B0bxvTIP2NRfCjdhqkBqhxkQDM2Ww1yPAIMDGNTmkxDTIYCCBv4RoU/LgGvkpRP639DletGjLGDUTWpGxk5g7qV1Pj6sOu008/ovnAi/ab1XwPE7jnnieQk5Pb4faJaweDtQh5VkDV82HpRLBlGkBFiYo1i62oKFAQ8rYeimlOK3L3H4PR+4xlva3O9in3p0A7AmmunXtlxFbjbYRHiJV5fm12Z9NveAjxcQ7cc/NF2FhagdMuvhMzrjkbxxy6V4sWiCnQOx58Aa44/0RcPO0Y+abAKdPvxElH7S9XURZvKpx2yZ3y99j5px+J/absCHetFxlpyb3yeGDA1SvMvAgFKEABClCAAhSgQLQKtD4Nsn4UWKQYfsM0yDogZqZBNo4AE9MgxfRHsRKkmA5ZWxFC0dL1KP51HUJi1JBhwjS2nnZpDjFtMRtZk3KRmNb11Ti398eheLyFgn4EPcuhhlbDogU73CSxYEHIiMP6VYlY/U0N/FW+NkNGR5ITYw/fAcN3HNGl0XMdvinuSIEYFUh17hAZwRUGMMXqwE2mKPbU5+Xe3xvEa9x12POYy/CvJ27HzhNz5ddnP/oKNpVU4PHZYmXZ5psItCYdfrEcsSXqFIrt1vuehUVTcdcN5+PL73/F5bc9iv++cj9GDM3s9Z5lwNXr5LwgBShAAQpQgAIUoEAsCbScBmlEiuBvOQ2yaTH8UPRNgzRFeX9RQDnyEXbUVhqoXO9DzeYAAj4Lgj4VQa+KgNcCPaDI0MvUw+GX+CemLcZlJCBrSg6yd4+tMgMy2JIrS6+AGloBi6z/1YEhcJEfNt1wwRPIwZpFXmz8pWir9dAGZKdhzCETkTGSNUpj6XcV29q7AqnOib17wcjVKrx/Nlw3r3ADjj33Vnz11hykDwiPsnr5zU/w3iffY8G8ma3en6hX+OyrH8oRW2NyhuP+p17DvP+7DuNGjcD9T76Gtz78GocfOBlrCorlOc877YiG8KynG8yAq6eFeX4KUIACFKAABShAAQq0I9ByFJivyTRIMZUvXAssvBqkqAUWPdMgRdtrSqrh3uxGSBShV1SYUGEYFoQCVgQDNoSCNgSDVoR8KgI+DXrQioTBmRi+c5actqhp2jaVLujvD1ARbAXq/oISXAaLGpThZ0c3uVq0dSKqSpOw+quVqMwva3O0nAgQh+46HGMP3gHxKc1rkXX0etyPAhTomECKY3zHduzmvSp9yxvOuPTPNTjr8rvx4/tPNtQpXPD+V3j6pffwxYKHW73yT78sxw2z5mLn8bn44vtfsNekCXjwH5ciKTEOV814HCvz1slQKzMtBR9/tRjvf/oDPnj5PowcNrCbW9LydAy4epyYF6AABShAAQpQgAIUoMC2CbQMwIJNiuHXT4OsD8JEAFbXUAdMjpfqRCCybXfa9aMDXj/cpW7Ulrph6m0UoVdUACrMSAim6w64BmQgcdBg2BNSGqZBKqorvCqkEg6+mv7r+h32/pEy2PLkQQ0uh6aEV/js6KYbFhiW8VAdY7DhjyKs+HQZ/NXeNg9XrSpy9x+LMQeMZ72tjiJzPwpsg0CyY2ykBlfTn2uximLPfl7lW9Fw1/UjuL5++1GkpSbJr29tBFf9lMb5c27G7juPhShQf9U/npDhlSgkLwKuwQPTcNNlZ8hziUU6Djjpalx69nE444SDt0GrY4cy4OqYE/eiAAUoQAEKUIACFKBAvxVoOQ1STO3zwGixGmT9NMg6AP1wGqRpwlPtgbu0Br4qr1yxsCObxWFFQmYiEjLEFBu1YRok5EqQcQh/FHXA4iCK4If/OaCo1obT14dgHbleT+8jpyJ6C6EEVkBV3FCV9ledrL+ncLA1GppjHBTVglXfrEDet6taXSGx/hhrvB3jD5+IEbt0bbXKnvbg+SkQjQJJ9tF90qxq/6qG67ZWg+vuOS9jc2llqzW4vlv0By6+8SF895/HkZIUXln2pTc/wRPPv41F/52Lh+ctwKq8Isy9/9qGgGvPoy/FZecej3NOPbzH28uAq8eJeQEKUIACFKAABShAAQr0vUDr0yDDdcAMw9vKNEhfn60GKe7VXVKDmpIahLyBDuGJgEoURo9PT0Bcsgi1xEiIppsGRY0HLIMALRWKFg+P14TLaYFphKDrPuiGuJYdmiUOmjUeimJtGP3VoZvYxp3ECmVBbxHMwApoqOxksKXBsOTKYMtidcHn9mL553+ieOk6GAG9zTtLHp6KsVMnYmDOoKie5rmNXcPDKdDtAkn2nD5ZRbHav6ZZWy66/gEkxLtk4fiNm8tx+t/valhF0V3rwdlX3YuLzjoaRx60B4o3lWHq6dfjkrOPxcXTjoXP58elt8xBYrwLT913DX5bnoczL50lA649dh2Pd/73Le56+EW8+cxMWaOrpzcGXD0tzPNTgAIUoAAFKEABClBgOxBoGYCFmkyDFKtCisBLTIMMjwILT4M0IsXwe2YaZNAXkKO53CVbmba4ha2iqYhPi0dCeiJsLnvjd0VYZUmBYs3BN4uL8PAzH8HpsCMQDOKua0/ChFGJMAP5svYZtCRotlw88vzXeP6NLxrOkZmWhI9euQ1iYJmi2OWqkCJYe+mll7YpHBL2e+4xFlmD6qChDKrSdiC15UPJMDQYWhYU+zhYbAmyHllJwWas/GIZKvJLZZH+1jZRb2vwjkMx9pCJSEwLT03iRgEK9J5Aon1kkymK9VMTe/5jjT+/WSPXrt+M6Tc+iPUbSuXXTzxyX9xx7bmwWDRU19Rhr2Mvw+1XT8MZx4enGIq6WmIa46r8Ivn5oftNwpUXnIjM9FT5+Qtv/A8PPv1GwzWarrjY07oMuHpamOenAAUoQAEKUIACFKBAFAhsfRpkpA6YKUaCNZ0GKQqiG40jwbriIKYt1nhkbS5vlQjaOjJtUYHFYUFiZjLiM1KgahZAsUGxpEO1jcLhV4FB5QAAGDpJREFU0+7H7VedhX2n7IjX3vkMvy1bg3tvPhGG7y+YehUUywCo9nF4cN5HSIiPwxnHHwjT8EMxaxHvqIMRWA8jVAtT1MpR4nDGtGtw8tFiNEbXtiVLN+Pii89F7sgBHT6BYaowlOGAfSys9hQZbIk+Wru0ACs/WwZvuZiG2vom6m1l7zsa4w6ayHpbHRbnjhToXoEE2wgZjIcDc8if3974vMZf2GpDNpdVIt7lRJzL0aGGlpZXycL0dlvjVO/6A33+AMrKqzEwI1UGZb21MeDqLWlehwIUoAAFKEABClCAAlEusGUIZhh+OQWy7WmQ3sZi+LKAetvhlZy2KEdz1SAopi1uLedSFKiqFRZHApwpqXANSIUzIUGOzIJlGKYcexMemHEx9t9zJ3z942948d8f4bkHLoLpXwHDKIeqpkOxj5UBlxiVcPbJh8I0A4BeAzNUAiO4DtDdooSy7NFT/jYTLz66PxyOrr2Qu2nWIlz692kYOSKj3UeICLZ0dTAU6zhYHWky2BKbYRhY+fVy5H2zEiFvqM3zaHYLxh+5I0ZOymk4tt2LcgcKUKDbBeJtw6DI34Dil1l45FZvfO4OrOv2tvSXEzLg6i89wfugAAUoQAEKUIACFKBAlAu0HAWmh6dBin+iIL7hhSJGgSEyDdIQ0yD1ZtMgg/5gOOjaXNPmaouKokIT4VbyCNgTB8LiSoLF4YTVZodmS8HHX/+Ka2fOw0lH7YsVq9fh9itPx47jBsL0rYShl0BRk6DaR+HBeZ9hwYc/YmB6CnYYNwJXnjcV6ckmzEAeTL0SMIO9FnCZIthSMmDaxsFqz2w28spb68WKz/5A0S9rt15va+QAjNl/HAaOHgxVFStScqMABfpKIM46NDJyq34EV+98rA2s76sm9/h1GXD1ODEvQAEKUIACFKAABShAAQp0RKD1aZDeyGqQjdMgTaMO3upS1JWWIOCuBnQxksoAzMhqg6oKiy0e9qQh+PfXm7Dg8xVyhMRJh+2Gq6afiplz3kBaajIGpCbh6Zfex0VnHIZpJ+0D058PI1QOVbNDsQ7Buo0BGLAjpAPPvfYRaty1eHLW32D4V8EMbQbEqK4eHsFlmiLiSwsHW47BLaYUlq0rlfW2ylaXbCXwU5A5cQjGHTIByZkpHekK7kMBCvSwgMs6ODJuq378Vu98rAtu6OGW9d3pGXD1nT2vTAEKUIACFKAABShAAQp0UqBpCBYKhVC8LB+blucjWFcDq12HZgnC6tDhSrIhKTMDIWsi/KYNimpBfJwDhhqPQ866HUs//SesVgtWrFqLk6ffhd8/eRQKyoFQJUzVAkVxAIoTipYk/7+qYD0uuG4OvnlzZngqY2gDYPh7LOASk5V0MxmmdRwsjmEy2BL1eeo34VD0+1qs+PxPeEpr25yyqVpUjNwrVxaTt9lsndTm7hSgQE8JOC2ZkZpb9bW3euejJ7ipp5rU5+dlwNXnXcAboAAFKEABClCAAhSgAAW2RaCuuhYFi/NQ8P1q6H4dItSxumyIT0uAKzUO8al22FwanElO2FMSMfWcGXjuweswcexIfLf4d9z/xBt474VbUbAuHx99+TMunbYfAA0//boek3fdCRarE8+++hF++mUlnrnvXBj+v3p0BJduxsOwjIfFObJFsCWcRL2tVd+txOovl7dTb0vD2MN2QM4eo1hva1seYDyWAj0g4LCk98kILm8ovFpiNG4MuKKxV9kmClCAAhSgAAUoQAEKxJiAGNFUWlCCwiV52LisGAiZ0GwWWGwWaFYNVqdVBl4Dxw7BV7/9iX/97yskJrhgGCauPO947Dl5PL5d+Csuv30ufvv4fsAM4bzr5+GXP9ciMz0ZVouGx2ZOw+gRcTACBT1Sg2v4sOHQrRNgdea2GmyJLvV7/Fj++e8oWlIow7y2tvjMRIw7bCIGjx3Kelsx9rPA5m4fAnbLAFlUPjz8Mlxsvjc+94XKtg+gLtwlA64uoPEQClCAAhSgAAUoQAEKUKB/Cui6jnVLC1G4KB81xZUQwZd40ShCLldKHDJHDUJ8RgLiUuPh9nkRZ7cjUOuXYZgY7ZWQnthsKmCNuw6BYBCpSXEwEYQRdEMPVULRqwGzDorpwenTrsV9t03qMsjcF1di+uX3IWfMgTLYaqsAfEVxuZySWLZqM4xQpN7YlldVgIxxgzDu4IlIGZzarC1dvkEeSAEKdLuATUtpMkURME1RZF4J/85Seu5zf6ii29vSX07IgKu/9ATvgwIUoAAFKEABClCAAhToNgFvrQf5i9ag4Ps1CNYFoKjhkMuZ5IIjwQFHsguaqiKk6wjUBmSBdgMmBmSlYfDEoUgeGH7x2dq2ZTH8c84+CarS9VUJxciNO2c+iNzc3Dbbv/7PdTLcqt3kDr/ybWVTNBUjpmRj3CET4XA6us2SJ6IABbpfwCrq+/XBCK6AXtX9jeknZ2TA1U86grdBAQpQgAIUoAAFKEABCnSvgAiiyteVonBJPop/K4IZNKBqqqzRpVktgGLKhRdluGWI/4hpQoas3zVyz1yM2G0knPGu7r2pTp5N3NeaH/7CX18sR8gTbPNo1aZhzKETkLvn6BYrLXbyktydAhToBQGLmtAnReaDek0vtK5vLsGAq2/ceVUKUIACFKAABShAAQpQoJcExLTF9X+sQ+GiPFSurZCBVovqzlvci2JRkDQkFVmTR2L4ziP7pEh70B/Ess9+x7pF+Vutt+VKi8e4qRMxdOJw1tvqpccUL0OBbRWwqHGy9lZ9Da7e+hgyarf11vvt8Qy4+m3X8MYoQAEKUIACFKAABShAge4U8Hl9yF+4BoU/rIG/xtf+qRVAjIwaOH4IsnbPRsbIzF6raVW1qVJOSSxZsbHtelsA0kZnYtyhEzBgaHqv3Vv7cNyDAhRoT0BVHJGf2UiReVl7q0nR+R76XDe87d3advt9BlzbbdfxxilAAQpQgAIUoAAFKECBzgqIaYuiWHvh4jwUL10HPaDLF5WKpsg6WqYSWclMhFuKCs2myUsoNg1Ddx2BEbuMRHxyfGcv26n9i1cUYeVny+DeWA3TaKveloJhk7Mx7qAJcCX07TTKTjWOO1OAAlJAVex9ImGY/j65bm9clAFXbyjzGhSgAAUoQAEKUIACFKBAvxIQta1E4fa1SwpkkGSPs8Nqt0ZWMhOJlgKrwyoL0ou6XaFACL5aH1SrGNE1GMN3zur2aYvinvIWrpLhVqhu6/W2Rh00DqP3Gct6W/3qUcWboUDHBRTF2vGdu3FP02z7d0s3XqZPTsWAq0/YeVEKUIACFKAABShAAQpQoDcEAsEQRA0up6P10RKBQACb/tqAUG0Qml2LFJw3oQcM2Jw22JKcCBghOC1W+Gu8qFhXhtL8EiQMTsKIXUciI2dgt9S90kM6ln32Gwp/yofuC7VJ40h2YuxhO2D4jiO6PWDrjf7gNShAAQr0lAADrp6S5XkpQAEKUIACFKAABShAgT4VeHjeAjz36oeIczmwxy7jMeeuy1oNhcS0RREwPfXCu/jkmyWYP+s61JXX4JE33seni5fC5QyHYw9ceyGyklOxbkkBqjdWwVSBrCk5ePPbd2QY1tXN7/Fj14E7QC0FjKDR5mkG5KRj7CETkJ7Ve7XAutomHkcBClCgtwUYcPW2OK9HAQpQgAIUoAAFKEABCvS4QElZFY4++2a8/ewsDEhNxGmXzMRl556Aww7YvdVrf7vwd1xy08MYMTQTbz11J6o3VOB/P/yCqQfujoxBA/DQvH9j4+YK3Hbuqcj7/i+UF5Yi6AtCURXc+uQ/sJtrxy63abW3AOedeQ4yEtNbPYe4hqj/NfaQiT1e/6vLjeCBFKAABfpYgAFXH3cAL08BClCAAhSgAAUoQAEKdL/Agve/wveL/8Scuy6XJ39pwcco2lCK2676W4uLFW8qw7Qr7sHNl5+BR599Cx+8dC9qy91wl7qRMCABjkQnHnv+LQQCIUw/4XCs+XYlSvM2I+gN17K57ak7cFTiwbAoli415Ev39zj39HOQmZzR4niLy4LsvUdjzP7jWW+rS7o8iAIUiBUBBlyx0tNsJwUoQAEKUIACFKAABWJI4L+f/4QXF3yMV5+aAU1V8f6nP+CjLxfhyXuubqbg8wcw7YrZuPz8EzEoPRXX3PkkPnz5PrmPKCq/bGUB7p/3Brw+P+bOvgZxqhWrv12JklUbEfAEejTgssXbMe6IHTB8pyyGWzH02GVTKUCBrgkw4OqaG4+iAAUoQAEKUIACFKAABfqJgAifpp5xQ8PdvDd/Nuw2K8656l74A0FkpqXghyXLcOzUvXDvrdOb3fWcZ96U4dVl5x6PNYXFmPF/z+P1uXcgIc4p96usduPX31fj1Xc+ww5jsjHtyIPkCK6SNZsQ7MGAK2VEKsYcugMG5gyEoij9RJq3QQEKUKD/CjDg6r99wzujAAUoQAEKUIACFKAABTogIIrEbyypaNgzMz1FjtoSqyeuyl8Pi0XDY8++jR3HZ+Ois45udsb7n3wNX3z/i/xaMKhjc2kFJo4diTfm3tFsv6V/rsFNs/+JBXNux+qvV2DTyg09MoJLtagYtOMQjDtoBySkJXag9dyFAhSgAAWEAAMuPg4oQAEKUIACFKAABShAgagUMAwThmHgqx+W4qp/PI4v35yDjLRkfP3Tb6iuqZMjuppuq/KKmk1RFMftN2UnqKqCuS+9h59//wtP33MN1v+xFis+WQZftUce3l01uAalD0T2vqMxev9xsNvDKzdyowAFKECBjgkw4OqYE/eiAAUoQAEKUIACFKAABbYzgYuufwC/Lc9DSnIC7rn5Iuy242jZgofnLcDaok14dNYVWw24jpp2MwqLNiE1JREupx2Pz7oSo3OGydBsc95GFC7MQ8lfm3DLozO2ucj8ReddiP1PPwgjJ+VC07TtTJq3SwEKUKDvBRhw9X0f8A4oQAEKUIACFKAABShAgR4QqHHXybMmJsR1+ezuWo+s4zUgJbFFLSwxBTJ/cR6OO+xY7O2c1OVr/OlfiUcWPIbJB02BqqpdPg8PpAAFKBDLAgy4Yrn32XYKUIACFKAABShAAQpQYJsFLrnkkm0KpkQNsRtuuAHZ2dnbfC88AQUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIEoEWDAFSUdyWZQgAIUoAAFKEABClCAAhSgAAUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIEoEWDAFSUdyWZQgAIUoAAFKEABClCAAhSgAAUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIEoEWDAFSUdyWZQgAIUoAAFKEABClCAAhSgAAUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIEoEWDAFSUdyWZQgAIUoAAFKEABClCAAhSgAAUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIEoEWDAFSUdyWZQgAIUoAAFKEABClCAAhSgAAUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIE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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "# importing ML model libraries\n", - "from sklearn.ensemble import RandomForestClassifier\n", - "from sklearn.preprocessing import StandardScaler\n", - "from sklearn.model_selection import train_test_split\n", - "from sklearn.metrics import confusion_matrix, accuracy_score, classification_report\n", - "from sklearn.metrics import balanced_accuracy_score\n", - "from sklearn.metrics import confusion_matrix\n", - "from sklearn import linear_model \n", - "#from imblearn.metrics import classification_report_imbalanced" + "def parallel_categories_com():\n", + " \"\"\"Parallel Categories Plot.\"\"\"\n", + " \n", + " df_para_com = df.sort_index()\n", + " df_para_com = df_para_com.sort_values(\n", + " by=\"return\", ascending=False\n", + " )\n", + "# df_para_com = df_para_com.reset_index()\n", + " \n", + " para_com_plot = px.parallel_categories(\n", + " round(df_para_com, 2),\n", + " color=\"compound\",\n", + " color_continuous_scale=px.colors.sequential.Inferno,\n", + " )\n", + " return para_com_plot\n", + "\n", + "parallel_categories_com()" ] }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 25, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "dimensions": [ + { + "label": "compound", + "values": [ + 1, + 0.99, + 0.99, + 1, + 0.99, + 0.99, + 1, + 1, + 0.98, + 1, + 0.85, + 0.97, + 1, + 0.99, + 0.99, + 0.98, + 0.98, + 1, + 0.99, + 0.9 + ] + }, + { + "label": "positive", + "values": [ + 0.19, + 0.12, + 0.14, + 0.24, + 0.16, + 0.15, + 0.18, + 0.2, + 0.14, + 0.17, + 0.1, + 0.13, + 0.19, + 0.15, + 0.15, + 0.11, + 0.12, + 0.18, + 0.11, + 0.11 + ] + }, + { + "label": "negative", + "values": [ + 0.05, + 0.04, + 0.04, + 0.02, + 0.05, + 0.03, + 0.05, + 0.02, + 0.07, + 0.04, + 0.08, + 0.07, + 0.04, + 0.07, + 0.04, + 0.05, + 0.06, + 0.02, + 0.03, + 0.09 + ] + }, + { + "label": "neutral", + "values": [ + 0.76, + 0.84, + 0.82, + 0.74, + 0.79, + 0.82, + 0.77, + 0.78, + 0.79, + 0.79, + 0.82, + 0.8, + 0.77, + 0.78, + 0.81, + 0.83, + 0.82, + 0.8, + 0.85, + 0.8 + ] + }, + { + "label": "return", + "values": [ + 14.41, + 6.9, + 6.07, + 4.6, + 3.53, + 3.39, + 2.66, + 2.44, + 2.16, + 1.67, + -0.17, + -0.26, + -0.96, + -1.74, + -2.51, + -3.19, + -3.21, + -5.06, + -8.5, + -9.43 + ] + }, + { + "label": "return_sign", + "values": [ + 1, + 1, + 1, + 1, + 1, + 1, + 1, + 1, + 1, + 1, + -1, + -1, + -1, + -1, + -1, + -1, + -1, + -1, + -1, + -1 + ] + } + ], + "domain": { + "x": [ + 0, + 1 + ], + "y": [ + 0, + 1 + ] + }, + "line": { + "color": [ + 0.19, + 0.12, + 0.14, + 0.24, + 0.16, + 0.15, + 0.18, + 0.2, + 0.14, + 0.17, + 0.1, + 0.13, + 0.19, + 0.15, + 0.15, + 0.11, + 0.12, + 0.18, + 0.11, + 0.11 + ], + "coloraxis": "coloraxis" + }, + "name": "", + "type": "parcats" + } + ], + "layout": { + "autosize": true, + "coloraxis": { + "colorbar": { + "title": { 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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "import hvplot.pandas\n", - "import panel as pn\n", - "import plotly.express as px\n", - "from pathlib import Path\n", - "%matplotlib inline\n", + "def parallel_categories_pos():\n", + " \"\"\"Parallel Categories Plot.\"\"\"\n", + " \n", + " df_para_pos = df.sort_index()\n", + " df_para_pos = df_para_pos.sort_values(\n", + " by=\"return\", ascending=False\n", + " )\n", + "# df_para_pos = df_para_pos.reset_index()\n", + " \n", + " para_pos_plot = px.parallel_categories(\n", + " round(df_para_pos, 2),\n", + " color=\"positive\",\n", + " color_continuous_scale=px.colors.sequential.Inferno,\n", + " )\n", + " return para_pos_plot\n", "\n", - "from panel.interact import interact, interactive, fixed, interact_manual\n", - "from panel import widgets\n", + "parallel_categories_pos()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def parallel_categories_neu():\n", + " \"\"\"Parallel Categories Plot.\"\"\"\n", + " \n", + " df_para_neu = df.sort_index()\n", + " df_para_neu = df_para_neu.sort_values(\n", + " by=\"return\", ascending=False\n", + " )\n", + "# df_para_neu = df_para_neu.reset_index()\n", + " \n", + " para_neu_plot = px.parallel_categories(\n", + " round(df_para_neu, 2),\n", + " color=\"neutral\",\n", + " color_continuous_scale=px.colors.sequential.Inferno,\n", + " )\n", + " return para_neu_plot\n", "\n", - "# Initialize the Panel Extensions (for Plotly)\n", - "pn.extension('plotly')\n", - "pn.extension()" + "parallel_categories_neu()" ] }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -692,18 +6881,19 @@ " return para_neu_plot" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Section 3: Panel Layout\n", + "## _**Title and Tabs**_" + ] + }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 17, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Using TensorFlow backend.\n" - ] - }, { "data": { "image/png": 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\n", @@ -907,9 +7097,16 @@ "panel = pn.Column(pn.Row(title), tabs, width=900)" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 4: Panel Display" + ] + }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 18, "metadata": {}, "outputs": [ { @@ -921,18 +7118,18 @@ "data": { "application/vnd.holoviews_exec.v0+json": "", "text/html": [ - "
\n", + "
\n", "\n", "\n", "\n", "\n", "\n", - "
\n", + "
\n", "
\n", "" + ], + "text/plain": [ + "Matplotlib(Figure, tight=True)" + ] + }, + "execution_count": 20, + "metadata": { + "application/vnd.holoviews_exec.v0+json": { + "id": "1291" + } + }, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#************************** Logit ****************************************\n", + "\n", + "# defining model to run Logit logistic regression model on the feature/target DataFrame\n", + "# and export predicted price movement and model accuracy\n", + "def logit():\n", + "\n", + " # preparing the dataframe\n", + "# df['return_sign'] = np.sign(df['return'].values)\n", + "# df = df.drop(columns=['text'])\n", + " \n", + " # creating the features (X) and target (y) sets\n", + " X = df.iloc[:, 0:4]\n", + " y = df[\"return_sign\"]\n", + " \n", + " # creating training and testing data sets\n", + " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.3, shuffle=False, random_state=42) \n", + " \n", + " # fitting model\n", + " M = 'Logit'\n", + " lm = linear_model.LogisticRegression(solver = 'lbfgs')\n", + " lm.fit(X_train, y_train)\n", + " lm_pred = lm.predict(X_test)\n", + " \n", + " all_pred_lm = pd.DataFrame({\n", + " \"Actual Returns\": y_test,\n", + " \"Logit_pred\": lm_pred \n", + " })\n", + " \n", + " all_pred_lm['Return'] = df['return']\n", + " all_pred_lm['Logit_pred_return'] = all_pred_lm['Return'] * all_pred_lm['Logit_pred']\n", + " \n", + " fig_all_pred_return_lm = plt.figure()\n", + " all_pred_lm[['Return', 'Logit_pred_return']].cumsum().plot(\n", + " title=f'Actual vs. Predicted {ticker} Returns based on {M} Model'\n", + " )\n", + " plt.close(fig_all_pred_return_lm)\n", + " \n", + " \n", + " fig_all_pred_lm = plt.figure()\n", + " all_pred_lm.plot(subplots=True, title=f'Actual vs. Out-of-Sample {M} Predictions for {ticker}')\n", + " plt.close(fig_all_pred_lm)\n", + " \n", + " # calculating confusion matrix\n", + " cm_lm = confusion_matrix(y_test, lm_pred)\n", + " cm_lm_df = pd.DataFrame(\n", + " cm_lm, index=[\"Actual -1\", \"Actual 1\"], columns=[\"Predicted -1\", \"Predicted 1\"]\n", + " )\n", + " \n", + " # calculating the accuracy score\n", + " acc_lm_score = balanced_accuracy_score(y_test, lm_pred)\n", + " \n", + " # exporting model accuracy and predicted price movement float variables as output\n", + " return pn.pane.Matplotlib(fig_all_pred_lm, tight=True)\n", + "\n", + "logit()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": {}, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.holoviews_exec.v0+json": "", + "text/html": [ + "
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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# **************** Balanced Random Forest Classifier *********************************************\n", + "\n", + "# defining model to run balanced random forest classifier model on the feature/target DataFrame\n", + "# and export predicted price movement and model accuracy\n", + "def brf():\n", + "\n", + " # preparing the dataframe\n", + "# df['return_sign'] = np.sign(df['return'].values)\n", + "# df = df.drop(columns=['text'])\n", + "\n", + " # creating the features (X) and target (y) sets\n", + " X = df.iloc[:, 0:4]\n", + " y = df[\"return_sign\"]\n", + " \n", + " # creating training and testing data sets\n", + " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.3, shuffle=False, random_state=42) \n", + "\n", + " M = 'Balanced Random Forest'\n", + "\n", + " # Resample the training data with the RandomOversampler\n", + " # fit Random Forest Classifier\n", + " from imblearn.ensemble import BalancedRandomForestClassifier\n", + " brf = BalancedRandomForestClassifier(n_estimators=100, random_state=42)\n", + " brf.fit(X_train, y_train)\n", + " brf_pred = brf.predict(X_test)\n", + " \n", + " # Evaluating the Balanced Random Forest model in a nicer format\n", + " \n", + " from imblearn.metrics import classification_report_imbalanced\n", + " #print(\"Classification Report - Balanced Random Forest on Imbalanced Data\")\n", + " classification_report_imbalanced(y_test, brf_pred)\n", + " \n", + " all_pred_brf = pd.DataFrame({\n", + " \"Actual Returns\": y_test,\n", + " \"BRF_pred\": brf_pred \n", + " })\n", + " \n", + " all_pred_brf['Return'] = df['return']\n", + " all_pred_brf['BRF_pred_return'] = all_pred_brf['Return'] * all_pred_brf['BRF_pred']\n", + " \n", + " fig_all_pred_return_brf = plt.figure()\n", + " all_pred_brf[['Return', 'BRF_pred_return']].cumsum().plot(\n", + " title=f'Actual vs. Predicted {ticker} Returns based on {M} Model'\n", + " )\n", + " plt.close(fig_all_pred_return_brf)\n", + " \n", + " \n", + " fig_all_pred_brf = plt.figure()\n", + " all_pred_brf.plot(subplots=True, title=f'Actual vs. Out-of-Sample {M} Predictions for {ticker}')\n", + " plt.close(fig_all_pred_brf)\n", + " \n", + " # calculating confusion matrix\n", + " cm_brf = confusion_matrix(y_test, brf_pred)\n", + " cm_brf_df = pd.DataFrame(\n", + " cm_brf, index=[\"Actual -1\", \"Actual 1\"], columns=[\"Predicted -1\", \"Predicted 1\"]\n", + " )\n", + " \n", + " # calculating the accuracy score\n", + " acc_brf_score = round(accuracy_score(y_test, brf_pred), 2)\n", + " \n", + " \n", + " \n", + " # exporting model accuracy and predicted price movement float variables as output\n", + " return pn.pane.Matplotlib(fig_all_pred_brf, tight=True)\n", + "\n", + "brf()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(Matplotlib(Figure, tight=True),\n", + " Matplotlib(Figure, tight=True),\n", + " 1.0713733434677124,\n", + " 1.0713733)" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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hjLBFwbG+pgEpoTwCI2EfCfFxrHDmUlXTgNcrwxqe2rSvib5BL7NyUthQ28CAx4vdFjtJV28dOkV77yCzclJ4Y38TXX2DpCSG7+e3q76Vps4+rtB5/ZSV5vOr9fs41dVPVkqCQdbBwMAA9fX19Pb2jvy5x8sdl2Zgt2Uy4JHsea86rLH6Qa+Xb1yUgt2WyoBH8u6e94g38fpzOBxMnz4duz2wEOL7xpFX1riZNzmNjy2czj0v1lB3qjsicb5QqapxMy0ziXmT0yJqR3lpPi+8c4Jd9a1cOGNS2PqtqnaT7ojn1iucfOXpt3nr0CkumZMTtv71UlnjJiE+jjuuKuGLT25n074mrjxnctj6r6p2Y4sTrCzO09XOFaX5PPjqPtbXNhga4quvryctLY3CwkKEONtBN3T0QlsvRTkpHGrqYkpmEtmp4ZtnaOrsQ7b2DPU/OSPJtHkOKSXNzc3U19dTVFQU0HcMuaUIIZ4BNgNOIUS9EOKLRrRrFC1d/Ww/fIry0nxWl6gRSVWNO8JWBU5Pv4dN+5ooL80f8SIPJyuL87DFiaEnnHDg8UrW1zZw+bw8Lp+XS2J8HJUxdP6klFTVuFk2J4flxbmkO+LDfv1V1bhZXJhFRrK+SeL5U9OZnO4w/Pz39vaSnZ096vXd3jNIkt1GamI8ifFxtPcOGtr/eLT3DJAYbyPNYcdht9HeO2BaX0IIsrOzR306GQlDHLmU8lop5RQppV1KOV1K+ZgR7RrF+toGvFpYoignhTl5qUPxtlhg075G+ga9EQ2r+MhItrOkKCusx2/n0Raau/opK8knOSGeZXNyqKx2I2UkEzEDx+XuoO5UD2Ul+dhtcVw+L4/1tQ14dGSPBMOR5i72ujsNuX6EEJSV5vH6vkZ6BzwGWHdm2yMx4PHS3T9IepIdIQTpDjudfYNhO36DXi9dfR7Sk1QAI91hp7tvkEGP17Q+gx2wxU6QUQdVNW7y0xM5Z2oGoBz61kOnaOs2765qJFU1btIc8Swuyoq0KQCUleSzr6GTw01dYemvssaN3SZY4VQ6iLLSfOpbenC5O8LSv158o9eyEhXWKC/N51RXP28fbQlL/5VD/RszECgvnUx3v4fNB5oNaW88OrTRty/lNC3JjpSSThNHxf509g4ikUP9pyfFI/3sigYmvCPvHfDw2t5GVpfkD03OlZXk4/FKNu5tiLB14+PxSl6taWClMy9qJvd8I7twhQeqqt0snZU99ENaPS9v6P1YoLKmgfMLMslLdwCwvDgXuy184amqGjfO/DRmZBszJ7R0VhYpCbawhbfaewZIsMXhsKvrPyXBhi1OGB5esdlsLFiwgHPOOYerr76a1tZWrf9B4uPiSNa0E0l2G3ZbHH/529+orq421IZQiQ7PYCKbDzbT3e+h3G80sqAgk5zUhJgIr+yqU2GFaAir+CjISmbe5LSwHL+DjZ0caOw6YzSZl+5gQUFmTJw/d3svu+taKS85PcmY7rCzdFZ2WOxv7e7nrcMthl4/ifE2lb1U7cZrcnjD65V09g2SpoVVgKHwSnvvgKHhtaSkJHbt2sWePXvIysri4YcfxislHX0DpDviz+g/zRHPi//6J3v2vBdUH4OD5oziJ7wjr6p2k5xg4+LZ2UPv2eIEq+fl85qrkf5B8+JcRlBZ3UB8nGBF8VnlFSJKWUk+24+00NLVb2o/vlH/8Lz18tJ8dte34W4PfEIoEryq5R6Xl56ZoVJems/Bpi4ONHaa2v8Gl4rFG533X16aT0NHH+8eazO03eF09g3ilZJ0x5kJdumOeDxeSVe/sXF6HxdffDHHjh2ju2+QwwcPcv0nr2HhwoVcdtll1NbWUrNrOxtfWcc3v/UtFixYwIEDB1i5cuVQ6ZGmpiZ89aSeeOIJPv7xj3P11VdzxRVX8MQTT/CRj3yEK6+8krlz5/Ktb31Lt70TOv3Qly2wfG4uDvuZkvKy0nye3V7HtkOnWDY3etPYqmrcLJmVRUZSdEnSy0rz+dWG/Wzc28A1F5inNK2qbqB0SjrTMpPO7L8kn//3sotXaxoiopIMlKoaNwVZSRTnnykpX12Sz/88/x5V1W5mrzBPbl5V3UBuWiLnTcswtN3LnVr2kgniuh/86z2qj7cD0DfoxeP1kpxwtqvq6h/EHhdHQvz449HSqel8/+r5AfXv8Xh49dVX+eIXv0h77yB3334LTz72vzidxWzdupX/+q//oqrqVVZesYa1a6/ipuv/Y9w2N2/ezDvvvENWVhZPPPEEu3btYufOnSQmJuJ0OvnqV79KQUFBQPaNxIQeke851o67vW/E0ciyOTk47HFRnYboU6MaNUllJOdNyyAvLZGqavPmGU519bP9yKkRz19xfiozspKj+vz51KhlJWenjU7LTKJ0Srqp9vcNqvmhspI8w8VbmckJLJo5yfTwkMcrRxX+2ITQVTdmOD09PSxYsIDs7GxOnTpFWVkZJ5pa2LVjG5/85CdYsGABN910EydOnCAuTmC3xdEz4AkovFNeXk5W1ulkhdWrV5ORkYHD4aC0tJQjR0ashRUwE3pEXll9kjgBq+adLYJISrCxbE4uldVuvn91acTzs0eiyuBsAyOJixOsLsnnn7uO0TfoITHe+CJavrTRkdSIQgjKSvL5w9YjYVdJBsrre5voHyNttLw0n4fW76O5s88UccuWg6fo7Bs0bX6lvDTfFHGdb+Tc1TfIgcZOZmQlk5l8toq0ubOPY609FOennfXEHQq+GHlbWxsf/OAH+eWDv+LiNR8hMyOTXbt2nbV9gi0Oj1fSM+AhOSGe+Ph4vF4Vqh2eA56SknLG68TE0+fbZrPpjp1P6BF5ZU0Di2ZmjSolLi/N41hrDzUnojONzadGjVYFanlpHl39HrYcPGVK+1XVbianO5g/deQCRWWlefQPetm0r8mU/vVSVaPUqBcVjpw2Wl6aj1eqG5Yp/Ve7SbLbuGS2OaFDs7OXOnoHEAhSR7lJ+7KYjBbnZGRk8OCDD/LAAz8n0ZFEUVERf/nLXwAVrt29ezcAkzLT6e7spL1HOeHCwkJ27NgBwHPPPWeoTeMxYR15fUs3NSfaKSsdXZK8al4+QkSnytNfjRqtXDI7hyS7zZQ0ut4BD6/va6SsNG/Up6WLCtXcQTSeP3816mhpo/OnpjMlw2GK/b75ocvm5hgyWh2JmdkpzDVRXNfeO0hKom3Umib2+DiSEmxDjtRILrjgAopLzmFDxT94+uk/8thjj3H++eczf/58nn/+eQCuu/Zannz0IVYtW8KBAwe47bbb+M1vfsMll1xCU1N4BxfR9zxqED7nMjxbwJ/ctEQu0NLYvrY6MhUFR8NfjRqtOOw2lhfnUFXj5ocfnm9oeGrzAS1tdIzzZ7fFcbkzd0glGU0LHrx9tIVT46SN+sJDz+2op3fAY6jDfe94OyfaevlGebFhbY5EeWk+j7x+kLbuAd3yf3/6Bj30DniYOmySezjpDjvu9l5Diqh1dp7OIBoY9PKLx59hcoaDvDQHL7300lnbX3rppWzevpsTbT0UTE4jId7GO++8M/T5PffcA8D111/P9ddfP/T+8NcvvPCCLrthAo/Iq2oamJ2bQlFOypjblZXm8+6xNk609YTJssAYrkaNVspK8jnR1st7WpaBUVTWuElJsLF01thq1rIwqyQDpapaqVGXj5M2WlaaT8+Ah38fMHYEV1ntRowyP2QkZaXmiOt8o+zhaYfD8YVXOgwOr/jCNeMtYOKzL9y1X4YzIR15e+8AWw42B5Q76xMK+fJ9o4GR1KjRyqp5ecQJDH289nolVdVuVjhzx51EXRFmlWSgVNacqUYdjaWzskhNjKfS4Oyfqho3C2dMMr1C4ILp5ojr2nsHcNhtJIxz/h32OBJscYaHV9p7B0mIjyNxnNTGRLuNxHgb7T2RLfcxIR35Rlcjg14ZUO3lOXmpFGYnR5VKcEiNGsVhFR/ZqYksNDgN7d1jbTR09AW0/2lhVEkGyoHGTg42dgVkf2K8jRXFuVTVGKeSPNbaw3vH28Ny/cQZKK7zpfENerx093kCWs5PCEF6kiqiZdTx82hq0nSHPaBwYXpSPF19Hga9xokLg1WsTkhHXlXtJjslgQUF49fL9sUpNx9oprMvOorgDKlRZ2WPv3EUUFaST/WJdo61GhOeqqpRtbMvdwYWFgiXSjJQfE8HqwNMGy0rzaOxo493DFJJvjqKGtYsykvz6egbZNuh0LOXHA4Hzc3NSCnp6NOKVCUFNoWX5ojHK6Vhv9/OPiX9Tw9QhJfusCORdBoUXvHVI3c4HAF/Z8JNdg54vGxwNXDl/MkBT36VlebzuzcOsWlvI2vOnWKyhWMzlho1WikrzefH62p5tcbNZy8u1N1eZbWbRTMnjZg7PBLhUkkGSlWNe0Q16mgMqSSr3SwwQCVZWe1mVk5K2BYovlQT11VWnwxZJT19+nTq6+tpbGzkVFc/fYNe4tsdBDJ/LqWksa2XTreNSQFeM2Nxqquf3gGP1v/4BkgJTW09dJy0GbZqkm+FoECZcI5826FTdPQGJ4JQTsNOZbU74o783WNtuNsDCytEC7NzU5mVq5bQ0+vI6051U3uygzuvKgn4O9Myk5g/NZ3Kajc3rQj/osD+NHf2seNIS1DrYvqrJG/7gL4lCH3zQ1+4NLCVZYzAJ66rqmngrg/JkLKX7HY7RUVF9A16+NgPK/nQgmn8eGng18BvntnJ5gMNbP1uma7spUGPl4vurWKlM48HPlka8PeeeG436/ac5O3vlUekSumEC61UVrtJjI8LamQQb4tjlTOP9a4GU4vFB0JVtZs4AZebnG1gNOUl+Ww52KxbnOHLqQ72RlZWks+Ooy00d/bp6l8vY6lRx6K8NB+Xu4Ojzd26+n99byMDHuOLZI3HFaX5hojrthw8RVe/J+jjV1aSR1NnP7vqWnX1//bRVlq6B0K6/jp69YWX9GDUUm9XCiFcQoj9QojbjWgzFPyX1BqpyM5YlJXm09o9wI4jkU1jG0+NGq2UleYz4JG8vrdRVzuV1W7m5qUyM3vstNHhlJfmI01USQZKVc3YatTRMEolWVXtJislIazrqYIaeAgDspd8alT/aqWBsNKZR7xWxEsPldUnSbDFjZs2Opxlc3PUEoQRmnTX7ciFEDbgYWANUApcK4QI/JnEQGpPdlDf0hNSWGJ5cS4JtsidCFBhhZoT4ck2MJoLZ0wiKyVBVxpgW/cAWw+NXCRrPHwqyUiev94BD6/vbRpTjToaPpWkHkc04PGyvraBVfPywi6O8onr9Ng/ND9UHLwaNSPJzpJZWbquPyklldVuls7OHrUswGgkJ8Rz2dzILUFoxIh8MbBfSnlQStkP/An4sAHtBo3vJK4qCT4skZoYz8Wzs6msidxakOHONjASW5xglbYW5UCI4amNe5VCM5QbmS/7aNO+JsPXkgyUfx9oomdgbDXqWOhdgvCtw6do7x2MWJG18tLJusR1PjVqqMdP7xKEBxq7ONzcHfJAqqxEhZdqT4a/dpMRjnwaUOf3ul577wyEEDcKIbYLIbY3Nup7/B6Nqho165+XFnjajj9lpfkcae6OWBpboGrUaKWsJJ/23kHeOhxanLCy2k1OagILpoeWuWGWSjJQKqsbAlKjjoZelWRVdQMJ8XFcFqH6+uVaXaOqEMV1lb75IWdoi6j4bmChPhWcXts0tPmpVSUqvBQJcZoRjnykZ7izhrRSykellIuklItyc41f7cbd3svu+jZdYQnfCTRaZRcIvmyDUEcj0cDy4hwS4uNCqlHeP+jlNVcjq+eFrmY1SyUZCF6v5NWawNSoo6FUkokhhYeklFTWnGTZnJyIlfSdnavEdaE6sqoaNwtnhq5G1bsEYVWNm3OmpTMlI7C00eHkpaklCCNRxM0IR14P+C9tMR04bkC7QRFqtoM/UzKSOHdaBpXVJ40yK2B8atTyMao1RjvJCfEsm5NDZc3JoMNT2w6dokNn7WwzVJKB8k4QatTRiIsTlJXkhaSS3OvupO5UT0Rr1wshKC8NTVxnlBq1vDSftw6fCnoJwqbOPt4+2kJ5ib6BVFlJZJYgNMKRvwXMFUIUCSESgE8B/zSg3aCoqnYzIyuZuXn6RBBlJfnsrGulsRFb9xUAACAASURBVCO8aWzBqFGjmbKSfOpO9bDXHVx4qrL6JA57HJfO0RcWMFolGShV1cGpUUejrESpJLceag6u/xqfmjSyA4Gyknz6Pd6gs5eG5od03ojKSlSN9w2u4J7K1tc0ICVjlr0OBLNrtI+GbkcupRwEbgZeBmqAP0spg1taWiddfYO8eaCZ8tKzl9QKlrLSPKSEDWFMY/OpUVeXhD/bwGh84algLmSVrdDAsjm5JCXoU7P6qyTDSVVNcGrU0fCpJIO1v7JarZ2Znx7a/JBRLNTEdaHYPys3hVk61ajnTssgPz0xaEdaWeMeWn5PDyp1NvTwUqgYkkcupayQUhZLKWdLKe81os1g2LRPPYoa8Vjpk1a/EsYT4VOjRuOSbsGSl+7g/ILMoI5fzYkOjrX2BC0CGYnM5AQuKjR/LUl/fGpUI9JGkxJsXDY3N6g0tob2XnbVtVIe4dE4aOK6ecGJ607PD+k/fr4lCF9zNdI3GFj2Uu+Ah0371NqmegeCvuypNw800xXG2k0TQtlZWd1ARpKdiwr1hyXUicjjjf2N9PSHJ40tFDVqNFNeksfuulYaAowT+mpnG6VmLSsxRiUZKL6bhlH5/+Ul+Rxv66X6RGA13l/Vnh6jJW21vESJ67YHKK7zqVHLDRrIlJfk09XvYfOBwMJTb+xronfAa9jxKyvJ15YgNCc7byRi3pGrJbXcrJqXN+qSUMFSVppP74CXN/ebn8bmvyRXsGrUaMWXefNqgOGpqho3FxRkkptmTO3scMcpq2pCU6OOhk8lGWj2T1W1m4KsJJz5aYb0r5fLNHFdoOEFnxr1AoPUqBfPziY5wRbw+a+qcZOaGM+SImOqjV5UOImMJHtYs6di3pHvONJCS/eAoWGJJUXZpCXGh+Xx3KdGnQhhFR/F+akUZCUFdPxOtPXw7rE2Q0eTM7NTKM43by1Jf/SoUUdjaAnCmvGzp7r7B3ljfxNlJfrnh4wiGHGdGWpUh93G8rm5VFU3jNu/16vmZ1Y4c0kYZxGJQBkKL9W6w1a7KeYdeVWNb0kt48ISCfFxrHDm8mqt+WlsVb4luaIgvmkUvjjhG/ub6O4fO07oE48YER/3p6wkn22HQ1dJBooeNepYlJdOZs+x9nFVkpv2NdE36DUsLGEU5Zq4bn/D2NlLPjWq0cevrDSfk+297Dk2dnhqV30rTZ19plx/Ld0DvH1UXxGvQIl9R17t5uLZOaQFsJpIMJSX5qtqavXmngi9atRopbzUFyccOzxVVe2mMDvZ8NrZ5SatJTkcvWrU0QhUJVlV7SbdEc9FRaGpSc3ClwZZOU54wyw16tAShOP2r9JGVxYbO5Ba4dTCS2EK78W0I9/f0MnBpi5TZutXFqtHPTMfz31q1IkUVvFxUWEW6Y74MeOknX2DbD7QbEpY4HxNJWlm9pERatTRCEQlqeaHGrh8Xl5EamCPhU9cN5b9/mpUo+eHslISWDRz/CJaVTVuFhdmkZFs7EAwNTGepbOzw1ZEK7rOfpCcFkEY7wgzku0sKdJXTW08jFCjRit2WxyXa0W0PKOEp17f20i/x2vK/utRSQbK1kPNutWooxGISnLn0Raau/qjdiBQXjq2uM6nRjXr+i8rzaP6RDv1LSNnLx1p7mKvu9O0/stL8jjU1MWBxtCKeAVDbDvyalUbYWqAS2oFi95qauNRVe1mZrZ+NWq0Ul6aT3NXPzuPjpyGVlXtJjPZzsKZ5qhZy0vz6QxBJRkoVdVuQ9SoozGeSrJSmx9aEWKRKbMpK/HViB95MDQ0EDNpEZWh7KlRwlOni2SZdSMJX/ZUzDryps4+dhxtMXU0YmYam0+NGk3ZBkazvDgXu02MGKcc9HhZ72pgldO4tNHhhKqSDAQj1aijMZ5KsqrazdJZ2QGtNh8JSqakMS0zadQ0PJ8aNc8kNWpRTgqzc1NG/f1W1bhx5qcxIzvZlP6nZCRxzrT0sGRPxawjX1+r1UYw0ZHrraY2FkaqUaOVdIedpbOyRzx+24+00BrCklrB4LAHr5IMlOoT7YapUUdjLJXkwcZODjR2RfX14wsPjSSu86lRzTx+oEbFIy1B2Nrdz1uHW0wPa5aV5PP20RaaTF6CMGYdeVW1m6kZwS+pFSxlJflsP9ISdDW18TBSjRrNlJfmc7Cx66wa71XVbhJscVwW5JJaofQfjEoyUKqqGwxVo47GaCpJ3ygzWtSco1FWosR1bwwT1w2pUU2+EV2hLUH4muvM8NQGl5q7Mfv4nQ4vmZs9FZOOXNVGaKLMgCJZ46G32P9ImKFGjVZ8E9Gv+j3eqmwFNxeHsKRWsKwKUiUZKEarUUdjNJVkVXXDUF2gaGZxURZpiWdnL/nUqMX55s4PLSiYRHZKwlnhlarqBvLSEjlvWoap/c+fms7UDIfpRbRi0ou8uV8tqRWOx8rzpmWQlxZasf/RMEONGq34Ksr5H7/9DZ0c0bGkVjDkpCZy4YxJAakkA8WnRg3HIiCpifFcMudMleSprn62HzFWTWoWCfFxrJyXx6u17qHsJZ8atbxksukDMd8ShBv8liDsG/Sw0dXA6hLj00aHI4SgrNT8JQhj0pEP1UYIcUmtYAilmtp4VNWosEK0ZhsYTXlpPjuOtNCsxQkrh9JGw6NmLS/ND0glGSg+kU64FgEpKzlTJbm+tgGvNF4NaxZlJXlKXFenxHU+Nare2t+BUl6qLUF4SC1BuOXgKbr6PWE9fz0DHlNrN8WcI/evjRDqklrBUl6aR1e/hy0HQ1uLcjhVIa7UHauUl/qK/as4ZVW1m3OnZYS8pFawnF7L0Zjwillq1NEYrpKsqnYzOd38+SGjWFmcR3ycGApvDKlRC8OjRl02N4fE+Lgzjl+S3cYls8NTbXTpLPVbNzMNMeYc+e56JTAIZ22JS2bnkGS3GbIEnJlq1Ghl/tR0pmQ4qKw+SWNHHzvrWsMaVvItaG1EeMxMNeponF6C0E3vgIfX9zVSVqq/dna4yEi2s7goi8pqd0TUqENLEFa7tYGgqjbqsIdnIOir3VRV02Ba7aaYc+RVNVpthDCGJRx2G8uLcwKqpjYesZJtYCS+Ilqv721i3Z4TSBleNetplWQTHb36imiZqUYdi/LSfHbVtfLPXcfp7vfE3CLd5aX57G/o5G9v19Pc1R+R41ff0sPfdh7jRFtv+Psvyaexo4/dJtVu0uXIhRAfF0K8J4TwCiEWGWXUWFRVN7C4MEv3klrBUlaiqqm9d1xfGptPjRqusEK0UFaq4oS/rNrHtMwkSqaEt3Z2WYlKQxuviNd4mK1GHQ1fGttPXqolJcHG0jDMDxmJ7wnsvnW1WrXS8M4P+aqL/riiRlUbNTltdDhDSxCaFF7ROyLfA3wEeN0AW8blaHM3LndHREazvmpqeoowhUONGq0snZVFamK8Vhsk/GGBC2dkMinZriu8Eg416mj4VJLNXf1hnR8yCp+4rrmrPyJq1Lw0BwsKMmnu6mfhjElkp5qbNjqcjGQ7iwuzTFN56pptk1LWAGH7UfomKyJRezk7NZGFMyfxzLajHGwMboV4Hw0dfWEPK0QLifE2VhTn8uK7JyISFlAqyXxe2nOCm59+O6Q2uvoGTVejjoYvPPTEvw/H7PVTXppv2Nqmofa/q641Yv2XleZz9wvVHGnuMmw1KR9hS5sQQtwI3AgwY8aMkNro6B3gghmZptVGGI/PX1rEz19x6VIJXlGar3ul7ljlMxfPpG/Qy+II1c6+bkkB7x5r1XX+FhdmhT0s4ONTiws40NhpSrXPcPCxhdN5+2gLa8+dEpH+r7lgGm/ub+JDC6ZGpP/yknx+t+kgx1p6DHfkYrzJOyFEFTDSEOoOKeXz2jYbgduklNsD6XTRokVy+/aANj0LKWXMzNZbWFhY+KPXfwkhdkgpz5qPHHdELqUsC7lXE7CcuIWFRaxilv+KiCJlx44dTUKIIyF+PQcwf3n70LHs04dlnz4s+/QTzTbOHOnNcUMrYyGEuAZ4CMgFWoFdUsoPhNxgYH1uH+nRIlqw7NOHZZ8+LPv0Ews2Dkdv1srfgb8bZIuFhYWFRQjEnLLTwsLCwuJMYtGRPxppA8bBsk8fln36sOzTTyzYeAa6YuQWFhYWFpEnFkfkFhYWFhZ+WI7cwsLCIsaxHLmFhYVFjGM5cgsLC4sYx3LkFhYWFjGOIRJ9IcTjwAeBBinlOeNtn5OTIwsLC43o2sLCwuJ9w44dO5qklGeV3zSq1soTwK+ApwLZuLCwkFCrH1pYWFjELJ5BsIXudkerUWWII5dSvi6EKDSiLVPZ9TTUvgif/APEYhXF9/4OL30XpDdyNmQWwPUVEB/epfYAOLAenv8qeAdDbyM1Dz6/DhJTjbMrXNTvgL9cD57+yNngSIfPvQBpMVgT/dQheO7z8PEnYdKItafMpWk//G41fOxxmLPa0KZjamEJ3Wz9LZzYDQ01kF8aGRv08NZjyokXm1qXbHS6msD1Ihx5E2ZfHv7+dzwJA11Q8qHQvt/bBtX/gAOvQumHjbUtHOz6A3Q3wbkfj0z/ngHY/TTU/BMW3xAZG/Twzp/h+E549y+w/Lbw9++qgN5WyJlreNNhc+RSykfRpK+LFi0Kv5y07Zhy4qAOaKw58p4WOPJvuPS/oez7kbGhvxt+WgSudeF35IN9sP9VOPejcPUvQ2vDMwgHNyr7Y82RS6nsnrMaPvRg5Oyof0v9fmLRkbsqtP/XRciRr4PJ50Km8QPZiNQjjwh716n/UydH7kTqYV8VSA8410bOhoRkmHW5On5rfhLe8NThN6C/Q9/+2+LV08zel3XHKsPOiV3QcSKy5x/AuQa2/AZ621WYZRwGBgaor6+nt7c3DMaNgXcQzvsuLLCB1wPv7YG4MC5g7fVAydfVMaupGXdzh8PB9OnTsdsDW6Q6hq5kndRWQNYsOP862HAPdLhjK87nqoCUPJi2MLJ2ONeom6J7jxpdhAtXBdiToWi5vnaca+CdZ6F+G8y8xBjbwoFrHYg4mBuhsJoP51r494OwvwrO+ci4m9fX15OWlkZhYWFkV/fqaoS2QZhUCC2HIWMypOSEr//uZmgdgBynGhCNgZSS5uZm6uvrKSoqCqh5Q/LIhRDPAJsBpxCiXgjxRSPaNYzedjj0uroI52kjGt8IPRYY7Fc/HOeVEBfh1H/nGkAoxxIufGGF2avAnqSvrTllYEtQk96xRG0FFCyFlOzI2lGwGJKzAz7/vb29ZGdnR36Jxt42sCWCI1Od/9628PcfZw/o+hVCkJ2dHdRTjCFeQUp5rZRyipTSLqWcLqV8zIh2DePAevAOKEeeV6piVOF0RHo58gb0tUf+sRpU1sf0RafjjeHg5DvQfsyY/U9Mg8LLlP2xUvmz9Si439VuohEmzgbFV8K+l9XkZwBE3Il7PdDXCY4MFQ50ZEBfh3o/LP17VX++/gMg2GP2/lB2utZB0iQoWKIOpHOtmvTq74q0ZYHhWgfxSVC0ItKWKJxr1Ox/+/Hw9FdbocIKRmXrONfAqYPQtM+Y9szG9ZL6Pxpu5KCOX28bHN0caUsCo68dkMqRgva/VM41HPR3qGwzX/8mMPEduWdQjR6Krzw9ueVcC4O9cGBDZG0LBCmVI5u9atzYWthwXqX+D9dTjatC3YSNimn6HKIrRsIrrhchpxhy5kTaEsXsVSpMEStPtb3tIGyQkKJeJ6So1+EKr/S2qYGIidqFie/I67ao1D3/x9KZl0BiRmxciCffhfb66His9pHrhElF4Tl+bfUqtGLk/mdMgynnx8b5721TGTvRdP4TUmDWSjXPEO3hKSkRWYXces9DQ2GNn/38fu76xePQ185d3/8+ycnJNDQ0DH0lNdVAhyulupEkpitnPoyNGzfywQ9+UHc3E9+Ru9apyY3Zq06/Z7PD3HLY+1L44mSh4loHiMiJgEbCF5469JqKPZqJz9kaHVZwroW6bdDZaGy7RrO/SqXORUtYxYdzDbQeUeK6aKa/k8TEBP724is0NTWdfj8+UR1XzwA5OTn8/Oc/N7Rbj0fzKwPdan7OxLAKTPT0QynVqKFohZrk8mfeWtjznBI4zFgaGfsCwfWiyhRIzYu0JWcyby1sedh8laSrArLnGK+Gc66BjT9WN/MLP2Ns20ZSWwHJOTD9okhbcibFV6r/gxHXrbtdPWEayeRzYc19o3/e2068zcaNN97IAw88wL333qvej08EBHh6+cIXvsATTzzBt7/9bbKyssbs7vDhw1x55ZUsWbKEnTt3UlxczFNPPUVycjKFhYV84Qtf4JVXXuHmm28mKyuL79/5Hfp6upntnM//PfEEqampvPTSS9xyyy3k5ORw4YUXGnIYJvaIvNEFLYdGfiydUwZx8eHNvggWnxo1mh6rfRQsValcZoYnetvh0CZzRqOTz4P06dEdXvEMwL5K5TTDKV4JhPQpStMQzcdPSiWJF4Kv3PxV/vjHP9LWpsXFRRwkpMJgH6mpqXzhC1/gl78MTDHscrm48cYbeeedd0hPT+fXv/710GcOh4M33niDsrIy7rnnHqqefZS3N/yTRRddxP33309vby833HAD//rXv9i0aRMnT540ZFcn9ojc56RHcoSODChcpi7E8h+G165A2WtSWMEIwqGS3F91Om3UaIRQ18XOP8BAj/78dDM48m/oa4vOGzkou9bfAx0nIW3y+NuPNXI2g8HeoQJj6enpfPazn+XBBx8kKUk7146MofDK1772NRYsWMCtt946brMFBQVceumlAHz605/mwQcf5LbblFL8k5/8JABbtmyhurqaSz94Hdjs9A96ufjii6mtraWoqIi5c+cOff/RRx/VvasTe0TuqoCpF0D61JE/d66Fpr2qKlk0UlsBWbNVxkI04lwLPaegbqs57bvWKfFJwWJz2neugcEelYoajbgqIN4RmQJlgeC7we59KbJ2jMZQVoqa5Lzlllt47LHH6OrS0o59JQYGe8nMzOS66647Y3Q9GsNzvP1fp6SozBgpJeWXX8auyj+x6+3tVFdX89hjj434fSOYuI68ww3128cezflGOtEYXhlSo66J3pK7c1ariWQzjp9n4HTaqFlhhcLLICEtOs+/lMquWStPp81FG3mlkDkzesMrve2qrINGVlYWn/jEJ4YcKvGJSm05qBSU3/jGN3jkkUcYHBy7TPLRo0fZvFnl0D/zzDMsW7bsrG2WLl3Km5u3sr/ODfEOuru72bt3L/PmzePQoUMcOHBg6PtGMHEd+b6XATn2Y2nmDMg/NzovRH81arRipkry6GY1ojIzrBCfAHPLlODGG8Ea7yPRUK0UndEaVoHoFtd5BlTJ42HZIrfeeuvZ2SuefvAMkpOTwzXXXENfX9+YTZeUlPDkk09y3nnncerUKb785S+ftU1u9iSeuP/7XPvl2znvvPNYunQptbW1OBwOHn30Ua666iqWLVvGzJnG1EWfuDHy2grImAH546w851wDm34GXc2Rr2Phj6sCkrKUECaambcWXrxVhahynca161qnRCezTA4rONeqBTuO7YCCKMoMqdWeEnzZIdGKcw1s/Y0S15Xoz4c2DF9YxZFOZ+fpFNn8/Hy6u7uHXt/1g7uhyaXmIpKzuf/++7n//vvHbDouLo7f/va3Z71/+PBhv/7bWbVsMW9t+fRZT1RXXnkltbW1we/TWDYZ2lq00N8NBzcEFpaYt1bJZ/e9HB7bAsEzqCYRiz8Q/aVWi00IT/nSRmetNH8ln7nlSuUXbeEVVwVMWxTYJGIkmXmJGvVG21Ntb7sK+8WPM4ltT1LhFaNVnr3tKivOHh419sR05Ac3qrhXII+lUxZA2pTo+iHXbVFpU9H8WO3DDJVkQ40Sm4Rj/5MmKWcUTY6o/QQcfzs2zr/NDnOviC5xndcTeJGqM4ponQ6vNTc3s2DBgrP+paWlsWfPnrHblF5V3yWIIll6ifLhXoi4XlQS/MKzJyHOwpeGtvtZGOgFu8N8+8ZjSI1q7Lp+puG8SolrOhuMES65whxWcK6Fl7+jCmllzQpPn2OxN8qKZI2Hc41aPm0UcZ2UMrwVEPs6Aa+SxQeCI0MtodffMRRTz87OZteuXaH3Lz3KB4WIDHLOaeKNyL0eNXk1t0yNFgLBeZWaGDn0urm2BcIZatQYWSDYuQaQKhxkBK51SmySPsWY9sZjKHspSkblrgq1AEJeSaQtCYw5ZSo8McJTrcPhoLm5OWjHpIu+NhUuC/T3k5iqBEJGhVf62oHQi2T5FpZwOAIfVE68EfmxHeruGsxopugypfJyVUDxFebZFgg+NeolX42sHcEw+VzIKFCOUK/cveMkHNsOq+40xrZAyCpSqXSudXDxV8LX70j0dcLB1+CiL0Zv2ulwfOK62oqzxHXTp0+nvr6exsYw1bSRUpVXtjug1RX497rawdMEaZ36j3v7cTWIbNsbchO+pd4CZeI58toX1STDnLLAvxOfqIpq7dXS0CK5Cs9YatRoxReeevv3aqJZT7ndSIUVnGvgjV9A9ylIHrvehqkc3ACevtg6/6DO17pvqhrvfnVx7HZ7wMuVGULdNvjzR+Gjj0FJAKFVH7v/BC/cBDes17ec4sl34dmPwIceghKdyxIGwcQLrbjWwcxLISkzuO/Nu0otbntipzl2Bcp4atRoxaeSPPSavnZc65TIJC/AQkxG4bxKxTX3VYa33+HUVqgaNjMujqwdwRIt4SlXRfADOVATtiJOv/1D1UrDmzY6sRx58wGVExrKaM6oE6mHQNSo0crMZWpySU/2T3+Xyjhyrg1/WGHqBZCaH9nsJa9HPZHMvSLw+Z1oIbNAhdginf1VWxHaQC45S9089f7+a19UlSrDXK10YjlyPWEJo06kHobUqDHoyOMT1ChIj0rywIbA00aNJi5OjaL2vwqDYyv7TKNum6pdE2thFR/OtaruTlfT+NuagZ6BHKjvufdAy5HQvt92DE7sisj5m2COfJ1Sck4KUfY6dCIPG2pWwAypUedHpn+9ONdCV4OacA4F1zo1cTbzEmPtChTnWpWCdnhTZPp3vaiyP4INC0QLzjWauO6VyPQ/tAhJiI5Ub3gogmmjE8eRd59S9Tn03A2HTmQEqrkFo0aNVuaWha6SjIawwqwVSokXqacy1zqVQeUIMP852piyANKmqvBCJHBV6BvIZc+GHGfo4SFXhdIhGFmqIkAmjiPf94oaDehx5HpPpB58atR5MRhW8ZE0CQovDc0R1r+lpY1GMKxgT1LZS6514V+LsmkfNO+PzbCaD1/20oH1SlwXTowYyIH6/R15E3pag/teX4dWrTQC8ztMJEde+6KS2k+5QF87zjWhnUi9+NSoMy8Nb79G41wLjTVKJRkMroroCCs410C7tjJTOPGNYqO9SNZ4ONeqdSrDLa4zYiAHyn7voFrUJBgOrFdVFCM0EJkYjnygV01SFV+pPwd83lWhnUg9hKJGjVZCjTPWVihRicmL1I5L8ZWACH94xbVOLT+XWRDefo3GX1wXTlwVxgzkpi2ElNzg7a+tUE+kBZFZ/3diOPLDbyiJvRGPpaGeSD2EokaNViYVQt784Bxh0z5o3hcd+5+So0oHh/P8dzWpbI9o2H+9xCeqBUdc68JX432wz7iBXJxNtbOvCgb7A/uOZ1BlnM2NXLXSieHIXS+CPQWKDFBSxdlU+dh9lYGfSL2EokaNZpxr1HqT3acC234o2yBKwgrONXDyHWitC09/e19i3EVQYgnnWug8GT5x3aFN0N9p3I3QuVbVaznyZmDb122FnpaInr/Yd+RSKkcwZ5VxlQudV6nCN4GeSL2EqkaNVpxrg1NJuiqUmCRzhrl2Bcq8q9T/4VqL0rUO0rVywBOBuVdo2UthCk+5KowbyIGqgx+fFLj9rgpVrXRO5KqVxr4jP7FLSeuNfCydtVItehuOC9EnYvA5j4nA1AsgdXJg4YloDCvkzIXsOeEJrwz0qImyWE47HY5PXFcbhuNnxkAuIVkteB1I9tJQtdLlaunDCBH7jry2Qknr537AuDYTktUSY+FIQ/PdLGI9W8GfuDgVJtlfNb5K0qhsA6NxrlGP7L3t5vZz6HWV5RFt+68X5xpoeM98cd2JXdBx3PiBgHMNtB1VAsGxaNqrqpVG+PzFviN3rVMzxUavtzlvbWAnUi96RQzRinOtiluOp5KsfVGJSKYsCI9dgeK8Si1+bXb2Uu2LkKAtYj2R8OkhzBbXudYZP5CDwLOXhtJGLUceOq1Hwf2uOXfDcKShDYkYoiisYBRFAagkB3qjN6xQsFgtfm3m+fd6VRx+zmqV7TGRyJoFufNUIoKZ1FaYM5BLzVPFr8YLr7nWqUFIxjRj+w+S2Hbkvh+ZGfHl1DyYvsjcOGm0hhWMwO4YXyU5FFaIwhvZUBray+AZMKeP4zuh0x2d+28EzjVw+E2V0WEGZg7kQLV7fKdaKGIkOhuUIjkKzl+MO/IKyClW0nozcK4d+0TqZUiNGmVhBaNwrh1bJel6UYlHiqI0rDBvrVr+6+hmc9p3vaiyO+aWm9N+pPHVeN//qjnt+8I2ZiUK+Bz0aE9lUZQ2GruOvLdNCYHMPIjjnUg9+NSozjWRXZHITIo/MHqNd69X/RCjOaww63KwJZoXXnGtU5UeI7kikZn4xHVmFdFyvWjuQC7XqUJEo51/1zq1xOHkc83pPwhi14Psq1RSeqeJaXu5TphUZM4P2Ug1arQypJIc4Yd8YqcSjUTz/iemqoqItS8an7106hA0VEfFaM40hmq8B6GSDJRwDOSEUNfnoddUUSx/+rtV/fwomd+JXUfuWgfJOSqObRZjnUi9+NSoEy1bYTjONWodw+EqydoKLawQ4cWux8O5BlqPQEONse3qrZ0dKzjXmiOu21+lDeRMHgg416hiWAfWn/n+wY1qacMoOX+x6cg9A2pEXnylmpQyk3lrRz6RehgSMaw2TsQQrThHUUm61inRSLSHFXxpZUZPersqspEx6QAAIABJREFUILdEPbpPZGat1FSSBh+/2gptIHeRse0Op2CpKoY1/KncVaGWNpwZxALPJhKbjvzIm6oWQjhqdxcsVYvhGhleMUONGq3kzIHsuWf+kFsOK7FIlIxmxiR9Cky90Njz39OiatHEwv7rJRiVZKCEcyBni1c56ntfVsWxwC9ttEwtcRgFxKYjd61TEvpZK83vyxavJu32vnT6ROplSI0a5WEFoxhSSbap17EWVnCuhWPboeOkMe3tq1TZHO+HGzloKsk648R1R/6tBnLhun6ca9RaqnVb1etj26GrMarOX+w5cinV6G7WSkhICU+fzrVqFOU7kXrxhRWMFjFEK/N8KkktDc1VocQiZmUbGI3vyc+oIlquCkjJU1kd7wd84jqjaq+4KtRAbvblxrQ3HnNWq6JYvqdKV4WqVjo3eqqVxp4jd7+nhADhvBsOP5F6MFvEEI1MvwiSs9UNrKdFiURiaf/zSlVlRiPCK4P9qta104Da2bFCoCrJQIjEQC4xTRXFclWcnt+aeYmKnUcJsXclRaLIVKJWC8N3IvXgitxK2xHDXyXpein2wgq+7KWDG6G/S19bR96A/o7Y2n8jcK5Rc0Ntx/S101CtDeTCPBBwrlHLF+59CRpro+78GeLIhRBXCiFcQoj9QojbjWhzVFwVMG0RpOWb2s1ZzFurTmTTXn3tuF5UCzzHSljBKJyaSnLDj5RIZJqJaaNm4FyrFsc+sEFfO7UVKotj1kojrIodhmq863yq8YVnwl2kytdfxbfU/1H2RKnbkQshbMDDwBqgFLhWCFGqt90RaT8Bx9+OzErzRqShhUPEEK3M1lSSbUeNWZIr3My8RC2OrSe84nssn70K7EnG2RYL5BSPrZIMlEgN5DKmqVIabUfVUoaTCsPb/zgYscDcYmC/lPIggBDiT8CHgWoD2j4T3908Eo81GdoKLjueDL0IUGtdeEQM0UhCihqF7ns5NvffZlc1UWpfgMoQJ6n7OqG9Hlaa+9AalfjCU9sehVe+F5oa0utRA7lV3zPevkBwrlXhoSgciBnhyKcB/rK9emDJ8I2EEDcCNwLMmBHikl6Ne5VkPndeaN/Xy4Wfg5fvgK2PhN7G5PPMVaNGMws/pwqQzVoZaUtCY8F1Kp9Yz/lPnxabNzIjOO8TsPP3ypmHSnI2zL/GOJuC4dyPwe5n1H5EGULqnLwTQnwc+ICU8kva688Ai6WUXx3tO4sWLZLbt28PrcP+rvDNVltYWFhEEUKIHVLKs0aCRgQq64ECv9fTAZPqvmI5cQsLC4thGDEijwf2AquBY8BbwHVSyvfG+E4jcCTELnOAphC/Gw4s+/Rh2acPyz79RLONM6WUucPf1B0jl1IOCiFuBl4GbMDjYzlx7TtnGRIoQojtIz1aRAuWffqw7NOHZZ9+YsHG4Rgx2YmUsgIwcU00CwsLC4vRiLFkXgsLCwuL4cSiI9eRuxQWLPv0YdmnD8s+/cSCjWege7LTwsLCwiKyxOKI3MLCwsLCD8uRW1hYWMQ4liO3sLCwiHEsR25hYWER41iO3MLCwiLGMUQQJIR4HPgg0CClPGe87XNycmRhYaERXVtYWFi8b9ixY0eTKRJ9jSeAXwFPBbJxYWEhIVc/tLCwsHifIoQYsUaVURL914UQhUa0ZSbrj65ny4kt3L74duJE7EWVNh/fzG92/waP1xMxG2akz+AHl/yABFtC2Pve2bCTZ2qf4d5L78Vus4e9/1jncNth7tp8FwOegZDbyHJk8f1Lvk9OUo6BllnoxagR+bgYsrCEDpp6mrjzjTvpGOjAOcnJR4s/GnYb9NDR38F3Nn0Hu83O7IzIrPc5KAd54eALFKYXctP5N4W17z5PH3e8cQd1HXVcM+caLp56cVj7nwj8ff/f2d2wmyVTzlr3JWDePP4mP9/+c3582Y8NtMxCL2Fz5FLKR9Gkr4sWLQq7nPT+7ffT4+nBOcnJA28/wKoZq5jkmBRuM0LmoZ0P0dLXwtNXPc387PkRs+O2127jf9/9X9bOWktBWsH4XzCIx959jLqOOuJFPBvqNliOPAQ21G1g0eRF/Lb8tyG38audv+KRdx7hmjnXsHjKYgOts9BD7MUXQuCtk2/xr4P/4vPzP899l91HV38XD+x4INJmBcx7ze/xrOtZPun8ZESdOMA3F30Tm7Dx460/JlzlHY60H+Gxdx9jTdEalk1fxsa6jWHre6JwuO0wh9oOsbJgpa52vnTul5ieOp17tt6jK0RjYSwT3pEPeAa4Z8s9TEudxg3n3cCcSXP4zPzP8Pf9f2dnw85ImzcuHq+Hezbfw6TESXz1glFXzwsb+Sn53HzBzWw6tolXj75qen9SSn609Uck2BL45qJvcnnB5ZzoOsHelr2m9z2ReK3+NQAuL7hcVzuOeAffXfJdDrUd4snqJ40wzcIADHHkQohngM2AUwhRL4T4ohHtGsGT1U9ysO0g31n8HZLikwD4z/P+k8kpk/nh5h8y4I3uUcVze59jT/MevnnRN0lLSIu0OQBcO+9anJOc3LftProHuk3t6+UjL/Pv4//m5gtuJjc5l+XTlyMQrK9bb2q/E431R9fjnORkaupU3W1dNv0yymaU8cjuR6jvqDfAOgu9GOLIpZTXSimnSCntUsrpUsrHjGhXL8c7j/PI7kdYVbCKFQUrht5Ptidz++Lb2d+6n6drno6ghWPT1NPEL9/+JUumLGFtUfSsvB4fF8+dS+/E3e3mN7t/Y1o/nf2d/HTbTynJKuFTzk8BkJOUw3m557GxbqNp/U40Wnpb2NW4S3dYxZ9vL/42Qgh+su0nhrVpEToTOrTy420/RgjB7YtvP+uzVQWrWDF9BQ/vepiTXScjYN34+CZo71hyB0KISJtzBgvyFvDRuR/l99W/Ny3M8fCuh2nqaeJ7S7+HLc429P7KgpVUN1dH7XmLNjYd24RXenWHVfyZnDKZryz4ChvrN7L+qPV0FGkmrCPfcHQDG+s28uXzv8yU1Clnfe5z8FJKfvrWTyNg4dj4T9AWZRRF2pwRueXCW0hPSOeeLffglV5D2649VcvTtU/z8eKPc27uuWd85nNIr9W9ZmifE5UNRzeQl5RHSXaJoe1eV3IdczLnhCXEZjE2E9KRdw90c9+2+5iTOYdPl3561O2mp03nxvNupPJIJZvqN4XRwrHxn6C98bwbI23OqGQ6Mvn6wq+zs2Enz+9/3rB2vdLL3VvuJjMxk69d+LWzPp+VMYsZaTPYUL/BsD4nKn2ePt48/iYrC1YaLoKzx9n5n4v/hxNdJ3jknUcMbdsiOCakI3/0nUc53nWcO5feiT1ubAXg9fOvpyijiB9t/RG9g71hsnBsfBO0313yXRzxjkibMyYfnvNhLsy7kPt33E9rb6shbf5t3994p/Edbl10KxmJGWd9LoRgZcFKtp3YRtdAlyF9TlS2ndhGz2CPofFxfy7Iu4Br5lzDU+89xf6W/ab0YTE+E86RH2g9wJPvPcmHZn+IhfkLx93ebrNzx5I7qO+s53fv/i4MFo7Nsc5jPLL7EVbPWM3y6csjbc64xIk47lh6Bx39Hfzi7V/obu9U7yke2PEAC/MXcvWsq0fdbmXBSga8A7x57E3dfU5kNtRtICk+yVTxztcXfp2UhBTu2XqPld8fISaUI5dScu/We0m2J3ProlsD/t6SKUu4atZVPL7ncQ63HTbPwAC4b9t9o07QRivFk4r5TOln+Ou+v7KrYZeuth7Y8QDdA93cueTOMSd4L8i7gIzEDCt7ZQy80strda+xbNoyEm2JpvUzyTGJr1/4dXa4d/Cvg/8yrR+L0ZlQjvyFgy/w1sm3uGXhLWQ5soL67m2LbsNhc3Dv1nsjNqrwn6CdnDI5IjaEypfP/zL5yfncs+UeBr2DIbXxtvtt/rH/H3x2/meZM2nOmNvGx8WzfNpyXj/2esj9TXRqmmto6GkwLazizzVzr+H83PP5+faf09bXZnp/FmcyYRx5W18bP9v+M87LOY+Pzg2+IFZOUg5fvfCrbDmxhZcOv2SChWMT6ARttOLLzXe1uHim9pmgvz/gHeDuLXczJWUKN50XWEGulQUraetr0/0UMFHZULeBOBHHZdMuM72vOBHH95Z+j7a+Nh58+0HT+7M4kwnjyB/a+RCtfa3cufTOkGfnP1H8CeZnz+enb/2Ujv4Ogy0cm2AmaKOV1TNWc9m0y/jVzl/h7nIH9d0/Vv+R/a37uX3x7STbkwP6zqXTLsUeZ2dDnZW9MhIb6jZwQd4FYSsO58xycl3Jdfxl7194t/HdsPRpoZgQjnxP0x7+7Poz1867VleurC3OxveWfo/mnmYe3vWwgRaOjW+C9sOzPxzQBG20IoTgO0u+g0d6gsrNP9l1kl/v/jUrp69k1YxVAX8vxZ7C4imL2VC3wZpkG8axzmPsbdlrqAgoEL6y4CvkJuVy95a7rZBXGIl5R+7xerh7y93kJOVw84Kbdbc3P2c+n3B+gmdqn6G6udoAC8dGSsk9W+4h2Z7MNxZ9w/T+zKYgrYAbzr2BV468EnBGyU+2/QQpJbcvCX6C9/Lpl1PXUcehtkNBf3ci45sEDkd83J8UewrfWvwtak7V8Kzr2bD2/X4m5h35s65nqW6u5lsXfYvUhFRD2vzahV8jMzHTFMXicF44+ALb3dtDmqCNVj5/zucpTC/kR1t/RJ+nb8xtX69/naqjVdx0/k1MS50WdF++GjpWEa0z2VC3gVkZs5iZPjPsfV8x8wounXopv9r5Kxq7G8Pe//uRmHbkTT1NPLTzIZZOWcoHCj9gWLvpCenctug23m16l+f2PmdYu8PRO0EbrSTYErhj6R0c7TjK4+8+Pup2vYO9/GjrjyjKKOJzpZ8Lqa/JKZMpzS610hD9aO9vZ8f/396Zx1VVrf///TDIIKghDigYZpoTRKIIpSlmpWV1Lcu0bje5apbd0gY1tW/2y6GcMrUyyxwqU/taP/WbeftakLMIihOpOcWkhXidRUDW94+9jx4BQTnD3th+v17nxdn77L3Wh+ec85w1POtZR1Pd3hq3ISKMbD+SgosFTNoyyRANfzWqtCOftGWStgWYC5JK9bilBzH1Y5i2dRp55/OcWrYNZ0zQmpXYkFi6N+7OZzs/I+NURpnXfLrzU7LPZDO6/WiH9uDsHNaZHbk7OHb+WKXLuJFYn72eIlXk9vFxexrVaET/iP78cPgHNuZsNEzHX4Uq6z02H9nMykMrSWidQHjNcKeXLyKMaj+K80XnmZo61enl78zdyZK9S+jbvK/TkxmZhdfbvk41z2plxuYfOnmIz3d9rv1gOrjqsEtYFxSKNVlrHCrnRiExI5Eg3yAigiMqvtiFJEQk0CiwEeM3j6fgYoGhWm50qqQjL7hYwNhNYwkNCKV/RH+X1XNLrVt4ttWzLD+wnJSjKU4r136CdnDUYKeVazbq+NfhxTteZEPOBn78/cdL520rcP08/a5rBe7VaHZTM0Kqh1hhiGgJ19Zlr6NTaKcrUv8agY+nD6Paj+LwqcN8vuvqQ2wWjlMlHfm83fM4fOqwW5JKDYwcSMOAhozdNNZpuwkt3ruYX4//6tQJWrPy5G1P0iKoBROTJ3Km4AwAPxz6gc1HNvNSm5cI9gt2uA5bEq1NOZs4X3Te4fKqMql/pnK68LRh4+MlubPhndwffj+f7viUzFOZRsu5YXHWVm/dRGSviOwXEZcmCck6ncXsHbO59+Z76Rjq+hVrfl5+vBHzBgdOHuCL9C8cLi/3XC4zts0gLiTOqRO0ZsUWm597PpcP0z7kdMFpJqVMolXtVjze7HGn1RMfFk/+xXw25WxyWplVkcSMRHw8fYhrEGe0lEsMazcMb09vxiePt+L9XYTDjlxEPIEPge5AS6CPiLR0tNyyUEoxIXkCnuLJsHbDXFFFmXQK60R8WDyzts/iyJkjDpU1OWUyFy5eYGT7kabb9cdVRNSJ4PFmj7Nwz0KGrxlO3vm8Urv+OErbem0J8A4gKSvJaWVWNZRSJGUmERcSd2l/WjNQ178ug6MGsy57nVs27P4r4uWEMmKA/UqpgwAisgh4BHD6apqfM39mTdYaXmv7mtuTSo2IGcHflv2NlxNfplVwq0qVcaHoAisPrWTQ7YNcMkFrZl5q8xKrM1azNnstT972ZKVteDW8Pb3p0LADSZlJFKtil0QBHT17lPm755N/sfJ56+v616V/6/4ORelcjX3/2UfO2RxTbkbSp3kflu1fxrjN41ifU/nUw7V8atE/oj/Vvas7Ud21cabgDEv2LaFXs17UqFbD7fWXhzMceUPAfvArC2hf8iIRGQgMBGjUqFGlKtqZu5NmNzWjb4u+lbrfERoENOCNmDeYmTbToZjluJA4/tn6n84TVkWo6VOTt+LeYuGvC/lXm3+5pI74sHhWHV7FjtwdRNWNcmrZSilGrx9N6h+p1PKpVeky8vLz8PbwdskkfWJmIoJcsdG4WfDy8OLtO99mxNoRDn1/8s7nkV+Uz/CY4c4Td41M2zqNxXsXk3EqgzF3jnF7/eWilHLoATwOfGZ3/HdgRnn3REdHq8pyrvBcpe+1uLE5kX9CRc2PUu+nvO/0sr8/8L1qPa+1+vrXrx0q5+WfX1Ztv2irsk5nOUnZZXqv6K36ft/X6eWaiXc2vqMi50eq9GPpbq13Z+5OFTEvQsUvjlet57VW2/7Y5tb6bQApqgyf6oz+ZxYQZnccCuQ4odwyMdPYn4W5qOlTk+h60U5f5enMCdrh7YYjIry7+V0nqdP44+wf7M7bbegiIHfgzvQZNuzDhRf1WERd/7oO5d13Bc5w5FuApiLSWESqAU8Cy51QroXFdRPfKJ4DJw9cdTVpZZi5babTJmhDAkJ4/vbnScpKIjHDeXHvv2T9AnDDO3Jb+owdx3aw9Lelbqlzyb4lpOel83q716nrX9ehvPuuwmFHrpQqAl4E/g38CixRSu12tFwLi8rQKVQbH3bW4qD0vHQW7V1E79t6O22C9umWT3NrrVuZkDyBc4XnnFJmYmYiYYFh3FLzFqeUZ2Z63NKDdvXbMS3VdekzbBw7f4zpW6cTGxJLt/BuAHRt1JUODTtUKu++qxBlQFxn27ZtVUrKlSslCwsLycrKIj/fHDvZW1w/vr6+hIaG4u1t7MYYjy5/lJrVajK321yHyrlYfJGnVz7NkbNHWN5zuVMjFVL/SOXZVc+S0DqBodFDHSrrXOE5OizqwJPNn3RrWK6RHDxxkMdWPMYDjR9gXIdxLqtn+Jrh/O/v/8u3D397RaRZ5ulMei7rSafQTkzpPMVl9ZdERFKVUm1LnndG1IpTyMrKIjAwkPDw8L9MfPWNhFKKvLw8srKyaNy4saFaOod25vNdn3Mi/wS1fCsXYQKw9Lel7MrbxYSOE5webhZdL5pHmjzCgt0LeLjJwzSp1aTSZW3I2UBhceENP6xijy19xmc7P6PnrT1pW7+Ub3MYWz6n5yKfKxUuHBYYRv+I/nyY9iHrs9dzV8O7nF7/9WCaJfr5+fnUrl3bcuJVFBGhdu3apuhRdWnUhYvqImuz11a6jGPnjzFt6zRi6sfwYOMHnajuMq+0fQV/b3/Gbhrr0IrHxMxEalSrwR1173CiOvMzMHIgDao3YNzmcU5Ln2HjWvI5JbROuOa8+67GNI4csJx4Fccs71/L2i2p41fHoXHyqSlTOV90nlGxzk+RbCPIN4gh0UNI+SOFFQdXVKqMouIi1mSt4e7Qu/HyME0H2y34efnxRvs32H9iP1+mf+nUsufvnl9hPqdqntUY2X4kGaczmLNzjlPrv15M5cgtLJyBh3jQKawT67PXVyp96pajW1hxcAX9WvVz+eThY00fI7JOJFNSpnDywsnrvn977nZOXDjxlxpWsadzWGfiw+L5ePvHDqfPsJF1OotPdnxyTfmc4hrE0T28O3N2zuH3U787pf7KYDlyixuS+LB4zhWdI/lo8nXdV3ixkLGbxtIwoCEDIge4SN1lPMSDN2Pf5MSFE0zfOv2670/MSMTbw9vwMVojGRGj5el7N9nx2Hyl53PyEI9rnjh+vZ2Wd3/8ZuOSglmO3A4R4dVXL+fHnjx5MmPGjAFgzJgx+Pv78+eff156PSDAfSlok5KS6NGjh1PK2bBhgxMUmZv2Ie3x8/K77sVBC9IXcPDkQd6IecNti8+aBzWnb/O+fLPvG3bm7rzm+5RSJGYmElM/xpDcI2ahQUADnot8jp8zf+aXzF8cKsuWz2lw1OBrzud0tbz77sRy5Hb4+Pjw7bffcuxY2VuGBQcHM2WKc0ONLl686NTyAIqKrr7irDKO3BUaXY2Ppw93NriTxMzEa24l5ZzJ4ZMdn9AlrIvb85UMjhpMsF8w72x6h4vF12bvQ6cOkXE64y87rGLPMy2foUnNJkxInlDpnPTnCs/xbvK7NL2p6XXnc+p9W+9SeffdiSlnR95Lfo89x/c4tczmQc0rTLTj5eXFwIEDef/99xk3rnRsakJCAvPmzWP48OEEBZW/4/3hw4fp1q0b7du3Z9u2bTRr1owFCxbg7+9PeHg4CQkJ/Pjjj7z44osEBQXx1ltvceHCBZo0acLcuXMJCAhg1apVDBkyhODgYNq0aVNufWPGjCEnJ4fDhw8THBzMBx98wKBBg8jI0FY4Tps2jYYNGzJr1iw8PT358ssvmTFjBnPmzKFHjx706tUL0HoZZ86cISkpibfffpuQkBDS0tL46KOPGDNmDMHBwezatYvo6Gi+/PJL00xwlkV8WDw/ZfxE+vF0WtWueDHPhOQJwOWuujsJqBbAsHbDeH3N6yzau4inWjxV4T22laFmTJLlbrw9vRkVO4qEfyfw6Y5PeanNS9ddxqztszh69igT756It8f1rYXw8vDizdg3eWrlU3yY9qHbk3pZLfISDB48mK+++oqTJ0tPPAUEBJCQkMAHH3xwTWXt3buXgQMHsmPHDmrUqMFHH3106TVfX1/WrVtH165dGTt2LKtXr2br1q20bduWqVOnkp+fz4ABA1ixYgVr167l6NGjFdaXmprKsmXLWLhwIS+//DJDhw5ly5YtLF26lP79+xMeHs6gQYMYOnQoaWlpdOxY/kROcnIy48aNIz1dy0i8bds2pk2bRnp6OgcPHmT9+sqnI3UHHUM74iEe1zS8kpiRSFJmEoNuH0RIQIjrxZXB/eH3ExcSx8xtM8k9l1vh9UmZSbQIauH2lM5mpV39djzc5GHm7p7LwZMHr+ve3/7zG1+kf0HPW3tWOozTPu++sxuiFWHKFrkRKSpt1KhRg2eeeYbp06fj51d6jPSll14iKirqirH0qxEWFsZdd2mTUE8//TTTp0/ntddeA6B3794AbNq0ifT09EvXFRQUEBcXx549e2jcuDFNmza9dP/s2bPLre/hhx++pHn16tWXHDDAqVOnOH36dIWa7YmJiblicU9MTAyhoaEAREVFcfjwYTp06HBdZbqTIN8goupEkZSZVO7eqLYudZOaTfh7y7+7UeGViAijYkfRc1lPJqVMYuLdE696bd75PLbnbuf52593o0Lz80r0KyRmJjJu0zg+u++za+oxKqUYu2ks1atVd3iVrS3v/thNY1nQfYFL8uKXhdUiL4MhQ4YwZ84czp49W+q1WrVq0bdv3yta11ej5IfI/rh6dW1ySinFvffeS1paGmlpaaSnpzNnzpwy768IW5kAxcXFbNy48VK52dnZBAYGlrrHy8uL4uLiS1oKCgrKLA+0OQQbnp6e5Y7Fm4X4sHj2HN9DzpmrJ+ScvWM2OWdzGB07+rq71M7m5ho388+If/LDoR/YmLPxqtetyVqDQhHfyBoft6e2X22GtBlC8tFkVh5aeU33LD+wnK1/bmVom6Hc5HuTQ/XX9KnJq21fZXvudr797VuHyroeLEdeBkFBQTzxxBOXHGpJXnnlFT755JMKHVlGRgYbN2pfxq+//rrM1mtsbCzr169n//79AJw7d459+/bRvHlzDh06xIEDBy7dfz3cd999zJw589JxWloaAIGBgVe0zMPDw0lNTQVg2bJlFBY6d4Wc0dg2Ib7a8MqBEweYv3s+Dzd52CXLvCtD/4j+hAWGMX7z+KvGwSdmJlK/en1uu+k2N6szP72a9SIiOIJJWyZxquBUudeevHCSKSlTuL3O7fRs2tMp9T90y0NE14vm/dT3OZ5/3CllVoTlyK/Cq6++Wm70Ss+ePblwofxluS1atGD+/PlERkZy/Phxnn++dDe4Tp06zJs3jz59+hAZGUlsbCx79uzB19eX2bNn8+CDD9KhQwduvvnm69I/ffp0UlJSiIyMpGXLlsyaNQuAhx56iO+++46oqCjWrl3LgAED+OWXX4iJiWHz5s2lWuFVnfCa4YTXCC/TkSulGLd5HP7e/rzatuKhMnfh4+nDyPYjOXzqMHN3lU78lV+Uz8acjXQO7WzqyWaj8BAPRseO5j8X/sOMrTPKvXba1mmcKjjFm7FvOm0YREQY3X405wrP8X7q+04ps0LK2m3C1Y+ydghKT3fvjh+u5tChQ6pVq1ZGy3A7Znwfp6RMUVELotSpC6euOL98/3LVel5rtXjPYoOUlc/QxKEq+otolXEq44rziRmJqvW81mp99nqDlFUNxm8aryLmRahdx3aV+Xran2kqYl6Eei/5PZfUPzVlqmo9r7VKPZrqtDJx4Q5BFhamJj4snqLiItZnX46yOXnhJJNTJhMZHEmvZr0MVHd1hrcbjqd4MmHzhCti4ZMyk6juXZ129doZqM78vHjHi9T2q807G0vH5hcVFzF201jq+NcpdyLcEZ6LfI6Q6iG8s+kdpyf1KonlyB0kLy+PqKioUo/AwEB27drl9Prmzp1bqq7Bg13zQbxRiAyOJMg36IokWjO2zeDEhROMjh3ttsiC66Ve9XoMjhrM2uy1/JTxEwDFqpikzCQ6NOyAt6exE7NmJ7BaIMPaDWN33m43vztPAAALlklEQVS+2ffNFa8t2rOIPcf3MLzdcJetivX39mdEzAj2n9jPV+lfuaQOG6YKP1RKVbkxv9q1a1+aSHQH/fr1o1+/fm6r73qwbzWaCU8PT+4OvZufMn6isLiQvcf3smTvEvq26EuL2i2MllcufVv0ZdmBZbyb/C53NriT/Sf2k5efZ63mvEa6hXdj6W9Lmb51Ol1v7kqwXzB/nvuTmWkzuavBXdx7870urb9Loy50Du3MR9s/olvjbi6L+XeoKSIij4vIbhEpFhGHpvx9fX3Jy8szrTOwKB+lbyzh61t2yk+j6RzWmdMFp9lydMuljXRfjHrRaFkVYlsx+Me5P/h4+8ckZibiKZ50aGje+H0zYZt4zL+Yz5QULb3GpC2TKLxYyMj2I93ScBzRfgRKKd5Lfs9ldTjaIt8FPAp84qiQ0NBQsrKyyM2teEWbhTmxbfVmRuJC4vDx9GHMhjEcOXuEiXdPJKCa+5KeOUJU3SgebfooX6R/QZBvENH1oqnpU9NoWVWG8Jrh9Gvdj9k7ZhNSPYRVh1fxwu0v0KhGI7fU3zCgIc/d/hwfbP3gUu54Z+OQI1dK/QrO2VDA29vb8C3CLG5c/L39iQ2J5ZesX67YSLeqMLTNUH7O+Jnc87kktE4wWk6VY0DEAFYeXMmnOz+lUWAjEiLca8N/tPwHyw8sZ/zm8cTUj7nqZhWVxW2zPCIyUERSRCTFanVbGMGDtzxIde/qjGrvul1/XEUt31oMazcMPy8/7ml0j9Fyqhy+Xr68GfsmgdUCGR07Gh9Pn4pvciLent6Mbj+a7DPZrMte5/TypaIxaRFZDZQ1Qj9KKbVMvyYJeE0plXItlbZt21alpFzTpRYWTqWwuNDwZfiOUNX1G01RcZGhW+IdOnmIxjUrP/IgIqlKqVLzkRX+R0qprpWu1cLCZFR1J1jV9RuN0fuaOuLEy8OQ/yo1NfWYiFR2g7tgoOy18+bA0ucYlj7HsPQ5jpk1lpmro8KhlfIQkZ7ADKAOcAJIU0rdX+kCr63OlLK6FmbB0ucYlj7HsPQ5TlXQWBJHo1a+A75zkhYLCwsLi0pgzrXJFhYWFhbXTFV05OVvk2M8lj7HsPQ5hqXPcaqCxitwaIzcwsLCwsJ4qmKL3MLCwsLCDsuRW1hYWFRxLEfuAFLV1nmbDMt+lcOym2PciPYznSMXkfoiJs30D4jIrSLyAIAy4QSDZT/HEBFPozWUh4jUMKPdbFj2MwbTfOFFxFtEZgJrgU9E5AmjNdkjIv4iMgn4BjBd0m3Lfo4jIv8FzBARU+79JiJDgO0iYso93iz7GYeZdgh6CGiklGoqIg8Ck0Rkh1Jqj9HCRCQQWAzUU0rdYbSeq2DZzwFEZBRwJ/AR8KqINAIWKKUMX6otIi2ApcBmoJtSaq/Bkkph2c9YDG+R241XFaHnN1BKfQ+sAAaJyE1GabMjH/gK2AkgIrEicr+INNWPDbOjZT/HEREv4G5gmFJqOfAmWsbPPkbqsuMYUBcYqZTaKyKhIlLHaFE2LPsZjyFfIP2NB64YJ/UB8kSkoX48EYjUH26doCg5zqeUKgQSgQsichSYBHQFfhGRKKVUsZv1XfoQmtR+DUSks51G09ivZD0i4qGUKgJ2c9nxbACSgVYi0twdusrR56mUygWmAQvshqcWiEh/Ealb1n3uwmz2K4nZ7ecs3OrIRcRLRCYDU0SkZHrcJKA5ECUiPkqpPOAn4BVwz8SYrm88MF5ESu7KegT4GpiilOqolHodrRs52Y36PEXk/wEbRKRkFrQkjLefp4i8AxwEntDP2X60Dbefjp+dXlFKFeuHPwAhItJKd0w7gZNAAzfpslHNXh9QDKCUGgvUAnyVUnHALCAC6KS/7hb7iUi0iFzaI89s9hORASJyt/7cdPZzFe7cIUiA6WhdrmRguIgMFhEfAP1XcyXQE4jSb1sMHBORamUU6Wx9nYBU4CZgHzDO/gOhv9EblVKT7G5bCJwWEb9SBTpfX0f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Validation - 3 hidden layers\")\n", + " plt.legend([\"train\", \"test\"])\n", + " plt.close()\n", + " \n", + " \n", + " fig_nn_pred_return = plt.figure()\n", + " nn_pred_return['NN_pred_return'] = nn_pred_return['Return'] * nn_pred_return['NN_pred']\n", + " nn_pred_return[['Return', 'NN_pred_return']].cumsum().plot(\n", + " title=f'Actual vs. Predicted {ticker} Returns based on {M} Model')\n", + " plt.close(fig_nn_pred_return)\n", + " \n", + " \n", + " fig_nn_pred = plt.figure()\n", + "# nn_pred_return['Return'] = df['return']\n", + " nn_pred_return.plot(subplots=True, title=f\"Real Vs. Predicted {ticker} Move on News Sentiments\")\n", + " plt.close(fig_nn_pred)\n", + " \n", + " \n", + " return pn.pane.Matplotlib(fig_nn_pred, tight=True), pn.pane.Matplotlib(fig_nn_pred_return, tight=True), val_loss, val_mse\n", + "\n", + "nn()" ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": 23, "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "dimensions": [ + { + "label": "compound", + "values": [ + 1, + 0.99, + 0.99, + 1, + 0.99, + 0.99, + 1, + 1, + 0.98, + 1, + 0.85, + 0.97, + 1, + 0.99, + 0.99, + 0.98, + 0.98, + 1, + 0.99, + 0.9 + ] + }, + { + "label": "positive", + "values": [ + 0.19, + 0.12, + 0.14, + 0.24, + 0.16, + 0.15, + 0.18, + 0.2, + 0.14, + 0.17, + 0.1, + 0.13, + 0.19, + 0.15, + 0.15, + 0.11, + 0.12, + 0.18, + 0.11, + 0.11 + ] + }, + { + "label": "negative", + "values": [ + 0.05, + 0.04, + 0.04, + 0.02, + 0.05, + 0.03, + 0.05, + 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kZomgZVkmLOswLDsdhm5BN7zQ9Xhomie0D5lKgLKVCGVBQyKA+FBmlghZMknllfyYsJXdUOZLCM0nlV8yn/z2hpYXa6JMUtV1CDYOKYHLGZOGTh0HYcDAa8NmuHrVt+jbryeaNatf6DpYzRU2Yi5IAiRwDBCgwHUMHGTuIgmQAAmQAAmQAAmQAAnEGgFHzJKfVJiWhLqnQdfToOnp0HWxHsqPiFpiG5QfV7wS66DkY4nQJZMOwBW/ZB6RqrTQb+mEKPPnnE9el/nkNVlO7Iu6eB5h2QHYlh+mpcO24pX4peuVMGXKLOgyqDAnywqiw62X44TmleDxOFJaYROruY5GiK+TAAkciwQocB2LR537TAIkQAIkQAIkQAIkQAJRRMDtamhZmTCtVNhWqhKyNF1ELRO6Lh0P8xuw/FF+XHEpp3DlVmm588jyeVfizuOKXtmvS7WUZQG2FQfbSoSNeOh6Agy9EjRNqsZ0le8VqUmqwfyBXbCxA15PBrSj6GWs5ooUea6HBEigohCgwFVRjiT3gwRIgARIgARIgARIgARigEC21dCCbR9SgpamZUDTpDorU4lZJSiGCouAbTth7o6glQjLksqsRBh6ZSVqRVrMKmyQwWAa/IFt8Hj3sZorrKPJhUiABI5VAhS4jtUjz/0mARIgARIgARIgARIggTIgkG01TFN2Q+lO6FgN06CLzbDA6qzSGZyIWbaIWUrU8ilBy7Uait1Q140S2Q0jMerwq7nqwOutHNHKskjsD9dBAiRAAmVBgAJXWVDmNkiABEiABEiABEiABEjgGCCQXZ0lVkNH0MoSswq1GpYeHKnKkuos2zJCVkMnN0vXRMyKK9PqrOLuJau5ikuM85MACUQrgb0pB/HNj7/j2svOLbUhUuAqNbRcMQmQAAmQAAmQAAmQAAlUXAKumOX8DlkN4eRmOVZDKLthWU5HWg3FXuhaDRNVZVNJwuDLcl/cbbGaqzyoc5skQAKRJvDld7+hx71T8POHiyO96qz1UeAqNbRcMQmQAAmQAAmQAAmQAAlUHALZVsP0kNVQAuBF0JIMLUfMimDm+lHBKauh7eRmOVbDBAAiZklllmRnFc1qePBQKiolxsMw3C6MuTdtWTZS09KRVDnxqGMqzRmCwXT4A1uZzVWakLluEiCBUiNAgavU0HLFJEACJEACJEACJEACJEACBRHIthr6VQi8ZYmYFcrN0oNlLmbJOLOthjpsO1H9ZFsNfcW2Gi5YtgoLl7+pEDww8Ha0v+HSI3C89/HXGDXlafh8cahSORELpw9HvTo1suZzOXXvdjP0o7U9LOR0s2HjwfHT0Lx580JPSlZz8T1LAhWLQEaGH3OXvI63P/oSaemZOK/lSep6VD25ChYtfxMv/ucDHE5Nw1UXn63+XrVKJfz591Y8MHkBbrjqQix75V0EgkEMuedWxPu8mL/0DaQcOIxut1yLXl1vUrBWvfsZPvzsOyXkr/ngCyRXS8KYwd1w6QVnqNc3btqGh2cuxeff/IpmTepj4F03Z9kIxz+2GBecdQpuuOoCNa+sR9YxZXSvrHG0ueYiLH/9ffV6z86t0bHtler/5Xr13Iq3sWTFO9i5ex9ObNYQv2/YwgquinUKc29IgARIgARIgARIgARIIHoIHGk1TIOGNEBC4KPCapjgBMHrCaGuhpVKbDV8453PMGfxa0qwali/NuQmMz4+7oiDcmO3kRjS61ZcfcnZeHD6s/DFxWHUoNthBlMRyNwDBPdCs1PQpWtfTBkdfq7M/CW/oVf/cWjS7AJ44mrB4/EUGhTPaq7oef9wJCRQEgLjpj2Dz7/9FX27t0Pj4+pg5eqP0LndVfjtz82YNu9FDO/bGXVrV8esRa+gbq0amD1pEH78dSM6952gRKiON12B73/ZgCeffQ2nntgYvbu2hT8YxPAJ87B66RQ0bVgXi19ao9bV9452aHlqM7z4n7X44deN+OS1WcjI9KN115E4/eSm6H7rdfj8m18wZ/HrWPn0QzileWN0HzQZN1x5Abq0v1rt5utr/oclK97Ga4smZo1DxLeOba/AP9t2K6Fs3ao5qJJUCW+t/VyNY8Cd7XHZhWfgnY++Ug8VaFEsyRnDZUmABI45AukZmYjzegq0GsiF3NB1eL2eY44Nd5gESIAESIAEsq2GGbDsVNh2qDpLkwotu8yrs3JbDeOUmAWImOVaDT0Rz826tdeD6NTuKnS48fICT4gNf29Dl34T1M2aYWj4+be/MOLhBVi9ZBTM9N9gm/9As9LV8rd2fQhLZl6O+Pj8bY5HO+vun/gF+vXthiaN6sLSqsE0GsOIawSPN7HA7zOs5joaVb5OAtFNQO5Zzr2+Nx6+v+cRFaS39ZuIk09ohHFD71A78f7/vsGgMbPw6RtPYsvWXUrg+umDZ5UQnpaegfNu6IOXF4zHaSc2UfO37zkW3Tu0UusVgevTL3/E09OHq9d2792PK265F28tm4qt23fjnuHTsXbF46hTq7p6vW2PUbjk/DMwol/nIglc7jhk2UvbD8LE4Xfhin+dibuGTkWdmsl4ZFQvtV5aFKP7fOToSIAEopCAPIE95/peeHLSYFx58Vn4aP336umCPDlwp64DJuGMU5upizYnEiABEiABEqjIBLKthgGVmyU/msrNElErAF2zUQJnXVjoxGpoWxosW3e6GtoJoY6GkptVfKthcQcRDJpoeU1PVe3wy++b0KRhXYwf1gPnnnESTNOEGTwAHTZ2paSjVZex+Pi1x1GjWhVs3bkHrTqPxM/vz4aV+SuswGbAylCbj5TA1bRx7azdMS0DltEAMBrCE3+cErryC8h3qrm2wePdC4/n6KH+wYAPplkbcd46BYpnxWXK+UmABIpP4K8tO9Cm28isSqucaxChaGivW7OEr+079+KaTvepyqlMfyCXwGVaFs646i68/NSDOO2kpmo1cr9z49UXqsqrvAKXvH5+6z6YOKInDqemY8bClaqay52kWvXQ4TQ8Pr5/sQUuqXrtf2d7tL7qAiV2Db77lqwHCRS4in+OcAkSIIFjnIAEwf765yY0ql9bhcEuf+095RN/btaoLDLyYZLgi1PlvpxIgARIgARIoKIQEDErW9A6rLKzEOpqqOsZUdDVMD5kNXSC4DVNKrT0iFdnHe147tqzH1d2uBdvLJ6MJo3q4I23P8Mjs5/Huv88Atu/GbaVAsOoAs1bDw8/uRrvfPQDTjupCX7+v7/Vqj9+ZRJsJXBtKVWBy90PFaRvx8PyNIHmbQRPXLISpqRyI3seG/7ALtjYAa8n46iipWVpCAaqQ9fqwOutXKgd8mg8+ToJkEB4BKTBxUU39cfMCQNxzWXn5FqJVGBdcl4L3Nenk/r7uq9/xt33TcMHK2eoPKucFVxy/3P6VXcWWeDaukPE+mFYMvMBJXD1HzUDn70xR+V7ySTVYyKUjR7cVVVhSVbXnZ1uUK/lZ1HMWcGVU+CS9UoVmmR6yUSBK7zzhEuRAAnEEAG5gF507mlY++m3KnSwbat/qVLchHgf5GlEQeGKYjN8bP7LWPPhF8jM9Cs/+ajB3ZTPXJ5YyAU5MSEeXQdOwr6Ug2hxsvM0Qy7ksxa9ihOaNFB5Gr1GTMe4Id2znnZIye6A0TMxbWwflcnx8qoPVTjiwcNpuPmGS3Fb+6uzyndjCDOHSgIkQAIkUAEJ5LYapsG2U6Froa6G5WA1FMQinDhh8N6Q1VDELAmDl+osrxJScgozZXFYsjkFoMOPoO3BOdf1xxdvPYlKCT6kpafjvNaDsO71qaicmAaYBwDNC+iVoRlJ2LwtDYfT/Fj/zS9Y//UvWDC1F+yMn2EFtgF2ptqF0qjgyo+NVL1ZWk3YYmH0NYLhictVhcVqrrI4o7gNEogcAblvkUnuXZo2rIfV763DmS1OwNsffolX3vwYTzzUH3VrJWPCE89hz74DeHHeOPz021/FFrj+886nmD9liKr+kryudV//gndfmI4Mv1+JXZL7dfdtN+KL737D4LGzMXfKEFx+YUvMW/IfJa7NnDgQW7fvwZQnlyM1PSNXBldBAtcLr72PxSvWYPLIe1CrRlW13TffW88MrsidPlwTCZBAtBE47YoeSnySC+qevQfwxNMrMGpQV/z7+kuwYtWHBYYrivC1eMXbyoro8Rj44NNvccHZp+C8lidD1ikVW2I9ePypFfj8218wbojjXz/r9ObKv37GKc3Qu9tN6DX8MTSsXwtjh3RXr4uYtfLNj9RT3bfeXw/pHDJ+2J1KOJv/3BvqycaE4XdFG0aOhwRIgARIIA+Br3/4XV2z5YFGRZiyK7OCsKzDOayG6dB1PzRNsrPKdk+zrYYabKsSbCseml4pFAQfX+yuhpEYfTYnC2ZwP6xAigqB18x90JCpAtz1+Ga4fdB8dLzpcrS7/l9496Ovsfz1tXh2+kBs+HsD1nz4Nfp2uwwaDNh6kqrm+v7XzRjx8EIM79seV1/UCFbG/8E29wB2oEwFrpyMTMsD22gE29MIHp9jN5SKuJzZXB6PU7lX2MRqrkiceVwHCYRHYMu2XXhg8tP49qc/1AqOq19LNb+okVwFY6YuUkKXTGKlnv3wIBzfuL4SuDr1eSgrgyu/Ci4VDn/VBejyb8eiKCHz7iTbmD62L04/5Xj1J4l0kTD41DTHct2ne9usqitxvgwdP0cVIkgXxrNPPxF7Uw5gxYKHjhiHLCsVXBINI9vem3IQdw+bppaV6eLzTldZYAyZD+9c4VIkQAIxQEDEqOefHKOeVMg0aeYy1QpXwggLC1eUlrjS8nb2xEFofvxxuZ4GuwLXOWecmK9FUcplXYFL2n8PHjcbX69ZoLonyUW56y3Xqg8DeaIi3Uzk3zL9+sdmTHny+VDYbHghsjFwSDhEEiABEih3AoteeAvH1auF6644L+yx5LzWh72Sclowt9UwNWQ1lMwsqc4SQQsqCL4sJwmCFyHEVtVZPth2orIYlqfVMFf3x2AqzMA+wNoPzZLf+6BrkjFmZWPSvNCMZOhxx+OXDfvRZ9RiVKmciKpVEjCiz41oeWoTfLz+G/Qb8yJ+XDMMsIOYt/wbvLjqG1X1cO/dN6FL23NhixUwsAm2eRiAqdZfVhVc+R1zZWFEFViextDjpKqrsurCKNVcgcA2GMzmKsu3CrdFAmEREKugPxBE9WpJuZYXG2N6pl+FtYc7uRlccx8ZgkOp6UdsQ9Yrzpkdu/apvMH8OsqKLbJm9arFzu2T67SsN7laEuJ9R3aqDXefClpOs2WLnEiABEignAjkFbikbe2zL/0Xby+fpoIJCwpXlNazYx9dhM+++lk9TZCyWml9K9bG4ghc8kFySbsBGH9fDzRqUEc9DXFb28r2ExN8qFW9Wi46UqIrT1U4kQAJkAAJlA4BsUdIbodc18OdYkngci10tp2pxCzV1VBLB/RU6LpV5l0NhXm21dCTZTXUVXWW5GbFlbPVMAgrsBdWcD90qc4SQUvZMy1VyVbwpEPTEwFPXeiemrCQiAOHA0iu6oMt3RAtqcYKOP8vYhhsZAS8SE33oGaNapDjI/ZFO7ADtpmiBDDL1mDbHnTuPgod2jQL93TFV9/tRO/ed+KEpiXLB7VUMH1dWHojeOIbqpvRoLlHZXMVvZorGbpWl9lcYR9NLkgC0UUgv5D56Bph5EZDgStyLLkmEiCBMAjkFbjGTXsGm7fuwuIZI1V724LCFWvXdEQneZogXvGJTzyHkQNux82tL80lcIn3+83312PZk6OzRpf3pufxBSvw028b0axxA9Vmd9LIu9W80kL8plYXqxa7nEiABEiABHIT+PPvrXhg8gK0ueYiLH/9ffViz86t0bHtler/5RlqQTmGK1d/hM1bd2Jo745qXnm6K9W0ix4bgU+//Ek9wPD54lC/Tg2cePxxqtOTVPX26noTPl7/PX77c7Nqq75g2Wp8+tVPKmuxWZP6yhbR6nKn6itaBa7cVsNUWHYqNJWbJaKWH5rKzirbswvcv20AACAASURBVE1VZUkVkOpuKFbDBCUEGSo3KyEKrIYiKrnVWY7l0BGzclRnFQmZBmgSzp4AGBJyn6D+bdumk6Ulv2HCtmXdchBkfh80yeOCBtPKhG1mwLbjYGlVAL0qNG8yDE81LF26tETZYnJeXHzROWhYT4NuboKuHcpdfVak/cueyYYE03thGU2heRpB8yTCtHbC491XtE6LQR/MIDstFhM7ZyeBqCTw+8Z/sGtPCi45//RCxydWR/nPKOsPoQhSo8AVQZhcFQmQQPEJiMD14NA7cMPVF+Kz0E2NdAvp1PZKzFn8eoHhimJRPLl5I5x1WnPlFxcx7P7+XZSdJWcF1zc//o4+9z+ON5dOURfralWTMHDMzCyLoozYbdEr/y9C2Fktmqsdefr51c7P9OFocVITSMcRyQVzu5kUf2+5BAmQAAlUHAI//rpRhdxedfHZ6Nj2CvyzbTcenrk0qwq2sBxDCa0VkUoqYmUSseuG2+9Xy4oV477xc5VFvP0Nl6oq3VOaN1bXdpnkoUO9OjWUkPX+/75B86YNUD25Cj5a9z0ef+plfPrGk6hWpXLUCFzZAedpOayGadlWQ6k4ym6GV+onSC6roS2VSwlON0PV0VAErbLvapjLkhlMgxncB5j7ASsFurUXmuYvkdiTG6rAFuHKA0AHpBOhMrSIuhc6FrYFGzosW8SwyrD06rC1qtA8STA8ydB0b6lxEhamaSKYuR22fws0cwsMPXiUyrTCTxsnmL46TK0R4K0M3ZMCr7eo2Vys5ir1NyU3QAJRQECuPZI9LNNDw+6MghGFNwQKXOFx41IkQAIRIiA3LHJjIk/fZbqt/TUYOaCLKqmXaqqCwhWfefG/eGz+S2oZufm59rJzMWH4nWo5WefS2aNUCKJ8Sew/aiY++fwHNa9kbQ2fOB+nn9JUVQK4kwQxShDi6uceyXoCK/bFJxasUMHz7nTemSer6jJOJEACJHCsE3AFrpzdk8TaPXH4XbjiX2cWmmMolVcFCVxiQc/PoijX9qcevS/XE2i5xv+2YQt++2MzpAvu7GdezWqTXh4VXCJmORVaIauhlaqELFWdpZtRYDVMACAdDZ0geKlMEkGrvLoaSuWU6XethpKdtRewDxfBahj5d58SgWwPbL0moCcDejUY3mToHkf0K6/uj2YwE4GMTdCCm6Hbe2HoTuZXuJNpGQhqDWEaCYhLCMDrla6Wha8tyGqucHFzORKICQISZC8PqOR+rEObyylwxcRR4yBJgASikoBrUWzaqB58Pm++4YMFhSvKjc2elIOomVzlqIGHso44rzff0MSjgXG3U7VypbCWP9r6+ToJkAAJxCKB/AQuadTR/872aH3VBSpHsaAcw5ff+CAsgStnUxKp3u094jH8vnELrr7kbNSvUxPzl76BF+aNVVW6pS1wZVsNTaeroZ3mWA01yc0qJ6thKAjesRomwrJEzBKroVRnyf+XvZiVu6vhQdiqOuuAys3S7H3KZpgrCD6ibwbHkuhUaumAiueyYFuWk52lVYGtV1eClms1dCvYylr0O9puq6ou/z6YmZtDFsaMEnGzLB0BLQl2XCXE+bwwDC80vWCly+m0KNVcdeD1JpW5KHo0PnydBEggfALpGZmQe6UnFqxU92Os4AqfJZckARI4xgnkzeA6xnFw90mABEggZggcTeAqLMfwqaWrVEv0+VOHqv3NaVF0K7hOatYQ/Xr8O4tH3s+L9z75WlV6rV89F0mVE9V8Mk9pCVy5rYZpAKQqS6yG8lucbvZRK2EieXCPtBomQlPVWfIjVUeGErTKesriZKarroa2iFn2PuhmTqthWfS4klaT0rGrMmyVuVUZtp0AC5KplQjNW1WF5ZeHJbMkxyTLwpi+BbZUdVnbVXWgBOKHM5m2B3744Ik34PHEKxtmYdVqrOYKhzKXIYHYICCZxkHTpMAVG4eLoyQBEohGAv95+1NlN2FXwmg8OhwTCZAACRRM4GgCV2E5hl9+95uqsFqx4CGVj/j08tWQ4Hm3i+2CZasg88x+eDBS0zPUZ0Regevzb37FXUOnYuXTD6Fu7er479rPMWnmsogIXNlWQz9M6zBsyxGyxG6o68FytRralqGqs2xI+LtrNXSEmrKuOsru/mg5VkNzP3QrBVDVWU5IeuFdDSP/DnOthpqnHjRPA2jemjCMeIlNxuHUdIiAWhAn07IQ8Adjplpb+AcDqQhmbIIuYhcOKLGruJNtawhocdA8GgxPEJpRCRALqx6fr0jKaq7iEub8JBAbBChwxcZx4ihJgARIgARIgARIgAQiTOCn3/5Cpz4PIWcGl1gUpZPhDVddgMJyDINBU3VN/PCz79Sorr/yfKz54IssgUuafwwdPwe/b9iiGn9IA5C8Apd0e5J53v34K7UOCbtf++k3eHHeOJx+yvEYOHrWEXmL+SHIaaGz7cMqCN6xGoqglanErLIuhHKrsxyrYUIOq6FUZpW/1dAyD8EKpACm09FQsrNK12qY/8lrq9wsPWQ1TIatJ0NXXQ2rq+gCEf0yMvyqK+dH679XTWneWjZVNTDIO72+5n+YPGuZ+vNF55yGR8f2gQhI517f+4h5v313IeK8ElIfHVNWVZd/F+zMzdDMTWEF00s1V0DzwusLwjCCsBEHW0uCZsh55zlCGAwG42AG6yDOW+eoURHRQYqjIIHoImDi+XIZkIHb890uBa5yORzcKAmQwLFKwO2ytGHDBjz22GMlsl7Il9Y5c+aUyxPvY/X4cb9JgASOTQKF5RhKoG1iQnyBFTPyulTceDySo5T/JA1CdF1DctWkIgHOthqmw7JSYUOqskTMSoVEEGl62VsNbUuDpfKz4lR1lmM1lNws+fGU6POuSFDymSnbapgBM5ACOyRmOVbDTCVohWuLC2dMUmUkgpaNeKeroYhZhgha1aEbvgKthiJu7T+QiqljeqksTpnynk+Z/gDObnWPalBw4vEN0bHPQxg16Hac1/JklUujmiwCKjdOOjGvWz1XVR7K5AqknTtcFs5u5Vpm8qOLccIJJ5SoEk+Om2kGEUzfBKhg+t1K7CrqlLOay+MNqCo8ySuDngholVV1l6ZJtaCzRlZzFZUs5yOBIwmY1pJywWLod+S7XQpc5XI4uFESIIGKTMAVsdwvjLadCcvOgPwG/OpL9d9/b8SCBXNx513hf5l8cNyreOGFhbCseADxKoBXMjncG4mytnlU5GPKfSMBEiCB8iKQXZ0lVsNUWFbO3Kzysho6ooBt6SGrYSg3S5MqGUeoKevPoGxLpqVys6xgimM1lBB462A5Wg0lR6sGbK06YFRTYpYRyogqCqeUA4dwSbuBqkOyNLMpaPrupz8xeupCvLl0ippFOjXH+7yqs3PO6d5xT+KsFifgjo7XOyJS5jaYmduhm9vR5Y7hmDHhwrBP9RkLfkKv3n3R+PhzYMTVgxFXW1VFleRccILpDzjB9NYm6BAR1yrSGHNWc3kMRyATnc+2DUBPUhZGOV/dYHpWcxUJK2cigVwETPMZCXCUNxYAUY3tMvm3od+ZZxwmAkFTVbGapoWxQ7rD6/VkCfmxdNg0Wz75OZEACZBAGRLIKWI5/5+pWqoDQUATK4h8+ZL/z4Cm+QHIk+JgVo7Hxo3bMHfuIkyb3iWsUaen+9G963ysfGWW84XNFguI+/TcB1gJKttE0xJg6InQtNgLoQ0LDBeqUASkI45YaOQGiRMJHAsEsh+M2KqrobIaws3OEqshlN2wLKcjrYaSmyVdDUUccLKgyjoIPpcl0zysqrNgic3QtRqaRRZBIsUy22pYGbYIWno16J5kGFKdFQrLD0fo+er7/8Mdgx/Bic0aKrvreWeejKljeqNOzeRcQ1fW1tc/wIJp96m/v7X2c6z76idMHNEza75f/9ik1vXBykfhM9Jgpv+srJm6+p4C3Nr1ISyZeTni48O75t4/8Qv069sNTRvXhmUZsJAIyzgORlx9GHG1SiR2ZVkYM7fCDmyBZv4DQzOPmo+WXzWXC0SJXYiHLcKsIXldhqqwY6fFSL0ruJ5jgUAwsKBMBK28AprHc08uvNLZ+KHHc1eTyfXv5taXxtxhoMAVc4eMAyaB6CeQkemHxzBgGLoq3Xe+WKXDlkosBNQXekOPUx27lZCFIDSkAtLVSIuHP+CBZZpIiJcvTyJ87YcN6VjlPEGMtMCVL1GxitgaVP6J7Q1loEjYagJ0VeklNynOU/ZwvnRH/1HkCGOJgGTLSOC3ZB/JJJkz51zfC09OGowrLz4rlnaFYy1HAmnpGUiIlw5zIe9RGGOR3K1AIIhKiVIdW7pTttUwI2Q1lOqsdGU1lGBzEbNKsCvFHrx6WBL63HCshgkARMwSm6GTYVTWYpbsRLbV0B/qauiIWbpUZ9nCq4ythmJslOo1xMFSYpZYDKU6SyyHzmdrpDi9/eGXWLh8NeZNGaqsrlNmP4/Dael4dEyfXMf3nY++xOv//R/mThmi/i4NC1a/tw5zJt8LyxQBy8K9D87HWS2a4I5bLoQd2AQ7sBWw0kN1TZEVuHIOLtJil7IwBtMRSN8EzRQLYwqMowTT51fNlWuMysJYOWRhTIBp+mCZks1Vlw9Zin0l4QLHEoFg5ryswi23gKssfnvi+lZYzBS4Kuyh5Y6RQOkTyFmJJTdElm1h0oylePP9z9XGe3ZphXtuvxKWvQc2DoeqsHzQtRqw7SQsfP597N67H6MGSxt4EbJ8eGLBm1i0/D11c3TBWSfiiQk9YBhpsLEvNI9VNgJXAfgcwUuELx2wEmHZchMnlV5ONyvJpSiKbaL0jw63cCwRWP7aeyqg+7lZo9RuS/j2r39uQqP6tZFUOfFYQsF9DYPA/oOHMWDUTPy+cYtaeubEgSpkO+/UdcAkfPvTH7n+vHjGSFUVs2XbLgybMA9/bd6OypUSsXbF41nzuZ8VS5YswRdffFEiAc2yTMycOQmmshqKOCO/A2UuZjnvM9dqKNlQlWDb8gDEzc1yus+VRCwM41Bm5UEpESOQoqyGqjJLBcHvLzerocrO0iQ3K2Q19CRD91TJErNKi9OX3/+G6fNewkvzH1Q4//fFj5i5cKXq3plzko6d0+c788n5+tJ/1uLn3//CQ0O7QEM6ft2wEz2GzMIHL49HgjcVtn8jbHMfYGdnW0WygqugY29KB01UgmU0iEhll7IwZu6G5Zeqrr9haPIQMn8LY3Y1F+DxBvOt8nOquryAlgRLS4IZrAlDr4e4uCpl/l4I5/3DZUigrAkEM2aHrInull2rYun+2xM/oKx3tcy2R4GrzFBzQyQQmwTy2gktS/KwMmBlZWLJjYUOj5GMH37diYFj5uGtZZNVKGurziPx9TtPwBcnIb4iUMlTUB801MDVtz6Knbv347b2V2LU4FtVddauPWm4qft4vLrwQdSoXgWd+kxCvx434rorToaNXQAOq6eoZVLBVYzD5VpQbCV+SbcrV/SSijSp9vKWiw2lGLvAWSNI4LZ+E3H5RWfivU++wqZ/dqJT2yvRv0d7FaIt76eXV32I51a8jYOH03DzDZfitvZXo06t6moEn3z+A6bNexEb/t6Gc844ERJ8PGV0bzRtWBdLV76DZ19ag52796F6chV0aXcV+t7RDpu37kLXgZMgYdwtTm6q1rNk5gO4+75pGD24K+rXqYleI6Zj3JDuOO0k53URlgeMnolpY/ugYf3ahY4pgmi4qiglIHlD3/74B2Y9PFB1JFz+2vsQ4SrvdDg1XWVzyJTh9+Om7g/g+TljcHyjeri283B0bnclenZprbon+uIMWFY6AkGpvk1T+YnPP78CiZX2oEWLBmGTmPDQm3jhxWnlbDWMd4LgldXQqc4qf6tham6rob0XGvIXIcKGX4QF1QMgJWaFrIaaVGZVg+GtUS4Zl5LBdV2X4aqzZpOG9TB1znLVjKBP97aqq+KBg6m46dqLcOhwGi66qT/eeXEq6teuhl7DZ6D11Wfj39edLRkGGDRuCc4+vQl6dLgIVuCfI6q3BE1ZCFw5D0G22CU2RsnsCt/G6ATTmwhmbAaCW6BbOwoMpj9aNVfWbbk0BdASEDCTYVnHw+erB28o5L8IpxJnIYFjgkAwfUZ29lZZlG6pJD0NnoTBFZYvBa4Ke2i5YyRQdAIFi1hu/pUT7i7t0sX2IZYP9zcgWRNVoKEOnln+EXbsTsHowdJ61kaf+2dg8N3tcHLz5JBAJaX88dBQG/tSNLz+3/Wh+Tsp6+LKVevx6Ze/YMaE/s5N+op38M+2XRg1+BbY2KGsioAZdQJXfqRzWlVsy6eEL9uKh6a7uV4Fd3wq+pHjnNFI4LQreqBZk/ro270dEhN8GD5xPqaN64vLL2yJt95fj/GPLcb4YXcq0Wr+c2+gapVKmDD8LlX50qb7A+jy76vR7rqLsWX7bgyfMA8rn34IpzRvrIQHsf4eV78W/tm2WwlUYqc5/8yT8fhTK/D5t79g3BCnK85ZpzfHGVfdpSq6RCjrNfwxNKxfS4WGyiQC28o3P8IbiycXOqZo5MsxRZ6AnB8d2lyGVpefh2DQxL/a9sf61fNUZ8KCphdee18JsnOn3IuP1v+AMVMX4cOVT8AwpJopE7YtlbcpgHZQVe/KZ8JzS96CL2E/OnY8P6yd2L5tP4YOeRkvvvRoWMsXdaHcVkOxqEsVpFy7XauhN2IWuqKOSebLthoGYAXdIPj90ETMsiVrrLysht4sq6FmVIXhqQ7dIw93Imc1LA6nvPO+vuZ/Kjg5uVoSTjuxCUYN6ooayVXwxIKX8dfmrXjiwa7QYOGlVeswY9EaVK6UgBOa1MHMB7vCF2fitw270GPoIqx9cRgSfQHY/i2wVQB/7s6EZS1w5dzP3GKXZHbVDDuzS4QuM3AYwcxN0KULo+Y0Gcg5qWouxEHzFlzN5c4vt9Om6YE/WAewGyM+8Th4PB5WdJXkpOayFYZA8PD07AwuN2y+DH57Kjl5gxVxosBVEY8q94kE8iFQZBFLCVl5RazCkHoAVIOOupg65zXUTK6CnrfdoG5mHnp8Gc5q0Qw3tWqZowLLAw3VVRXXilWf4feN/2D0YEfg+u/732HJivexfO5oGLqBVe+uU7arOZN7w1ICV4qq9Iq2Cq7inHDSOcuxOXpUPosjeiVC15zgYeZ6FYdmdM4rAtfzT47BmS1OUAMcOWmBqkgc3rczxOLV+Lg66HrLteq1X//YjClPPo91q+ZgwbLVWLH6oyxrl+QYnXnt3VkCl8z/599b8cvvm1QF1uKX1+Ce225E91uvQ16Loswr43AFrvc+/hqDx83G12sWqEqyG7uNVGMQMa2wMTGgPjrPsUiPqm2PUZgw7K6sc/a624Zj0fQRaFCvZpblzbal0Yc0//AgEDBVhe7cRwajxSlN8NTSN/H8q+/D6zGwc3cKbr7xXxg35FZ4POmwsVfqvVT1bbQKXOqarBqNSDZUImxbrslyPZbcrCiwGgb3wwqIzXA/NEu6GrpWw6J1w4vU+aIqs1R1VnLIalgVuhKzqpa61bCk+yDVsJmZfiRVinPy2qSy0D4ADRK0Lk/txE4aj8ygD+mZQVSrLPuaAZipcB7kiZilKVuisiZack7nblhQngLXkWJX5Rw2xvDEruxg+h1K1JO8LkPPbvgj2yxqNZc7vkDAC39mFWh6I/gSG8HwJDCjq6QnN5ePaQLBQ1PLR+CqPCKmuRU2eApcFfbQcseORQL5i1iZITuhVF+FKrHktzzpzVWJFS6xbIFr0syVaFC3Bnp0aqVWNuGJ59GkYW1063Bp6CZHLIaSLF8ZOmpixap1+H3jVowe3FGFyaenm7hj8Exk+oOqw9FnX/2Mtq0uwiOjusHCdgTlS75lYeOGrVi4cCGmPVaCLoq3P4UXXpwFwyNBxOHue2SWy53rlZAj10tusJjrFRnKZbeWvALXpJnSctnEuKF34NL2g1RVV63q1XINSDKPJBfG7w9iyuhe6rW8ApdUIDz/6nu45tJz0LhhXax+dx26dbgWd3a64agCl1jGLmk3AOPv64FGDeqgU5+HlKgmocuFjUmqHDhVfAI3dh2pzjuxuMrnwnVdRuDx8b1x8gnSze0AbC0NUq/hCD7V8MJr6/DJ579g3hTJ8NAwaeZL6hwf3q8TMv1+3DPsMXRsexk6tDkTNnYD0kQEZlQIXLm7GvpCVsNKoY65sn9lX3WUq/tjMBVmcB9gHnDELGU1DJRDV0PXalgJ0GvAUlbDZKc6y4gd272cl5Z5CHbwEGAdhGYfVJlaYt90uopZzs2lTJoPmi4RAyJ0ZgJWJmz4oUEC8aU6ThbJAKyAOp/dSYQ/CYLvcscYXHxevbAvGFu3H0KvXnehWdMaETveTmVXycUuJ5jej0BGKJje2pMVTF+cai6BIxmmAb8Hll+HYdQG4hrC42ughK5INRcI+yBwQRIoYwKBg5PL0JjoyPJyLfNUcTJbK+JEgasiHlXuU4UmcKSIJVYQNxPLFbFcS2GkRKzCkMqTzarQUQfzlrwLf8DE4LtvVgsMHT8PV17cEm2uPQfAwdATUPliGKequJwKLhG4pIJLboA8qoz9j4274PF4MWvhKzj9lKbo2eVqZPp3wZaW73oAmzZvxtMLni6ZwNV1PpYufRaWlaACVT0eYSYWD1MJXtkWzPI5nbJyvaSboyV5L9KNKz5UVSA2mdi5wSgfguW31cIErlt7PYibWl2M7h0cETjntGLVh1j++vt4bdFE9eecApcIviJEuYHe8nqf+x/HBWefogQusYu9+f56LHtydNYqc1ZwyR8fX7ACP/22Ec0aN4B0y5s08m41b2FjKj+K3HJpEHA/P+Rm1bYlTFqudz70uPdR9O7WBv869zTYMHHhjYPx2jNjUL9uJadBCKzQDX4lZGR40arLODw5uS9antJIVbfMf26NejAx+O5bVFXLjKdfgYTBD+l9Xah691C5VXC5VbOWJVWzYjWUBweSnSViVly5dMLNthoGYQX3wgoeUJ3sNEushtIBUj67c1cHlcb54K7TFkFHVWd5QlbDZGiGiFkSBC+fN2Uv+oW7v27VkZm5A6Z/JzR7B3RkZn2uO6KWK07lZSwf/vKdRk5jqY5TpX058nHkBfm3rXLG1DllNIDmrQMjrgE+/uSzEgk0cl40PK4OGtb3wg5sg27tgi7fSQoIfS8uo9xil4TU1wjLxqiyuvz7YPo3Qw9ugq5lqDEWt5orGPAikGnAo6pD42B5mkDzNoQnrlpY4youD85PAtFAILB/QkhkD0lPco1Sonvp/ttbdWw07H6pjIECV6lg5UoLIiCdvd7+8AtcfF4LVTnAKX8CRxex5MZExCyxE5aFiFXYkXIqsjTUwvqvt+CR2S/jlacfRHqGH9d0GoGVT49GwwbJqsLklOb1cFaL42BbclORhBWrP8MfG//BAwM7wQmvF5eA3IR48NG6HzB43BysXTkVtWvK01MJmZew4siGzJumBitYBZZVHbpeFZoWUNkxli15YdKhKwO6LuIXyqVLV07yR+Z6ifDlWByli6PYK2LpRqSivv8LE7iefn411M/04WhxUhNs3bEHImzd16eT6kJ3/W0jcFv7a3Buy5PUtVJa3EsG13H1a+PCG/uqrK5Wl5+Lr3/4HSMenq9C5kXg+ubH35Xg9ebSKTB0HdWqJuH0q+7MsigK67+27ECbbk5wuAhhZ7Vorv6/sDFV1GNU0fcrr5AlYe+WVJ5APjcyQnmKJgw9CbpeG3OefQcp+1MxdkhXfPvTn7jvoQV496WJCATSMHfJW7j95gtRq2YSNMRj2cp1+PTLXzF/ah9VeSsPJtZ9uRGTZr2krv3yaLjbwCkY0b8Dzm1ZHzZ2Zl27S9uimG01FF2iknow4FwfRcwSG3g5dzUMHsi2GppSnZUS6mpYXlbDarD1ZEBPVtVZuqda1FsN83vvKsHQ9COYuQ1WYCd0c5uqWDf07CqrSLznHYEoEZZRD7q3Ljy++qX2metUTKUhmCmB9ttLXezy+GoW+/2RZWHMkDFuhm4JdwtBeIuUzaXkwlA1lxa04ZHvX9BhaTVhG41hxDeCYXhpYYzEyct1RC2BQMq4cumi6E3O3Uk2agGFMTAKXGFA4yLhE8gvUyb8tcX+ks5TdDv0k6lEHqc7odyERJOIVRhrecogwfHJMM1KGD3lBXz21W/IzAygy78vw6CebdTT0k59pqPddeej400XKLGoU59Z2LpjH1LTMnBcvZp4cX5fVK0aj17DluCHXzYjuVplTBrZDeecIRUC+2HjQKgLo10qGVxyY2SaPtXS2uupDcNwAlCdJ+1+JXpJW3rJktGkNb08sdQBXUL3o8HiqPJj3FwvsVm4GTLSyVEr9hfX2H93ld8e5CdwyXkkAe9iFXxiwQoV8u5O5515clbHupWrP8JLb6xVx+vKi8/C7EWvYvVzj6Bpo3qQTnePzX9JLSYh9pIp06Xd1ejR6XplD+s/aqYK/ZZJsrbOub4Xls4ehbNPPzFrW90HTcbelINqnSp3Rt5VRxlT+ZHklo9GILeQ5Q99hog47z4AyVCfJflXpcqFK1HlIe5NCeKeYfOQlp6JlP2HMWV0N1x58ak4dPgQLmozDq8sGogTm9VCZoaOy2+eiAXTe6PlqQ1DnW3jAFTChMdX4r1PvofX48F1V5yJ4f3aQtMOOUHzSgiLbMj8EVZDW0R+sRqKrTsarIZpMIMpgCkh8PugmXuV6BKpapyjnRvu69ldDRMBrQYsvRp0TzIMb3VouhOWH4u2MCUASRC6fxvswE5oquufBV2LnKjlsDOUPdPW68KIk5/w8qyKerwKEvCyxS6p7NpdCpVdSbAMCadvgHDELjkewUCq6sKom5tUxb1p6PD6gvAYucP489tHt5rLi0BW90ZTVcg1ga2qumozmL4kJxGXjVoCgb2jQxlcbrFoqILL9RK6FV0R/re3+sNRy6SkA6PAVVKCXL5YBI5FgatgEUuq332bwAAAIABJREFUgtxMrGioxCrWoVQzW6aIQroSVjQJ5TWqqSf8qWlBeDw6EuLlBjoAqA5aTpCrWGKcwNYEaIgLRbSKbdEJbD14KKj+npQkVhLp4pgaErfkBsl5yl2aIfPyOeJUddWEptWEx1Mp19PD7BvKICxLKr1SYVsh0UtPzxK8dL3s7CX5HTlxVUhgsthzYCcoK6YIkYYugpdYTpysC1fkKP7R5xIlISCC1J6Ug6hauZIKfXcn+bsb7P7tT3+oAHg3GF7mEUFY2tnXrV09380fPJSKOK831zqLOs6CxlTU5Tlf6REomZBV0LhUCgc0SM6aU521LyUdVapI6LNck53rtg25JksVrfz25liZH7aqqjWgoaq6vhxONZXA5fPJ9S8Dtup8mwbbNtW1aOlzbyEhMQV16oSf7TZvzid4bum8kNXQEbTEZul8vhTc9bE0jk6W1dAyYQVCXQ1VEPxewD4cqs4qy88CJzdL8qBsoyZsvRo0XcQsqc4qH9Evktyd7n4pCGZuh2buUBllJbPwyfniBMw7JeSOI9GUZgNaLdhGXRi+evB4nRD9sj6/ChS7REjybw3ZGEtL7BILY/1ii11ZVV3+3bAyN8Myt0KPs+CNO3qOXN5qLtemK/ZZC1VgehrDiGsEj7cyq7oi+cbiusqVQGD3/eUSMu+tOaVc97s0N06BqzTpFmPdYi+Z8fRK/PbnZjSoVwvdbmmFm1tfio2btuHhmUvx+Te/qif2A++6Gddedq5a89Qnl0M3dGz4e5t6ai/ZGSP6d8Gi5W9h7affQKoCBve8BSc2k6eswG39JuKic0/D2k+/xe8btqBtq3+p0OOEeB/kpmjqnBdUG/rKlRJxa5vL0atrG/UB8vP//aVek25c7iRWmHtub6Paz8s4PB5DjeOrH/4PV/zrTAy66xbVyl6mdV//jEdmP69eb3lqM3z/y4ZcXcGKgSlqZ81fxBJxJmewe4yLWCKYqB+pEtIgmR2GVDAZlrLuqR9DMqK8kNp0mUNuiJysi1CQqzqC8v9SOSAil3uzJPPIvLqsFba6YZLlhaHcaMlvJ/dCptIUuHKeZEroMpNgWTXg9VQvNBPCvdFxK71sS+yNTqWXpgejMtcL0sVRqu80sfBILo2TRxOLT/Oj9uJQzIGd37oPzjytOXxxXnUdH9jzZvTp1raYa+HssUrgSCErp7VQPkMKq8gKZ6/lWiyNQnyhBw5y7ZW8Lbkey4977RYhQK7Bct12BRv3+i6v+VS2IqSKVHIDbXkAYAIispteaEqAisfzy17D1q07SiQUCKMxY8aUaB3hkHKD4B3r2EHYOauzRGhRuVnlZTWsmmU11FQQfHJMWg3zHheXeTBzJ0z/Dmjmdug4pKq0Sp5RJsKWVGrHw9LE7m/A0qsDejUYcbWhG9Hf3c+pYhOxy7UxRpfYpcZnmshM2wDL3AKvLwVxHvlOV/iUXzWXu4TYRMUiCqMRPPENGUx/NJh8PeoJBHYNKx+Bq9a0qGcT7gApcIVLLoLLbd66Ezfcfj86tLkc7a+/FH//swPy5P6BgbejddeROP3kpqoN/Off/II5i1/PEof6jXxCCUpDet2K4xvVx7jpz+CfbbvVzZAEDy9Z8TaqVE7EI6Ocjlxim5EOSXffdiP27D2AJ55egVGDuuLf11+C4RPm4f82bsF9vTtib8oh1bZ+8N0dcPvN1+CLb3/FnUOm4ucPF2fttYQdPzziLlx+0Zlwx3HvPR3QvOlxmD7/JVxw9qkY2utWNR5pNy7buLXNFdi2a6/almTKnNK8cQQplv6qjhSxjuxOCLEf6PLFq/xDyotDJKsSq1ARS4SsIDRdBBA7q+lQ9nZCT0KVeOU+RZcbIfdmyK2tdZdw53GDFN3X3fW4N1Y5xTFn2bISuNyRZtsXRegS+6Jj6zja5J4zynqqqr1ci6PYG0X8jLZcrzjYdryq9pK8Gqfay8n1Ko/qiKPxrYivf/blT9iyfTc8hoGTmzfCaSc2qYi7eczvU/5ClmMt1LVMQAlZZSWMyzVXrmc5r90FhXA7h86pEJWiF1s99JAqUdsWEUtsgj7omlxDYlcwz3l8LDMDZkC6Gu4H7H3QJTsrFKpdlieyazWElgBLq64ErWyrYVzMWg3zMnQqgAIwM7epkHgnT0s+M6WLYaSq4aTSLQ4wagHeZjC81aAZYm09ehWgPBCulBgfdRVE+YldkkEWKdHVyR+rksPGWKNYVW3BYBCZmWJd3Ayvdy8MyZAt5A1UUDWXu4jzfvDBMppAk6quuMIfQpble5XbIoHiEPDvGFIWmfJHZNZ76zxRnGHG1LwUuKLgcM1+5lW8vOpDfPzqzFxPJOVG557h07F2xeOoU8uxo7TtMQqXnH8GRvTrrISls884UQlWMs1c+Ap+37gFcybfq/794WffYey0Z/DJa7PUv/PLhTmcmqZyYc67oQ+mjeuL1lddoOaViq313/yiunkVReDKOY5X3/oES195Ry371NJVWPbqu1n7Fu0WxdwilptnkgnY8uTcsRRCkxsQU1W0l3enveKcvkqkCYp1IUcllpTh2zkrsY4mYhVni6U3b1kLXNlfqFz7Yo2QfbH4ZfLZ7eADSvRycr3E2piubmrdrJwi6GelB1gFv8pNrJM/IkHNtuTbSBdHVenl3AhEi2WjVEFw5SRQAgK5hSw3Z7G8hKzi74hrdXbyrkTIEgHcB12Xyk+p2BUhy7EHFkX0L/4IymaJ7ApcG6Z/LywzBbolXQ1TAPtgOVgNRUB0rYY1AC0ZkK6G3upZVsOiiDFlQ6/kW3ED1UXUkpB4zdoOQ3X4jGCeltQmKpEmCZanATw57HfiNLj7vmnq+3L15PztswuWrcLC5W+qnZUH0O1vuLTkO15Ka8gtdklm1x4VuF8qYpdPWBZd7AoEMpDp/weGsQUe/RBgHXa+SxfAorBqLncR9V5BDVieRvD4GsPw+KJOgCylQ83VVgAC/u0Dc3RqzdE90e2iWEq/4+o5+kBFnChwRcFRHTlpgRrFlNFOpZU7vfLmx5ixcGWWQCV/f3D6syp/5fHx/Y8QuOTDV+x/rsAltsa7hmZXXuUVuF78z1o8+9J/MX/qfaqz1lvLpqLxcXXU5le/uw4TnliCL96aX2yBS7p+Pb7gZby9fBrGPrpIBSE/OqaPWm80CFzHrojl2gglhDUIzSioEisK3hT5DEF1EFSCi1Rw7caCp+bhvPObhT3YFS9/jpdfngXdCO+JcLZ9sTq8nvBabbuDz74JlpyaVFXplTPXS76UqkD78s71Uje5mqresO1EWFZ8KNdLBC8RvjwUvcI+I7MX7Nu3b4ntVxdccAHuuOOOCIyGqygKgYosZOmaiFkVQ8iSY5nLamgegh2QIPgU1dFQsrPU9baMrYYqY8jWYWtJsPXc1VluCHw05D8V5b1Q1HmcPK0DMP3bYQd3KBGmZHlaR25ZHuCZ8pBGq+HkacXVgyfOsW+6PHfs2ofb+j+Mnbv34ePXZqFGPgLXG+98hjmLX8PC6cPRsH5tZGT4c+UcurlTHTteWdTdL3C+qVOfwQknnFDizwB3A9lh/G5mV2mJXQ1g+OoXSewSXv7Abtj2DujGYcA6BM0+rB4mS+OevNPRqrlyzu8E0zeErcSuurQwlviM5ApKm4B/a99ysSjG1Z9b2rtWbuunwFVu6LM3LF2xJBdL2rvnnKQCq/+oGfjsjTmoWqWSeklytE47qSlGD+56hMAlrd6/+/nPIgtc46Y9g81bd2HmhIH4V9v+mPvIvcpyKJNUla354As1JmlHL523CrMo5qzgyilwSacwWc/yuWPVestK4CpcxHK6E8Z0JZYEu5vZlVgq58SGk4kl9kHDUk8/NaP8LXDFeYvlFLFssQ/YPthWnLIS6GJ7CeW4/P33ZnzyyScl+gIoX7Buv/0W2NgD3dgLjyc8ocu1L1pBKY+XLj+OVSQSU3ZVQbqq9LKtNJXBA2XXkMBWycbNzy4aia0XbR1uJzPntw9OrpfYlByLY0Wo7igaicjMJce8Y5vTMaZr+Ov76a8gMmv2Qs/e94W/Ei6ZL4G8QpZppcO2c1dkRXOFr6rMVJW7OSuypDJTqrHkt7x3Y9damN9BywqCNzOV1dBWlVn7oauuhhkhMSu86384b5MsqyF8sPQajtXQSIauhBfHEh6pz5Bwxlday2Tlafl3w5SQeGsHNPuA810lH1Ej3HG4lW+S06QZdeDx1YOep1mMu27pINtj8COqE+2YqYvw3+cfzVfgurXXg+jU7ip0uPHyXMNSIp15GKaVAt3Yjy6de2PBwp7hDh2TH34DvXsPQKOGZ8DjqRVxcSZb7HIzuyIvdkkYvG1ki11u05T8oASDmQgEtsLw7oFhWBA7sHRf1ETwkvMiz0JFqeZyF1HvM1R2LIy+hvB4qhSaoxr2QeOCJFBCAv5/che4lHB1RV487jinwKYiThS4ouCoupVWY+7thnbXXYxtO/dC7Iltr7sYrToPQ+d2Vykb4hff/YbBY2dj7pQhuPzClmEJXA8OvQM3XH2hWr9UV93XpxM6tb1SdepKTIjHg/fdgf0HDmHoQ3Nx3RXnqxyt9IxMnHt9b8yeNAgtTz1BCVaTZy3LEsTyWiVzClz/t2ELbu45FlNH98b5Z52CVe9+hsefejkiGVwFi1j+kJ2wAolYtkfl+8oXN0MEDRXqbjkl5xVGxPKGbrCcMGJNM8rEBqdaWwcDMK1djtBliB01jAuDDQRVKH11aJDui0mlUiKfneslGXBpyuYo3cok0F6ye2Ts+WekhbFPYS6ihErVwVF+e2Fb2bleuqr0kmoQ5nrlxSs3gOl7v8YdXTtiWv/KqFczZ8e6oh+MlWsPIT3+EnTvNx1xCfl3Wyz62o7NOSuMkKU+N7zqYYFUXFZkIUvO1FxWQ7erobUfmr0PsA6Un9XQlgtzDdhadcCoFsrOqlImn3Hl+Q52K5ucPC3peigh8elOVmnE8rTkuBuwpCuzXh+aVyq16sPwHD0rU77Lxsf71HddafCRn8AVDJpoeU1PnHpiY/zy+yY0Oa4uxg/rjrNPbwzL2gXoKaGuo0CHWwbhuWV9kJCQ3Rm3OPyHD3sB/fr1RNOm9WGaBsxgTRh6TRilEHhfNmJXVdhG/azKrvzELreaC/ZOGN40lUVk2xZsM1XZF2Gn5arqKk41l8tenR96bVgqmL4xPB6n2pwTCUQDAf/m8EXxkow/rtGikiwe1ctS4IqSwyOVTpJ75U59urdVHRM/Wv+9CmWX1vAyuX+X/xdhSboY9gxlcOWt4JLsrAGjZyqboUxiUZRsgX0pB9W/b2t/DUYO6KJuwjf9sxMDx8xUnQ5luuriszF51D1IqpSg/j138esq4F4m6ZIo1WU5hbac43jnoy/x2FOORdGybIyc/BTefG99rmVfXTQRJ4W6OxZ2CLLzimzYth+2nQHT8ufIxIptEcsydZhuJZZtAJbYFJxMLE0XW5orYomg5VSwxsKUW+AIVWLZXliWW4nl5LeUlYhVFGZyrkkIalCyV/S90I1DMEpkX6wc6r5YMvtiUcfuCF/SuSwVllSVQDo4Op0coyrXSwlfOmwrUQXaO7lelVS2l6Y5lQsVzYpTlGMo82Qe3AB79+vo1v9JTOufVCKBy+87A507d4anTjt4veEJZUUddyzPl1vIks+XjOyKLF0+X6TCJ3ozF7MqsiIkZKWlZ6jOykd7D8p88lCsPKecVkPLPAxLrIYiZln7QlZDsxythpVhq+osEbOqwfBKRpFxTFzflMhoZiAoeVquqKUF1QO5yE0aTPkcURU69aF7pVKrbrGq3/73xY/KrTBvylB4DB0X3dQfq5dOQaMGtWHkED927dmPKzvcizcWT0aTRnXwxtuf4pHZy7H+zanQtD2wsT/UcTRyAtfxx9fPQqXiEILVYNs14PFULZUqpCyxK/Mf2EHJ7Nob8cwuS5NOn1LZJTZR53tRzilnNZdbUa+uz1YA8v7WVFZXIEsYLU41l7sdSfqSLEHL0xSapyE8PqdK7mjXu8idt1wTCRxJwL9J4iTKLnvLTZuPa5zdPK6iHRcKXFF0RE3Lwt59B1GtamXEeaVttzPJ3yUjoEa1Krk8/8UdupvB1bRRPfh8XsT7jnzCJB/k8T4vqiQ5lsick4hs8iTLtUsWZ/t7Uw7C6zHyXe+RIlYmTCtnsLsjYkm5snujHitCjwp0FxErK9g9W8RyMpUcEUvlThixLmJJB744ZSlUXbRCIcTRJGIV9ZwV20EwmAobu0tkX5SsqqAZB8usAUOvBY9HuJTNU8PcuV5OB0cRvnTpzqaL+OW8n1TeRTkKp1kWR1XtlRDK9XI7OEq1lzfmA6yLct4FMvYjuGMlvNZOdOm3MCICV9ebz0Yg4Vz4al9dKtWERdmvaJkn9+eMCFliLZQHR05HU0fIsqK2eUikhay8x2X/wcMYMGqmalQj08yJA3HROacdcfi2bNuFByY/jUAwCFmmd9e2uLl1dti2XDulOc5JzRrh/v5dci0vN9FLlizB++/9B1oJLjqWbWHhgjmwTanMkjD4vdCUoB/JLntHP3Mdq6eILHGO1VCTAPiq0CUI3nCqVMvqen/00ZbuHI5AcgDBTMnT2gldKqLle00Es8wca6cBS0uGrdeDIflK3vA75/137ecq59adpOu3NHRaPON+NGpQR2W1yU8gGMDZrXrjy//OUaKuiLvn3dAf61ZNQ+Wkw4ASuPxqNZGq4MopcLnjk/xLy0yAGRShK/L2xeztyLE8hGDm1lISuzywtCohsUsyu5xjKFN2NtdOeLxp6juKO9mWdGxNB0yp6hKxy4Jt6Qj4PdCCNjwifhXD6qqsrFo1WHpjeOIbwfAkHvOfk6V7leDaCyKQ+dftOQQudy5X8Cq9f/uaLquwB4UCV4U9tEfuWN6Q+bLc9dw3FwF1Y2FZmbCzuhPKDYZ0KSyrtuiR2/tiiVhiLTRirxLL6aTl2FxcEQuaD4YSseRpv6dCWi0c+2IQprkTumcvDCMz1xeu4pxFwaBrX5Qvp04WRHlM2RZHyfVKVdUqGjIAVekVPblebkMBletlxztdHFWulwTaOzlnFeXmUUSBzB2rEJf5i3zFj5jA1e3ms2DBQLDyFYiveX6F4VXY+6ZiCVluDqEPmsrIEtFE3geO9SqSVQfPvPhffPvjH5j18EC8+/FXWP7a+1g8Y+QRqCc8vgRJlRMxpNetkAiCu4dNw4crn8i6ns14eiWkmrzrLddi5IDblGUwkLkPVnCf6kr4/PIViNd+xrktk8O+/I2Z+iuWPzu8WDezYW8sx4LqhlishpqEwIvVsCp0T3UY3qoV8vPvaMzUgyD/XidPy5Q8rf0RrfqR7Wd1ktTrwPY4eVpGKdn/XYti9WpJ+PPvTVizdj3639kKmh6H2/s9ho5tr8C/r78Y73wk74+1WDxjAGzsgo0DpVrBlfc4yEOh0rYvlo3YJVV4IlgeKXblV82VJXSpCAQLdvCQErog9xOmB4EMA14EYOjBo526R7yuxmEcB6iqrgYRzz4r9oC4wDFFIHND53IJmfcdn+0cq2jAKXBVtCNayP785+1Pccn5p+cboBkJDAWJWJZ0RdFFvPKHKrEqmogV6k7oVmJVOBHLzcSqmCJWUc59N0ckIDdpEbEvVlL2RY8hYpfDtTynbKuPH5btWBydXC/JvoiOXC91syNPsFWllwe2hNlb8dAkz0sTi2Ns5nqJAJCx+3/wpH4GHY6FJ1IVXCJwyWSKPTj5RsQnn1ru51qkzvMKJ2RZ8vCg9IWsgvj3Gv4YOrS5DK0uP09VakvjmfWr50GXThY5phEPz0fd2jVUZpF0dL6wTT98vWaBqgpX0QVLXkfrqy/E9p178cCAm2Gm/wIrsBm6LVmBwNIX/oc47S/celOTsE6F7TvTMGziD3jh2eFhLV/UhbK7GlZyrIZaNejeZFUxdKx2i83O09oO078TmrUNOuQzojRC4r0quyk7T6t0q59l3y64sS9WPzcBNWp48cn6H9D/gWfx04ePAvDgl9+3o8/981GlciKqJiVixIB2aHlqfdWkBpBz27l2l2YFV37nblnYF8tW7BIbo5PZZXiTYVr7YNtHVnNli102LDMTtnUYdjANQb8O3bTgUQ/Mi984wqkSTIDlaQLN2wieuGq0MBb1osn5wiaQ+WeHUAVX1pldJv/2nbAi7DFH+4IUuKL9CEXZ+AoVseQDRc8hYkVBh7fi4FOVWFaOTCzLAOSJrSVWQie4O8tOWMFELKdDoVRjOWKL/FSU6pjinANFmTfbvijdF6XzT3hdDOUpbDDozWFfdLpnRcuU/V6XXC8nzN7J9QoF2qvujY6ttjwn17ol713p4GjZkgvkdnCUXK/ozr1JT/kR+r41MOQBQGiKtMAlqw0iEVqtW+BLalSeh6vY2z5SyEoLWQvlwYnbUdR5D8r5WM5a8RH7l9taGAeUs5BV0AFo22MUJgy7C2e2OEHNct1tw/H/7F0FeFxV2n6vzUw8adKkLrg7lCLLIou7W4ssWygU/Sm6uyzuUigOy+Luxd0WKMWhLC2lnjRJ4zYzV87/fN+ZO5JMkrFkkpLzbJ4szZVzzz333nPe88qDN12AMaOGx+yycPEKHHfGVdhi43X533ffaUsceeAuWLZyFU469yY8NvsSfPT591iyrIoBLiewEI65BCDDaIgBCXCRLw9JnQSMqFRDArRIakgy6TWHLZrsAyj9tILST8tcBdWu4sXKzPppkRWHBoHcKD+tUX3e7vQtJyWB7bRC1x1O1yZJPCf6cKHf7geOQhp0NDUHUVJM3rQkb6ZvoitPlGBKfwNc7v105YuWVQqjD+WLkfORjLGZ+wWsSva8I+ZUKqBS1z7pMrukZxeMMgilA4an57RrljDabTCDftgdJgwlAF01k+3y4e2lHLYMQhsHzTcemmZkjXmf8kUM7TgoWiCw4JBsWHDBu+6Lg6J9UqnkEMCVSqsNkn1mzJjB8oBUC00s6AM/a9Z1PAhwRDDE5liTQCwdCKW9DYFYqfaU/t/vt99+w8VnH5n2iZ997ZuUjxGRL9ZA1QnoSle+WAIFZLxayKyugVhiDbnbWeIofb3II68dCnmucBhCdoGGaF8vAryI7QUys+cER2J7DQxfr0DrSoiaZ6GDJv+yCGg4Yvr9OGhHLzQjNWZf9eoAlLxNcM6J28Z0I1MbBb3iEBi+4gHXvaKBLOpTjnA9sgYjkOXtBsiSyV3ZZmzGu/n7TbkI110yDZtuuBb/mQCuW/51BjZadzwICGAgWziY8+5cTlI+aO8dcc8jczBuVBluveJ0HHP61Tj5qL0xeZtN8NxrH2PZimpcdMZh8CirIIILIGwKt3EGBMBFsjf2zmIvpxKAjOAJzCL/rBCYNRDvUX89tNJPqwVWMOSnZa+Si3tK5kziI35axRAqpR6OhBYyHu/Ltudrs01Ydj1UpRGq1gpVo0U9ArZozEvfXvpN714X4KL/NqBAh4BKNuUQIOAkAPBvhxdCbduHY44+FRMmxILCyd63aadOw7rrlqcE1venfLEz2GUGVkKxqqA4q0NS1eQZVJ3bSprCa7BRDEstheYFPF4bmtb9t1G2gY1AuwMl2AoDjdC05GWL0XWxHR1CGw9hjIXuqRiSMCbbqYe277EFAr8emJUW8q7/SlbO2x8nHQK4+qOVs3SO008/HdPPSE0G4Fb5rju/wh13zITCbI0sXUiSp3WZWI5Nq4IyPjrCxCJmEpm6E/PE4usiK6TBcm1uOmF3nlh/BCYWeWIt+PYl3HfbWTjn6LIke0dk83NvqcJTL30Bb9HaKR+DAQkheDBlWpS+SKyu1NMXHVuBbeeG5ItlA0K+mEjjRHy9yLzb9fXqAFQy8CapgGRAZvM5i0n2dCgQISJxlL5eUgLTXyw6ywzCrHkFRnAxy1toAG1DBQ3Djz/jAdz4z80Tafq423z1XR0qa0pw+pTJ0GFBV2giJovp2QjGiAOyBqImA2RlOwAhXuNGGIP07A8+IKu7TjX1rGtw2pQDMXkbaSxPcq0XHvgXRg73QVh1UFQFql6K/U+4BldfJJlegYCJnQ85Bw/dej6uuOVRNDYTUKugoamFj3HYvjtg5inbwAn8DjjZAbgkkEJgFkkNhzGoxVJDndhZmfcyS/mhzfKO9A2zzQZm5ChWNRRBcvxMm8RT4I4KoZZDaCPYJF43JKjY96CWDdtuABjUIsAj+ntEg9veBrj092i6MqUW07dfg2OXAILSDQuwZMmStL4h7vtx7LhCtkPQtDYOIEql9Kd80a2fBEebIcEul9mVGQkrgV2m7YWl5kP3qTC89M3uOfHVDGoI+HOhWm3QncXQ1OSM6Du3O0uXUQBbHw/NMw66UTDE6kqlcw7tE9MCgf/tm5UURe8Gr62xd2II4Fpjby3gAlwbbTw6pauc//NK3HP3XNwxu2+9LlKpXPcglgKyDJGJhLTqTPHugxTEEgTOkbE7TcaluTvgxWAAsfyBIHRNg66nZqROiZ1ej9Fl/2BHHeyG/2LZwk9w932P4foZI1PpPvAHHJx4+Qo88eAV0Mr3hyd/bErH6byTlC+ShKo2xOpKDdSR8kU9Sr4o/aUGU4n29RKC2F7k69URSnAk4Cv7oBe1J0k7JGDs+nqRD1JuiO0l5UmubDdT7c/sv6afoPgXsH+IZbVCATEKWgGjGFOmP4ab/rkZRlbkpnTKZ19dgoAzBkfvPw5wSGadD53s5kMySCt3O3iG/7lPB+bxgSzqA+Tp5mepq8v2G4hde00FstwO5bIx6Telkd35n5fR0NSKf5xzHL77cQH+78r78c7j/0Aw2IK7H30Lxx68IyrKR+Psy/6DbTZfH1MP/wsDWTsdfB7eeuIqjK4oABSNgeInX/6QJYoXzTgUIrgcIrioXxhcrtTQIaYN+WapJVBU8s0qgaoTc7P/AOyUHtx+3Ml9Pq3AKtgB10+rtY+FQElFAAAgAElEQVT8tMjAexQUfQR08lbS+/57FvYLs5shKGlTI2BL+r+mU5gdbMvAGEcUQdekR1NffJ/leKIZAnVQtXroempAlwxCykV/yRe7gF3+ENglSMaYPthFoLUJDwSNMT0KFM0HhaXE8cEuun4rWARHDAfMBijWcqiiOiUz+ui+I43pRwLaOOi+sX3WD9Lpr4NxX/KAtGwbPi/Nef4Yxf/znjzOFKCvGKXz0ne57//bu9Fba2wDDwFca+ytHfwAV08gFjFBNI2YWPQjQSw5YR4cNzTMxKI0GKI+M4DVGcSij7WUUg0WTyzHEbjqtkcw593P+Uaccux+mHb8AXFvCr3AKW2rtq4Jl559PG/T2taBA0+8FNW19cjL9WGPP22Day46RUZHty6BU/8xDHsFFi9vwJ33PZE2wPXsg+cgqI6EXr4fPLkVGes8UgZhwbRqoHH6opzMp1Jsi1hdxSH5YlHWmDep1L3zPhHQg7xP2tnQXjjk6eUa2ovws5yJ86V6DAl4kTRCAZw8AAVQVUq+pDRHDUHTRo7P2+PhbUqPC1rw+WIHadwGVgdgNXCyHOxKwL8AsKrhkIwydzyOPfkm3PSP9ACuoJiI4w7fHKJjCUtGbScXtlMEIgMoig0n/0/wlW2T9sQsck9JphORFiok3xmUQJYPAjJYI5JaOLB93BLp5+ylxD9BOMF6OHYjFNHEkzzNU4GGZg1/u+ghtHcEGbi69qKjsNv266OlpQGTD7sJz91zCjZYey3MX7gKV89+GabpIBA0ccyBk3D0QdtD2I2s7FK0Ejz16lwsXVmLC0/dC465GMKsBgSxCDPrwRWRGpJXzzBAlewsVS8ekhrG6RQS9DFh+aP9tPzQVJLipQaexOt7xJqndxmBWqohQS1V7RsQqPP5mYlmt8J2JKilaUFmD6dbmA1lF8K2CdQiKwGtTxcIousr7RDIK6yWfT91nVhIyV9RNuSLbi0ls6sJpp8YgpVQUActzXACW+gwFQO6hySLFijZWyi53YJd5HlqW+XQiEHotMH2L4PqLIUKAnbTsXMhlqgHjjYRiockjLJ/9CUrMfm7H7vHR198jx9/+R0zTjok3UNlfP/ZD72I9z79Bi8+eGXGjz1QD+j/afespCj6Nn53oDZJ2vUaArjSbsKBe4DBwODqGcQi5pWbUCjlhJKdNXDbPLpmvYNYnpCx++ACsXpq/e/nL8KMS2fh9ceuR3NLG/Y8+nx88/b9zMbqXHY74jwGso49ZI8wwEXMrTfe/xKH7LMT6hpasP/Uiziqft2xORB1b0E1KwFhZxTgImmCqU2AUbEv9Ax7E7mryJbVAIXTF5u5T6dSCGyxrZyQfHH4oJEvJnKt7uRbiA4pcXSI6UUsH/qd7dRV8l7JB1CKl974Gtfe8QJf0vZbbYDr/34yDGYp0mA2Ind66c1Pcc3tj/F2k7feGDf84zR4DB0fff4dzrhkVkyTvHbXbhhTUgfbboHiGw1V8+KYk27MCMA15ZidYAfqgMDKkH+OAsvJge0UAk4u1JJdkTNsw4QG4nGBLAInSf44CIEsSuAkRuyaBmRR54qwJ2lSWQ+H3j9OIxSnHopo5skcsbZYlkXhIlo5FKMCipqP+mYTRfkeqGSiLchI2wKcAASxI2AAzJLwoaEliKICHxTRBtgtEFYtQN57ahlvw4CJE4SwKiGcFgjHZqngY09/AZ/yayKvhW63eenNOjz8yEMhqWEJPzODZREorQtPYWcGFqw22IEqOCYxtaoYWKCFwUwV1yfJUQqj/LSG99skX4JafvbV0pip1RH1nXXlh7TC5K4ySX9Z+eN+j6O3k+iRa9xOoJamElPL02+gVrx7Q881WTRYdt2glC+618SAndkEi5ldVWmBXcTmsojNpQOGQfMEko5S4ogLdhFz0xP+xjGbyyyGqoyArhcw6G8FqiDM5VDsZWmDbvSOczAMjj4OuncCNN2b1T7T3TP+xIvvspfiI7dfkqnXQMaOU7O6kRN6154wKmPHHOgH8v/456xU0bfph1k5b3+cdAjg6o9WztI5BgrA1ZMnlmRiuSAWMbHIyHRNAbE8UXLCNQfE6qk7P/jEa1hV2xAGrE678Bacfcph2HDd8V12q2toxktvfBKzfeeNTjn/Buy9y5Y45M8VEC3fAMFqwLEyDHDREFeFaawLz4j9oRs08c18kYNwkuqthqbXppW+aFsabLsUmkqTiJwBOYBKtwWjfb0k28uVOBIbjkzt+0PiSBMdH7PnAsFcbL3nuXjm3kux3lpjceRpV+GSs47ANpuNhuWshnDI368UpunDNnvPwDP3XoZ11xqDo069AhefeTS23WxtfPjFD3jypQ9w499PYeaasOpR4K2D6FgAR9Ggcd8TGQW46D5YHaug0uQ2apXaFl6Y9nCgaG/kFq8X7kPdA1n+EJAlwxQGQoJmlz5GmIogej9NTqVH1poMZEWDWQymm80MZoHZWQ2As5rBrB7ZCQqZUJIsNx9QcxioFURhpOdNWLyg4MomoNCNp6RdH8sROYiGtnM6IJx2vh0kURR8DGI1kB13LoRSAIUAAmMYHn/yhbD8Ip13xEknnZTO7mv0vtJPqwlWkBLuqqFSP8i4n5YCW2gQSimENjLkp1XS535a0SBJ2CxeJVCrJY7PI72/aQGCwFli0tJCG/2bBQFKrSVWIbkeEsglt5OM+lwIZu6S7I0WIvvWIyyVzjjY5YvxwS5idtWnBDK5bC7DYzPDjd+NDPbHB7tcNpdBslldZ6DLtgIw/UugWMugivq0k0KlMf1YCH0sdO/IPpUwXj/7CYwbXYGmljb8d95POPrg3bHbDlti1gPPYc57X6AwP5cXkw/b90+oXt2A48+8GvUNzdhkg4ncVg/PuhjXzX4Ck7bcEPvsNon/7cP/fscg2HWXTsNvS1bi0usewMUzjsMjz70FAqEem30pjj39SuwyeQu8+8k8LF1RjaMO3BVnnHhIF+Z6vD7+xTfzcet9z2LxsioMLy3GwXvvhL8dtz9ef+8LfP3DAvzj3Km82ydf/oAb734Ki5ZUYuvN1mPm8HWXnoqJY0eArpusUOhv8374FX/eYQucdfJhXdJ/U3nG+nMf//c7Z4fBtdnHcS9zdX0T8nNzErqPpNyprWtAUUF+3O3pXbW6oRkVZSX92aQYArj6tbn792T9CXD9MUEsGixFe2L9MUCsnnrx9Xc+ibKSQvz12P14sytueRhbbLIuDtxzh7i7Pfvqh1jw+4owIOZuRBOnmtrV2O3ImXjp/vOxdnkHROsPEMHaPmBwybNSeh0ZcHtH7tengJGUL5IpPckXKX0xDfkimdJbRSH5YvGgli8m8naMMFNMSF8vmlR3QFUIfKE0x0wDL7TinwcFw/H9TzW49PpH8NqjV3NV//3UG/B5dRxzyA4QqOWJEgFhvN11j2DOo5Je/++n3oTP48Gxh+yKDz//Hs/N+RR3XjODAS5Y9XACK2CblVApvMuhSRcyDnAR4mN1rIBq15G7Q7i/Uwy6pZTBydkc8IyCqvugaSaz51SFvLIy3Z6J3OXet4lmx0ogi5Iy4zGypOfSQJaK9H61sVuEpYZ2BxxmZzVJQ3BiZ5G/GbOzkmWJ0o2mvq5HElcEMXxCsh1qcPq7+5uYMK5GShAzS7CPnVAoEY+kgpRKWDwkFUz25qa4fdhPK1gDO7CKWVrE1EtXAta5OsxOCfkOKVqFlB7quX36vYyug/vt7N4svnONqU/TAgWlxvrQ4ddgmQ4KCygNkcCtFgiQRxdJd/OgCJJSSpA33jvDNC20tnegsCAPWqqeAyne4+52WxPki+61SWZXI0topYwxObCrM5uLLEzCY8o4YBfggW2VQFUqYBhF4XvO4GGwDnZgOTR7ifwWpithRB4cbYKUMBoUSJBZCePpF90Kkh3uvet22HzjdbDpBhPx8lufYcGi5Tjnb4dzM1x+y8M4beqB2GPnrXHLvc/iy2/n45/nnsB/23LTdXHSOddhn10n4ZhDdud/Iyb6w8++xVJBkjMePf0KVAwfhsP3+xN8Pi9OPnofbPznE5lpNX3qQcjN8WLmlffgxn9Oxy7b9xySQz69W+81jYNN9t19eyxZsQpffD2f5wKPPPc2Pvzvt/j3LRcy+LX/1ItxzMG746C9dsTyqlrMvOJuPHf/5bxwTtdNwBZd47oTx+Cme57GpK02wnnTjsjwk9a3h/N/u2PfnqCbo/u2/CzmL8tWVmP6RbdiyfJV/O+H7fcn7iPd+Sn/96ufcOE19zFYSoVA1IvPPA6qStYqNq694wm89dFX/DcCWc846RDsGwJQ+/qChwCuvm7hLB4/0wBXGMTiOGRaIacBrwaHxr5QQkws8sSSckLJzspiAyRx6vhyQjJ3jxi7s5RFjYBYmTaeTqK6A3bTq2c9htEjynDiUXtzHa+89RGMHzsCUw/fM26d4wFcNFhvb2vCiefejJ232wBnTtkJom0hnHbyKWriqPpMenBFV4zMiU3fFvBV7NHng/YY+aJSB1VPV77oC8kXy9co+WJvnd01y3ZIAuW0wRHtIV8vaWjPcqyQoX1vx+r6d3qB5UNBBT74bCGeeulD3HfjOQyHvv7+V/h83nxcccGxDHAJYUFFKd7/bAGefvkj3HfDWQwQvP7+1/h83i+44oKpvCI649J7MWFMBcaNGY5px/wJm65XCsesZImXSib8SmYZXJz6xH5igB1cxf5bghg7mgpFV6FS3Lqqswm3onoglEKoen7a3lzJt3XXPXoDsjSejNLPmgdkUWuEAV3bhE2ebWSQLEhqWMfSwIjUMBOtndgxYlIJlWFs5E5glkwllFKgvjDcTqx2f5ytwibqgUr5XNtVUBUC+e0wiJ2J1pB+Wh4IdTTLWDUyiQ+lT2bi+L0dIz2zeHp/+9g7a78ps7Ciso69PUePLMX9N52OkiLAtijBNheGLs3ijzz1X5i/YGm4WofuuzOuvOCvzF6hCT/tT+We68/DVpuu11v1++3va4p80W2wMAuRUz2TA7visbmib0RnZpctiuDYY+H1jIxZJHQBVcu/AiBWF8l7VWL8pV74eVLL4bAx/Xg+XybelwT0rLf22DCY5fcHsfXe0xgw2nKTdbnCL7z+CWpWN2DWlWcinkSRknR7A7jmvn5P+BmgYxLA9fjsv3OqLpWLrr4PpcMKMXP60T02EvntUlLvmX89FFMO2zPmmNEA190Pv4xn53yE95+9hY9HIPMWfzklBuDaarP12O/XvcZHn3970Pl3+b+enB0G11b/jblP02bejPw8H6656G+oqq3HUaf+i5l0B/ylK0mBWF67HHo2+yz/7bj9sKJqNQ45+e+4+qJTmI333Gsf4YY7n8SbT9yIYcUF/P4k644Pn78NuTl9o5SJvpghgCv199SA33P69Ok4fcZEpJOieMft83DzzZeEQSxKJyRDUmnsTivFgxnE6ppOOARipdet6WMUNC2WJVI57193Ytcdt4z7cqS/dwa4HNtCe1szzrrsXqw9fgQuOv0AKFYd0PorHP8SwGqFAxU/L2zBI089g7UnlKZUYdt28O0vq3H3dTN4MkBCGmY+wIYQOqzcbeGr2CUjA49EKhgrXyRWl3y2ki1sImupsO0yaGoZNK3/VteTrWtfbx/r60WgVyTBUVHNMNur53YmBkABA1zvfPQLXnzjv7j7urNZsvXm+19hzrtfYvY1p0I41RBOKxS1HO9+vBAvvvkF7r72DOZKvfnBPMx55yvcec1pqG+ow+r6Nvh8eXjv0+9w9yOv4eMXLoeuVMIyK1kiIWwV006/ATttVwaPt6t3XSLt1tTYClsdi9On7yulhCEZOGACDjE7JFMsuggCizRKbSSJH6XQFUHVC6FwMl4iZ019mzCQxeb+XRlZazqQRS0X7ZvlWI0MZoF9sxoASoHrTWqYevN3u6ebSihgwAmlEqoaMbOGMXNnKJWwDxq9h0PyO428pgKVcAjUcioz7qdFz7/tqBAo4IQ41TMCuqci44yTnlrOBbVImm479WmYxRPAlQPHLsEzr3yDw/ffFQp0nHD29Tho7x1xxP678nNHwJZbDvnrP3DhGcdgw3WkrYLHo3OgyPOvfYzddtoSJUUFLJdaVVOPmy87PbyflAi34YhDtkq7U1x7w7+x9jqbhhcakmWgSvkisdNWD8r0xc4NGAG7XM+u3pldPbG5Yr57IWaXgxwEg2VQ1Qnw+mKBLtpe1qEVVmAZVGspVKUl5GuZ2u0O+9bpE6GwhLE8rWeMAK5ooGfx8lXYf8pFLEE0dKKHy1IxvIT7baoA108fPBTDbuwMcNEiN7XVP8+TzLCeypMvvoerZj3Km2y+0do499QjsO3mG8QwuP55478RDFosk6TSG8D11odf4Zb7nsFbT9zY2+kH1N/9X03KDsC1zRfhdiDf5MkHnBEDWNL9pHfdHVfTgm1sef+zb3Dmpbfj81fvZFYrFVLxEAvszmvOwV3/eQkvv/0ZXvnPNezDTP++z3EX4u2nbmIiRF+XIYCrr1s4i8fPBIPrrjvn4vY7Zg5SJhZ5hHRNJySPENd00mVhJTuAyOJtHdCn/vzrn3HtHY/j+fuvQIc/gD2O+j9eaSFvAPqgEqXYXU2iC4kGuBy7A81NdTj14vux/VYb4pxTDoYiAhCBVXD8y2G1LeNBmyNsLFjejEeffBkXn9UzDbqnxjp15qd44t6/QbHb5IReGKCJnMKMFw0idwv4yiaHBx39wdgLrxhaNVC1Omg6yReTlRvJq6bUJ9sqZHN0XStZ4+WLiTwYEV+vADO9aAIFUIIjMb2kJI/aOwLoRCSK876rwk33PI+n7/k7K7WefuUD/PzrElwx82gIZzX7uShKGeZ9vwI33fsinr77Ega4nn75Q/y8YCmuOP8YQLSwDExRaTCgY+NdT8OcRy7B+FGtsO0VLAMTSh6OOvLvuOPOYxO5pLjbfPzxr1hVqWLGjD2hOE0h8FZuKsj4225lUDe2KBBqLlSNVtZCJsvkX6IWAVphmL2acqV4IiE9UWRKJf3/nBhpYQTIkiygNfm9HJYaWm1SahgCs6TUkGSiBLin9uyneo9YgiZIfljCzKxIKmHRUCphqo2a5n48sbaa2SReWKugUpJeH/hp0TfPoftOfloMapX2+zPYs1l8Kg1J728vIIoBQRK0PCiKjqNOuxynTjkAu+3YFYwigOuqC/+Kjdeb0O0JyTeIFvIICKPn2PSvgu1fDMVZiWNPuBQPz9ollcryPpfd+DVOO/VEjB83gr3xHHoOFbnYQOmgWkhKlwjrJ1a+WAddD6a0WJHN9MXODRkLdhGzq6FHKW5vbK7o49Pb1rQMmP5iKOpIeHNGc3tHA6Bh5n2wBiKwDIq9lFldycvCI2fm965SBEcdD907HpqR/MJkZ4DLBSueue9fcfsygUuvvfcF+2i55eTzrsfOkzbDSUftw/8UT6KYSYCLzkF+Wr8uWoZHn30bX3z7C7N7Hn/h3bBEkeYIT7z0XpiRtaYCXIEvt43I/nmgxnHXkU7SR//t3W5u+BzkY3bgiZfwPSBPNCqPPvc2Xnn7Mzx73+Vd3mmfzv0Rp15wM7547W4U5OXw36lfPfnyewxqEaB13IyrUTasiL3V3vpgLstYr71EgpV9XYYArr5u4SwePxMA1z13z8Uds2dm8Sq6njpGTkhAhNMZxCKZBMkJpVxiCMTqv9tHg49Lr3sQn837CYFAkPXYrv7/iGmX4dB9/hTW99NAcmVVLSg5cczIMjxxy3H4fUUzTpz5UEyFd9xqLG6/YEsIazFgt0PzlWBpVRB33f0orv/HdildnN9v44SzP8LTD18CwVHRUj/O3xWokLIuA44xGlrOBDZJFioNjvOg6HlQtXyoGv133/SviCyjkVdhtbTli144dil0nVYJM0OJT6nhB+BOEVN1iyWO0teLPKg62FRdU+ldUorWNgOT95+Jt5+6FqMqhmHazNuw3+5b4+C9tsJvSxfjzQ++wxkn7o+WNoHJB1yEd566BiPd7XbbCgfttTW+/XkB1l1rLPLzivD9z8tw3IwbMe+N6+DxNEIo7VAUGf9+9FEX4JZbj8TIUXKQkWx55pm5CHQUY+oJ+/IEzLGaoTjNUJQgQ1fEAlGctqgEMfcMCoRWwO/O6EISR7AJOf0tBwolgfRQYoEsBRAkn414ZP2RgCxqpjCwavthmw2RVENBqYbtIalh/4JZ8h0nAVXyzRJKtNQwkgiabN8b2j79FpAeQKuln5a9igMDiDmfjg9Q51q5flpCqwD9GOynld/n0vwu9WBPSpMTENWQWXyqScMx7yy20siBoDAWjeSHOXj9vS9xx0MvYLMN1mJGSDRw4e5L45Km5jaUlhTgT5M2x/QTDgr7z/yycCn+dfN/ePHuwZtnorTYB6vjVwjzd2iQIQtHHH85A1w+X2r+HBdeORenT5+CiePLoy5HBjbQM8tsSiUEehkEfEW87rpbhMu8fLEIQpRB1zPvJZXM0yPBrkZmNJKMUQUxXe0uYFOibC733PRsmAEDTpCk7wWAPhK6bxS00PWGt+O+a8HqWALYNI6szYAxvQZHGw1oY6H7xiRsTN8Z4KI6/u38GxlAIkChvLQYv/y2FN/8sJAtRL75cQEoBOq1R69jP7niogLc++groEVqkjCurFrNpvNtHf4YD65MAVyV1XV4+c1P2ZS+qCgfT7/8Pm67/zl89vJsPPny+2GAa3llDfY+9gKeS2yz+fp468O5IJZWtAdXNHNtsDK4Ap9vnRUGl3f7eeFH7ruffsNxM66KYWQRwHj3I6+EJaLRzyeBqPtNvRhrjx/F95GSL+ne0XNJABfJZMmTzR8IYNHSKlTX1nPfIg+4/ihDAFd/tHKWzjGYAa6eQSyZTjgEYmWpYyVwWnrRkSkhUft7nAg7NoTVwmbbit0OQRNrLQ/gCbaAsJshzCogWAXbrIFi5HAk/OKlNRkBuJ597DKe7IsOSs2hCX9soVVteEdD80opJEt2eKBJ3AoyZM6HoB8X/NLypKxAy88Y+CVXtTtg0+CJTenTkC8yq8uVL+b1+2Qmga4zIDZxfb0okt0mIMhpga578eycz3HbA28gPy8H60yowKzLp8LnE/jo8x9xxqVP46f3/gUoHjz18pe49f43Q9uVY9blx8HncXDXI+/irkc+w5iRpWhoamX21167bgKgHgLU/2T6UyYBLrdBhSPg2K0sUVSETL1THEqmjAVWCOBVWJoYkTWEj8Fb5wBqIRQGeAkMdhlZ3QNZLhtrTWZkhdtICAkq0o9ZB9tqhMKphgRmEcjYS6phHzwBrm8WmSqz1JDALL0IqkG+WUNSwz5o8qQOGfHTqpJ+Wk4VVBDw2XWyntSB43zPHJYfh/y0PDRpJ0Y7MZ36ryRvFp9Y3STTyGBJIhnLawzWS38+KpTy9vOCJZwsd9m5J2CHbendG1t+XbScWQZ19c24/NaHcfBeO+KEI6WnaENTC77/aSEee/FdbLnxWpg+ZTeIwHwIsxIQUvbdNwBX/OtngDqGdVnE725meuklUMhbsRMTdk2TL7otEwG7Vko/OpZ1xz4/ybC56LiUtGgGNOiOZGg55DmojYLuGw1NL4wZP0lQuhF20JUwyoWLVIt8Z/vg6BOgGOOge0p6lDASwEUJg27AE52X0hIvv+k/bD7vFjJ1J98rqu8Zl8zihEIqX795H3suka0IGdOT1xx5zNU1NDF756f/LWbmYyIAFz3fbgJid9dfW9eIE8+5LmxmvtF64zHj5EPZnJ5YQx+ETOZp/+fmfISnX3mf+zJZntzx4AuY88i1mDhuJJvMR1/32x99hZvvHXwSxcB/05c2p9LXvDt8E97NZXB99MIsZl1R6YnB5b5TH3zyNSxbWcOywx//9zvGjipnieIt9z2LH+Yv4rAAsvUglh7Ju1/891VYb60xqVQ3qX2GAK6kmmtwbTzQAS4JYoUkKzFMrEg64RCINbj6XKK15RVFfw3QsQgKmSeTQTildik2+wURQ4QHB04AttXGwJdq5LJHFk2xMwlwUZ0dqx2iYylU+LtcAoFcinccVG/PbJoY8EvozHhxwS8oxPpKD/wKyxftGqhqJuSLBSH54rC0vB8SveeDaTsCtiyzASK4HKq9Qpoqe0ayXC9g+dARsFCUr3HUPAGkUkYakMwnhaR1PgRMAx3+IIrzqcf6IRyLwa+AmYuWNgWlwwqgaTQp6oBAYyiyXg6I+wLgctufGWt2B4PHMGt4It25CEoR0woYwKISBnVdw3qbfN5y4CjDoRtjoesElkqgpD+kvAOpL7lglm02w7HqIWyZaqgQI4UDDrIpNZQm8Aj5ZkXLm7IFNj700EO44Yb0/FGI5fjzzz8Pagmr9NMKwgqshGNWQ7EroSpm2gyQzs+G7dB7ihLcRkI1RkD3jsyKd1p6ZvHdP/ES1FIg7GFwRBF0ZmtpPYJ2DzzxGqqq63qdhJPc5odfFuGai0+BsFoBhcYmPnw//3dcePWDePPRSyACv8CxKnmsQqU/Aa54reKGijDbSy2CUEhiXsTsI042ZUYyAWMClhXghTOyQ0hXvuhY5F9Fvp85WV84iwW7KqGKxjDYlRqbS6eQZBgh70op540PdoUljP6VEOZyqM6KtIMfpIRxuDSmJwmjbiTVxpRY2NTSxgnnnVmLxMLxGAZ8vghrm5g2BHDEYzgm+u0l9g6xx7orZGROx6fFcMu22duuu0L3063Ltz8txPEzrmZALrrOidZroG4X+HTzfpEkhq8/JHn07vhd+J/ieXBdddujqK5tiOvB1bkt2zv82Haf03DJWcfjuEP3YECUQFKScvM8yxHYdLeT2J+NGF99XYYArr5u4SwefyAAXPFBrHjphENywix2lX49NX2sOhp+gtIyjyVTUGh1rJU9kFQaRfCkmnxgKIPOC4UMjb2FnJ7osk0yDXBRA9hmC+AnkKvrR5lWvZWc8VAN8rRKvpFpaysAACAASURBVMSCX1oP4BeBCr3LHplZZJN8kYCuJk4wTaU4DjG6PFHyRSlN+iMW16/Eoj5AiUmijgem3BGVkG+WmgtFJa8BYi0FAfKIo4h5F6xXifVE0hTBJvZsXihM/qG+TUw/zTsGoDRWOAyQIfwT6d99CXC591YGEvgh6HqVFihUP1cGIzTY8EmGIqXlOjS3k0AN1VuliR4HMwhYjgdCXw+ab21oevLeIYOpr4WDC4hRadXDMYmZFUo1JICTAC0ltWcx1XaISA2JSUpSw2KoRgk0YmfFYXCkep5M7Efv/vPPvwB33nkXmwWnWsrLS/HAAw9i0qRtUV4eLeVK9Yj9sx8vUpgtsIIhPy27ug/9tIohVOmnpXlIpkdhEX2cFtGpGSOgVjsckY5ZfNf7Q6AWpSM6Nk3E5fV1NyGvWd2I2vpG9iIi76wZl8zCdltuwMlrxG4hSeKBe+6AlrYO/L60kg2vqX+ec9lsbL7RRJxy9G748POvscvkLaFpXtzzyGuY98NC3H/diXAC/4OwarLC4Eq017rvdVeSDKUYIgR6KRqBYD7Ydj00ne5RW8rjCb4n1sCQL7pt0x3Y5UCDqRgwPDZ0vXsgxj2OZekwAzoMQSC0fHdJllX3YJccU7TDIoWAvVQCbTymSL3Yjg6hjYPQCeyS4Q8Dccz21Mvv471Pvu72Qv9+zlSMH1ORUENst+9p2GLjddmonI3N/3ooiIm2JpXAJ5tl5XK8O0sGn1tI1lqQn8tJiLQIcPT0K8IpigRGTj37WvbT2ne3SbwLJSnm5+Zg3g+/4rHn32GG7NtP3sjqnStueRjvfPI1Hp99KbO63v5oHjME33n6ZoyqSC0gLJlGGgK4kmmtQbZtfwFcnUEsOB44bO5OKwLeITnhIOs3fVVd+tgH/a0I1n8MNTgfmhoCtZSuEx2SSTmU4uatgKpL88Lo0hcAFx3fDjZB8S+FonQdhDDY5iOQS6aFZKp0C34pJNWUzC+FvVG6gl8x8kWNvLrSlS+WhtIX+9+LJVPtmcxxIqutlRDWCqjko0EJsV3MvQnkYsQKUELeKgy4OhJ4pYljaEXMMoOwO4iVmAMVHmYjCs2GoJXzgnWge718KJaq8WCXAJFYKUNfA1wuc9ZxACsYgN1ayUw0OB3Q0QqF5YtBCL0Uum+4BOt6KTTwdrQJUDxrs5yC4s8HcwmnGtpmFJjVAMVugEJtlFWpoY/Np4VCaYZFUD0EZuVkhZmT6D0mUP6VV17FXXfdhY8//gSmmfpEr7S0GEceeRQqKsqxww47YIcdJiMvL7Pv5USvq7ft5AS7HlagCopVzey+zJvEqzL5UC2H0EZA4xS4rmyN3uqaqb/L71IAll0HTWuCqrWnDJpE18khAMXJg02glkrMY29CLJPFy6qYTeD1etgblACsWy+fwRJyktEsXb6KvWFINnXoX/+JQFDKDTfbcBxuvWwq8nN07H/SjViyog7DivNZwnj75VOw3vh8OMHfIWxKOpUgSbYZXIneQznuIB8+Aj1z+H1ii0JA9UI1LOhGO3QjllSS6LHpu2LbubCtUhj68AEDwshnsUF6dtmVHMDi0MfYAAzDgqr2LCmU3lwRNlf0YkYs2DUaho887eQzGDGmX82scMVaAk0lw//UF0P43iEftjYBmncsdCN7z3ui/SLV7f771U9YXlULXdOwwbrjegyASPUc2d4v8FFXuXR/1Mm7y08xpyEZ97QLbsKKylr+90P33RmXnXciW87QQsAOB56Bv58zBcccvDv/fdYDz+O+x17l/08BBVfMPBnlZVLt0tjcyr5qr78nkxoJ0DzhiL2x/18m98elYQjg6pdmzs5JMglwxYJYtKLvjQNikS+WJ0am0t8rhtlp6aGzdtcCYVmdvxJW+69QA99DF6uhxgG13GNwgqExHJpvRLcrzn0FcFEdrEA91MDyuIa+NnKh5o6DqnUF3fqiF8SCXxTxF5I9KmT4TYl3eVDY8D4ftk2+P6uh6vXQ00xfdKwCCEGm9GumfFH6ZTRJvwx7ScjvJg2/DOIzORosjGKwyGOthMaG7vKYFFhgFe0Gb8mWPNil9EY3xVFVKb2RDOZtBpJo0HvM0ZkxmZ8ydV+5ykw4HKXjOT729QB8LKOUZu9emC2LIernEKwMgvcUtQ2a2saSYMczGjp50CXI/qDn11ZHAPo6MHwjs8IcSfZZdD3XJMOmAY7ZADiNACUaOk088ZF+KqlPSJKtE7EEpRG4CqENA5RhLDVS6Zk0KNVy8MhBg8EgnnvuBXz22WeYP38+/04X4DrssMO5SQ1Dx4QJE7D99ttj8uTtEwI8kr8Xie8RZi0Fq6VJPPtp0WJOpv20qG9oENpoKHoFNC/5aUmQMxtFfuv7yizeB8cuhqqQD5FkiSY7tqT70tBIXopaONLebSd+J1sdcJwWQPjR1GLDMDwozCMQiIArYq8qaGlXETAFSospmbEdwqzlZEtwMIl81w8WgKvbMZsgsFSHRf5Pah4Mrw3do0LVDP5W0HcgwU8Br/nYtoaBJF90rzsMdvlpcacKAh0wfEEYKbK5otuzK9g1GqpOlgQaezPy+MO/FCAJo6gOM8JSfW5JhuxoIwCSMPrGDRhAMdXr+SPuF/hgo8hCqdsA7sJpH/63988/x21u8m8jZhZ5sfVUKHCD/ApHlA8Lh3F03p76OzG9KoYP69dbOwRw9Wtz9+/Jpk+fjtNnTMRGG49O6cTzf16J2bd/i5tvuYY/bLomjd2HQKyUmvMPs1PYQJZjzSsBawVgroJqroTKcqzui0OyKA8N1rt/EdKgftEyP+6754602nTJilY8+fjDgCDGSmsoOY8gJRtWoA5qcGVckMtRCqDmjIOixSbNpVWZFHbuAn6x2X0+LFHAq5KaYUL3+GEQk4ZHpIkPTKk6chXWC9saBoPTFyV4PVhLeALWsRSwyRujJm2/G+qL5MXh6OOgecbCrP8KXv+XIa842VLERjRztoG3fLe4k+9wwp7jZ0N7x+nA1Ckn4rbbD089RfHpuWhpGo0pU4+FyomyEsjqDhShCZ6//huoje8zMGcLLyySCasyTVLNIalTcvJcAtRslMDR14aRM3FADbrDJvB2K4NZjtUAxSG5YR1LNbMhNXQNo2ViK3lnUTqaKzWUMpRkJ/UD4Vltbm7G88+/iLlz5/LkbsGCBRkFuNxr9Hg82HDDDTBp0iRsueUW/fqukv3JguWXfloqsUOUACcfZhIU5fcNsW3Cflqjs8rai/hCNkBRGqFqjczUShQA6a5/xjOLTwXU6q3/M9AQWAlhkSl5q1xg4PRtCschcCsIOH5WqVNAg6LSv1OSoQlQ+IjdBiE6AEEeorSckY9jppwPLQ4DvLe6RP/9yquuxcSxuQADo9Se/e/jx98uoUiwSzGg6gKaQR6pOoRCbUR+kzQmcEGvnuWvUlJaBOFkP30x3gTcCtYj4F8CVauGobdC02ipp4exag9srui9ImBXKRvUG74I2CVBthZYnORN9hgtaRvT28KA0CZCIW9ML3miJQ8Gd3fVRJpIt9B3bPbs2ekeZo3bP/DeBtzfaAmtP397dv/fGteW7gUNAVxr7K0FMsHguuvOr3DbrAshnFwI4YMCmizlQSUvGkWm0wzGQfcafNuzcmkRUIukXlVQCUBQpPeQHaiGatb2GHEuJYmFIUkiDexiiwQSSuBoo6B5RmPZivq0zaxpUr/WWmvxpIsZHE4AjtUK4bRB2K2w2/4HNbiQvcEUJTTphS0FZWoRNAK51NSiwPv6JjFMZ+uw2K9Bg+4FNF0B2COK/KQI9KIVWfrpGfxyTXwdi2RQNGCSK5GDoYSlAYFqCHMZFHspTz7SlgYIr5TjsTRAstz89d9BbXwHGvX7qGISwDPq8F4le9L01w/LrsbUqSfi1tuOSAvgam8bgWOPPRkGyQwTkAvSc+Cv+QR62xdhhiUNlm3osFUDem4BDE/yskM5wM+Bra8L3bcOdKN/U9siUkM/S8Uci5hZDVAdkhp2ZFVqSImUZAJPP5x8ZgxjE+vo5LfB8Jx1V8eamlo8//wL+P777/kdS6WvAC63Dj6fjwGuSZO2w/rrr99nQBd/86w22IEqOCYxtVbxuyVdj52YyXGIGeoohVF+WlLyla1xV4xZPBqgqgRskbwrvZ4a/s7YwyASNItP5Yzsi0QytY7Q90A1mV0np5X0QzL00MVQ8A0H24T+xsmyIcNF+ndBKbsaHHUkFGO8TNfLwL0JL3rYfn5f2WYTFKcZYL+/phAA379+fwR02cSu1xXoHjL9lp6N0qPSAwEJeDFAyCBh/D5KC2eOnQPLKhtQ8kW3LwWDHQgGF0FVK2Fo1OZSStgd2BXPm6u7fsmAIbWhQmCXK2OUSZ8SbF3FxvSZGKcw+xfDpDG9j4zppal7MsX9dlIglN22GOee/09M37sqmUN02fa+T3dhmfpQiW2B4DvrxVhduJYXff3bs8eva+ytGAK41thbmxmA65675+KO2TPDrUSDEDKmpo8URA4ch+iLOdAY8KIULWlSna3B1xp8OwfcpYVXbwPE0qrktDkCtWi1kYpjtkEEq3lg1tXTKHI5gkw6WZJYEU5to79y+lMUqEUJYJkYPCbSkBJssOBf/QX09q854pamZzxFI4CEDLnJXyG3nK/ZXWVN5Nj9vU1kFVbnFVjNkN5P4cEpJNglePBu9Ah+yVVYMh4n0CQ7xsWJtJ9cGW2G5SemVvoro7I/6jyRAZm7+sbEMJICLcsgap6FrsSmcJpKEdTyw+HNG9FjtamvmVY1VG01y0szJVE8fsp+sK0igOWmMma8p0LtFlj1OozAT2F5JT/L0OHXJkLNXxsGFodA3+TletKnax0ovrVghJ7nRO5notu4A3Iy/reD9eydpYRSDSGaeWKYTnR7ovWI3i7sdcNyMjKBL4FCqYYEjOpycjOYmZHdtcny5Svw/PPP45dfYleI+xrgcuuTm5uDyZMnY7vttsP48eMyMiYJG1YHqwB6XkkSrtoZ7VORSXCZ9NPyjoTO6XfZG1cNFLP4VJ4/dx9OxvUvgUOydKeWZWHJLXREIA4JHpBv1UTovgnQjL73rAwD9Y7F4RYEfAkaWxHoZTeGFuEk26svC107g12qxkCXrtOCkTwnfxEoqIThIBpXeMGJvCFWHC+shZjkA1m+SG0dNOvgOFXQNPJXa4Mi2roFu3ry5uruXnQFu4jZlc/vKdsKwCQv2FDYjZYJY3p1DASzukb1yKaOgFrVsFsXQ/EvhGrV8sLdWZe9gmn7tGDDiT3L1rq75l8W+zEEcMVvneBb62QH4NpzYV++LrJ67CGAK6vN37cnzwSDqzPAFa/G7M9FoBeDX172eaGVaUVxgS+5Yr8mDuL79g4OvKNHQK2VgFUFxV7BH76YQZUQsIMNQJC8R3qTJHqlJNFDHjNEh3dBrdHQPKPQn6BWvNZm4GH1h9DbvwpP+IltJuVXBoLezeAZti0U8uMgyQKZc4tWOSCiFVcEBxT4xQNTGnjS/wjs0mIN/l3IomfwS4cgBpNjsLeGrg+HrkvWSTZLjLeFRcDWqvQliAS+ohCONh66dxw0I68LSGQG22BVPQfDXhFz+bbwQAzbH76SDbttFpowmwTCKBQQ0BxmQWTaZJ6ASZKaqgrdL+nf1F2xgu0wV70Iw1rSaRMFAe+W0Ep3hRNcAtX8DaoiQaNkCz/n6hiADOm95QkxzOKdw5Ua2lYThEVSQ2I4kNyQ2lSCWclNYpO9kq7bR6SGhWwCL7RiaHoJA1rud3BNXwD67bdFeO6557F48eIuDdRfABedmNq5oKAAu+zyJ2y3XfKJi+HJXrCGmVrE0lJEc9os0M6NIr3WyEdnJBRtBHTvSKgDIJHUNYu37TqomTaLt/NgO8mZxSf7dDJbK9jIwJZqETAfTIthJxc5RgDGBBihRY5sPssRQF/AJsCLgC+7mVleDHyB2Od9A+q7C2c2JQwbDgySL8YBYmLHFCRvJEkjMbwI+CLbE0MGJDgDT75o20EEzZXQ9FpoGsmQAxA2jfHig12WrcP0xyYtJtJn44FdmkE+qAIknbQDy6BRCqPiTwvAZDY1ckNhMOOgRy0y8bPur4bd9jsU/28hUIvGh5GFrLMue3UI4ErkhqawTfCNtUNWIiGRYii0KCxa7KP/9uz9Wwq1HRy7DAFcg+M+pVTL/gK4uqucy/QSQodwciAcHxRKemKmF/0MHpPclG7AGrJTF1DLWh5a/ew6sWXmhJ8kiTW9SBKVsCRRqDQRJPnhwAC1Ot82ArmCNW/D8H/XhYnmCB1W7nbwVezC/TnarFrKHkliIGWP5NnBAyOnFYpoySr4xUbgDpmBa2wiS0BXb0BAPPBLwIDleGGbRQBKoOmlMDxFUFU9LCHtywlAJJ2oJpROtBSaSoBr8uwi977LgbsBoVMi4Fjonu4lQZLx9AY8AYpajpyTGE9W/s7wlW0fF0yS8eHNcAQBW/VdEsYyDXC512bbKmyTUhEJ6JLv4Hgl2FYFu/pFGGiI+bOgaPW8neAbvgNLey3/Cgjzd2hOdUoTR57YK8Mh9LWh+8Yy0NVdfwkzGEgWRmCW2QgIkhrWQ2EgmcCs5MG2dF7TUn6pQii5/A6TUkPyzSqBqpFfpZJ14Ded60t2X7pHCxYsxKuvvoqVKythmiZLb6ivuGXRooUI1n+DgoL8ZA/P2wdNE60dCrba4TBm2SZSiLlYXl6OnXbakY3oe0pcDLOVAithB10/LX836aqJnD3+NtJPywuhjoJikO8kydv0rPcX+b23OAFRyg9bMpOA6JBs3pu2WXwiLc4LBx1L4QSXSrYW+4KRwVZ0Aq4lE3DDCbYktaO/xyblcn8QORDks+glqVffs7USucbutokegzjkMWg1wTGbWN6oEvCFtoyDXp3li3qnhbN4dWVGPEscqb097OtFC2e2UwDHGcW+n/Q96I11nE5bJbKvy+YSYhV0o40XoeS3KD7YlQqbK7oesQxO17MrP/S9pYVl6tNVaRvTy1CcMlh2IUUpQwssgk6+pJ0sFqLrNgRwJdJjUtsm+NrE7DC49v09tQoPgr2GAK5BcJNSrWK2Aa549ZZpXiRxVAAnN5zopal5IYnj4DXTTfU+DcT9ImyYlYBN8ebdg1pu/R2rHSJAkkQaRHUPMBD7ydJGQfGtB2GQOXf2mVq93QPTDMKqeQ1GYH6XTdmnqGBH+Mom9zg56QJ+kb+G3RLF/Op/8Ct6FVY1HGZ1peIhQ3ebADMraMAOalBB5rM5gJYHKHky7VGn3yTJkr5f7k9vbR/v71Iq1AorsBwqrWxC+pKkU3h1XqkAiMZPnhWafBd1V9iziiSsrZ9ARfREW2Fmn3fEPl0G59E+W7QqrOvx69xXAJd7LZbl4Qh3XaNJBK2id3UYCTT+ClE3p4vskhMhi/dCzrDNpJyCJpOBWojg71DtZSkNvLkfooDli3rOOuF2E44J26yDbRIzi37qAbRlT2roqCBQm6WGagkUVfpmkbTkj85Spr69dOlSzJv3DVpbW9DY2ISmpibU19eDUhTpeSkpKYFmrsSGJZ/jL9t19VpM5PntCDg45/Z2XPCPu/DBJ19j5cqV3AcTKTRhpsRFArmiExfl965D+mkFyU+rMuN+WiTNYqYK93PykiTmckW/ye57ap++N4svhkILICH/xr5Y9JAJqM0wO5ZAsRZDUwiUdKTXpCpTh0lVQOo5aR7fAUGpiQ6xzLtu50Bj70ChlUIzMmvWnUhfzfQ2LtuVFt3ofUrAF9tHCEqMJSaugKKmZ2bfk3wxketxQS9myItcmIFiQJRB9wyDxzeMfb2yJdWNZnPpemR82x3YRR6oqbC5egO7qB8LuwNWgBKgaexD9y6x9x8dm8ehVjscqxmKRcBnELRQadsFgPBSr49JgB4CuBLpuelvE5wzIf2DpHAEz/6dmfopHGSA7jIEcA3QG5OJag1EgCvedbm+XvK3j9leMsY+l729VNbv/7FWwjNx/5M9RgTUWhECtVZ0y9SKOTZLEhtDksRAt6clyZbpFMHxbg5v8bbQPcUDYnCfaDuZgVZYtXNgBBfFAbk8cIp2ga9025S8XrqCXx2g1dcY2WOY+dU3nl+ufFFogBEykU20baK340EuGdwHVGiOBMwI8CQQgwauUHIgOPExGvzKh6oRSCCf9XjgV6R/LgfIm4IliIkxOLoFqdhLpQCOSgbBJEFM3EDf3/gLlLo5PBiMLqY2GvqIw2F4Yxkq0mdrVchni6Qj3bduXwNccqALWFYOHKsUhlHRRSZIfdJf9zXUpg+6XKMlvMDwQ+ErXCt8EVIO1AwrsIjli8wK7AHo7vwO4cmNE4RlOTAxnCejutoCnRl52ZQaFrHUEOybJRlaa7LUsL3DjxxffNAz+p7Rdrk50ouF+srq1atRU7OarQp8XgMNDfWorKzCDz/8ADKbLywsxPEHrofPP50DX+A7HL5bQSqvF1StNjHzzhY8cv+1aPP+CfO++REff/wx6usbwkb2vR2YEhc33XQTTNpuE6w7sRCwyU+rtk/8tIgtS0mr7KflGcmT9WxN0mMnz4KBQdtuhiCzeEpAJF+qNJXm/WUW714Lm3P7l8MOELNFfhPCDF4yOlcLoeijAa0Q/qAXpiVQmE+SuDYIswrCruUwHEUtAPQxULQStJsFsG0NhYUFMd9zxxFoa+9AQX5q4Gxv/bK//x4xszelmT1LvJsBXkwgXy/pL5csIzpR+WIi12vZcuHMCdK9lItkdC81XabMqqF0574ATTvXLx6bq/MzJZldZFHRDodCCII6YAkYijSrT7V0Znbp3tGASt/v1SH2+pJufeUkqNUGx2phUEsRUrraudDiDQfCOPlQhQbieEWPb4YYXKnevd73C74yrveN+mALz4HL+uCoA+OQQwDXwLgPSdeCXlj3Pz4HtXVNuPTs4+PuP1gArniVZ18vZnrRpIeoyz44Tg6zQlQl9HtI4ph0v+nyQXPlCH5ialVCsQjUipiG9nYCpu/7V3WSJEZm7gRqEWjpCAIRRsEo2R6+wswY/vZWt774e6CjDqJ2DnQr1m+JzkWTflHyF/hKJLMlU6Vb8Msmr6+QH0QGwa9o+aLutaFTXHZK7CgFcnCqQbFJ3GZ3AaSkAbf7Ex/8ckj+ZQcAaxU0x5Ugps7WcgffJDmRUdojkgZag+01sKufhSEaY26zRUmzZCpfMD7879Jnqy7ks9WSUNpYfwBcbgV5QkoTOqe0S+KiTFb8CHr73E4sNcBUh0OtOBTenLKYNnAlTmb7Qqj2b9BCkpjwRjTYDoFZBGgJGmyLAMCDbhnlQMAYvTtsELBUBF1T0wYze3oeCXjtIjU0SHJLEyjpIZnJZzpT74ZMHqexuRUzLpmFBb8v58POuvJMTN564y6nWF5Zg4uvuR+mZYH2OfX4A7Dr5M3w1vuf4ab7XkZHIIjiwjwctvdk7LztBpg79ys0NzfjsL+MwoSSlXj8xXks6U0X4Hryrr/B9GwAvXxf1NTWY+7cL/Hxx5+ivb09brPQ/fN6vago82DMSANlJRYK82wMK8lHeXkpiouKQh4o6bWq66cltAoGtQz20xoYsrZ+MYtnXy0ZQNJX8jLJ1mqF6Se21hKoaIvvt0j+UGoR+2bt/7dHsKKqAXm5XoweMQz3X38KhuW3Q5hLYVkBDg8R+kQc9NfrsaKqFnm5PoweORwP3DQTpSWFePfjr3HJdffD6/WgMD+X/31kRWl6nWUA7h3j62VKX0MR8vVS+XsXSMpXNBX5YrxmcRxaONNgBXSotHDmjkl4sawYQi2CSsE/9M7Wia3Xd4vi3bG5ousdYXa1wTKDsDsAQwnwgk26JQJ2kbx/JDRjFKD64ASWAZRg7tRwErIEtSRTS+E0yMTHTTb7rObBcXKhQbB08ZzLXhzy4Er35nWzf/ClMRzNEHLg6rffxsFd5zJ9dIn9ftghgKvfmzwzJ9ztiPNQXVuPYw/Zo1uAa/r06Th9xkRstPHolE46/+eVmH37t7j9jnOhaoCqko9BSofK2E4RiaMmfb1EDhSQwTUxvUjmKD9qa/pkJJ0GDXts+KOZWsmDGI7VEZIkkpkpFfKwMGCTr4jIZ4q55jhsc+HkbgBf6WTonsysfC5cuBAXnLpTOs3A+z7/blXSnieBtiqI2lehO7Vdzs8AR+m+8BZ3byyedqWjDtAV/GqHY7dBxIBfLSHPLyupgWkmV2FZvmhqEKYKTVi9JlixP4SjwjID0MhnSSHvC/r060ynB01cWHoiEyA5kpy7YPcvKBnnXgaEY7NJRpk8XYGZWFXPwzBjzTlJquoU/wW+YVvw+0f6bDWFfLYaEvaxIfn2MUddjLHj0ntWNtl4e5xw0h4Jv7PpvPESF6XP2ByW55JFbXQxjXWhjzgEhmF06dZSjmkh2L4ESnABVFHFgCzHrgsyyyVZhQSzeiokibQhDds13UiOGRbnwC6T0IEBocpUQ5XYWcSs0fL+sFLDfz/1Br79cSFuv+pMvPPxPDzx4nv4z20XdWnBK255mBks5047Ar8uWo5T/u8GPHP3pfj2x18RCFrYefvN8f0vi3HRNQ/gidtn4vffF2ODMW0YlfM/Eunh0Re+zRDAdQr3HtO3CTzl+/J9W7Todwa65s6dB7/fzwALsbXGjvJgVIWBsuIgPDrJJQlQjfRlXddQUVGB8uHlyE/BG4wXBYQBuH5antHQ9NTeL5n8PrjH6iuzeAqvEGQWb1PC8TBomrfPQC26FsnWqgyxtVb2+h3h74RWDEcdg2fe+BVHHLA7J/qdcPaNOGivSTh8r/X5GwO9HIa3mBmAT7/yAQ7f/8/8PTnh7Gtx8N474YgD/oz9p17MfX73nbbCZTc9BK/HwMVnHs1p0ZZN9gJ+OI6J4445kOWt6ZQrr30Qa629AQM2MoEwu+Pa6HGGbbVAWCRxDCU4CgJP2nv19UpXvui2pxyXENAVWjhTJNA/HwAAIABJREFUaDxB7U1+iJIlLshIXS0GKMXYIOCrOMQQz5zvb4TNVQ3daO1x4YqBZSuIQIcAAh0wlKa0v2Od20MoZbC1kbAtBY5/JVRzIQwKr6Gxk5I6051ClWzHB9spxEnnPI29tmqBx0tpmMmXYMDCu//bEk899VTyO6/he5gvjMrKFRqHVmblvP1x0iGAqz9auQ/OUdfQjJfe+ASrahv6lMF15+yvcNNNN0BVCqEoAUDpgEJJHmoH+xvQinsKc8SMtkhY4sj+XrnMGCKJI8kbSeboev6kMpnNaEWzeDAJapmwwkytBAaH3dU3LElcBRV+3opNWFEEhxKgNFqtJomLBdty4PjWg6dog5TAhHhVCLZVYtEPr+De2Vfg8r9VpNyqJ16+Ao8/ej+MYZNg5I5M6jj+5qVA3SvQBSUlxhZT5EEdfgC8hWsndcxMb9wz+NXZ8L5n8CtTq7Dsv8arsBrLF0lO4q7Esu8GGd/b5I/SDE00QVNJ/tcVAJEx5FRoQEu/aMDVFfxiE2fkcwqi5h0Hw0uTsJDRcAoNzmBP7QcwolI16TA0CDRzJsFX8WeejFhWByy7Gpq+ulufrc6nZ8mgKZOkli9vSOt5kavHFsaOzYNmUB16TjONroubuKigDIYhExetQCtMMp23YunsDDDkbA1v+R7crtLnxYJt1sOxGngiRKmGjk1+N8TUaoSGhi6Sx0RuhRAkmMiHgzJohg86S5F6X5FmRg1LY2mVfxigSqkhGcFne+KYyHX31zbTZt6Mw/f/E/bcZVtYlo0dDjwDX8y5G6oaCxpfcNU9GFFeivOmHYGm5lbscOAMvPnYNaipXsVg6siRI2F4PNjlsP/Do7MuwMRyP/LNL6FY5J+GjAJc4WfPtyU85XuwzJZA1fnzf8TyxfMQaF+B0sJ29lwitmC8d4nbvnSVhsfg+hPQ5QvJL7trf04CRR77aakk8SWm1gBKi5bm/nYfm8XT+zQnaQZsMn2agXKzHWbH7yG2Vmvi6bi08KEUQPGMBLRSKFoZJ/cdddrVmHb8/vjzDlvCsSWLFI4NRdWgstE/gUo6jpp+BW83YUw5jjn9Gnz+6ixoqoqff12CC666H3MevgR2x69wrJVQnA5e4zvy+H/h4Vm7wOdL7Ttz4ZVzMf20qZgwbkQI/vdBkIcYiKlE49l8KATE6wVZB7/Cvl7kX8egF4Fd5O1FASAtYXlj9CJG54UzTnOOk76YSB9hRhctnFkKNBEKy+k0Xgin2tJYgL8BBHgVQdGLWOaY7jeAxtVBcwUnLUZ7c3VXf9NUEfTnAWYQulgJFcTqljYOqRT+1lOQkdUMWK3sb0yKF/oBheXQHE1pg6a1QlUCSZ1HMuxVlkIKrRB/Pft5zJw+Bjkp9u0Ov42b/u3BY489lsqlrtH7mM+NyIrJvHFY1RrbrkMA1yC+tc+++iEW/L6iTwGue+6ei9vvmAnL0uFYI6Dr5eGJjBAdsEln7hDY5QJfJgNeBHxlk+0VK3EkRpGb4ki+XjlQFCk7WZNBrwiotQKwqqDYrvwwtQ8pTyZYklgD1VwFYkAQmGiLfOiKF7qnFGreeChGMYI2yUh90L35UI3U0rI6P5o0YA82/gCl+XMsX/Y77rzvCVw/Izlgyj2mP+CAAK5nHjwXFkqgFE2Gp2SzhPsDtUOg6TcodS9DI+C3UzFRCq18P3jyxw7IN0xX8KstxPyi+Gvyj6DfJIFsZtYFG9AqDgMFDHapGtKTLwIUqU3yRWHRD7F6miX4AZfdk1rTsTmwY/B9FUohVI1+cgDy/KIJAhnek98XG4PLpLtEDO+pzTrqv4He+B7UTklDprEejJGHcIVNcxVUfTUMo3s/us5XZpm5bPpuGDI5KlNFsqjaYdm1IbAtcWaBTFwsg6oO58RFq70Kds0LMCBBXRKdEnPFUnRYvvWh55RxShdEfdgEvrPniAQwBfvL6aIOmkptlNz7iFeUhQ+2QumWeRzf7prsRqSGeSF2VgjM6mevlkzdv/48zoEnXoIrzj8ZW2yyDp92r2Nn4sGbLsCYUcNjqrFw8Qocd8ZV2GLjdfh7sNO2G2O/3bcDsWqpjB49Gt/+vBg33vMs3nnsn/AEvoNo/xWwKDlWZBzgonOSnCaQsym03LFQRA1Uu5oZgnWrV6GmugZNzU0g/6RECr0LcnJyMGJEBbO63OdRJmaSnxZNkkdC85CnlpTiDRTG+JpgFu/eI8nWqoJNSYhRYxce2/ECR2hxIyRzp3+lFGfqk8TOE8Q2JUaPYkAj6ZpnNN78rBZ3Pvw2Nt1wAq67+CSoohmWfwGERUmsgGoUQNEr8PonlZj90Du83fWXnIKaugbscdRF+OTFWzCsuBArq1djz6Mvws/v3QEn8AsccxkzuKgccfzlaQNcp0+fgonjy+N2V5eBKrmv0eAXsU8jYS7ZYn5FfL0CsInBTIscJHEkeaPTGE67pW+D9P3UIDQFuofsEFJjGkXLF12GeE+hM/I7Qe2nh9Jvi1jKSsAX+ywS0JmEEiQZNhfdVFKiUPK045TTEhGcQCUUuzJhsEuCWsSkcz21pE9ldGFTCLYIoUX/HIAY5ooDQyWvvQ6onbxD3X1dUIvAVIUYhLzI5WXw5ayZ/8G0Y4dho/VKEnmVdtlm/oIG3PdcGe66666U9l+TdzKfKY8CuFytIidiMHAuNYuZ/2/jiOo1tlmHAK5BfGv7C+C6Y/ZMOaFhU2KKea6AodOkJzIRC3/UnAAcNlfsAGiiqrZDVaWh8sCQOCpSMicMCDa090GhSS/7ekV0+wNlwJps9+QBrhWEFaA4YfpoElOL5IeJDe57Op9j+WH56zlSmBhbmlDYV4lWn1StCEreunB843H1Xe/gtQ9+4EOdcux+mHb8Ad0M1Hr2kbvrPy/hzQ/n4pX/XMMruMG6L6C1zWMvgMXLGzICcD374DlcN5ogWTmbw1s2CbqnMKFmZxPuhp+hNrwRl5ESVEdBr9gPnpz4A9WETpKFjXoCv4Rog+pI83vbbodQFWgeSl80k1qFlYMoGujZEI4Nx7ThBAPQ7GYGDBNh5nRuGilly4eNYuiGFxotPHaSinTx/IIHQi1g0/vewK9A82KI2he6pAqaZEA+/DBSSrLPlm60JAzu25YByyrrMc0wE11AyiVbQnLJuoTlknRuSly0zGFQleGwWhdANH0MhQbHigmV/FjIU0Q4UHwjoXmHJVRdCZQSgNYODauhgRZIemdjxQ7gSarigwXyOhoD1RjOwRUqpRpqxHRYsxcwEmroJDbab8pFuO6Sadh0QxkcQADXLf86AxuvF5vu9Mpbn+H197/EQXvtiPseexWjKkpx+flTUVtTC4/HQH1zB06/ZDZu+vsJ2HnLMoiWHyD85A0jvbEyJVF87M7pcCjFEwRQB6Cofih6CfQcCiiIsM4c20Z1TQ1WrapGW1tbwkb0xFwrKCjG8IrRKB2+IaCPhE59nMCSNFigSdyShDaN+GpFmcVTwEOadhIRs/gSCFEMXZOhMJlaFHS/M3JsSeCU/LEoHbdjMYS1gqX17CUU+puUSFtQhA0oNhRhhX5TL6AkRDcFUMI/ghzzSX6sj4HqWwfLawzM/60Wsx54CZedeywmbzUKTnAJhN3AE0hidyn6CCyr1kLbvYzLzjsOO2y9Ia6c9Rje/ug7bLz+BGZwUfn4+ashGOBa3m8AV0+dIiK/JrsIH4RCQQ4E9oeSjIn5pUnmlwvg9MdY1/X1ou89AV6O2QTBCY6NUJ1GNmOnhQtHVSXQpSdvmSH7UXfyxd4fpXDbkcRRJT++YgiNWF4EfEkz+958vZJlc1mWBtssh2GMkszvYB3swEoet6twmYpy7M5taIZALbuR+36i38wI2JUH28kFKElICcLQiU1Ni0wEDNN1E0BaEANqRbfcEMDVez9KdQvz6bLsMLiO7Gq1kuo1DLT9hgCugXZHkqhPfwNcbtUIILIsMn0noKusW8ZB9EeNJsbE9iLQS1X8AANfxAoZOBJHWgWCyJGrHSxxJKYXrYolt5qTxC3MyKYS1AqEQK0qKM5K9oDIBKhFFSQmB9Gq7Y4WGKJFglqKGaE6kweSdwSUwi3xwyITZ172EF5//AY0t7Rhz6PPxzdv389+FZ1LTz5yn3z5A0678BZMGDMCrz58OezGr4HWuVDI6wLIOMBFxyTmj62Phlo8CZ6CdRNalWcT7vrvoDW9y8Bb52LqE2BU7A/dW5SRe53tg8QDv0yzFTatgKuN0I1m6JqfU6l4nZ2YX6FKywhwFYImJ5RahSCzw8LvlXD6og3VaoWG9l69I0i2ZsMHGzQAJamMnrIZeffgVx4cW4XT+hMMpwGKCPEHFIeDBZyS3aDn+aAbjSGfsN7vkmOTjLGUQSOdmWTJe4H1fpauWzArgqLBCVTqob4s+xQkcSLpToAlPFZQwPIrUAKr4LEXdQEPid2CnLWgJcHYdOUqlumHKuqhKSSjiL+K794fKLSaTD8eOSFVyQxXg6ONhuJZB7q3ayJkKm31R9tn6lnX4LQpB2KHbTfhydSk/abjxX9fhdEjIiEC9L7bb8rFuPz8E7DVpuvBHwhi18PPw13XnIXxo4ejsroO511+L/7vtMOwz87rQwSqYLUvhBOogiAjbziY/fAXaKr7FWWlqb0TO/xB/PhrCx647ThoKo0n6D0iwVFmZhgjoPtCq+FRNzEYCHCaY9WqKgT8gW55g4pK3n5e1DZ4UL1aRfVqgdFjJmDbbbfG5ptvPiDArQioRYuJ9TIBUQsm/P7pqW+TRNmxC+E4FO5ADE61x2uOB1TxvXAI+JZ+Z4K+BxQowaES8t8VYULQN4DlowHAboTjNEB1aIGAWJl0T0MeffwdSQwAD78nCKTQKSiiHAqD3qVQ9DJeyHjgiddRVd2Av599MIRVK8FXIkewnItYXJ22O+doQFhYVtmE1vYgvvhmPr74ej7uu34ahP9nOGYlh2RQ6WsGV6rvJfntpVYk8IssJfIBJRr8oiRjAr+MfgG/3PkB92WzWQJfVjMcSvVUWqDrfuie5BbOotuGfbqYId69fLG3tnTZTMT2gkI+kMTeLGSmF5nZKxr5/8YupMSyuVzv0O7P5LK5FGUEDKOIx52sVgjUsqWIEvgfFLsaurOan5lEQa3uzuiCXZZDSaEFEGoJVI8Kj8cPQ2f5TbeVHQK4eusxqf/dfHJYdgCuo+tSr/QA33MI4BrgN6in6mUL4HLrxC9mKxfCIeliSULSmugJMkkbHdEG4XTI1Vf6IVYAMy9CtMws3Z+wrxez3YnpRQMCH1T29CKmlxwE9NfEtHMzxIJalVCcysyCWuQvogyDpYyE3dEAo/07GGpbfP0+TTJ9E6AU74R/P/8VqldHkj0JpDr7lMOw4bqRVDn3WrrzkVu5ajWmnHkNLppxDGbd/xzmPHQpRPOXcNp+Cclc+gbgcutFRvEifxI8ZZMTmswwyLX6K+gtH3aZnLNHkef/2fsOODnK+v1n6u5ev8vlEgLpIFUQpQYsWBBFVBTBoIKCKFJEEAQVpChSLYgQxAIaEZUgKCCKFX/0YqEpkJDe7i65XN3dqf/P831nttzt3e3ulQT+GT7HXe5mZmfeeWfmfZ/vU14HmyCXRW+41+6iwJM0XK8dhqnkZ2T60JMppHyDUmb0CSVf+U0Mzyr0fUsAFbhpGAETsgrlfqzS2vC1RkCvV8bGFSR/VnoFhFUwsBq63y2yPJHmiQSyCUHNbCQbEqBJtZjdc3Ks0XuFrJKhnxT7bCEksKUYEVtjkWRHdxM0nWyuHgEiCWJxoslJqKQaQnkWFYGUoQbXMeH2d8NyVsLUyNTNL0y81FJzJHmw0sWjXMXjRJg+XT2KuQGGCCQRIg9madrwISLit4VWhNZ8mMlZ8k6aDIZCpee6La7//VvuQteWXlx09gn413Mv44uX3og//epbcLIOFv3sbnzkyEPRUJfCl6+8FW/aZ1d84sPvwpYtvTjs2HNxz62XoqevH2deuAiXfPETePshr0fIsIvsWgTZpQgySwG/D0EY4NYlK9BQ04mj3lWdfLurO4tzLv03fnHjscL+GLwIyGXPgJmIKuKDVhjoH0B7RzvWr98gfl1cCGh5vo2OrgQ2dAZYvc6B42ThunmwNZlMYt9998WBB+6PXXfddau8+wvN4g2jG7oxAN0YOztbQC2vBn7QCF1rEd/SeGwTBp6AN4GAU/RHJCDlqp+jQgV/lsk3+NwggMXvZFWJkBDIFTrU8yRehL3r9wIEtaTgUR6IVer+IQMopM+SXi9AjU72FiXoZis6umvR2Q3suetucH0dZ3z1Bhzwhl1w8nGH4cFHn0J3Ty+OeufeaN/Uj84tDvbcddfcevu/YRd8+qPvEJYRi57/+e8qfOkbP8J5nzsa7zh4FoLMiwj9zqios+0CXCM9c0YGvyLPr0kAvwrnB67TB8+lfKoTlt0lsjrpbwVFs3Keo5XKF8vap4CF7G+1CCK2lzKzb8yZ2XPc43rrYJjtZXlzkc3luW0w9GkI0ysRDLwCPfOyAoRZTIOmDOP1TKQYqPy+z8kPDV7TBsBsQqglEWhT4WtkavKNuwGm1p1PqSxokO0AVzm9o7p13NsYilAwaBRp4sT/2zq+q7oDfhVstR3gehVcpFKHePTJF2Ht+g70D2TEI+NXN12MpoZir6PTTjsNnzt9zphSFOnBFUsUh2sqlb5VC4QEuqqbtOXMKkNHmF4hU1loYC5m9tuIxJGSKlbAxMzeVqBXkcRRVXPK8fOpptuJaaxfyNSaGFCLTAgjsSMCz0fY8yjMzPN0vRn2kH29AWh6K+zGPXH1jb9Ga3MDTj7+SFmfiVtv2GsXvP/wBSW3HwzSkhHwiTMvxxknHY0dprbg7ItvwH23XoSg9z8I+p8FHBoVhxPC4CqaqIcWvMQuMJsPgF07egqpmI93PgKz/+EhbSUG5Im9kJj+3q0GaFTT36rdhoMk16Xx6kZo4UoYBpN8yMaiL0qMa8UeKfwNbyhObNSXeqWrwVsgoIeGIOsBXr+YyQdaI0yTDEvKnsv3lKrqfAhuZTZC9zbkwF0vTMGjHK62DlaSQE50xKzyKicX2lUjpPG9JDzyuylJY34k72bq4NYAXuKqOZOwAncT3GwPgnATLLsbpkUGSNz+I7eWH2hw+/uBTBcMf0uRDx3Tq/SaOWWfn/I2YpslEOgt8MJm4W0YwWYYWC9m8pXqrRRToRa+8TqYqZ0F6NpaxYiq+t0YNxIfogLpl/qZ91kWgU9wgsw8BVIQMKQfXVe3g89ecCMG0ll0dffhigs+isMO2h3dvZtw6Ievxi1XLcTOc2fh5RWb8O0f/xGeFyDruPjwEW/EsUe9Gbfe+Q/c+NM/Fh35F054PU56Xz0CZ60kzCGxI35x57OwteX4yFHF0sdyT3n9xgGc+/VncNuPviDSRz0YGvQhIFdiR/GFLNV32Dzd3Wms3TCAF17qxqq1aaxvz8JxHGFPjLTQn2vBgoNxwAEHYPbsWWX383LPb/B6CtTy4QeboOtboBu9o0qMo8uvnqPRPFh5UvmqHyBA4DPZzYDrJqH5RuSbpxhVBJsE4C4AqorB7mKgqpJzExCDiYP0Dwr7hJFStcF27L9FKR5BLUN5KqqFrBtKDpuxYp2GhWf9EomELX12791n4zsXn4i6lIHv/PB3WLGmE9+9+BgsX9OJhWfcOmi9T6A2qWHR4r/gl/c8Kdt/4dNHYeH790PotiN0V6rU4miMtK0yuCq5RoXr5v2qCplfNLwfLHucGOYX5waum1GFM4NfTOKlWTr7p+qj6pLn2eKlznUs8sVy2q7IzF5X/p/09aLsUjP6YNkDKFXPUn7BgfhpUYLo9g1Ay/TBpgyxCPDVJKmVsuxKwK48qEVmIr/oqSV+CkWnlQv5wRSxeuCnGFgHS1egIpftAFc5PaG6ddzFDVuHwfVxMvpfm8t2gOu1eV3lrCYL4IqbUIAul5p/Al1j96nISxzpwTAQSRwJeGUkzZESx23D10tp/zkZR5BCwPQSpCKJY94LppoJbQ7UitMPg/UTwNSaIklQBLVMS/lPuX3LEG55GJY/coSssJ2a3oZE874ygbz8up+LpOWTxx0h+/n6d36G2TOn44RjDi95pw0GuL77wyVIpzM4/ZMfwNKV63DRVT/BL288H3X6GgTdTyN0Nsogfbw9uEoOiOQV3wg0HoxE8xtGnSALrbzj7zAHnhhSiab80U3ti2SUNvdafOzEshkvuwGhuxqat1JOM9DyJrLD+8GFJcAvQZJl2BqECfi+Dc+xYcKDpTtDJHIT0aZ+tgtadpVMwsSnzWyBkUjCSJjQrVoBB0ZaOCz0PRNOxgKVd4bBSYKShfC7GN6b/E55CPdXnuF9Oeeaq4b7A/DdLvmiDIiphiweEMyKjXjF8F83YdH/xBoqtS09YQjgOwPwKffK9sMMWPWl7EhDYEyFkVK+IsWLArNYVQ8NTgJaoIlHDlMNG4sKBOIbxip+dhl096WqY9XJDAvNXWAkdhb55NZizZVzzQavMzxQ5UTpbxGjhuw7Sr58smd4/QhQuAJWyASQMjBhyKgAmNxkkN1RT0AXGVcbNL0Om3tcNNbZKiE3zMDJ9KOzYx08mMKWtOxaJBKN6B0IUFdrI/D6UVNTi6RtCINREk0pQ/a7EbgbEBLcyq5DyOKXXYfFtz80LgDX7bech8DLKpCLgRiDFmFYJGbmfOFkghuSmdyK0KBf3HQJoHjhhf/iiScexzPPPCcAVzkL+3V9fT3e+ta3CNDV1lZsxF/OPkZaR3nmefA8pqlugSYSRDWBV0AVPXMIxEWFgYAFA/VvNSmmDDwuGuR/lkmsT98fQ55HOq+qkZ/AjvW4R3wWijF2T8TWIkAxVraW8k/MsbVKPGtExmw0Q7OmicSsqzeAaVpoqKUHJO8NstP4zGK7sRChgPbi9bKyTiYboj+ti7RWAGIyetm/xb9LSfK5xABXtW158TVPYyST+Wr3OxHb5cAvkfDViJdl0bst8vyK/avGUvyNxxeu1wldpyVCnwSMKMCUgL165gkoKwBYIXOw+OzHQ75YTnvGxRuPYUxGHcykD4tsbz4nWQTz+gC/F1oEZsX3BNmkbn8AK1tcPMp/ZgR2cYyqDWV2CZuRJvpk3dEoXkAt9u/yjPnUc4Jl7SnwAzLTHZhaF754wQ+3m8yXc+GrWMf7GefOk7+YJzD85bW5bAe4XpvXVc7q1FNPxelnzhsTg+v73/snrr/hbFQS7KVi5huhCdA1vhOKQt2+MrMfKJA4MhnEkzEKga+tueQljjS1z/t6KTN7+nop6UwpVoECtWjovg7wKT8cf1Ar0KYgLAC1YuaZMJE2Pwmj56GS6YBxmworids3HQK7YX5uIrvop7+F43oiS+RyziU34LBD9sVR7xqdwUUpxNU33Ia/PkKDeh2u52FjRxf22nU2br/6KMXicjZJktVzS7vwiyW/wfRp5ZlaD+4Lvh9g5epNuPrS02AgkqkUrCTjgKgLBaENP7k7Ei1vzHlpFU7c45/FJNTz4LT/CVbmX0Oq0kFowqs9AMm2t44Klm3NvlvpZwu7wGUa1WrowUqVBDTIMFxMxUMTvmZK+qKhewKwDLcoz4uUDJiZeBiPy8LQg+/5cLMWAs+AEbowNU6aIiaAeKhUP3EqPJ7AG0CYfkX6gac3QktwgKpDI8spkmuM1Fb0hXKzJuCFMHV3yHEN9fwi60tNEE781DnwCEiNYXnvkcfh48cdlGNJsF1G8uXjgNiTCrEBK+kJoDTaIlIlv1c8sLwBD5rbDTPoE0lFYO4APTEtknXWITSmiHmvYbYoI/gyvQ3jZDh34GXo/lIYlLlWcY05qQmN2YA1T+Rr45lWOWo7lWRUFcpCI48iAlH8GgJUqUk2paOlgarYqyiShI12QIV/p6SWTBedQQv0nbQitlcaPd2bsXbNaqTT/dA4QWJ6qp6AlaiHYVoU4qKlOYmmGhp/D0DTUxHAxSSXNMKgVwFxFq87vS3DcQW4eBqBl45ALmViX7h4QQJBYi605K7QjOkwEzOgm/TqK5YG8xn25JNP4bHHHsfSpUuFgVrOwvcmkxYPPfQQHHzwwaitrRmy2WCPKq6gJuUEnpT0T3lVufDdLHwGeej9MKw+mCZlf7wPY5ZrDGqpjym8n4ebusbMFd/Vc35EEgxTxT1UTpsUrhODD4qtpby1xsTWElYW+ymBLfbV0SbsBBMob1YhIkzPVumLbHMCuLwGkVxepOUcPCagabZy/4pkmcSEmcaowFsm8GVYuRBQUbFP+TcbgI2PffyjlTbTkPUvv/xKzJnVCI3vNUkVVinGbLvx8lYd80GOsgPFaGJb09dJvcuLCzv0nuR1VGzmSsAvZYfQixCd0I3NRRLAXGCBeMAp4F8k97zmlM0WSBxlXEJpYNZEOemLY2kz4s0uUw11F6aVVQUEAaLYf/S8nFd6KIE7DW7GADJpWATBhgWEFdjFAgQTKTVLg2EZMG2GZ/HZPto9MvJZ8fg8X4cXNuCcC27C6R9PjilF8Qd3TMGiRYvG0pSvyW29W2omRZKYa7xIAml+UvkavxaX7QDXa/GqRuc0HgyuG77/BK655ivQdA0J24FRQYK9ArqaoWs7SMz8REpE8hLHrJI4xr5eGv29mPSlBoNjfNaPqbcoKnIkcQwSCEPG9yagc1IQ8ouMiA3QA4JaG8adqTUcqBWflJvZAnfzIzAzz0pld7iFaXVeci/YUw6GmSyOC3706edxxfW34c4fXoZ0Jot3HvdFLPnhpZi14zT84q4/ixfXvnvtktt1zOD6ypnHIXSZDJNWkyyjFi8t34CzL7kJ9956Ifz+5fB6n4HvtgN6gFUbHdz84yW46qIDqrommYyPE8/6O375ky8idNqh0wsuJzGTYWReeibDSgMBadv2dOji7aIqcAAHxYya5o3BwYQpEtag93kY7tqcwbqajEBisYO6NyJ/1I4WAAAgAElEQVTZsr+qqMnv1QBkONCsqhOc4I1ycfSZFYBHYKu9LHN3tqvvm/B1A5oZSlqSYShJkAJ8TKnKE9QijX6kCQwZo56bgOc1w9CnQkNagK6AQQTBgAJ2yOyoAvyiZMAfWKnkyHYjzBqa13PSq0XSjOH91DggdLMGAk+HiepMchd+8hpc+7W90dxYuZcV2/KeP62GE87FJxYeWnFP4KCfQBej2y2bQNfIki3KpqWNWT93bdqmIczSc02DVrsfks17y2R0rJ6FuQp+ehXgLYMRdlbF4iNA7mvTBOiykjsJ2DH6RFk1Y2lGVQxUKRNt8SiKgSpOsvhFZkFkqC3fyTgQllUBoyons4nfU5NZpOELkhOtfJV/U2c7lr/yirCahOESsRU1ek9qlgCEs2fOQHPdgJIJCijNk+BzUEmPhdUsyYMEftT5jCeDK+7cvku57CqZNEpBIrARhLXQyNhCDfTWd6GmcedR74VsNotHH30UDz/8KNauXZuTK8aT77gQVPjdNDTU1liYNXsG3rD37th11/ny/ozN1IVJx2stDJO8BFB563A8oCOgr5wk0qr7bSTwf9STiFbgc9ZzdXkOGSGLCgS1JljSHX22FCK92FsrM0a2Ft+/CQFIdDJR2A/LHshx20gyLu9q5Y9I9pvIwgSi5TsnoXz+YCuwlwCXFCEjmbm8i9TfFBNGJeoVvrvLfYaUe/3iZHKyk9iWlEH6Qb8yxA/7oYlvGeV5rzbwiyxeXoNS4FfEZBZWc31uDDAc+KWYjpQVd0A3O2EajnqMDVrkuS3jb7cAtIxluArMliJN1oDmhzA0+q2Nw73C+4D9zO1B6PdA87oRaDZ8qw1mjQ3TyHuLqn4aAV7i72XIyFOSlvsB0+mCJZ6X+fdCAFMS4YPkfGipubDqdhYglvYDvqNS1PNpjOX2vOHXO/O8n+GzxzeNCeC6eUkrbrzxxrEfzGtsD95PWBxi0kXBe38S/m1+amhh6LXStNsBrtfKlSxxHuMBcMUeXK4DZB0LBoGuJL1aym84AbrcKdB1Al3Kp2oylniAwMpoXuJIaQ4rYqw2K6ZX2WOlcT5oVWnyReYjnhS+mhQyYY1JbbRLlu/CvBiZfVHq0ARM0VoQiqfWDJEflpLnSOpLzzKE3Q/D9NaOaP5NSWJQvwCJKQeU3Bcra1+98sd4+KnnkM06OP7od+ILpxwjh/eRz1yMD73nLVh49Dvk30U+cju04PZrPoDG5IAAXLCn4+XVAzjnG7fhdz/8LMIBRs2/LOwSIzkVK1Z34cZFi8cIcD2IO35+sXjSBAS53M5RmSGcHIdWG4zktBEmxQR2PYTZ1dBooJurzUWWu5L0RYlMG8DBMsEEqbQRMOPg2QAI9AhoFv1b42CHVHGuxwl5VE3WTOiRx5PyeyoGy8YTNMtJEJ326NxWCKhVbUVZZAIcnJEVkrBh2GRW1MhEr5JF4uw9AmetMPRWGJRF6Bwoqth5FU3eh3Aw+BX0qolCdG/FjAZuk+3fhNDQYaUMmFYe7A31GgFrYt+twuPkZImpTZ5jCrAl3lFVLgs/dQ2uvWhv7DBtKCOknF3ecc+KqgGueP8y4Gf/MyHSxUK/M+WlFgHBWkLM4TW/T55ZbBvf0eGlA8BxJUU0UVedofhw5yryrWw7QmcZ9GBNVZORkAApGuAbNKSfp55nnACJ2X4hUKUmRaDZduRNJNI/Aar4XU1SctK/rQpUldM7RlknDCVtcNkry+HR9L/EYpkW5s+fiZbaDPSgtIdHgBS05EyR8hYu4w1wiSQ2YNIvSWMdMANX7MY5SY1TWj2tGVrrkUjUzx4BpGRlIosgdNDXvQkvvfhfvLz0BbjOgDDYLTOAaYTy3TJDWEYAywphCBOVz5pAfAEbmxrRNnUqpkxpGvYdwWcfGa305zEsH6YZjIufoOyXiccu2a2UII/TRL2cbiXPWoIxBLsJvtBkvlqQVj1bCGpBJ+hBdgNTriNxbfTsKXwOEZzi5D4UlhbBKL5PbZGDqfAPlY6pgCoblM0poCofWlGq2FTOqU/2Onnwi15mLOrEhZ1+eafpZNG+CsGvIaxmYX4x6S+S9Ju1UvwcDH6x/SU4JZIv6gbliyP3PUXcowWCH4WrKCDa9z34WQK0LGEScC5IDC/nQpcAtQYzFzm69/QpQLIBZoL3aWkwTYFeyv7ESVvwMj5MyrLJ+LLnQq+dBbtuPgyTwGvxvCpWu3jZDgG7dH8NNDCwp3rgbrsHVzkdoLp1vB9VV8ys7tPyW5mfLgxwGuvetq3ttwNc29b1GNejGU+AKz4wAbqyNgwzRCKhEg/LXTxOQr2pMATosicN6Co8vmKJYz+Y5BgiDU1jiiN9vdSEvZLzKvf8ZU4YgVohSzIhK3EDJVNhFNNLVXMIEIa+LioF0pT1UAFeTJosluowXc7IgVqUYxjDgFrxMStJ4tPQe/4BUxv+QSdpgPQtaVwAu/F1ozIeevs4KTCQEhPuoYtcBz8NLSDrhnT/NPzsRviZNQL2Gcl6GFaTyF6E9ZNZKQQBw6qXKsfyle3jBnDF18V3NkNzNkKPJqzDXVfxnTAaoCfaoJvFk7fCbchsCdOl/WEIlNFw2UhMKbP7sNrJVQumDDLIL/hdyIoyPWasQQCZMjmH+M9ErDMB1EypXov0SECzaL0caMYJARlpjPHug++sgR6sgikJd9EgqUp0WPqpTpnsLBj2LGF80ETZMDtlQFnt/aeALnoZtMI0Sie75iQMQ8CvPvheGl52FSyrE3aCzwJOkrkECDkZoklrES9PXT7PM0XmoAf0tOE21U7s1P62BYAr94wITJFW6FYIM8HbjxPJwlRD1UJ+eh10ryN37sJkc3Q42QYkmt+FZG0x27PMjj/iagJ0Od0Issug+ctyoKL4E8UeReJXpHyJlNF63ptIpCCc4jCVE/QDq4NpqAlH3rj41SMLGnObhiHWb9iAFStWwPNKT4Rs28Yu82ehMdkHPSzt3yFpmomdhoBbPL5xAbguewaLf/IVBGhBYEyHYU2TBDOnbyX0rgeg811WUAzn3ejpDdDqdoVppSTJVRlUFzOq8iClun/TA33oaO/A+g3rc4mL5bQxwdLW1lbx5mpqbIyYWgS1yB40oFv0gsqzV8vZ53DrxClxvmNAI8gGBUaP9RlU7jHFbC0WEHSOpUZJyBV2tDBU4oxF/lsxraSsR19PvVnSDzWRIXIMYUVSQ7KqomePFHkSInFTrKtXH1BVbhuXu17hu00Z+RP4okx4ACD7qxT4JZK9sb2vyj2+saw3FPwa5Pkl4BeDtmqUhFTbDMMsli+O9vl50CuQog3xfS9rwQgy0MNN8n4pWWzOgVrdYhav+d1lyXF9JOFZ04awuYYepwJ8Pb8WbiYBA5ZIxHmfUPZPM3s+/+hjGVufFBY3i8Cu7DopClUDdm0HuEbrQdX/3bs5qeqmvBUn8bt5CqWyr81lO8D12ryuclYTAXBxv3wJuE6IbDYJy/JlIljJhFQBXW0wjR23iRj3PNODkgpKHNKgv5dielHiqBhr1UocY1CLZrxayEEGAbWRE19KdcuY0i1JjkyW8yM6c8BKZz2g7wArwa/GsoyUmaDmbnoEZvo/UukddgBN76jkHrCmLICVLBeQGf7GEjP2npegZZZBNyghYVm2Gwg2QfM7lZxDS0LTk9LXAkrWKHEVfawaiI03wBUfrfi5ZDdCC5hgM/KgL2B1mGyuYeLouU/ZX5q+VKSWFy8EubTkLOh201Z5CqmJBj96KGgWhgY8glAe5SV9MNATSRALkgKlos6+p6qM4l9C2UbRz7GchBMXEwEHn8Zc6PZMATBjHyQOxmKGWBBsBjSCXf2jVmGHn/TRDy2BMGiBaUwTY+GR5Y5MatoCN/sSzPB/MLQ8c0UYImTP2U0CKitDYd4vlB/oAmxpw/hsVXthtybAFRvjhkgh1FsQMhXRVAPpIOyFyUmDRWC++OxCAqHplZKqWCSjCA04XhuQOgjJBBl2xf5H6p2i2Hbxz7nf5fyJyKCKjNRFAhhL/xSTil5gjGUP3U4Y4QYYukrtVEv+Ph7tnvaDBHxtinisMRBgLNXuaq/91tqO7b927TqsWrVq2CRBJgjuPG8n1Ns9kbF7Xs6tvGQ0+PTNS8xQk01d+RJR/kVQNAwTWHz7vajXn8BHjppd1akyRfGcS1/AT2+5TvqggO2RkT6/+04ndGdNBE7H3mTKv0iANz5zzeElxkMOKgzR09OL9vZ2tHd0jJqyWLi9ZSUxddpOaG3bAal6G6almFrVsl7jfcdm8Z6jg6dPO+ixsGkrvhAhQWFXAgZiCbi61WKgSklVw4iBzPcJiyj8rhi6lLmqdwmBKcqs6AmqWXNgJvm8Vh6lrxZGVcXttxU2KAa/0gXMr0Lwi4A1k1Uj2eOrGPzyUQ8fNcRSYSczMImR5tID2bfKuwi0KWCR2XNbEPgJ6AS7QMnoFsDjmLVDwlt0GsVX4TGn2FwtQLJxEJsrZkjHLERKaJWs0xFvT8DS1LXKJxGTEd8MaE2A3gCdwS1mcy68JWa2i7Qz2w4/u74isGs7wFVen6lmLfcHfCdNIrIVIWnWZ4fOTao5/m1xm+0A17Z4VcbpmCYK4MoPsgCGDrluAqbpIZmsjPqqgK7pMA0yutSAZlta8hJHGsDS0J7VSQJeiu0lg+thJI7KXNUTPyCykKoFtUq1h2JWqwjsUCN1m1UrS/lUBDUIAwUO6UxpE0q+MrOP21ckib3LJSXR8FaPCOR4YQJB/cFITDmoLNBsuOsXV5Ayfevg9T4Jw10Jw2AoAH1BmGQUmecKeKAMq+ilElpTYSSm5uQ/8f4nCuCKJ9Z+hpLFDaNKFoXNJcl6bdCM0mw1sp+QIcg1NKFLgBNOuKL0yq3b/xUDUIUc9MNAFwyROZR/Xw+GbTl4E9CAaZRaPXRS6clC1PNsMpkEiUlvLNM0lFcZX8BGFqaVFhNZ6b9FYBqNWdXvNKHyR0vuMaJYb5T8et4UkS8ODr1gv3TdPgRBBzR9HXQm9tEHrmAhJwLJOTDshohFF8L3Ac9JwncT0ALKiBV4TVPgUrLHSq/rZAFcykiZE0wasNMEvgm63gzdaoZu0gNFH8K0dV0HrrcRprUJplnM+mSqXUBANyQzVm7k3EXx9FZ44WxoQZ3y0REWTcEX+1qUAJg3BSZbVe7KgqLA8IwqZahN76GsVNwNrW9E8H646yI+g2gGxBTfHJPctNJrvzXW532wevVarF2zDr4AjfH7QjFtXE9HKtWI+fPmotbsgh7Qt0P9TRfvQnXn+8Y0aM2HIJGarhIVI29B7t9zehBkX8Ltv/gZkvoyfOSoOVWdKgGuc7/+DJiiWHKRz+qCTol4CSN1KZjwmUuJWiVLGGLz5i4BujZ3bQaDSkotZMJSCpeqa0RtQw3qGwlshaitSSKZSsKsxMi04APyZvGGhP/RV2s8zOLjQof6XsAKjn6OpX9MFyQDjVYKlMTpYBFQxFKqsBE9n/ksjmXmcuvGIAlXK/QP4rsTdVLwMPl8NWvGNMao5FJuX7e4BQaDXz4l/SJ7VOCX+FmK7JGAirLLUEXabZ/5JUUo35KAG50yY1uDJmnGykeVLHW5Z0W6GoOupXsI5yyek4LT50DPrIfmrJRiGD0KQ2kXpjtzzMRQmbxEupz+pthc02HUcD4VRtJaBWqVWph87GZMWCF9PocWqPMFcXqxNMm7nUUqYXqZTZFsV+1bgV1kdtE3dngZ43aAq5wrWd067iLKsCefwWWdut2Dq7ortn2rrdoCEw1wxSfH8bAAXU4CluUikSw/xYzbep4hQJdl5it3W7XhRvjwGKhR4Fc/fErskIGupRHS14vyNtLAUT1Tq9TH50GtJEKNbKbaohfU4G2owhGmF01+Q6Y4sjpQQ8dsuD2vwOx9BJZOr4zhrpUGV2+DzpTExt2qAh9j43/P2Qjf2Ygw/V/oznKYWveIprPKe6MeGiWAlCSWWCYS4JKPY4Xa7QXcduj0ahqpT/BseE3stmHZWL7TA2RWlPRaCJCMQK7h5Y4TeT/Qa8mnH5GXgRF2wdD6oRcwmKr5bJ9pQWEtAo2DqaQwsapJ7YoNzwkyGbYPwyRbNDKMLTqwPINMmGQxiyz+mQmXYrpcg8Cvgw4Cwxyep2ElemGYLoJsBwyaZRct9EubJql7SvJEUL4WgU+wbEoOmB8qe+xVnl8iRa4c/JoogIvtKalfWgNC8edrFiadzmTDCMyK2XSFjKrcz1Eyle9n4TFlMtwM094CwyB4S89AxYKF2xUBowVgFC+bkZJwDc+xofl+yXTJavpbyQlAYIrMBEE3TGypqk+TdUgmAL0MTTMxuSyZKhsiDsvIvTOk6s+d8bqzKBKxquhJBFu8oJ559n94/oWXkc54cLIBsm6IrBMgmw3heiHmz5+H9737IEw1n4UZrFdpboOkaJ41F9qUdyFRMzV35HwHuJSQpl+EHijPvnGRKI4EcEWMQD+7CboEfQx9xwWU9QjIVUFqTnRWvBc6OjrQvrEd3T094DkSZGcxyU7Vo7ahHvUNFkyZL+eLA8JpMk3UpFJI1aQikHf0i1yuWfzoQBX9qaJrL8y6yKNKJH+c6NOPKpICipk6f2YYDhnjffBo4u+tgG6kxd+s2kWKF/qO0KzZMJMzKgp5qPYz4+36BzJI2AxIGMoiHbxvPwjQ359GQ/3Q93JPb78AlqXYqGM9xm1t+2HBr/jdJgAYx0juNg9+se8xaTDUNZXmHCUF5wOG6H0a+ZtG4JeYULIsR+khv4IeVThzNXgDIQy3DwaZVCKBZxgRmYvKjTJgEVyKhFSBcB0vGgPmgUEWSem3GhqNgNmAwJwCmAYsm1YNI8+lSrG5Ru4/scE/P7NBSRy1BgG9+EWmLQ3qQzdmdg0UsZi3A1wTd3c6NzDlVSkZYrP5yfi3ddr2FMWJu6rb9zxhLTBZAFd8AsJqcBWjiw/nRKJSoMtC4BPoapvUCPexXACJK3b74GbWAd5GAJsVZZgvNk7q+aVHnlmcmFdQ8aoU1BrtPMQ8M90OuFsQugECL0Toh9B9ZZash/QX4IBcg5fYDWbLwbBTbaPtNvf3GPzzvV7x04LfLmmQEm3vrIfutpfHiBLW1jRlqD7MEgNcl573prKPb/CKJ56lTOZHWgJGgTsboZVtQD81MqAfak7nZ7ugZVeVbAOfAFmKEy4amE/8EjNdCFRQYmKEW6IBWPUVWSVBVF5GPA/DYPJg9ROhwlYQHzYCcay0DkpfrLS1mPTneJzA+bAtDj4DhD5TFwu9COLpe1L5bmk6PM+Gm2EyWwIm3aQ5KJVUrph9pnzMxNOM3mbiaaZ+p9Zj4hHvuX6ETHqVNKx82iOZnuKtp4f42ElXjtlkPhvOxfHHHoZQS8HXWgCtEZpBMIssLdaFaageGagXpEuRVUUT9ZATFnoURcbqlAhCJBhcFHAlUimyv8zixEWyPDR6vgx53jGFkqbRCQU4ZkzooQ9T4+So+r43Uh+QSY3Pa9wLg6wuvXJTVTlP1MBHKwyrJkqkK//9VmkflRaOUl1LA1WU/CkzbeWrR3M09sPYTJtgBaUt9LqMzLQF1FBprTGbl6mBv/nNXXjkkUdLekwR9Nx7773xwSMPQnP4BEy/veSpePZ86FMOh51qkb+XArbiDScD4FLtF8LPdkB315VkmlDKo9fMyqVDVnqNeI7rN2zG5i190C0btQ02Ekm27cjPPJJEaNJPkIuSz8EMDV5vZRZvQny1ggBGFDSj7FkIVKlrribjCrSSax+BVPzOa88+INdffs6n9pYj/VNBDmsROCuh++ukz1d7jwqwjlrF1krMgWHVTio41Nefxvs/+VVs7NgswNQ737IfvnnBp0te8kzGwUVX/xgPPvYfEBD7/c+vwuydpsm6N//8HvzoF/fJz18+82M4+j1vHrKPpUuXVlUQjHfEfsv7bt68eZV2yUlfv6iw46fF74vvt1xhpwT4JTL/CsbBE3FS7I/yXmDAjc2QB/bt/POcthlKhcECCRUGvKdVEU1JsWNuskqF9gYCaE4aVkDwt/D9QnhdSXMDYbwCvjAZfYT0+qUXsZWCYdeiMFtHWMhMqk3w2EoHfRS2y2hsrtHakO2hgDYW/prga42AXq/SRt0eGGAaYz/OueBH+MzxLdtTFEdr0Cr+7lyviq65JQa68g+GCfm7fQaZma/NZbtE8bV5XeWsTj31VJx+5jzsseeOVZ3lC8+vxfXfexrXf/9cWFb5g3nq1WlG7/sEuhzYdvnbKkZXIgK6yJKovMJa1clWsBFBLd/rl8Gf5q2DHnZEpsTFE7T4paFebGT5kLqvAC9iNzHwVThoHG9QKz4tkcllNwjNvJBWrow7dWVoLwClAd+YA6tuT5FzsYobyxtLSUg5yJf2cDYiELbTRmhhd649ArcXoUOgi6lKo3laMT1xGgx6Ug0jVxW2UWhg+WoHX73wsgquWulVb7vtV9HghT4uHhDJJZVUyoMWeghCFwEZKTw/0JMqHqDlKfryu8gLITTqoNtToVuUjhYslM5kN0f+MCVYBZTwpWZBq1Q6U0ErqMk+JYhpGNgs5zOW6HiVYGZHA6I6GEZywlkuMvmTaHddBqeswpYz8ZJUQN8UIotpqeqoTLy8AJokfxHMKRjkcsJoNIh3mEsDeS/ImcyWavKhnmb5YACuL71f2FMqej72qBGJJgfAwq5S5uif+vR5+PbFe44hRXEl+vx9cPxH3yteN1JBpiSQYBV9rWiiHruv5fwAqzdTL5W4SHmLhEgMuu9F1GQ0REAgnzmWtK8ZujCN0QfzFXT3olUpw1QhBPSU64TBYJGKJ1oaPPHpaoVusL9jVJ8ukYrEsGAMWkXfCU4ooCrPrsklvxUAFmTSFAJVpdJSK5X4d3d3Y8mS3+Cpp55SLKRBC9kp+++/H446Yn/UZR+CGXSWbHrXfh3M1nfBSjYpYCu7BUGGjK2VJQHuyQK45Haj+XNmIzRvw5BrzfsxMKbASM2sCJCI30E0izc4LtJdOE4vBgYGEBBILWilHHgVSZ/Un+JJjA7LTiCZrEUySWNsFvhsuG4d9JBJcSlhDUoKoDCqYqCyMqCqkvtF3uduP9zMcsXWQv+Y0h0VW2sHwJoNK7nTpLK1Cs+bQNX9f30cR7/nUGzq6sX7TrgAP73uy9h9l6E+cAS3tnT346oLPwPbUjJbMr5+98AjuOHWu/Cja8/DzBltIBCWTOZlrjIO8rP46MK3Y86cPIuxkvaP1z3l01/DvHm7CyswHn9NVvp4Ncdb8n0Y+SqqQCHeG5Q9DgK/0CPjrsFJxuN1DKPtJ1fok8JZAMPiezITBVCMlJ6Y9x6MfecYVOJmdPiZAKZL5hOLxsrBk+x1vn8CrQ5BahcYNXOhJXeS507g05h+C+D3QAu3QAu6VAgGw0+E2cXnxESwuUZuHZkXyLsrCR9N8AMdXzz/Wzj948kxAVw/uGMKFi1aNNql+f/u79nv1eUZXJFWMcfgmsB/22eOrFB5NV+I7QDXq/nqjXLs48HguvGGJ3D1NV+TF1Ai4VRk+qyALjIvLJEuVgJ0ibGjR2ndNFiRFGhrXioFapGmvxaav35YUGu0Y8y9NPjy0FRqkJRu6OVFI2w9JSlPlE5UOmEZbpBBqYbmbIgmuMMdIQG4pAKYEs1g+6skRxsIUpJsBNDXq0aqxRJL7XZAC9qh+xskfbJQghZXzyWVcJSKtkolbIaebINuFJv/KoYI24mJOQS/yO6aLuuN94CvlMl13Fo0sHbSGxH0/Aums0wS2dQESk1YBPIqKL74ZFQkZsBMtkFjLDMHcaEnjBk/s0FYBQIsRdVM7kH+0xtgpHaCRs809QkyH6p8Ip6/zqpaqcNzMzDQDZ2m8dpQP7DR+m7h3zkZ88Na+BqN4inViMyeK9nJGNdl3/AoIdMMMW9W8sWhE3VZzyd7ioCYC8Mo8BSThD0ymehFRWzJg850NXpq6E3w3CTgasIwIuNrspaJkihO9PFL5RnK68RgCqXfO4gZp44gpPwjYsap+0iD65oIHAMmSnuKjNexS38Qny6CvJ0w0V+Wz1zeXy5KjQxteGELQq1J/IMYmKEYVRGjhqwa8XehBCyWf0XSL6a+ye/Uvgq/j8dzf7S22rhxI+688zd45plnc+b+hdtYloUFCxbgqMP3hdX3F5hBV8lduvZuMFsPFwbCaMBWvIPJBLhU3yLItR6a114C5NIQGK0wUjuO8L7lGEYxPoLcRJj+V8qLSD2dyfAM0D+QRV/fgPwsY5ggVN99mrKT2Ub/vvzPihFiQdemoq1tF8yetTvY9pPRBwovKMc3ZKGH2ZXQgrVjKlKod3YNApNsrdmSfLytSflOOfcaHHHYgfjwkW8p6tdd3b049ANn4t6fXYG5s3Yo+ttHPnMxjvvA23HMkW/N/T5mrbtuVxSM0o3jjj0TP/v5qUilKvR4i/Z63rm343OfOxlz5+4oFhNhQFl3CmHAZ0eNfMW+quM9BhrtuTFefy9mfg0Gv+j31Q8NvRMOfsUsrcDtkUAdAjpI1MBMmlGxpXJWMQtinqvDSweAw/MwEVJ2aO0APTkDJr0t5YuABhneyiO30P5Eja+3IAx4XN0ItR6YdhqWxSLcyMtY2Vwj7f3M836Kzx7fPCaA6+YlrbjxxhvHqyu9ZvaTvY52LIVXV71b8svE/Dtx1mBbDvWJnZu7UVeTKgLxh2tsvtc6NnWhsb5u2PXjdWpqUqivnRylynaA6zVzeww9kfEAuG5a9ASu//55cF0D2QyBFxfJJPXk5T/4fQ9wXJqTWrBtB1YFjK4goOdNDcKQ0sXmSR0oFYNaZGp1lmRqVdOFFPPFQKBPQaDtCMOeDo2+WhoN7WnQTBN7ZWivU98vzK/KPokm935mI3SPyYTDs+jEL8BohJ5g1PrQBw9BnJDeOkJBzyL0sgh9X/nCC/4SQA9j41GO5vsROAS+mEQ4Mr3PHbAAACAASURBVHuPJutgxHuiNTeoJ0NHTK/1VmjmVGkbw2qZ1Gs/XEtTtuFsfhpG7z9GBYn8MAE3tSfspv1hJpV0R4A/30d205MwBx7PtQ/p6vJ3TpToTdK4jwCGQhEnsyz+IrAmDc8Kny+gmXhfcD1+j9pbPCLAFER6wvXCJLClZ4uuR6WgGWn29Nai3I2DbPrJjJcEsbKePXRtAhZkdWlWCJPgSuSt4XmWgBkEthiEUbwoCUIRa0tAXQNOJgXfS8BGFpb4S03u8moFuOJWUtfDgk6GnUam4FBZIJlLGgf5BYM4Mkk9x5SUWAV0jTeoqFh1inupgE/fy0IP6D1H5ikfaASqouKDSEvJuqPpOh/A/M4wBPWzJMMR8MdUBOY8WKmZ8pwqDPWY3J4z+qetXLlKwK0XX3yx5Mq2beNtb3sbjnj7njC2PACTCbdDFg1uYnfoLe8UVmCQfRG6v6qs58FkA1y55256vUo8i9Iepbik3l4IjKnQEzuIOXws/WPiI4NOxEfH9CTsgpZdNFCXvsDJadQ3VPMoh+A4cZE+XXzWD13o12Vi/ToX69amsXp1FzKZrABbBBUPPHB/zJpF6eRoU9nRr/VIawhby8vATS+H5i2Hgd4xgfjy3iZby2QS4raRkF3q/Dd2duHtx5yN3956OXaeU6xueOo/L+LEs67A6+bPxEvLVmP/N+yGqy78LKY0NWCfd56MPV43Gy+8tBJzdpqOS849EW98/SwE4QZoOiX+6v1yzIc/P2aA67TTTsa8eTOGHD7HwyG/CCAGSQkUUoAXga/8c2ei+87Yet7IWxeBX94AgiBmfvVFKeSR5xel9JT5RYmP5R6TArUcENTSyJry+yPpvRqDSfEOKQR2E4wk/dqK5Yujfw7fLRy/2giCGhVE44fiWydjOgG1eQ3pNVsnkn2gFprBIkmdpM8Wgl8x8OVkNyDEWphmt5LZh/xSbTD4SVG5N9foZ8U1tntwlddO1ayV+U7j1vCYR+Ls4vf7qrUb8bkLvoMVqzfIabAI8LWzTxzWt/CRJ5/D+d+8GZu7FFB2/NHvFPk2bTC4UB7+zetvw2//8JD8+91v2x/fvuT0apqo4m22A1wVN9mrZ4PxBLh41spMPiFm8obpIJHIVAS6eB6N6E2EoQk74chEtNxFAV31QEgj+sYJAzsUqNULL7NOKpl6sGlCQK1Q3xFmYsaI1c3YpD0MoxTHIEpwjIEvjrHl5T60FSkzUJLEkaWB4g9AEImpVwU7Ui9VB6GfhsZUOSZI5vx38p+XT2oh1VqDn80icHpgkLkhccpMkuGLnYO/AmNNTjD1Bmh2GzSzIWJp1SLUp8EQDy6ytBQ9f1tbeF2cvhVA9+Mw3OUjsqs4mHF5To0HwW7aPQ/i+T6cjgeLQK74PHlN3NS+SLa9s2Q/H4lpxvQ439uEILtaJpy6NhAx9wiWxdLK+Geh6QlbSV0b9V0BPvHfyDbggK9ezEgNMwVDmAsc9MlTYdyYZuNxnWOpnCcMIQ0mAXWrtL8TmVsEBgsXzzXhegmYkjrKpMTIAwfeBIAtw5/xqx3gis+M6VVuqME0N0v1eYhckZMzY6gPEa+j6xgShU5O2FD2XB6oEgZNzKTM0ShthAJWFDKqaJpNliwZMnmPKjKpRL7ICY+7XGLTTU5WKwQYlE9XPQJzZ1ipnXNA13j06/Hax0svvYwlS+7EypUrS+4ykUjg8MMPx2EL5ipwC6X8OTRk7dcDjW+C7q8oG9iKPzAGuI5618yqTqurO4tzL3sGt91yvmJPDbr24neXM9KP/ak42dQRDCyF6ayJPOT48Ro0TnjZy2r2R2LKAXJMUmQKu6CbDFDIVjTOicdKmzdvlsTFrq4u8YCjgXtnp4cN67NY/spmAbUcpvMMWhoaGvDWt74FBx54AFpb84WfqhqrxEbiG5rdgIBsLX/1mNlaZHf7wtait1bDhI3NxuP805ksTvj8N/GWA/fBmSd/aMgu//j3J/GjX9yLRVeeI+byV15/G/oG0jj31I/isGO+gN/d+k3MmTUNv/vjw7ji+l/gsfuugqZ1IsQWsTTgMpEAV6k2yLPtkzm2vYZUxPZSLNFtGXCv5LrG4JeEPBV6fklaeRzoEhneE0qKwK/RQK1SxyAJ0Ozb9K1MJmDY2ggAvgK1lNcd3zNmUeGG4C/HEqGnSfopC4ODbRWUlH0Y8IsMYb0OAYE39MCwOlTSojDQHQHsxCuT7POQvqJqXDbebK7tAFclvbWydTPfiqxZ5IUWxSlyDDLB/06eU8zO/sx530JdbRLfvOAUrO/YjOM+ewkuOvsEHPWuBUNOiCyvt37oLHzm40fhlI8diTXrO3H0SRfi8gs+jQ8ecagwlo879RJ5/pz00ffiLQftjd6+NNpamyprnCrX3g5wVdlwr4bNxhvgis+ZYJPj1IGTQcvug21zAll+ixDocrKUbjAphEBXBWwwgiheAzRMF6rveFDf86DWWmgBo3I3yYSqUoZL6ZdknqkloBZTg8Zw3Cq9keCTjyDoR0DwiT5KegaaNiCVKLiboHmUUY7MPIklibods4sCZX4d0CCa0bGlq0Mlz5MvWtnOFXYDq2BirOm5CD1PvsMnU4JVJyA02yQlkQwtzWiFbtG8uWlcrmf5PXFsa7rZAXhdj8Pof3LUhDaPbIDa/ZBoPRgGfVU4+CAbrP3PsDL/HNLXhOZeewCSbW8dFeRTlXgHXmYlQFAr6KwejFGzRfE5E5mJPguGTSC2Ro6RoBDZZDGrjN/VzxHTLCBgxIG++p0wzUKCYfx3zDQj6BmB2wX+T/zcsYJmCuCyAFODYXmAhDxEkeYFJuY8ZsV+UwuNYimn5jlaNiVD+WeS7xvwPBOhb8AIyQ6LJKPUNAoQGFEZZU/UkxKUjVk+nEsPXk+QaaVplXFMDDDmP/O1AnCxRThw50Q+CPtgpfQiJp0Mw3UmwlKaXPjEjWSABMicGsBXHkTKKDsy1DYGA1UErxLiV1RK8lcOq0HeBW4P/Mwr0PyXFdBV4SKBCL6NwNoFZnI+TKt21Hu4wo+oeHW+M5577nnccccSUJ5YakkmkzjyyCNx6H4zYGz5IwwMjQ/3QwtZezcYqSaYGo3HK2sfTvQW//Ip3Pf7eyo+h8INTKsZixf/TBnpGwqsVNdeGa2rZ0neTD++9q7rwmv/PazscwW708Dz8lADr2FvJBspOU1XxFIf7mQ41lm7thfPP7cOTz25FJs394DG/qMtnBBMnz4dhxyyAAsWHIyaGloDVL/E7wg3zX69Enq4pfp3RGSCH+jTAZNJiDNzabLVH+HEbzmQzuCMr16H+bN3LGIYFH7yk//5H65d9Cv86iYVPvPQE8/iuh8twW03XIR93/VpPHH/jahNJcB97f+e0/HoPdegrp4gMAEuNd6abICrVMsJg1uYXrawvIKAzHxlMaHryt4hBr4mvuUn5xOKwa8BeG4PPKcdfnoNdEkF3ARNI1jtE7pSRbrIamK0IyQb39fqgUQdjJx8kUPZ4UGtUvsUuwjPhJfVc0BXOenScSFZ3i1SSKkDLM6fmCzNsQa94kgvjTyLOfan1yaDZAIHbibkoA4Wz7/ATH+08x789+0AV6UtVv766Wuacx5cMa4Ve3BN5L+T527OHSTTYQ8+6nTc9v0L8Ya9dpbfX37dz7GhfTOuv/zzQ07mrw//E2d+9Xt49J4bcmmzV91wO8gCu+GbX8DfHv6XPHMLgzrKb5Gxr7kd4Bp7G26ze5gogCs+YXpsOU4TAp8miFtgWTGro7wmIeaRdTiZ5PZZVOInz8/2vSZo2AFWFRMIqWJ6nMjETK3NEwBqtSLU6cO0IwyThsSjR1OX13LFa+V8IJwMnC1PQHOWyXtONzUWksTQni/z+MUmHB2jSdhTnIwLMDUCS2u0Y+ILNAwof+OEol5NWLWUVB4otWRKXxj2iwcJQZNQ3wG6MQO60QJVaSTgozzHXm2DLvYjp/u/0HoegRl0jNhUAVkC1hyYzQfCrpsj6xLkcjfeN2jCpXbDSZdffwiSrQcPmSDHUkcvux6hswZaJA8qx2x9uIOMDVdDYydo9kzFMDSUR0SlS8wy43aDGWfyOwKhYuAfyy/pg+VLYlGIQgCNvysEzRR4JswrTe2DP9OcnaAc+72ZdAZN3lRlVHzu+CXbq8mIMIVcnYZ/MDQXhp1SErSihedP5mkdAn75KQkCJ6tRDwkIs3IcsZMkRbEG4JeWlHuCFVaQESKpgjxuAjOpCAjjTCSLUO6/PFD2agO4YoN99T0GqiIZhkBXNtxsP3ynG1oyCSvFanjMntMBKw5lUBLAWA4YV04oNfW9KTCNNlgWr1HlfbKSPkxAwCNonF4Kw3tZmJDV3Fvi22TMgZaYD8veOjJr3n9PP/1P/PrXv0Z3d2m/DfpifOADH8QBr2+BseX+IfJrFixcJqRaTbBrmCJamXRU5GtohJZ4HazU3Al7F5ZzjV1nAH77fdCyy0GJvM9Ev6ROnAyaHiC0d4Qhkvly9jZ0HWGbE+D0m2HotFWoFaniww8/Il/r1q0bRro4dF8M2Zk7dy4OPvggHHTQgRW3m2JrdcDPkmmnTP+r6cfqOa6JFye9tXR7Dkx74pj01bX88Ftx4nbKedfioDfugS+cckzR84Npid09/Xj/4QtAD653LzwPv1z0NcyZuQOuuuE2NDXU4XMnvg/Hn/ZNHPv+t+KDRxyCBx58Cr+466+49btnIEQ7QlDms3UYXOW2lbKaUAXXvK8XwS6OwThmU0yvbZE1X+45qv6+GX7/K9Ayy6A7a6PiowpTEulgIVddaky8J2hVoHw2CXoNB375QQKe3ojAngarxoZJm8Uq0n9VEcSAlzVy8sVK5fhx0qLBpEWD4yYu0VhFGKwR4MUxiUZfMAPZdA0M6DApqaWZfcjCeOwlOHorbwe4Rm+jatdIX82k64ixNYnfU+dtyh3yshXr8P5PfgV/v/O7mDpFsawWL3kAv3vgYdxx86VDTo0FgM9+6Vt47L5FOV+t2+/6C27/7V+E7Uqw6877HsQRhx2ApcvXyj4/ddx7cuBZtW1V7nbbAa5yW+pVuN5EA1xxk3ieASfbImaqiWSnMLIqGRwycdEh0GVoYmRfiSpNAV0t0LUdYJp8UQ8vaZOXH6vzTD/06ak1jqCWDP7oQTE5oNbg7pjtW4Og61GY7lJhx6h0RE4qDIkSDwwLgZ5ESNZDslFMNHXx+WJ7B6MaV5bq/mKK7mdk8q4q52RjzQG0BjhuAoahw9D7EdAo010jhBX6nJg03EQd6HHS2+ejvpYR927ESmPFiablKsFRXtkFlfht8TbkBNJJdyLY8jiMzHNSHRxpccNaoGEBElP2k/4qTLD2+2C5Lw3ZjJ5XQePbkJyyn7RDrg9nVsmERdf6xlSR4wcq8+QWhOZMWMk5wjDbFge5w4FmrpuF52+EJbR9AmUxY4r3gaLxs9YqPnIEkwJ6zYTgcytw6Y2RUWALjV9pspNjVMUSagIuddD0GdD0RjH8zTohbDNE6PUjdNdCCzvkvtP0OmjmDMBolGAExwuRtNin+xC6GwUUg9EMTe4BBgkECLwuwNsQAWDqM7cWwFUOUCUm6lpCnivCpiJjjgwaYVSpxLdc8pvBv5FZo0x0M51PwOh7HIFlQ0skYCXJsPMRcBsCHyU8AAtvCpr+e94UWOY08Sya6IXHTBCa7EjNXQqdyaNVVMCVP9F0aNbOMJN8Bk5OOjCBuscee1yYW0z5K7XU1tbi2GOPwd671CjmVkEABYEthgaEBJNtE3ZNW0XgogK2miJga07FAM14X9849TebXgtkn4ZtKe+kQu6gvDPtnWAkWsoex3DsQ4/RwG+CphHUUuzywUAs5Yq8Hv/4x0PYsqWrZHplqXO2bQt77LE7DjzwIOyzz94jtqPqsy6EreWRrbV5HNhabRFba/Y2Kb0drZ/E3lqF6735wL1x01Xn4Ns334GVqzfguq+fKc+ou+9/CFd8/zY0N9Zhz11n4cufPwZTW5rw/EsrcOr5i9BQV4PG+hp86YwPYJ89ZiAE00V5b6n3/rbA4BqtPQr/TkBWQlRL+nqZI6ZoV/I5E7WuArU2we+LQC0J8BkpAbH4SJQsUIFfeS41Q5ci8As+Qt7LRg0Mmz5ZiiEsidQEj6wApkXZYWWgf3wU5cgXh2s7ApZkrA+XtKiSmwsLTjYcpx6e1wBD4xjb5AhEimtG2CPMTg09w/qabQe4JqoXAwNXTtkqDK7U+fl05H8/txQfO+MbRYysO+75Oxb97Hf46x3fHnLyLBwcecKXMX/2DBz3/sPQ2zeA23/7V5mnEOA666Lr8b9lqwTUmtbaDErA7/nTI7h38ZWYO3P6xDVmtOftANeEN/HW+4DJArjkGRqSjZKE5zQLE8NORhrxCk6fQFfWsWHoIRJJVlPK35jx757XCkPn5CE/QVeAQDf87Dpo/lro9NUYL/lhDGpprQiNiWdqlWoNDtizW56D1v0QzLBYSy3m8YweZ7WIccQ05LTrYdiNUikI+TtOsmlgTymXQYaLijQercor0jTx56LcgvtoAMz5CPWdcPl19+O+v/xbDvfkj74Zpyw8GAFfnFZkzos6/OvZDnzu/FsldaqluR6nnvBuHH80Nd70T0gAYR1u/Okf8Me/PY27b7kQrkspJtkdBDEtrFixQvY/FiYHB7M776xouOOxKAP6f8LofQiGxuMdfhFJTHIP2C0HwkpNhZPuQtBxL0xv1ZCN3JDSmcNgJGqgeWugh+0VS4MG75RUeanG63NgJHeCaU/Z6pPPSq+BsN+8DhhGJwyTDJuR9xAy0Sy9An6mH84AGVmAXRNAJyCfZHooQafI+0Aeavwfh7wEUljhnoLf/uFfuOL6u+WDDnrjLrjqwuNh6Gk4Az0AzewTNiif+t2f/okrb7hLrbfvLrjqy8fB0vuFLanbU9C5BTjmM1fh4rOPxWEHTkOQXY7Qp8yFFWTg+E9dhWu/tjd2mFadNOmOe1YiG87Bxz/6lmiAG2VyymCXvDJLpf1ptpikK88ieodQ6hUl//F3IgtMQC8AquL7bnACYDnXTwIWNj4AK/NviAzXrIOesmAmAoAhGzVzxSx5pIXXzffIimmFZbZOGlikgK4NCN1l0APK8yqf0Mh9h2aE5nyYqbkTKu3iu+Ef//gH7r77t0inMyWbtKmpEcceeyx2n23A6H4gB27lgS0HutEriZcjJw0W756TNkbL64ldYaUUKLK1lhjU8v1eQNsC3eiSEIqAxRkWCoRZWbwQ5EJipiQKD7dIP/TpPdkMhJTXK4n9aMUBvnfI4nr88Sfwf//30LDAY6nPpUfaG9/4RvHn2nXX1xV9lox1nE742ZXQaRrPcU4VYKw8+kJKoWyExjzoidkw7ckN+JnMvhIz4CkxDMXuIYDjanCyPurr+ewnM4vvAUPYT909WTQ3UfLHe2og8t/K+wsS4Lr5RydXfQrf/MbvcNrppU3mq95phRvmfb0SBSna9N+kxFEBPFvL1yu+Xl62MwK1lkJ3NwgDe7DHY4WnLauLwoHjZms6gsR86DXzoNvN0JGR9PCQIUoFnl++zz5AdWAIM+HCEnZr+bYr8TFWK1/k9jGbyySby2Q7jLyIN1fahhF4kvItSeaoRajVSuFZPQM4FyC7LSvAF1O/zz7/x/jM8S3bUxRHa+Aq/j5wRWvB+DMeh07895ov55UnMYPrwd9ch9aWRjmLkRhc/PvKNRvx49vvw6q17dhxeiue/d8rmDmjTSSKBLhmTG/F+acvlH35QYC3ffgLOO2ED2Dh0e+oopUq22Q7wFVZe72q1j711FNx+pnzsMeexUkx5Z7EC8+vxfXf+yeu//4XYVnlGcKzGuS5dfB90hszsGzF6Cp34aDRdUM4mQQMK0QiURnQ5RHocloR+HXQ/I0yEXmtgVpxW7JK63Q+AqP/iYKJCSsyTDDjvJayRBrTO9CMJHS7DbpVO+RSKOmBqmIFZFqInEvJNQT44nfxMVKMmNDPKtYWK1usdvOFaLTBtPbAMy/24cwLf4Lf//zrILp/+MKv4uk/fhuJBAcBBOAIt9XhhZe60dcX4oB998Rj/3wJZ110Ix767dWw6JsEG//3+Mv43PnXYc7Mabh38cUIsQFBsEX8noLAxvJXOnHzzdeV261KrrdiRQduu+13MmiTSXxEzx8LaMbJlNu/CmH3YzCcV0Y1oPfIems8CImmPeEMtCPouAdWsDEaZNkCdwT0itAHYCTbYCYaqj7nWIIYGDtAt2bBTO5UtQSx6oMYhw0l0t7rEnNfw2Q65Og7lYCMvnYEPe3Qs30wMSDsKS9MIlu3D6wGSp37YQx5VnGAQanhFGSdGrzp8LPx6x98Fa+bNxPHnvoNfOXzH8F++zDOvQN+QMPqafD8Gux3xGfx6x9cHK13Kb5y5sew3z67RimaAT519lX413Mv47rLTsdhh7wevtMD1+HAOS2Mx5NOOh3fvniPMQFcfcEhOPHEhZE/kQKxdNFhEbTKs0uqAapGb/Hh12AQgrvhbljuUlmJ/nS+XQ+drNKaRpipnSSpbrSFkzD6MYYhga7Jk/9J/3O6EGaXQfcJJFTmQ6UmD3zm1sA3d4aZ2rmoKDPaeZfzdx7jX/7yF9x77++H9Xyix9NHPnIM5k13YPT8BYYWINBSwtiC7kAHJzVphEYL9OQOUXJgPj0yBwbHQRWUCRPYIoPJ3lWu49YCtmIJt8/JKCdnAmoNNYv33QEgS5BraEFCQK7kbFUQihbxNiKoFdQjCJphGux3iuVS6cJ3xbJly/D440/iqaeeHBaELLXfVCqVS1ycMWMGvPQKwFsOPdxUFfAafwYBHF+fGrG1FOOumnOrtC22xvrKzzSA63ZBN7phGCqtWuwSWACQ6SbHOHFADhm3poyPFEueQAILfPxOH0wyrJtx/MKTxnw6l19+FebOmwpNy0DT6Qc3fKDQmD+szB3kfL0C+qsO9vVS6omJspjIgVqZjkh+SFBr4wSAWjMQpubDqJ0PMzHyOyU+JvH+8vvhub3yFaALltUN0+QYmf0jVrQMTTss1fTVyhdHY3MN/ixJWnRM6b4WGW8FYLjMBSTpkamSCvzis+GLX16E0z+eHBPAddOvW3DTTTeV2ev+/1mt/3Le74osMpnfa76SB7hKeXB947uLsbGjq6QH1+Cro7wJT8VXPv9xfOxD7xR2LNNoyZTlQoDr4PedhtM/+UGceOwRE35xtwNcE97EW+8DxoPBdeMNT+Caq78GaGRVZWEY5YFVrGx6bjOCoAGa1gvT2lwx0OU4IVwnKTG9ydTIk4h86h/TVGgw6cN3TKlQmHrpFLVyr4yajBgItiJTa/CxOv3r4Hc9CsNZJsCUOAdQAqixApmW5DxWX+RFZbbCSE6HNgozovAzCtMRhQkmxvG89v3QKWsUp21NJkWUJenGdOj2XvjJrx7Hho5ufOWshcITOfWC7+GsT38Au+3SjBB8kPKFz9Q0VkAJttXKwHCfd56Kexdfhjkzp2Dthm6ccOY1uOCM48Xg9b7FlwnAFYJmiMo76ZVX1uHGG3+Ma65VlYFKl3TawQkfvwl3LPleZMZqKl8KfiERmbGyWlndoM11M3A3PRaBjyNX1MSAvuZNSLQeJCCXt+kBgEk5Wp+wg0i350K/GC05C7pVGcglMiGtCaExCxYnbJY6r1fbonyR+hCEHTDMTWU/iwi6Z3qyQNfzsIPuKNFTnb1r7Qxrhw9Le3heL/ygE7qxqUBmzXaqhYap+M9z7fjqVT/DfYsvl21/8sv7kUyYWHj0gqhv09trCv79fDsuvPJnuHfxFQIKqPUsiU/mcs2iX8JxPGzq6sZ73n4A3r5gDwSZVQjclUDQJfKA40+6CtdeNBYG1wpksDc+dsLZsFPTt7nr7Qx0wN94F6wwHlxpAnR5rJQ3TkeinvKw0UEuuS+kqNIMDWRzTV6Km/RHNw0vQ5+ul6CzkFBF5d4LTITGztCT82BaY/c1Irj1+9/fjwce+FPJlD622Zw5c3DMMR/Gjk09MHr/JkmWgdkCzeKzPIQeRmwFkeCw/3PUbUT+cklAow8aZZahmBj7gQvfT8KgN1NqxlbrbxIS4GfgBwS0CGwNjGoW7zt9CuQSNnLxwmcuQS4YDQj8GincKVCLEvzxYaWxHz377LMCdD333HNlmdCTydXWmsTuO9fiDXvWo21qA1IpZa5f6ZLzXjTnQUvM2WpecZUed7Xrk4lJ4DPEJugGUzJVCEl+4XOHz/34d7FwLf59vCYl72Hkt9YCQ2+FYdjj2i/ygUIDCELKIPOBQlKAlMJjtS0x9u3yvl70ck2JfJ8WE3lfL+XpVc14Iw9qtStQK70Uutc+/qCWvRPCJEEtJoGOvVASy9pdtxPQCThTBk2/UNonMGgnDuFRrL/iYJ3ia1KNfLEqNlfGghk6o4aqbJcojv2eGW4P/d9oK1YQyIoFioIJ+nfthcWhM6ecew3q62okCXH9xk346Ocuy6UoUoJ4wllX4JSPvQ/vffuBckRMUqyrSeGpZ17Ez+/8k0i5H7j9GqSSCfznhWU4/rSvC8B14Bv3wF33/x8u+/ZPseSHl2L3XWZPXGNGe94OcE14E2+9DxgPgOumRU/g+u+fB9exkclasCxXfLLKfal6ng7PbQXCeuh6FwyTX+WBZGw5YV44ZHUlJH0rmczLQtQLMIvQHxBQqzAeV7Yl6OOZcLMGzMATWUK5E5BtEdTiOXEwnO56AUHP49DJaBKWFgfxjgBPxV4iNmBPh8GUxHIv2KDuKnRtX4PrZBA4GUlB1EJVxddMHQElTFYSVs1MWDV74eqb7sOUlkacvPA9MkG99Ns/x757zcdRh+8jZqzKq4IPbabyEaipx98efg4XX7sYf7vjGni+j0+ceTXOOOlo7DC1BWdfcgPuW/x18blQXheUBYTjBnAtufN7Q27Q/KBNy9HzmUJk6JzUERwqz5eC0QxKWwAAIABJREFU18rZ8j9ADOhLJ5epfmrADZPwjFZoyToYBHCcZSWTGQOyiQTkGsrEKzwRobtz4mzOgWHPgpmYOm4D78l+oqkBo/LZMkwyQstjzCgpWz2y/YDe+WckdMpf84urNcKY9hHYNdNyv1Sf5cDz26Hpm8S8VTfqoGEa/vbwy/jl3X/Hzdd8Qa7a7//6JB596gVc9qXjI4CLMPOU3Ho/4Hqhht//5Sk8+vQL+PqXPoUHHnwSi5f8Cbd853ycf/nNeO/b98c7DtkFYfYl8alDoPr3eHlwfeyj74Bn7oNE7fxt7vpne5Yh7LgbppaXzxFMd1APr2FfpJpY3CjvWvMCKj/GVugagS76i0wOiBtL4Oh5pHsvw0BPVdIw5dPFgAeyB9qqkl5y8n7XXb/Fgw8+CCYGDl74TN5tt9fh6KM/hKk1G6H3PILQSEJLTYVZw4TfRgxkLSSpUpF3agbw1iMkY1dPAeY0aAwoMRrEW03JtnxAT8rfJ6vNC89LgVoePJ+gd7dIKsstxMX7IYMSmZXQI6Nw9a414Pv0SExBqzkAqfqJNcfneTz55FN49NHHhNk1+PoRUGPS5fzZSew03UNTHUFImkRrqEmlMH36NLRNm1Z2v+H5BdoUeUdQLvtaZ2upYKEO6MZmkbQTHKp2iUOOELbANJU0tVxAvtrPVONhjnnjJO0B+MI8HJDCJnSCX6qYO0mPvmFPJe/rlZIExzAgQ55MeY6frGF9vXLMy0wEamVehk4bgqjIN5a2U2OtyLYjBrXq5sG0Jy69W/W5PhkfsN9RzaKCqukNyuupQC8VrhOF5kgCdQx+qT4qRewK0hfHk81V2OaTAXCxD0zGvTTWvjTe2/dfOk1NjeJFUUgn/N+1Xyuem1By+JkvXYs161Tx8UPvfTMuPueTME3Ks/ux4P2n48IvfAILP6gkhtf96E7c/HOVikxfw8vOOwltrcqgnsstv7pfkmnjhcDZB484dLybr+T+tgNck9LMW+dDxhPg4hlQEuJkybgxYCV6YdvlDRCUP1dCJh8a2RB6u0iLKhmEcgzteoCbZYWsH5bVWxLUKtXS8rD3TXgZA2bowTRKM2q2VVArfuk7mXZJSTSc/8I0+nMsrcHnLAbzWj20xDToVl3FnU8oyUza0Rrha60IMpthDvxPPIRIzR/yeXodULMzjMb98M1F92PHHdrwyWMPF0ztsu8sxpyZbfjEh9+MUGNaBwEuSgAI0NThlZVbsPBzV+Jbl3wGbz5gL3z3h3cjnXGEwrp0xTpcdPWP8cubvoq6WvpjbIi2n1iAa7gGK/SlUNVKStc4qRvZl8JJb4LX9RjMzLMFBvQqmt7nBFHzYOi9IjPlHRVa08SkW8+uKjlRDrQaBXINMuRWvinc3zToTEGkYfwkDbwr7mRlbqB8ttqhGwS2GGZQ3oZ83njuVGhkkG66C6a3umhD8ZeZ8j4km3YfdofiueSz+joA06zHn//xX9x1/yNYdOVZItX9w1+fxL1/fhw3fPNUBGGXDFR1rRkPPPgc7v7Do7jxijOEd/eHvz2Ne//0JC770qfwwU99Dbd850toa23Gl6/4EQ5/65vwnre9HmawEoG7AvAZOT9+ANcnFh4qEgPf2A1mzesnxZi9vCukJmuZzf+GvuXPQ1L7xHeu+QhYtQkBNSt5V3ieKe8a05gqwSOTNViOn9NuZg3gvgIj3Ci+JZUuZAvzuUtPQys1q+x7OJ1O4847fyMACfvu4IXg0957vx5HH3006vRVArxrZhZmohZm3R7oHmjB5y/7DV5azucs8N2Lj8dBb5iB0F2O0OuWCHrNaMWJ59+Pfz2/rmj3t373Auz/ht3kd5zUMbFu1/mzct4bhSu/8sorMkkfy3Xh9mSheT49NSlTpsxsbGwWP9uNILMapEJ7mQCam4XupWVy7elt0KceiUTtxBvjZrNZPPLIo3jkkUewdu06mVi0tiQxb5aNHadS9pQRqf7Q66uhvr4e06ZNQ1tb6TCAWP4Ukq1l01trStmAWKX9eFtYX7G1CDCQraVYv+W+QwYfv0ii/QQCfwoMnZ6V48fiG0tbiUQuAr5Y8A1C5fVIaaN8SZAQxgTojeX44m3z4ye7yNdL1ziWshA6HQgGVkDPEtTqnABQayZCysFr58GwJ4/pq+ZOKpXX99uhm5tLyqW53ujglwvPC+FnTeq9YGquFOGGW8abzTXRABfDIC6+9hbct/jK8ehyr6p99F0y8e+WUg1Sd4l63w9eNnZ2CTOrtiY5YjumM1ls2tyD6W0E+0uzmjNZB52bukdcZyIu1naAayJadRvZ53gDXPFpsaqZzdQJOyGR6il78qE8U+rh+y3icaCArtGrrfLy9pl+NoDAy4Bjd4JstuXAtofKCoZrfgG6PAteVs8BXUNBrZ1gmLVbne3ASQL9eHyHpsYdYkKtu6thhJ0lQab4nKuRJApLK1CVrVCfDt2aCt2eBj/bB/Q+CTP7onhRDLvoSQQ1r4fZvAA/+MVf4Lgezvr0h2X1cy65AYcteAOOfOcBCMMMQpD9x0+0sHLNFpz8xe/i3M8dg/e+/U0CGlx9wxL89eFnZFvX9UT7vdduc/DLm06NWDJkewQTyuCq5PYd6kvBl4EyY1WG+EriyD6c3fwvoOcx8WXwNMDQ+iMJopJdFl1DowmhloDhbRwG5KqHlpolnkoqqaxeSRA5IbYatgqTopJ2G21d5bO1OfLZ6im7Is1nE4EtgxNS3YbT/gDsDAMP8mA8Peq8ujcj2XpQWe3EwSnN35/6z//wrR8swa9uulAGor/63d/x/IsrcNl5CxGG9Iej0X0znvrPGnzrB3fhV4u+Ip/6q98+iOdfWoVTPnYETjk39o3TsGZ9B1qa6vGVMz+Edy9oROCsAgICwMG4MbgIcMWLp82CltgLdrJ5TODCaNeukr+zbTMdD8Hsf7SIPSP3P72AWj8I3aIfDgFOBWKUu3huQoJHLLMNllWdfKvczxq8noCj2U4BujR/ZVW+SEp6XofA2BlWzS4jMmy2bNmCJUt+g6effrpkMh+B7v333w/vf//7YWX/DT3zBEyjB4auiSzNqD8Et/zmOfzrhdX43mWn4U//+Cd+cfffcMu1n0bgLEXototvW2jsiH63BaHOPmQj4zg46oQv47YbLsQuc3eSZvjuD5fg/7H3HWCSVOXab8Xunjy7M5t3YXfJoKJcsugFFQX1mlERlHtRVKIgBsxZMSCowP4iXqKg1/R7Mf7e6zUgQUyocF3YZXOYnDtU1an/eb9TNd093TNT3RM2uMXTzzA71RXOOXXqnPe84Za778N5r3oBrrnsDXI9+kPJfBZ33nkHHnv85/UWrXxv65Yx3H3PZzUrOyHoPfm4IGb/tcEbGYY1cD9ckx595e88314pIJebYRjF3G58X/T29uLJx3+Ngd6/oMHtR+BPHVwSXxHfOe3t7QJyLVyopb5isYB2KHs1HGFr1ecbNrd3PTtHjxmVftAD0ySYMAbtzkBGZ9xY2I8UM/PKz8x94g8liAaU3wwVLoBja7P9mYCzs3OX0x8lfu648KI4dlZjMEwy/gh8ke21Z329GPrCNq0Kw1DeKODlEHoBTe5gBAWYAZMQqVAQA47pb7hkjyJT6yDx1HKa1spi72zJimu6mNLrCtmeOLbplbZZC9t0Ivgl75iCK1YsZuiJpYUZavawfET+SPBz6qTFifcy7s3lM3am3JtrLgGuD33u6/jOD3+Fg1cu+ccEuD68tN5mNaPvNX1054y+vzd/+QDAtTfXzgyvba4ALl6WsLK8BuTzlA4W4KaSU741vbsdoWIsKjtjSo9GyyYvpaCWEY4KZZfeNPEWKFNki34QAV1OOUgwVdGR0eB5DrxCO0xzKdINK2DuYVBrnJrNFKRCFwy1G4bqlZd76PUBhd0wMfUAlxN3OEt1Gtw0o/4iS4veTItgpRbBchbLAEAnMz4q8hU7ZLLb5JuABelj4Cw4CU56IR74/d/w6S/fje/c8jEQ2X/+a98peutVyxfj7u/+HEceugrPPOZQPP7EZrz13dfhI1e/CWec+swoqcgXrzfKXmjmun7Ddlz5kZsiD67BEonjnmFwJX0cReLI6G2adKoGKJXSK7/0eBrbDNv7X9hhN2yjmLxUMciQ4XcaoZGBpThoKR/gMYHOMzqBxpNkwmKnluzxwVvS8pmyPclK53Dks8XJSTJAQ/swETjvgBN5lOV6HoY98ssJwImBQurpSC05a9ryKpWDGPAwMprDKS+7Ej+79zNYtqgdF737epz9vOPwihc+C09ufgo/+cWfcMkFL8HwaIiTX/pe/L97P4Wlixfionddjxc/75/w8hedqKUHlHYZKVz1kXU464x/wvNOOQJh4SmE4sHFRLfZZXCVlncQtkG5T0OqYWUicG826nS6Y0iy4q6fwMk/WgHe0yPNXvIKSVbUgGdv4mCB+D21JxIXx99TlM95IwjyT8Lwn5jW46RaWWnWjQ3lHAY7tRa2Wy6/3LVrF77zne+JjxPb7MTNcRycdtqzcdaZJwCj98MNHoMVy0LNRpiZI2A2Pxtvfd/deNWLn40zn3u8SP5Oedk78cAPPgWjsAV+YQeCsBlW+gjYqY7xtnPP9/4Lv37oUdz0mSvl3P/z2z/hptu/j7Ofd5L4d1xz2WsRBL1QYS8MMoCNEHfd+SOkMgM455wTpmsaVf++c8cArrryW7j3m5+t6/txuxCz+IDARdEsnn/L9T0Ke/BnVSXiHuWjHS+Gk26u+9xTfVHkljSrzm2SAAOa/GfHhtHd1Y2du3ZVZeZNdjzLctDRuQyN7cegc+lxcBlSYtM3bf/cxuVgYS9M8WiMWYJEt7jwxHtnKiI3svhjk/jS1DsCWxZCxYWjNELVDNNoE1ndngZHZqPWivLGAEoxgIFjSprYE/giAEZ5Y/0st+muUZKM6X/mDcMIBsVWhBbmpVvR/9WC8hUUlXtBCFMVNPAVEtRm/nd5WiFBLbLiw9RqhOk1cJoOgek07LX1ViFf5FinDrCe629MsA/8BSLPZ9pjyLolG5wLZiGBr1EE/hiUZcJJe5K0ON2pJGlxgjfXXAJcNDj/+4at+MgXbvuHBLiGP7hs3Fw+fh5is/m5/L3pY+Vs7Ome4X3p7wcArn2ptmq81rkEuOJL4cSykG8XrwrHHYLj1ObPpWWLHRLPDOwQuYEBGsVXglrVbp8D/4LvQgUmXLcAx64OdIn0KzTEHDekD4DViBCOGMeGaglsu33eB3/C0vLHEHiapWWoXcLuiePnBfTK7Za0mKnivrUksSmSJFYfeMdMtTB0oazFMO1FsNzFsJzyyZKXG4DX/zDssT9VHeCX1gET6FTzqUgtPH58EMF7ev9nbsX9j9AstyDG2u94y6vla6+56MN45VnPkXjYdXf+AF++9btlVXrlW16NC177fJFfmKaBJzbtxFUf/iruu/N9AHoBYygalO7dAFd8Uxqk1YMNQw3rySdZGQR486MICyMwFH3NsjAI4IIDN8lNHC8XkZchDQt5aQOKiXOqAaCRK/dMHYbUkhfNe9utsSuadnftfZUT76tafbZ8r0XAcsehbERTpHMDf4fR+4NK6Zu1AvbSV8Fxy6W7xdVurioPIPQHgGAIRjgowLJpt8FMLcc37/sDvvi1n6KpMYNDDlqCL370jcikQ/zqwUdxyfu/ib/+10ckpfDe//sQvnjLT/R+By/GDR89X0I6oNi/pQGzA+/86F0464xjccYpq+HltwP5HpnQEtSeLQ+uUgZXXAmSdGc/HW7j4XtNu6FZu7fz+3D8jeWTHRjw0s9CavELpG61ZJWSRQJdI9Ph+MXnaDxxcSEcu9hOpm2Ys7SDlqj48LNPwgrWw+Q7rszYOtmJKDlR1kEwUmvguB3Ytm2bMLfWr19f9QCUrL3ozBNw0rPaYeb/CjvYWu5DaTbDbDhaAK6Xvfl6fPTq83Ds0atl8vPCN3wIX/vsJVjawWTelPiCFQfaBig7OPN178JNn75cWLZbtu/Gv175edz1lffjlw/8GZu27sQ1l71GmLfaP1ED+nfcvucALmHjTGMWL4Br3x9gD/93BatQoBH3CNiLXgzHnVq6kaxGtVRXJru5bQJym2pn1WTOwcFBAbq6e7rh+5MzWgzTwWgug53daTyxKSchDCeccDxOOOEErFq1cp9gHyUtu3K2FhmeIxMWRfg+YKgN/T4zGB0D0q4DS7z98gjBBTyyZlmeGkiG6gCMDlj0lTOM/aq8qpVrpa8Xy4PvIfp6EfziuKR+X6+JoJYR5qdUIVSv+yjpm0oDkrz8kLZVMAIfKlAwnBVA5iC4TWthOZm9FtSqdm/63cCQjt1TyhenfSZIOghYPnpOZds6TCiWsEo/4w/DKzCluweOOxz59moDfG14rxdIxnmOcdJixOa64t1fx0XnLphRiuJXv92Bm266qertbNi0A5d/8Ev/mADX+5fNj+nWeMlrk6/mT26ftmntqzscALj21ZpLcN0xwLV0WdHwLcHXxnfhSmlsMj/d93zfRSHXKjKzVFqnkCXZmELj5UMUuJDkD8M0R2GnfDEXNs1Kv6fJjunRY8tzZTCXcrlCEfkZTQC1DNOuGLDwO4FPySUNWufOcDKeRJOhpVlaXTDCviiJsPxeKcVU+d0wVf+UxvhakrgQVnoxOLAt3YosrfZxlpbtLh6XzZXtS0P0oSdEQmf77PAmrz+ulPnOwTBbT4DbvKbqAJBpG9RjM0mjni1+KfO7pNj7jHtXTHDMAuYYNm/ahHXrvob3feBf6jm8fOeiN9+KaibzdR8wYjYSoFP+CIxwRK9QVp3IEvwqIKT0VmKmOWhTCAOF0OcqZV7AL5LLQ7K1FMHYRrgWYIek7cfJiha8zDORXvT8fWpQV1rGpT5bjpNMhsPv+x5XLcnYKjdWzo/1QO3+DzghUzeLGwFZdL4GbtMKLZkKPCi/HyoCsriizOdRVodLIrPFe8hshuEsh2G1Iu+nkM3T5Jmy3rzUlxK5RwFkTcAg9JhG3mMwh4/WZlMMu0O1GyElBEgB1iIJawhliW4EoerSAF/BgBGEeN15H8Mn3n0U0un6ktr+57e74YWr8NYLtRHoxE382qxDYGWOgeNOHVgwk+ehlu8WRnch6GKyYnm9KViRpPTkceYQDbg9fzdsuxe2UzSpn+580td77QDoPTTzxMLpzldZ7gRyffi5LTC8DTBBUDP5ey4+Hj0Suwdc/OI3W/D7P20D/bdK2VvpdAoHr2zF85+7EocenAG8HTApd57Yr7NdZ54Gs/U5eOkFn8Vn3vevOOaIlUBo4UXnfRBf+NDbceRhB0GpLPwgC8v0dMiG1Yh7vv8b/Oahx3DzZy6Wo77ubdfi3153Fk4+7mh8+4e/EsDrvZecg1SaHkgMGOGzPf8Al9R5wEWwdlgmJWbTWxAIyNUbM0AngkkEXY+Bs+jsGQHEOoVzBH42Zmvx/TZNWwhD9PX1oaurG339/QKM6c2AaaWxszeNrTtM7NidQy5HcKt4vJaWFvzzPz9HgK6Ojo59GrjR7JdRhONsrWASsJv9ZwNGR9N42QU3YHf3oHjKPP85T8cn33sugAGocAABbS+ChbAtJiHSEN3ETbd9Hz/5n4fxg9s+VfYYk6X+5nd+Dr/+3pewoL0y0fi//uu/ZsSOjf3l1q5dW2v3Mmv7l/t65STBUQdNRN5e0/h6CajF+vGHhKnFBbxq/q31XLAs6FJuarVCmS2ScBoSxAwzUHzHRxYRTHIkQBnbRNRzrvn8zriHYx3yxYnXqYH8FihFiX5lCAIZuvnCNlh2F2xblRneh6TMcbFVfP40+BUElrC53vXudXjbG1oPAFxz0DCG3rdijzC4mj+5bQ7uZu845AGAa++ohzm5CgJcu3b9ZUbH7lx0ML5y42WJpEIkqHiFFvh+A0wjDyelI5irDfK1pxaZLZTksEM14BdsKM+AoUKEpgnLVbAdTUdOunm+jYKXFgNwJ2XCTWVQDdSqdjxKFugRBpDRNTsmlJqlNYqAqyY+QS2ytAqTe7JwlcUbBAhuycri5BtlapKSmOKKI32etNdGGKY0S8uJWFp245QDLk64Cr0Pwhp5oILxUvHiDF0EDcfBXXgSbLchabXMyn6lg64NG57ANddcNOPj3nX3PULPN80sQPZMnb4UMqBjWyYtPNTsjOko4Lz4MAwQBmRw0UuumJgjRtPKRlBwEHoGQj9AmOtGqEykHRcWrznypRCZaMOJSC96zowG1jMuzBoPUOqzZTuUYSY7AP336K1kW5TclJuIC1i283twvPVRYpIlKZV+6EA1Hgs70w4Tw0DYL6y6CjCr6iWQ+UmQqxGgtxrT5DjIVgUBMENJPeIEyURoOTBsA6ZtwTbpHUVwKw+EWYRg22Bfx0amjyHHIYip8gKMkf0VqBQu/NeP4oVnHQsCFfVsvb0DGB5owCUXnQ6LgKhJULSyH/WxGEg9TeRLeyIBb+K95QefQNjzg7JkRe4jgQxtL0JmwdPGJ+blrD8uqlQPD6lWfnsqcbH0WrRP126ETExV22vy6SLIsXHjU8jlfIwVMti6M431T2UF0Fi2KIUj1lo45sh2LF/WgTC/CwbfPRWLFpxytgEtJ8FpehYuuPJGXHT+i3Hq8UfLu+Skl1yO7379g1i+uAFhOALDVAhBb5dG5HIOznz9h/CVT70dzzhSe2+99m1fwMCQfmf1D+jEUkoe333JGWLyPZ8AlzYEtwXUosTMsvT7vBbvJPZPhZ77YY/eXzE553PtpY+Fu+gFNYFc42yt/A6owmZY4/WebEEwbj88Tnd3N7q6+rC7x8O23S6e3FzAyEgOBcZOT7LxGWfa4rOf/WycdNKJaGzcO8DtJH1cka0V+xdNZGtVOwpliRmMjTXgx//9GF551j+jt38UL3njB3Hb9Vfh8EM64HkhLLNF6jFuH5Tdvu0911X4Ae3q6sO5l3wCu7v78KvvfQkLSwAuAd2Cfrz+9S/BqacenuSWqu6zfXsv3vLmq3Hw6rUwjDRMg4Ab2WS6/e5JVlmR6VyIfL0i0Mvgc58D1AgQDEvC95yAWnYrQqsFptMSlUdlERZ9UTkWZopjDHpxrKDHwjHwVXclzfEXZ1O+GARpKJ/ALUNXit577EM8rx8q3A3bIbmgvA8q9fxSTHtUPs4791M44vAMmlvq6zeGh0bx9ycy+OY3i6l6pUX5j8zgGnrvCm0tIwXPsSElq3P/e8unywOY5rhpz+vhDwBc81rc+97J+EJjJwijO7H3CScPvteBwHdh24OwXU74yZgoB7WqMVsonyHQBT8E52OKQFdaSfLhZJKOavJDggOFggvToHQyj1qsJ/TkpxUGlsKu0ZuryNLaXcLS6q/K0prYGrQksSuSJE4uQdCSxEYYqSWA3aoTD82FCE3tpWW7nYlWrXi+wuh2qIGHYBfWT7PCZmjT59aTkGo9eq+YDM/W01QctNEIeUx8KQyUrlYSIKj0pSj6xFFqSLmUnwjUqqh38h4Dytc4SCRQaSMMrcgSV5uF6iAAtssCAs8CQpezfu1LwRW3IETQfAIyHSfu9UwuTcnXPlu2TaPVZJO72GfLNDhQay5rg7EELNfzW1hZbSofGr5Q8EG2m90KJ9MpGFJ9G0EuftkCjIhVFRIw4uqnKg5EDEOASQUHoW3BchRsU6+IhpFnCFmXMNLiwxXCFealgPBybE5ggNe99t247ovnoF727be+9TByYy14/etOAfwRScBVvil+J6Ziey6y1FTYgMB5GtyGNXu87fCZyvX+Aebgf1eA7X6YAjpfhXTL6rIq1HVPP5keWHZ3osWY+AA6cZHMjUqwtL52Uvu3BOgtDCDMb4AZbKwqTys9ak93NzZs3IhCoQjomVYD0pk2aTtcNFqytEPS9ML8Thh+j8TME+iVj5GCMlPy00x1wmlYAcs9FDfd8T/oH8ziQ1eehz/+9Um886Nfxf/75sfheWO46fYf4Q2vPAmdHc3CTrzr2w/g/t89jnXXMvwjZl26Wn4LB/d8/xfYtHVXJFHsKwkImTsGF+cFmrlAhl5rxNayZvSuEsC851ewxx6qCnL5DcfD7Tx92udGwBl/DF72KZj+JpgG5UHJF+4mtiotVV0FH8vwhz9vwf3334/t27dPKV0sPQbZ1atXr8bJJ5+ME088oSaQrvYWPrNv6Mk+38uUJdNbq5ZgAfbZTDumJD0NhM0wjBTefPUXcdbpJ+KVZz+nAvTcvqsH51/2Kbz30tfjhq99Z1wuxfCcC674NC547YvwgWtvxY/v/qwAXDptlwxF9j85vPacy3DHXW9DJlNfsMW7rr4HF198IVavXiZzXe1JxdeMK4uXtJkA3xt7GPwaZxyNbEGQ3YQw9xQMw4NhkV1lcU0IlsP3mX7X1LJQzRYTM7VCuw2G1QJDQC2CU7W3p7gcJclRErAzCGnzYDIIqBGGoYGfvWGRp/Tu5lK+GNs5CJDvbYNlEeiaeix22aWfw9vefgKOOnp57ZUA4LG/bcfNN246IFGsUnqD716lA6mk5etgqvn4veXazXXV5b7wpQMA175QS3vBNWoZEc3gOSlNllzoFVLIjaUkYtxNUU4yBiuh7JAGh37elsmYsCNMC3YqkEhcSQap4qlVjanlFYBCgRNIE+lUPkrTSVagsRm+aRDo0nr2aptmaQ3DL+wG/C5A7SJnRFgTSTeCfyJJDChJnHzgS9aWT3mTuxJwVkrioSUG45Nf32TXnO//E8zh+2GHerV9sk3OmT4a9oIT4WY6k97SPr1f7EuhTVlzCAR8YuQ2J3OUlA3AMoYlsr26BDH57ctAjlJTTuADenKNjLOzJh5FyxlHZH9YDYDhSJopHxMCX769Fqmmw2CabA97F0VfM24odSItnpOBZM+HDrRoQRiSbh+lgkm9cNI4gNAbQKiGEIyth1X4OyyDfmVFLzNltsFsOLgm9kby2qu+p0gAlQ0fZFOVC+/dAAAgAElEQVQ2wk4pkexqMIuTE83emmywPhsAVz7bhvPfeJYwQg3VJ+2U4RxMTA08E1AGzDA26wWUfQTshqNBU/I9uUmyYtevYY8xWbG8jXjmEliLX141yU4vxjCMgmyu5MAp79X3Uwg8yhYXz3viYlzWWrKWg597Epa/HqZJr5qSCUcYYndXlzC3+D7mRmZHpiGD1uYQaYcMVIWmpoVw0ou0N41RgGFaMC0ThmXAkDbICWcIWBnAbALMxbDstegbNPCWq2/GWDaP/oERfOb95+P0U4/C8MgwTn7Jh/CdWy/DYWs7kc+ZeO4rP46vfv6teMZRKwGwzGlaTOC3UcCEe75/PzZv68Z7LqWEvAchWZPC1MasenAJW6OKWfxsTlRl7NP9czjZP1RI90U+23ASUp2nVQW5NEuPHpubYQRbhaVXyaRL9rSJ5QBaoKzVsNMHw7LT4+cko++hhx7Gr371azBRs1SaONXR+awfddRRwuZ6xjOePi1Ql+xKZ75Xka3VV3PaXPnZ2c+SyUe2eQdMowXdvSM44zVX4f/e9kkccnD5RJ2+cudf9klc+m+vxNLOBbjyIzeOA1yf+tJdwqi96qLX4ISz34Yf330t2lpsBGq7pOHRq4rbq191+awAXGvW0JNnsveLJnoUwS8NfM01+BUvBvqjm6DGnoKRWw+L4xVD33u86RRDDagry0VouYBlSx9EJ414gWUi6KVBLQuh3TpjUCtJK+SimYBeLDtFP960MLRN+vSaWqq6Jxlz4+U5g/TFieVQTb7IfaZic8XHmEuA65M33CWS4L7+IaxY1okPX/kmnHL8MUmqcb/YZ/Dqg8oWSuUBjxlcc/iz9XOb9ovyq3YTBwCu/bZqZ//GNKWVK+UEuriSNpn8MDbWZjQxU4EsqAJZRibcdKEGKYkBz7PhFyxY1IMrsohcOGkyI1zxAUkqPyTQlS9Q2gWk0gWRoiXdBOjyFkriom1rY1kZgOV3IWB8unhpEfCofZWKxwoKg0BhF8ywuiRRUV4FB37QBJU6Cqm2f5IJTL3eAl62H17/g7Czj1YMTCaWiY9GqOZTkFpw3F4z+E1ab7O13/hKZW4nVH4bEOyQ1cjQJJOO3idKgFMO2mS1MgGIqwFaejBR8tYI02qCweMxOju/G4bXNQXIRa8uyuzIcGyCycj3aCLMCVforoThLEBIZp9Q9CmHS8MSwIsDN81qqEWuM9OylEmix36jpybPJK+QhucxHagVZjgMRT8PpkrSrJ0yw2h1WHkjCLMbxaC9dGMSpZFZA9OuT+qX5L41OEnqTAOU0YbQbINhUkbRputV5MNKgD3DZL+Zn5ZlNFsA1xvfdLbcQuBTPtsHE8XFCZE0E/CiHNYzAAIFxiLYqaORyjA5rIZOMklB1bCPTlb8EZz8XyoAAc89DM6SV0zKOilKX+tNXKQRvZZz7Iktntxrts+TsDBA+2vs2LkLmzdvgu8r8ZHKNDajuclAQ1rBtG1YThoNjRk4aUcAXk46hdHFj14Sim7HgDKbAbZTux0mJT8GvYQ0O6uvP4uWFho1a+YhDbgpozWkl+HPUgCUXpcj4zYDQCoy9GbZ8XxkLjIchAsDeuHm9tt/hHR6AC848+i6ijeX9XDlO76Fu+66ESqg/HCB+CbNZcodPd/87p/Cyf254ppFIt70bKQWnjSeQhz4OXj01hK21mBFv1TLjRMoD60VgH0Q7PTSSaWWfE9t374DDz/8MH7zm99glI7qCbdUKoXjjnuW+HMdfjgXSPbMsy8pkkEWgWKQRB8spr3VwdjhbWtGH70rF8EyCV6nJRjhjZd/Cs858Rm47MJXVpTO9bd8W9KfL7ng5Xhy03Z88LNfx73rPow//+1JfPnr38XNn7kKtmXi5Jdegvvu/ARWLWuEYTFAgW18/gCuqapVA19JwC+OB4oAzmTjgXJQa6MGtcLRqgEMU16XLORZkDGKybAjJ5L0mzBsBwbTYamYSJFlVx9TK2Fzn3I3DXjx3ehImI/29WqQ8RMXDve0r1dRvtgDk2ErVn2pl1rGXS5fFFXHFGyuuQS4ZqPu9uVjDLxTL8IWca2IwTWOc83N762ff2pfLrYpr/0AwLXfVu3c3ZieQPTCpGzR4eC2NC2OgyqvgtVCPwwvy8GGAdNVcFxfqObTbRwiU4Lnea3wg0VwU2thWimocFfEJksmb4rPI0BX3oVlh0ilaJg73RXovwv7pOAjn3O41AE73CXSo1pYWhPPJMBJvhsGwa2Sible/aJhvgvKhwy+bK0lsNtOQrqVvgz1jfg4UCkM/R3h4ANwgp1T3rj4FjmrYbadCLfpoLrPmax09869ZCDhDSLIbYEZbIZpjFWZqND3LGZgcQJoQlFmZjF1iBPPUJ4FAjFkHmogxJXUSw1qcTJafv/CSvAGgEIXTPGoq9wUXel9siIUQvo5yeBLiM0ygER6FSy3GC6hJQ681piiT586rlTGgzZnTij60ld4vQLsTOezNR4sEBIMC1DIpWGpAFY4IL5Zk8kcaBYfEgxg8mrJxsF0mD4Ilts6aw2MLAoNTLYIkMWfptUK0+Zn+sGvHpz2Iwx7YNpDkw5OZxvgYgHoUIN+GCGZh5WbHtRb8IMMgnA5bIeAfquwhOYbEOXV+YVReLu+B8cvp9Bzld/LHIfUNMEKM05cnJDMOWuNKOGBxmW3o9uw7anfYnT4KVhuWnyTGpuAdMqPJECBLNy4KQsWkXb6vLF/GN8iU2YCVJQ/W+0wGTZisb1yJ74ECUgRnHKFQUEWsXjLyUfewpEvCH+SqRW/d+N9YtYx/8ZjUWbNzgYIVEGfV5Flksbdd/8nfvTDbyUsheq7WVYG99774zkFtSae2Svk4Xf/EE7+8YqL4iJUvvF02E3LAG8LjGCzZmvVkZQpz6qwtZpK2FoNie+V5f7EE08K0PXII7+XAIKkWyaTwamnnjKviYua2UuZ30zZWvouNUOlCUq1i2l87K01ls3h0vffgLUHLcc1l71B3pcTt2tvvAf/fT+ZehzmBeK1dcwRq3HBOS8CwS/ZDGDbjm4s7mzHv19/MVYuZ9vnOHjvALimquvJwS8uAHEsoj2/2BcIQDi2BWFuI6wsk1/Haga1JrsWjlEUF08zhwLpNTAzlGcRSM8iVGMwyF419M96fVGTtvkk+xV9vdiHTvT14qKh9m+bT2B41uSLwmAupi+yb1VqqKo31wGAK0lrqW+fgStX69UoebdG3lvz8HvbdeXJ1fVd/d75rQMA195ZL3v1VcXyrdzYTvjeZqRSXbAsxgpPDTZxAkVGVkCPrRAw3QCOow2QS7fq8kNHJui+3wp68FhMUFEF+MEOYZMlTW3kebQZfoh8Pi3nd1OUE5YXufj8hdqTKQyYZpcFmARDmQ/lkzktnyTIVc8glpNNkST6OrVNWFryoT+AK1MIU18EAiY2LTwZTpreIvVtvldAofcBWKMPJzOSbzxBG8k7c8d8qe9O5vZbmj3hwc9uAfwtMMPuaT1xql3ROBASMgfRRgDS89tgpxpkUirgVxVfr9Jj6TbSBdPvrSpbVeK9NSJ/E8+ncTaX/l2DXJUpT2XnKKPoa18Kg/JGAb6KwEatoKqWiw1JHLXtcOJS7Bti81IBtHgPIc3aaYxcgBJJD9lEIRyzMK1PjYDE2S2wgvLkPWFVuUthpxfV1WCKslETMNsRCjOrRYAsi54g5swAQd3OxuD7XTAp1xRAtHipcwFwSd9HhqBPg/3+KftrArHKYHgFk3HTCBVX1ZvEjNk0ncST7boKv+RLhdEdUbLiQNmhNGvmOUh3nDjtpKKMPWjnihno01ycTlwkSMxJ8twlLsbArn6vBghDMliYDJmTcILNm/+OoZEuSeNsb/GQdvm34uIQQS1KzWRyVQFu6ZsMKdMKdR9hUNZOCVAZS4IDazZAfuKJf/xenuq9HkYx9LHUJxV53PC9ERtkkylSZI3W2pfMtA3N5ve9/AiC7h/CLjwph+VEnQEIPie3nJCn2uCmW6OJSu1nFm8tczngHAQnvaxmY/zyvl3hL3/5Cx566Hf461//inw+mbUEj9HS0ornPvc0nHjiiejoWDgnC1yarUX5P5kofZJ8XefaXcTWsqB8XivZWuVJmUPDo3jLuz6Pk551FN7xlleX3c8vH/wzBodG8S9nnlJWYes3bBWJ4n13MEWRbEYClhrAPeHsS/Djuz+BBe2U4XUDIsHd+wGuqVqk+DQyLMcbkWAk5IcQSrwkqT4KhvLF71M+DJvgoh3LZIrE7bL2SFDLaIJKHwYzsxpW48HSvquBQtoagv2hF/miahN7BgIZ5pi0k+nGT7U/fbV9o9TXS4zsK3y9ZjZGSHo1c5O+uFBYvYGitcyucW+uAwBX0lqpfb/+d6zR3luxB9c8/Wy7fkPtF7uPfOMAwLWPVNSevswY1PLzXQjyOyT1yQBjrUN4oSOLtmRlJZFnCSMrrxMTOZ62XQXLiQxzjYzItrT8sJLdwnIIfAJdOkWNPkN6kLQDtt0vzKykG19QDBzyvJTIJlOpQJLRmGpH3yUjHJPuZjIAy/cdeHkLlvJhm9obLMmmCkNQhW5AMYmGbLQMzJACEAhDyIwGSjRVVs2UPhxf94RSKMcjW6EGHoTtbZjeSN5aAqP1ZLgth087cZzqXikFsC1LfIfq3QKlMDqaRUtzfYktSc87nmzFpMv81pLV9/pNgLUHkwVlLoLprhLPFA7k4smsUmyzZBzRwysHmPTP0QBqKdChWX69MLzdMAUEKm4agyXIRUYOX4tkj1HumJLnUnEllgwmp7byK1L0bUCVRm/HhqyTR2+X+Ww53bo/IJDF/5gUyORBRIBWyFXaSDoVmvIs0QjdhpcsUY4r/wxl8HeWDbKFb8K49wxjl6dnO+r0UT59NN9uA8xW+WhWlpbqzdXqbHFwuqtMvjhXABdbj6xG+0NasjjBO6WifRmtMOwFImsd9ytRDVAB++dm2GSvRZLXpM9brfvlBv4X6L0PtlE+QQ/Icm0/C+n2o6etZ90uc/ADhqX01CCT14wQGtHrcIOmuvvF4rPPyVs5kGXQN46TNyMPEksMAsJhiE2bN2N0uAfNjQquo9lUlmnAdQCH7FDTgOM6MMWjg2meExeLCGyRUUUpdQYmZUGxPJpgJc2bxRNu+lopM2qm2bUiCzQGsrRh8/4CZE1VGgVK/Lt+CsPfAWV4sKxh7ftH1huB9dRK2KkF0xdotAe/E6AByloDO8X+uqnu9321kxJIevjh3+Ghhx7Ck09uAOWWSTb2ewwqOO202UtcLLK1+iNvLc1irXeT5OugEUotELbWZIDJI3/+O950xafLTnPaiU/HumuvwnVf/Q9s3roLN3z8svG/E2BZv3ETrvrIOtx35wdgGDFDy5EU0RPOfhd+dPf7sbCdTyTBd/ZNerwwHx5c9ZbXxO/pZ1oh5GIUxxH+IPPMK0CreMFHe36Z0s2ogH6gHJBPDn6JB5fRDJWJQK2GVZPW0XT3FM9B9M8RBIrMRC6sx+MnzZhMqsqY7nz1/r3c1yteNIx9vepfNExyPbMtX+R7j8xbw+yBmxrGFZd/dk5N5pPc4/66T//la4vpiXGK4jz8bP+SXqzZH7cDANf+WKvRPf3iF7+Y0d3FA/Jnn3wkgvxOmGobDNAovtIcWhsqO7BSZGUlG0B5voPCGI0x2wEng1RDAMdNrr33PReB3wHHWSwUYZ9pYSJdHEg0aIpZWoGflUQqLx/CccaQTjFFL9kmQAbll3kbtuJgt3JwEB+JBs9ebhBhnoCEJZlWZGmZTJ4pWwUz4FlLYbadArflsGknb5NdqfjY9P1BG8mjutQt/i5X9/3M07SRfDr54HziubkC+Inr78B9P39A/vTmc1+Mi857adVLZPu65e770N07iPdfcd74PrlcAR/87K3gyuroWA4/uutaHLRicdkxNmzYgE2bNtU92eTBOIg97dnHCVvLDLZoGVwNwQDVbkpALTQhtFbByayC5RAAmFwHWzrpJSMxDOlbV5rgyFVLzltHgEI3jIB+PCVsKAG5ChHIpa9IIQVYjMOm10UGRnoVzMg7LlmrrtxrnKLPAS5BL4neJkOD9HxKnWyZOAWKIRRkdA7LdRkCZuXH2Y+VzxVZnZYEShDYIlCcdAvy/TDyWyrSmbhKbDasEXPtiZv2y9LeZ6HRjtDUZrbCypIy00lKSYCxpNeZdL9S+eL5578VX7xhBimK33wY2bE2vOmCsycFL+gTRJCLffpU/Z1CA0CfowltSAbynOioJoSKk3ImW+p0y9mUavAZyfY+AmvwF7CYiFmy+WiA0fkqpJpXJSrm8cRFevw4ZM4lB7GTJi6WA1l+GSNLA1kEdotAVjVwic/Srp2bofw+uDaPUX6dbJ80vG5qJJitWZBGCbilGVtM5iSZiIbyfE4rU91EMi1G8wS70uMeIONy5nEgSz/vlsl9tHfP3mLAnKjiZ2GncePz7EYEucdh5R6FjcEqfYyFMLUKVqooEZ/0XWEuE7aWnVo+LqWbhUuteggyuH772wfks2PHjvGggunOR9BozZrVOOUUShePr8ubTrO18uNsLfoQ1gtEaG8tSqoWwsBC8aObDb88vdhAVUDsk0jgl2NdvnHjkAQmhTZJIi7HcNp/jkBLLOUlwHUFvvTl86cr1kn/ft0Xfoy3v/1CrD1kcpP5ug8eLXAUQa2hCNRKzsSqeKdGITkx+KUCEwHtNYxOwGay92LYFiW2yTy/arm38vFTFiocQyjjJz2GkrE1SdglDPJajj9b+xYXDS2AC0Ti65WJfL2Y4jj5omE91zC78kUDvrcQgR/i6nddg0svO37OUhTrudf95Tt9lx4SvX9jr635+dn+5Sf2lyKsuI8DANd+W7XAxRdfjDWL/jqjO3xyaxNu+Oz5yRgV9EZRDhQlEymCPZVA2ET5IQ22g2ABEC6SSTKj3pmAlZSJpRPWGhEqAl2d0kH4PvXjBLoqVwe1LCoPFWj5h8FPxNIKQhN+wYXn27Ja7ooUJNnGlzsnQH7egh36sC1PG1WKqWYjAtUOleuGnd8Em74CE9LB4rPoxMKjYC88BW56YbKTV9mrMNYDf+Ah2Lm/Tuub4KMFYcspcNuPnfHK8Z8f2yA+FwSlKAs483VX4w8/uwUpUg4mbEwyosfFua94fhnARXBrYHAU137gIriOI6wnMoF8b1hWGUmf37TpCdxy00exfGlz3WV0/+924t47Pi6gVlKafbWTETAhsEVQy3JXjhsB131hEfimafrBOEVf5LKFp2CFO2CLgbResZRnKiA7inJFvckEVySLjCxqhJE5SP//LG16FZXPUoBCPkDgBzCtLBybLBQN8moZA39W3yQplVLfMJL6JpQ68GjKz2pTeQJoJZtM6mkq7zRqIEvArNbIL6tVG2qL+fvcrqTWW8zik1cYw3nnvxTX3/BqLF029SR5svN865sPY2hoAc59/Yu0tMaCMH9MytLo1RaZj4dk/RDkCrlyP/lGSSDMBTBtShUr94wBUJrWE+wKw8ZIzqilQjMFDCVZcfcvYWcfqkxWtJbBXvwKOOnkZVWauGjxfVMDiyROXLSsRbAs7TXFciQwrUItLSwysnSgiTwHCVZNeKx8bhDDA1t1fzcB2GIN8TDpTBotzS06ZIlyIpFQaZ+sIrClJ+ca7K4Et8YnpJLCasFX7EsXwXQWw7E56frHBLImPgUCPBd6ofKbYfgbRbIuVgXeKEB/RkpJJ2zyvJCNNUEirgH2DAI7Zms1z/idW2tfw8TFBx+kEf2v0d9fe+LiySefiKc/ffrExSI7lXLoPpj2YE3PWUWZUjLskz1KCeLkbK1ay0MDl2RUdwtThXYXBHC1l1zkhyPvmfj/+R7l/3MfLV0UKwmfi52tOP+8yxLLoKteawh87OMfx8EHLQYMyvTzgLC7+b7XfUmt4GA5U4ugFhfKKDGsnz1Xeu1kj4eGC9itAN+xduO4TLe64T2ZnwQQYxkzgfPpDe+T1m1sjB+GBFVjXy/2ywS+9jZfL7LiJvp6sc+eua/XbMsXL734Olx6+bNmBHDd+OWNWLduXdKq/IfZr++SQ0sYXPFtx55cc/f7ghvX77dlfADg2m+rVgNcF726B0cdVp9302Pr+/HVb/ThS5+7oKZS4sTSj2SL9LcCE+coATLSk8oPKQPxvU6YxiIxmgTIBBmGmXDiQTaB7zENahFsu02bwvuDCMOdwiaBMSrSQwJaHJRMNfEWppWXgu9bcB0Prpvcu4ITPM934RUo61kMN70IQX4QGHpQzJKnGlBoSeLJ42lMNRV6tLNMkAcf10byaveUhxD/EPcQmG0nwW1cPuNJKE926zd+iF3d/eOA1dvecx2uePOrcOShB1VcS2//EL7/41+P789rHxgawWkvvxz33f5JHLxqiZa1EdTytssHalQGeps278ZNN9+Jaz94Qj3FhFwuwJuu+CX+464P1/V9wjYCatGnyFkJR2LbOWBLMIut64xR0IHvIz+8ERj9I4xwiKgFDGIPDme6OUkajAMLRFYQGdDDaYNFI9cqrKapLqfcLyuWFuqfKvBlJR0WmY8MXNAsE06cZdW7JM1J/kUfTJL7xIcvULANBlIkZ9Ho44dQYxthKiZXcWpBIIteOCkE7uGwMofAsCiti/2y7FlnFdVZhZN+jffkeRyM75TwjPPe8C5c98UZMLi+9TDy2Tac/8azReqmQnqZEHSnkS8nZDQjJzXQ0kBgkJf2JEmgEeCvQRkd3C5AKoEQsx2W3S4g2XTtRks1bIQBGQ8a8LKESVQfQ45eWoXdP4Sb/1uJybm+Cs89Es6Sf6mZyaEDU5jG2QPLHpx04qjZvgST+S4jo4oBFC78IK2l2E5tQNbEsqM3mgpG4eV7MDrSi0I+W3Xqye6lIdOA5uYmKYMwGIURMsnQllASbRBPqwC+szS4ZRg0jNZJnyGZL8K8024ffCbNMAKi5TkkQNYM5RwCJ7N2zllFs/0czdbxxtlauU2AvxmmohdjFea6NxyBXOVAu/RzcCOJeFMkV18C2AfDTq/Y4+XK/mb79u3iz3X//fUlLp544gk47LDKxEXN1ipEbC3NhqoVkInrUbO12F5jtlZTzc/4ZG1CX+cQlKIP4ghsm+0/ThvV77DiVv3fNYBA24yFsEyOPTULeLa2cjYoGd55AdFlXCTvToJfZIRWgl9FUGswkh/OBaiVikCt5nFQK+kQqLrhPfsqgvGl4BeBdi7KFD/1lG91Xy9aQ9DXK7v3+HpFYUC0LxFfr5D3T7YXmfJu3WOZcfmiBNzUl754wIOrnpaX7Dt9Fx+2RySKC276e7IL3Af3OgBw7YOVlvSS9xTApSehJgp+CgGNtTMG3BR13FyRmPrqPS89HutMNheMHjg2V12S3TUHQ16hHWGQBvwhhH43wrAfZooeJrWlHhLAKHiurG47TgGuUzmIHWek0eTbaIAhzBBSkE0Efhr5oSzswUeQMiulDMU7MuDRq6ntVLitR9QNkvheFoXehyIj+allogIGNJ2kjeRtrlTOzsYUoo72Flx47ovlgB+77nYce8yheOkLThZgIvDzItmhZwxT575932/wxMateN9l5wAqi0f+tgMXvOMLOGzNCqzfuA3HP+NQXHvNOeik10Vho6TA0Wvmqc1dewTgon8cV+CVTV+tVbBdApkJG+fsFLGe0OcG4fU/BGvs0chknl4XlkSsy6qva8Gk8bTNlVWmOjYAbifszMpJwYmySbzKi7+XlhhqmSFNZWUTtqIDBRN2wjRUThYIhhEU8AoWTEVYisw5FU2w1Xja5FTFRKo/fbfgDQL0YApdGOIxZCLIPAuZzpPq9viYxepJfCgNxHtRWEbXeFjGXHlwxbLsEJ72b6OEw/CFbxcqX0+chJFEgDLyW1G60xZwXjzTMjBtAl26P0/CThKGFyeqlK6ophLD+lRNgJeXH4a/m8mKW8vKmK3JbzgebufpdTFitBE9za4pWxwBmOilDWaKH04ihZUoaK1+FCT4RPus2A7N92tjRMTAFtQAfG8Ew8NDKNAYssrG8zY2NKKJ4BZ9c4LRKAjFgSmpSxpcDsgCZvw7feRCsoU1o7IUyNKBMJNfq2Yf8/19KGwCXY4GJvf3TbO1BhDkN8EMNkogy3TemkFhEEZucyRnK5YQwUYvbEOQOQWplqfDduYuqKDeemH/U3/iYhqnnnoqCHQtX748WlQcAAwy8JPZREx23QLC+g3C7rdthgpVNyOv5751YmOPLKJadrbmZ5bn5HuI1hSB3wmHMjxLAw/zuZWDX1y8yMn7n+ElytsFI+zTCcSmL4tIk6UQ13LNmqmV1qCW3ayTWKdZ7Kjl+PG+8wV+FX29GCg1ikBFZvZGNvJFjcYl81u1FUVW9PVi2JZme9HzUFtE0Bu1yH6brrzHg5T83TCFvZwcgD4AcE1XuvX/vedth2tGNodZ8/hz4c0HAK76a+3AN/dYCcw3wCVmqZGxtmEvhZ1aAdOmCfyYRM4mlYLI4MFrg2EwAS2DgCtsVs+k3l560hZABWMCnhgqC590cZELeiIX1B5hNqjUoKF8EjP8uOI4kBGgSxlwXX08zY7hikoaBr0FxKi3iN5xshjkdgHeAHzOGbMF2P5IRYKhpIGljoC94BS4mc662gpf0oXhTVCDD8H2nprSSF6YR/YKoOVEuC2HztqgjNfA+//kDXdi+ZIOvOmcF8qk6mNfvAMHr1yE815+CoLCZiivS1PsnYWw3DX4jx/9Dk9s3IH3X3YOQhTw0189hlu/8VPcfO070NLUgM985RsYGR3Dte99FVT+fwWwJOAynwBXsV0vhykGwtovZU9v4rE28BeYQ/fDDnXKnICI0u76I5liGqHTDGW3IEwtgNmwHG7LMpDIpdmEBDW4Mhz7ZWlAazKGI4EtX9kCbPE5SrKJfJfpqYEtqaO2pX22xiVSqsgqIWAgE3GZreujG2YGMNqhjBZ42ZiAgakAACAASURBVF7YY3/h1FESnMhWI+hQcI+Cu+Sle0W9JCsTAls+PH+npBRRkl0K/s8VwDXx2sZX+QXEZL+mE2ONiOVaur/IPSPgizK4EBlAvEQ0g06vsHOgHX/0gmQMgJXen07sIuDFhMYY8KJfnT0tQJUf2QbV9V044otT3HSy4ulId/xTYt87YUSoHJQweyldJ0NiEI4zLKwsMXtPsAkr0ctImTBYYzqgqxTYMpATUIvgludV96Bj2TY1NqKxiXJ8yuMKCAILCAzADxD6kdFz4CEw2mAt+Ge4DUuhmAibexKW/wRMynMSBqGU3jKf99BaDTO1FrbbPm39TFdcM/UG5fE5STvjjDMqTlUPg3bc+DzH5FyytXYntGQonr7UD1DCDxTrqVFcmpS9EFbn2Ug11Pd+n648Z+PvLE+duPgw/vrXvyVOXHRdF0uXLsbzX/AsHH54Oxpp51YnGFBkay2IvLW0fLOeOq3s58i0Yn+7G4ZJdQDHgMme7bI+RgBt9lkdEbA1O9c3kzoUwIIBGsMbEOY2wsw9qVncwjg1EZq0K7ARmlyEZZqzKZJ1GQOIfHpq8EsfI41QWNH06uN4d+6Y6tOVxeTgF2WPDKbSskf5WQL8JG1H5b5enLuUSBwZBkQLhr3K18sc9/Uy6IvKFGzaUpT4JFYr03rkiwcArulaZ/1/73nrEXuEwdXxfx6v/6L38m8eYHDt5RU0k8ubD4CrGqhlVVnt1VKQXphGNyxnZFomF+/b98mCWgTLXALDoPlnFyy7V1gOeuUljzAYE2mWwY/EFhc3TsY8j2mNpvhi0TtDgC7DhuWEsBy9sjXdFrO0fNWAgkefkjTSGRu2Uz0NPPBGgPxuGEqn2+kBOZMjTSCXhyVAl6clVU0nIdVxct2TBpHt9P8B5tCvYTNNZoqNceZBw7FwFpwEJ9Uy3W1X/L1sxVB8zEbE/JwTRMt04KQ6se7un6PgBbjiza8Q+ctVH/0/OP2Up+Mlz3s6Qr9LDEAFQCHd2l2Jb//wEazfuB3vu+w1kq73yKNb8Pl138U3131Azv+bh/+CG772PXzr5ssR5v8Xyt8pSXxzD3BFKYhgAAJ9tQ6CZeuVsr1pE3BzbCcU/dbyfxfQR/wncjtg+j0iWVJkF4LeeA0oWIsQpNfAbVkB0xgVeQONti1bwTDjgW7lwJ/gFD2zTFvBdrTEN8kmvnSeA8sgIDZ5AEPRm4+pomlhZpGaH9IfLmwSM1Y/Nwiz92dwZKJe9E0j+9Fe/Go4mfqk2EnuYzb30WyhXTAZv21racnEbb4Aronn1f2qD+X3AxjTCwExSDWB8SPuapxIRP5ORdZXDF7aIoMk+CUSdcrnxn1W4hXn4mqlTFyCBgSKSYVMaGyZNKExN/A4jN4fSnpd6UZwIVzwYqTajpR/Lq7QR14sEZClpT00IQ6iSV4RYBRfR1qTBXlY9lhiIJfnI0sx8LUskEDXxEn0RGCLVZ/L5zA8NAyfWqfS9xc9fkI9C027jWjMNMPzCGAX4PAdorIa6JXkXS2v8qzlMDvORKqxaFAdy+287FMw/Q2wQEnm9O+9iW1DL14tg+GuhZ1aUjOYHE+o/v3/fAoDT9w2o0fqob+ncMctn4TM1Cm3Ncgs0f8vecT8f5m9R/9Pjtv4v0X7E5SUMUQPbGzXSYjxsyiU8cioTlv1S0Plf9Xo5ARsRVaaG4MJE1YYwDJj3yYgsA+C1fmiMp+4pBPuGRVUjV8uTVxkkAvDdyZufAem02ksX9GGVasasHQppbEeMpkMlixZgsWLKdVLvgBEoDsIMgh8JiEyqVRLymdji/21CGxZTNkmsCOHlqzdEkli6dkq5Yk6SZVjP6Z3t9V0f7NxHxOPIffl5eCNPAkjtxEGQWzxvqyU0Vb08bIgYRbBLyMCv6iwsMj25ofx5mkYTI1lqif/fw+CWknLcGrwi4vQDOWoD/wq9/UqMbM3KHHc23y9+O4r9fXiYjyBL6cqYzqpfPEAwJW0Jda+X9dbjiobC8ZMrvhIc/V751cfq/1i95FvHAC49pGKqucy5wrgqgC10itg2ckkDJ5HoIqMBcpxEryM6cHgN0paImjWXtiCELvhOoyZ5oB0chPruMzEF0s8f2gbqj1/uCodSOqjkgnMxAm7TNZilhaTowjImFwd4goeB7P8fxOOWxiXFYkMJ98DFHbBFPPRyo2eNF7egJ9LwW56JtLtR9Y9mCuMdSEYeAhW7m+TmtbHV+AzMY5G8m1PmxJMqwCx/BGEakT8YQzSt8MRGOGIBhXJxGL5c5XMWggzdQge+HM3PvOV7+E7X/sAstkCnv+6a/Af696NVctacPf3fo4j13TgmUctAVimdie+/aPfYf2GbXj/5ecgVDn0D+XxovM+gntvugYHr1qKa79yL9paM3jbuadC5dcLSEamyVwBXFqC6EJZB8FKr4TtajPbvX0jaJLv/R2M4d+J5Cwgk6vQBwsjAlwZZiBSBfrzcEVW2UtgN62GYRJM0gNeJZNEPbEwLDXufyem1ZYGtpIyH8kuIbBFdhUZWzGQLLBY9GzRkw80pgWN8F0YZiqaQGoT9NLN93yosc18wKC8EMoPYQQ+wiCE0XoG0i1ra5K67Yn61IwtslF3w7bJkpv8KvYUwFU6mAq8IUD1CRiiwaxSNlYRIKG5MFfLp4uejc2Gpf5j+aOAXxEAVsICIzAb0rA+pByvAbZNNgcBL53ex34q2/Mw7KFfCsDDY1AyS5aCb7UALcfBTvOdRK+a6kDWdG1A5LC+DiWxnNGqoSmTHSMgsOs3SOogF0LEB42SQkUfHLLk9JbNZTE4OCpsNpZJIRfA8xS8PD85BH4Bixd1oqNjCXzVDjO3Eym1vWp/79srYSx8IVKN5YmzxToliyWAl9sJ+E/CUrvG/fqmK4vSv7O/UFiA0FkLJ7N6WpaNMKQKo/AG/gxj9Pe457u/QSr/J7z6jPoCQnb2eHjXjcO456Y3J7jsUtdLEWqCICjhcZhMhB7TIOmkeP0krpny8NLXLAVfNUGhDQbTa/M9sAqbIwlrBLBJbZsIrIUwmo6QhRL2s0YEXpaDcUUgOP53AeYi0E7Mz0uBOgGNNXBcBPM0PUd/r3ybCKpVA9n4b0xcfPDBB/HAAw9ix46dkpBLtlZDQxqHHLoQy1c4aGxksy4fw/G7zc3NAnQt6uycEhQhy14FZGstkGd7tthavGOdIjcsxvEMG7KtFMSsku8a2Tg+44cAuTaJ1x0Yy4z78CfN5xloQsCaxvY6IXZPbRrUympQK7sRRn6DLJTyHTsbG5O0A2cpgtQhMLigl2KIBccLtCtgP8rk10JkeM8xc32G97NxrfUcoxz8oiSfi2j0/IoN72sHvyp9vRj4oT29xNuL3YyZLGCknntK8h257zJfr/QEXy9tE8BPUb5IX7pK/7wDAFeSEq9vn663HL1HTOYX3TKzILr67nZ+vnUA4Jqfct4jZ5lNgGsmoNbEm9eDjyGEYRcshx4B1UeXsvoe0FAzK9IRP6dgBLRG9xGYZJOEIpVKwsLiNZCF4uXp/6PNrQnQ+IEDn7KYFFdcuZrviscAZVGk+sqq7SQTUb8A5D1Hksls+oT5O2H4PdFqevUql2w5qw2hvQQhlsI0ltZsTMpJSmHwMRhDv4Wt6CUx+SalRQlk2wlwo1X9IquBk7ccVAxi+WMwQvq6RCAW8tq7RcympxpEMZmtGYa7AsrowPs//z389pEnkC8UcO7LTsEVF75QWFuvefuNeMULn4bXv+RowHDwqovvwvZd/Rgdy2PF0oW498tvRltrK77/sz/i0zf+AO2tzTj6sOW45uIXY2FrgLCwCaEaEDnqbAJc4lujSONfAlNSEFfN6mB7th/+cgp9AcobgAoGgWBQkr7MwgaYNAyn5CwYhhFWhiQIyGV1wMxwIFuePidtlP5zAfW8BuyUDzNiGhX9lrTxeOWzTZ8t+kQYIuWVdiMTrZSkLNEklaBWDBYnYTEI6yW7BWbQV3Y6Am+Bswym0yGsL3pTkF2pfSn40bLhPTkp4QVrYKsHpkkWQS6RhGdPA1xxQQf+GBD0w4Q2PR8PEJDZDefU2oReT7rJ5poZGFyNBUagiwsDKqCROmWR7JdpwOsgGHsCTrhNmIWmA1hitqwQWhmYmYNnJTlUAkwoAwxzsO0xmFbyCSWfBS9vwzIIkJG9ysmGCRUAw0Nj6Nrdi3w2K+yfQp7vOkqLtIm9Y9s4eM0RaF98HEK0wxx6EG6wrWp34jsHw1j4AqQaKOuffhMfokI/QvYVwSZhN9e6yZggbICyD4HTcEiFD5EkVWa74A89CouyYvpZQeHO7/4Rbv7ReQK49F0Je5lG/IaCZQ7DIuvCqP2eeSwNkqUQBC0wQ0fGI7w3+ZtIxLtheDuqBsooqx1mZtUkfVI5GKevXA8+dE8bDUTkl+r7FnvkaF95LimUjJlu+neCX/JvsqCh/03vF4Ny+ncuUm3Z1oXewX40tjpoW+hEUmaGLURBItEFykRaY7nS7zY2NaO9rQ0tLa0RbYqggokgSAtbyzS5eOTCtHRa3MQtKRhX+j1hotCnE/TSG4Zl8/4yMEDGegajY0DadWDZrPs8QlDaT9+lKHhDZNdkDaegArJdKJ+u9P9iQnRjQ3rOF794P8ofgze8AUZuA4z8U7MOailnGVTmEFgNa2ClCDZWl12We36xP2RqbAx+Me2R4BcXnfcH8Eub3ZeDX0x6LHpGxqb3E9ttPL5WimU0Fvl6acALBlnR8cJwrT3u7O5f9PWyJ/h6EdAlCMb5EVmPfTD5LFkhDgBcs1sHpUfbfeExc3fwKY68+NYDANceKfgDJ51ZCcwGwHXz3UP44ufeA8NZJt5DSZlaSa5cgBqPjIYuOE4uSl0jK4P0X8oO9cCjlKUlE4aC9tbi5hsObDfQ8qfEsik96TADMltCwFyCwOjk7AhOamBS6eFk95TPjiE/MgIbw0g5fIFVHzgTbAppSJpZPD6g09T3BRHQNb0EziuMwu97ENbo72Eak3sgcaDqqQyCphPhtB4lZSlMrAoQq0DeQ+STk3ziVl4WnOk6MKwF0k4MswnDYwZsm9IaX1g39Hoi80pPAlin3L8FiEBE1jfUiB7GG2nkfRf5gkJLIwfFwwi9boRBF8D9EGLjph7cvO52vOOi+l8K7/jQg/jGHdcjtFfB4YqlQ2nUnluhrda+SsFI1p3yCWYRvKLJ+oCWwUYeGvH36bujCl0wvR6ZLCMg466acTVBrhYgtQJWmjJgPcmIQV8npWWF8VYGcEQTrHgVl0b29NlSgaulWTJIdiJvOmp59aSn1k18WXK7YNI0t4RmISAco+Iz5emfMUuI7Bu9QkvgSzMwdQqR9uWYj3oWtozXC5iUInKAm/zuX3vOu/Hpz7w8+Rcm7Pm7321Cdqwdb3zTWdFKe92HEsli6PXBwFBlrlicmCkNgUA369xOHAoy2VUJkCYTZh3Fyf8IjsQTaO27yH0IFvmATx859hXkcVGqHiC0mmGl6TenFymSmOFPVUqS9OvzPZMT6eKkHj5xeqiY9vtQwmBy4NMTUvmwjQJ2d+3Els2b4NOgsWIzkG5ow6JlJ2LlmudCMamv92ewJ0nF9Z01MChLzCysuZIlSc4fQ8DJs78etsjqatvE15Hgo30I7PRaGFYjguwWKAJbwjIpv8f5ArjK2VqU0dMaIHki8sRSILM3UA0SkiDwEMM8qkjCNMi1G8aEPmu8fybbObNiXvqg2mqyuLcsHsBF4DbBSpMZWUA+N4JsNgulKhc2tHQz/n5JP28YSKczcNwmmFwwyfswffoYcSwQHydmpWkQTktN9b8JEBeDcCVAnEhSx0E7MukcKDuESUY9rSfiRVN5B7VgLNeCV1x4C3Z3Dwow9fzTnoZPvOe1CFUvwrBXJJYh0kC4BJbVgT88uhkf/sLtuO/2T2mWWuQreMvd9+HWe34kN/reS8/Fy154akUR33777XW968bfs2GIZ598PFZ0+hGotWlWQS2CvSEXI9NrI1BL++rV834uvebiWKUU/CqUML/2T/ArljxOBX5V+nrFEseI7SW+XmFNY4R6n+2pvifjJgaMkFGsGvT4iSw3+fcsrn7X+3DJpcfjqKOX13X6x/62HTffuAk33XRTXd/fn7+069+etkdub8nX/7JHzjsfJz3A4JqPUt5D53j729+Ot76mF0cdVp83zWPr+3HzNyzcuO7OOfEciD058rkdCLxtcFOM4h6r8NKaWHyS0EjJoWfIi18SC00bMiGPDKyrFXmZzw+Y0NOGECvhOovhOE6UAuTB93fAcoqJZpNPwojd9AL00wk9FII0CoWUrIZroKsIGClKeNzFMN0FVRlhgc/JUwcsk4wuvUpUunE1vDDyFDD4ICxvs0z2RcYjchEO9jhc1BCAMgyEZLCkF8Jy6AhCGrtmYSUFAWtvshyQcjBJl1nGGtN8ml5pOoFP3pCcDHCwyv8XSQW9EEgP58szSuvjL8LwoReTBShPs/gkHpsyA8o7GrF5ax8+9KEP1n6ZE75x77d/NeersEkvskh3V1D+sIBZoRqCoQZhhkyP5MQgWR3KYLPQL3JZSktDn35w1YBXU4CA0OlEaC+HclphugEcpzpgHE9JBIAwNCuLUqxCnnIUJl6xaulHwQ/TTymNrJ+iT/Nm5LdUsCKV2QKzgRLLZKiRHrBB2hSZXhr0ilOICHxp0Gsmg/y4nrWfRT9gkLE1WpOZMZMGA78dF1743sgzqHZQMHqgcPrpL8Ab3vAaWWWnHEevrPPDSQclkqzjZMCP9NUeAdU+YXRO1r+K3NVoBpgmK8fX54hTByv78upAlt4/SiyUvmuKp0hSHz1NHYnkGFqWQQwsDZjN4mWlTfI1a6W6F5g+z3Q4LPtqz/dEhmLbZLnytJacg/fPPgtqVBJIdb+rZfQ8PxdnenYNYNOGv8P3KGcp3QwxcB4pLMbaI87EoYc9Hd7oNqDvp7BVd9UC8N1DYS58AdwZ+s9pVrUv6YEGGV0hgXMuSrDfjr2KYv+p2NdK37mUu/T1IXyRVYaA58PBGCyQtRZLwPQtzDXAJVIr2AiMUNhaNNdnW6xnK7K1miO2ViBjjqkSKHke8evJE5jvqrKvBudNgq8J+696rr3W7whQSRCPJuKpFKy0Acsq+iaylr1CAdlcToAu1vdUW0hDiDww3DeK0Z5d6GhLY1FnGxobyRCps18rOaHO4U3Bd1tgZyxhZYm5etkjlRL7hFFvKX7yy614xVmno3cwj5e+8cO47YuX4ojVBvz8RkklNjwXjrscH7vlj/juT3+Pg1d04j9vvRphdiuMVCfu+5/1uPGOn+KWz12BlYubMDbSBTfsg8rtREimK8ddhoVz33g5XvW8+sbcvPRHHhvB297yJqxd1Txr8kMNaq3SoFbjGliuTvScjXqYrp1VMr8Y6lEqe/Qi5peW7Yv1RbLX+nSnnvO/V8oeteSR7C/AHff7mgz8Kvf1GhW1iiHSRv4sSDnMdGFmpoUg1isSCANcftkXcOllx80I4Lrxyxuxbt26mV7Wfvf9Hf9KgKvMRXpefl/274/ud2UZ39ABgGu/rVpgNhhc6+4ewHXXXYdU05GzAgToxJdRBIXdkqhnBrthRKuqHJQaTgjHTWZiTZ8fL+/AVBx0BhKProSFRUN5PdBRwjDgW6JBAy/yKVLixeDUa0aITrgOafPa34Ur636wA5bdM+6xVdpUyBQgs0RLEouDKoJNfpBCPp+GYxeEmWbYzTBSi2HaDdO2Nkl/9DthW0zqi0E3H/m+P8Acob9SIQKx2BXqCev4RDKaiIROO6zUImFTzO/G0UmJFELPNosTpNjmQn5qI1cmn8WTUXpkhCBAxk8jDLsxAiEaYXDCXEMU8vzed+1nKw5s+Dz0I/QGAYJZ4SAM1R/VbTIwa6qzKz+LMN8F+N0w/KFIilH+DYUMfGcFjEw77Eb6HbHdRHwp8cvSYKT4ZY1LDJkURkPthbBMAsSUckRyGjEqp4SFP7niT3kbgWuuVlKip1MapxvEijxubGOFnx1N80E5RYLnacoJmABeeuCGGgxZJzumBrYGxSPQsjWlP+km/ZDfCoSLI7+pmUn9qp23fKJBQIJ1ROA4StEcB71iAKw44Yjno5QzQ/VO6jHI82pyVTNgtotkkeC1AFACsPITwfEiX42BrEiEVe+8V9CsIvCgpZQR9iLSSYLp8b9F0qpxLzCCU5OZ4fP6I9NpMconcJ+CUvyQITgKxxmCSfkhQS2yKkXaXblxSWJkZAQjI3kMD/oY7h/B2HCfpJiaVgN29GQwlO3E81/wEqxZswb5oU1A/09gq3Jpbnxkzz0MdseZcNKtSZvZtPvFLIzA6wO8LTDUzshzUUuNyYSkfyIXGgzxNKKNQEFCCQx/VOqT0mDdN3gIPQ+mPwiLvo2RV9BcAFxlbC2DwRlka00dujJlv0mQTNhazZonJGyt2kCy0rCPSkCMIBfZ3EvnBWSY8l4JBhLYopl4A+0WFMxo/FS1H6G4L58XkIs/JwJdIVIYGchipLcfY/27hTWuQU7AdR0sWbJUjOhTKUq+pm2SFTuQCR8YGQSpJtgZU5J5J7VQYBs1WmDYZM23AfZSWYR789VfwlmnPxMve95q+IOPwsjtgG25MJqPwbBagfWbBvCR6+7Gff9+DcLcDhjpZTjn4uvx2n/5Z7z6JachDLKA14cwvx3h6OMIC72aLQ3gNRdej9s+vALpVH0ozXu+shOXXHQuVq+sHyTjdQiolVoFlToUduMamO7spVLWXmvVvzE1+FUqe/zHAb+KZVKAUkxxpJJl7/D1OiBRnK2WX3mc7W96hvSHsm4QrR3Nx+/Lbvvz3N3UHj7yAYBrD1fAXJ5+NgCur36jD9d/9t8QmIfBaTq2ZiZXzNIKvC4E+S4YQReMkAbxQVXvLCa1+Uzko+zQmVyCV1punucgoPyDpqE06oUD003Bck1JfzHNzJReWjIYIHPCI8C1CI7TLINOvaqdQ6AIdPWNA13KG0OYJzOGkp3qk1iu5HuqAXl/MdzGNmQaJpf/6YXQiH1A36SQ/igK+VwaYT4Ly38SdkBDYDKxtMdMtbQcxcmXuxiW2z49DWEuG17JsYVVVmIqTQPX0GwWFhaMRpgEsaxGmFaTTPJiX4P5WFmcjyIoo6YHeSh/ECogE4bMrAE9IZ4gMZzt69KSmS4gvw1mQM8R3Ra5wu6bbQhTHQJsWRZbM6PEGwG7XdgkEGBAA8JxnRTBmA7Ydlsi4LvCNyyksTZle5QtjFWkEAlARnBLDZcVByc3SK2ElZrZ4H+yMo5XK/XPFKDSIl0xjAwssxEmwxEm+HrFhsYq3CmGxrUBWwzRaEGoCGy11Ny/zmZbieuo/CcnsIWIBUY2VkH7vYlBOdkxsbyZxjsEzSIwSJikBEQbYDKRSzz8YnCLwK0GvrV/1yzdBSfRkQy69IiaP0WZrE51FAaXgLYTzitdsMELByVaYn6vCLoTAGOiJyVMrnzo1Ug/OQI5DPuA2gI3PQhXmI+VfT3BreHhYYyNjekBrIBvDkYGgY1PFfDIn/rRvmApXvnKl2P58uXID23QzK2Qz2vl5rlHwu48E06qaZYKr3iYsWwOmbRm1vqFIaj8k4C3EbZNT77FMKw2kX2RvalpkZRAk+mjmbljOQuOY8A2hqC8Hvgjm+B7WdiBJxLBu777+1nz4IqldD7ZWsYQLJo7183WYr2nEQTNMMRbS0XeWsmB6omVoUGubTD93op6knejswRWumhZMOuVOekBi2yt0HUFKCplayW5DpYKQa5cNoe8F2i2Vu8ohrp3wM8NIQwmBxgbGhpqTlwkM8+3GxGmMrBTEI/H6Zh0enEzBZhtMAhu2avQ1evjjHM+gO/d8m6sXZQDRh9FWOgBrBTM9GoYTUdj444CLv/w1zTAle9GYHfi2BddhaMOXYXHntgi7K6PXPESHHfkQoQjjwoIpq0Y9iTAxTq1EaYOhkofokEtgpbzxNRK0mZq2ac6+MXFErar/Rn8otm9Dm6JmV/6fREvSo1O8PXiOGp+fL0OAFy1tODa9t32xmNLTOYjhCtGuubw54o7/ljbhe5Dex8AuPahyqr1UmcL4PrS5y6QiUtgHASr4dhpB9U67WVEs7SYGiYsLdJtmV00/WCR5/LpqWCZcGlwPcVqIstEszAcFLx2GFgCN7UKoUGJG/29erWMJOEkyvctBB6jqslK4Wp9nMjDl8pOGOopWMEOmFWMu0vrR3FQ5S6B4bTD8wyRLpLRlUqRNaFBLEpZQvgwYnaD/IxkOcJ+ySPwfASjWViFXhm8V0vM0YbhbTDdRTBtGm3P71YJYrkTQKwGGASwGDkt8kUNluwvIFZc2uV+WSMIyOYJBmGqIe2XRfP+OQazpqr5gJPV7FbA74OvWqBSS+A0uLCYZipMOyNiOFoICeS4i2C5RQN68cNiomnQAccmuJU8Cn6y6yoyvXwoNQoVUvoyBpVbDxu7BQSn7ISML3Fhkgkh/cLmr42X+3qR0UNmBwEA+lNwAjUgLB7bnr5vG28rimXZBCXA1p6PnU9SmqUTjkIhj8Lo/8IItwNmCHqwcQxmMX2TklT5qf+f7u+mxdTZKuUj/lpkd0SA10zrlf1qxKQovyftEyjePaKq41Ip65IAFhmLDkwyiMnuFa+fqT3jVBAiYDhHMKxNt/kOCiwEIaWuPI0G72Igb3R4GLk8wS0N7tFbaDRno38gQCFvwvM7cPRRz0Zn5zIUCG71/xh2WA7u6vsx4KWO0syt1PSM4CT1Gu8zMDSCS993A9Zv3Cr/dMPHL8PJxx0tCz1eYQhhYSssYxj/+p7/xB8f21l26H///MV42hErcNmHv45HH98qwSFXXvg8/NurjkWYfVyeZ9/3BDxad9v9SBcexQlHUsZT3/ax27K495YrRdokZuLC1prYvqZPWNbjB83WCsIm2CFtD2pna011FwJyDhgOqwAAIABJREFUSUgGzc/LNw1yLYWVXjQv70MypjVbqxEW2U8OGXfTp1lPdn+BcuBlFfp2dWHX5g0YHe4W37kkWzFxcTE6OzsnlWvq622mOzxslyEByY6vr4GJko2AtQKGdRCy+TQuuOorOO2EI3DZ+c9BSK+43GbtU0nY21kgANeGnSGu+MituO/r1wBeL7pG0jjjtR/CD277KA5euRj/+dPf4lNf/iYe/M77EI78CWH2KYApqfMOcBHUIlNrtcgP7ca1sFwuxMyO3D5JPe6JfcrBL46pI9mjgF9UNeT3E9mjWZL2yP4yTnostfcg8KVZ8uMSRwH6GZo1PVO+lvo7AHDVUlq17bv1/GcVGVzRV8cZXHP4+4o7/lDbhe5Dex8AuPahyqr1UmcT4IrP7WMxjPQzkMoU05qKLK3dJSwtpiNWZ2klvY9AMZ+IbCxV5glU9NJKI6RUQhIP6alDHytKIxbBtpbCcVx43hj8gJKh7sQTUE6AfD8NJRN5TkAZ+e4h1/0AkHsMRsaBk6a/R+lAS0N3AjaZLQJsGZbNjGltYKpoOG3AL5hwnDxSqawUQ1UpC6VDQRaGvKw1K4LG38FYHpbXC9vgd/VgXjyF3CWwUp1zOkCuBLFSCM0mhAblhGRpkIkVg1ia5bI/glhx2y33yxoSvyxKDAlkaZZULrFfVtLnodb94joTLzNzAUKjFTkvBX9sAzL2VrhpSqkIOhcZJ6GY/1NuSG+3KBQhvQiBSiPwGJW+RJ6rudpYrtme38Mc/rUABMpKIbQcwLQRpjvhNNM0nKBXOGMj83rvgZJGn979AT2YsjCt/8/edYDZUdXfM+2V7S2VtAVCb3+UakERUSkKCAhSLVQhoAIighSVrkhLELDRkSodEVREKdI7CWmkkGzP1vem/r/zuzOv7L7dfVuDuPf7NpvdnTflzp079557CgFCgn0UM5HtZkATxlBfEFf1LUn43lRYJj3LRg4SDvc6Bvtc1MYJyIvUlKlZPiWmKjKe0nLfbYeOFphhX5jL1oz+T6jHF+kxJ14EfRQLFeLPFQE+of8VzeFDsCvrwTXYmfb6u0ywmURIECuS2hLUUsAtU2/l3uT0vgKFBAS6eP8suX98n/QukuhJUMtfV1CKKIJL8SHjBFP5UjkOpauesIR5TqmUjs7uAHbKgeN5qKgox/TpNB0vQbrTg7HuZSTQVGAxSIOT2Bpm3RdhxdTiy2iW393xKF55YxGu+vnJeOLpF3HbfU/iD78+Uw4hSaBdy6G5HUg5PgKTsq9yCQLZ9+jzcevVZ2DZig9x8z1P4doLT0JTyzrsc9R5+OttP8KU8mb4Xf8RSwLW39V/XIQNJnWgqqp0WKefth386f7F+N2CU4WtFQURRNLXyBdMvSGzHmGZv4cUOklW9GsRoAK6xqRLLjax7YR+kSLhZf/I5ztaBFD/V7+LvMnUcUIBbM41hbJbWSRzFJOL7MeMW6b6HMcMBLnMRG34Di8eKC+uAhUIQm+tIBZXflUi6xveccTz1DXg9gTQ7W4YQUp8yShXXLu2AWvWrJH/F1sIxlRVVWHKlCmoraVHqUDDKqkyXg49YUnYydCBODLykvAxFYZVj7RTipPP+yM2mj0VZ564LzTeCyaJel3QPCYqKo9QPbkhFn/o45TzbsTDvz8LgdsKO6jA9nudhv88fCVKkgl0d/dgh31Oxb/vOQfl/rvwe94HKN8eF4BL3U8CWkEEalkqoOjjtmhYbBvK3a5/8Ittkswvgl+UPKqF72LsEoZzHmPxmXzPL/o9xsSbVnl+KfBL/Z/vMjKv6YHIMUrk6+WMyNdrAuAai7uq9vnBYdsr5Y2KoR2377NueWnsLmo973kC4FrPN2AsDz8WABfP1wsq4FnbwrQq4Tv00mqEJpIVdp6h7GQUL8zxYpKWaCV8GJRJEMwSOVt/ccaA55TCDyYJ04Qvfddthx80wjAZe1vcwE5JscrhpnRg3duwnIUyIPX8GFyzDFoyDjPOJMYI6CJbIa6i6cMXJ6shd5rk+TocggyugZjlIBbLHQiSteUABLcot+xVyBZxHQNeTwq6y+swhWWjc3VzFIpMSEVSSJaDMhH3CWD1ArEMXnso1fo4g1hRlWb9slwx2g7oZcUJLpMMxXQ7ko0W165G4VYVaBvhfaM/kF4lkgwQaKWE0KxU8fVMXzSaoeutknKm2yugo6+MhNIjjfeYtvRkRqZroce3RLJiozE3RU6tex9a0/190s5sYzqMSfvDiJH1xNXa3quVtgBe/SbbjUKlK3CKwBZT9LpgkvlWoGQTAJXxuCSDwYQv7Lfp0ifFYmMHEg71UrNAFj0/CGSlQiCLseZpJY0OzW4L+aaJV5rXUrAtReeifLlKEWg10Alaimw59IXPSC8k+lKCCRS4xeeKfmD8rr4K3V+FVyjwSL5LoIAtzNho2SFj9E5pocE+rf9aUufGMIwI8KLXlo7A61SyYnqVDVLJZBW7fgDH5USKYB7bji6AkCcpdLx4A8lkCcrKKpSvouuB8nd5BdiA7nbDpOmwr0AVz9oM1qTPCcA8Fv3usaf/Egfu81nsudsOAsjt+tXv4dmH5sPr+RB+67PQndUw4hWANRVIbgg9Phm3P/hv/POFt7HgwpNx+s9vwP9ttRG+ud/ucr3fO+tqfHWPT+KLu0yC1/k8PK8LRqwCt9z5LGLaUhy075yhNlXZ/sO13TjtZ6/j9t+fPuTPE5zxUQXfmAMjUS+yy8h3s+/7tm9/3sdYnSAYgRG5R2y/IUDL7xEoFgasOOlO+G3Pw/DWZBNCQ2sCLkL4yc1hlU6LomJCUI3nEAJsBN6isBY+JxHIJv5W4TMTgnI8DzYzGY2ZMRiJIEwX7I/9lAXjsvWQf/2eb8JLa/BTDky3S5huva0S+Cx2d3ehoaFRgC4Co8UW3odJk6eibspslNRtALOEskmycYae7sxzddM64FqIxaagCzNx7Nl3YOftN8ep390PGn0B6aHlp/H0829hXUcX9t1trjBR9fg0LFlFieL1ePgPZyPg4pWewGGnXIuD9/0svvalXfHE0y/htvv/ht9fcgSC9lfh9ywbUwaXsJcF1JqLILGhYmpZiaLsAYqt//+F7fqCX/SgVCFG+bLHjwP4RRUL310xYYHR9J6SXfZLAT29tJR4RxqGutZiwoAmAK6xe0qWf/OT44lrZXC0Wbe+WPCiuEhVVpJEIjH4WJXJuo3NragsLytq+7Grxfw9TwBc41XT6+E4owlwiQQjMOB5NjzPkWQ2Gn9bVsmYTCplIOpzxb0WgTEZmjkZAaUuehNMi+ywwStUfLXcGuia8tUSqYXbDE1rEhPo/vYReWIJKGA3w0utg9PjAOkUjICMBRo+UpZiwCfbJVkKwd04WDYoXRps+gNkgC6PQBfN6NOKteVn2Vn9XSGP61De5JXC1LwMe2LwGlHSnHwQK9EHxBIpIa8rNGYei8lUMec63tvk+2Wl4Dtt8L3I+J0Sw3XrVWKYAQv4bAgAWQpfq0agV0IzKgTIEhadnk0EVP5QNCptkMCECNyVIIXu1YC9Crrf2Uf66qEUrlMKLW3DdDvBFNCgYlfEqrcfs0G109MKd+3dsHwmj2WLGySgTToA8Yr6Pk0iCz6SZaR8vbIpRGQbjTyFSAFbmjC2BgK2+muvrmPBccrFfFuxuxKS5EjmqaETqGcfqu7ZWJYs65C+WrlAFhlZrKtsquJQT8X3HAReCzSm7w1wET4H2XqNyJX7k5lGEsJMEiKlsb6nkumI/kST+TCh0+CiSph+qCQZYqAm8kHFyMkvAWXSxQYUyK5cBLy+QOXUamFqYASaFbpc27HR0d4Jl+8grUT6XJp3K3aaiIElTa6sXHloBUS0CKBlZHZ8d1H2KAaRCIxqaLHpyk9IJi1KVkm2mYqpZ9vid7XoM5w++6tHn4ULTvs2tttqYwFSvvTN03HDRcdgRtU6+F1vApIMGleBKaVbIYVq7Hn4hbj2F8dh683qcf4Vt6GivBQ/OPZAmUidc9nvMbd+Og7/2rYI0osQeA0i57z59mfGHeAi4OEbs6FZs2DGp6w3X6J0TxOCxkdgukoGmlsoxfOr90Kieou8wI4+7bdAemEu8MawC89jn097hhYYBsFhtRdhu8l/IvaZQpnV7yPgNftdydIJFpUg8Jg6C5Wimsdoi0A4BfAR0CVjvampAatWrsDq1SvhEeglV40MTn4XH9HoZ1+CTUoqqlA9dRIqaxMoLdGRTMZgmYXCNgpJT9V1CdOdazYcq0l/bUFPzsHLS0tw9I9uyavKT39iNq47d3/86o9PY/mqFvz6R3tI+7zwd6/j8WcWoaWtEzOm1eCcEz6HT31yc7y9uBHHn3MbKsqSqCxP4oxjvoBt55bD73gLgb121D245sysUaBWctMsqEWw0hj9AJKxfO/8t+y7bwgLF9IIftk5zC+CQSok57+b+RWXhXpau9Bnkv6ZfshMNcj20gl8AQaf15xhyQTANXatedmhBLi4uMa+THlwjcfPs2/7T95FfbBqLU448wosW7FGfv/1vT+Ln37/KJgF+2Lg3/95Ez+68Hq0tDLECvjm/nvgxycfBr0XA/4fz72GE8+8AvMv/j5223nbsavInD1PAFzjUs3r5yCjAXAtYIriLw5FQGkKaCrMFTW1Mi5yPK0aBuV4IzTFkRUqX0eAEvj6FOgW/X+mCmCU+0IXqQR9vYxGSSgspriuJb5aFmUApgnHceC4a6EbTTANatdpTk8ZYZjyJZHznLC1Q/fJYlCDMTHA7/aUTBCkoytfIBe1CBIzoSXiIqUki63Y4nkm0raOwHVgmR2wzIGviUwQpkHqBl9OhjC6fIfuMUyOVJO53iAWZZxKShgau9PUPQNiZdkAI72HxV7zSLfjC2Dx4sV4+umnR9TuuJ8jjjhCmBnKL4vG7+ugB61A0BUaaBd/L0d6XYU+L3InkTxVIqAhvFYJ3ayAblZBN7KG573vnQBYrhPKc5kEykFafpFtetYC9mpobOsi69LhpAP4nR3QnBRiyUg2o7xq3ORWMKt3kt+PZpHneu2DsNJv5+1Wjln1BSRr6E8wOHDMD+f6etHPyxPQmEasEU0/9IkaZHcZYMtVjC3G0Bd5CnINrmuKz5ZhxEUe3fuzUfS2PK9+MgS9KKErwSWXXC0y0eEW3tsNNpiKww7fX/mTZKSFBLLUhHe0ZZ6UnzERlCmgMgnupxCcDfQaGCbNyvNvQgbckoRLCwgSod8Z5RdhYAiDEISR6MAPOuDTP0dvV5ITclbk+jjJ5oJBW0YqrOSQ6j4EZAAbA8j8ZN7P94DaZ1QyUm3O5QNNQiDDJYOM5Ctt2+jo6EZbB9C6zoNtu/IOq6pOoqzUABW+ZaWlKC1TEr3ASwv7o5A/pUi1fCbKTpJ21Oc5D88jy4Zj3WS/FPDFuPoIACMopgCw3oDq3oefiYvO+i623mS6SDy/fMR5+NU5R2CLGRq8nveg2euU9DKxAfTSzXD7Q6/jny++h/k/+5YAJu9/0IjDTrkam200E2nHxZvvLsPPzzgK+31xMwTpd8WPczwBLsXWqoRv1MNMzIFh5o8lhvtsjfRz6a41CBofgumv7bMryvKC2n0Rr9yk6P4u6vMkxdVTDF2dvmRFMtULXQ8XB32Pi4I1MA0lpR6s/+3Dbgv74jfffBMvvvgS3n77Hdi2eg9F+0okEpg5swr1G5ajpobjv+x7iizXyZMno66uFvFYlAjdC5AT9qdgwHDTFYBfBkPad8gGZXs1EjAsLtoxCZjgUIBAaJKUJXJ/djj2Y5/hQ6fcz1D+dsJ2ceiFx74/Dkr413U5qCqPAU47fPrM9qwIWd0cF7s45DsX4aKTpgy7mVx3bwuOO/kCzNlkVxilTAu2JkCtYdfm6HywMPjFhaJCssf/bvDL9yxJCKYVgy9pOwS5fOiGjR9+/2J87+QdsMWWGwyrYt9+axUWXLsM8+fPH9bnP84fWnrIDhlAKwK2xuP7nNtfyKtWMrnLShO48Mxj8GFjC75x3Hk45/tHYt8v7tqn+sny2u2AU3Ds4fvimMP2xsoPm7D/t8/GL878Lvb78qcz2y9cvAKHn/wLdHWnJgCuj3MjHs9rO+GEE3DcQc3YYpPhJY69vbAVC25uwJUX7iEeC4WKDPg56bY4ER7ahCzL0qoTlpbBBECrZtDVVTV574bnNcCwGvsdyOUysbgK76QteHYcOjwY6AKlNYFmw0ymYZnq+gQ3D7hiTw+svj4S4odFUCllQ7dboDGlhilIugmhxWsmdCsIPSMGBkdk3ZSTG5+TcBOOzUlugFjMhtkH6GI9x6EZNGmn5EkVYdYJ0JWE63BwV64GaHrohyVMrOykZrBB6ni2z9xjRQMIdU3Ku0a+PK6gpcLvaZEUaEhh2bJluH7+z/HJ7YY/kLz7ocW446ZLuNz7EfHLIjMr65cFMrPMihBANopm+SgQmM9FswAzA4EyAkowAcpuhGvbcNe1wuxeBjNoV0y/XlH2AujqU6BV7oxY5eajwjoiIJVq+Ces7n/3AhN0OCU7IDF59xEfJy8AgNHbfjcC9AhNn6uVir2UNWQlY8t109ANShHV34otElRBYEtPKGBrCN0iB5V8pr956Ok44cTPFnvIPtutXduOnu5qHHHkXkVJD4Z9oF4flPGwSHgpWexfniTBIKgEDL6bkgWBLAXOKCBmsH6Lk3sJ5fDXIQg6AY3t3kHgtAL2h+F6KCfQ/BJ0D5pF+S7l5JEXmJqYUKrSG9jqr34yiwly33S4toOGxjQamnuQTjPxK9tueA2JRBz19dNQVR2XhZCBwC3pC8k2MxQDLPAJcBHUZr0Ud8fy2HCCDRAwJ3AYscAI+vC9kcDR378cxx/+Fez6ic2FabbzvqfhvhtOw/QaDUHPyrDvdYH4dKS1Wux5xKW45oJvYZu51QjcDsCqQZdThqUrW1BZVoqDjjsP1118Mv5vs1L46fcQ0GQ9cMecwcV3aWDMBKw565WtNdAdSnV8ADQT5OprPO/Sr44gV0V9Ue2eY6EgaIZuNqskxCLbRu/zU2wtC55XA0Ovg2EkRw1Y4fP5wgv/wXPPPY+lS5fCMHTMnVuHORuWoawsBJP7qbD+EhfZV3puHL5fB9NQXqmD9RPRIQqBcYV+l7t97r5zt80du3D7ow/fb0TvK+7v3J9dgblz5xb3kE9stV5roC/4ReBLmd7nG96T/fXfCX5xMY7S/3nzLsdJJ39iRADX/GuWYsGCBev1nn0UD77k4J3U4lum0wmtuMb45/o7n89UR3tHF3bZ93u49ZqzFZMbwC+uvAVrGlpw9S/m9am2p/71Mk7+yVV49sFrhb3Ncsm1t4MssGsvPFV+bmxuwwHf/Sl+fNI3cd4v/4DLfnrCBIPro9gA/9vOaTQYXNff1oIrLvw6NJ+mt4UnLIp0zlXmOuU/1U/JsrRK4RtToHPyTIN0k4P9IcwCw/1z0GQTZNIIdJEemc/EknTCKKFQ6J5c9Sfd3oTue7B0TkB0uAHlCzqsGFfgegRw6u0t0fuSaPLpumXQvCRMLd8A1aVXBSwYMV98LwrGxnNlMAOiZSdBrp+AY8dFQRCLp8SDgjH1YqZvkIEVSVPI5CJwpUyROYsmA8536cc1FSaBkfVMZY8GgXmAlcy4HPgZ4EoNBriKKqb6QUqARd4HyqhUElkoSZDvqq6WLm/A/AU345JzdhzWY5lKeTjqlH/grlvOHdbnR/IhJfdle09I+iU05ZclrCyys8IJ/VCfCVnBp1+ISHCLk/HyOlyqb1ubgM4PgNQamPYSGHwOwtAEFWWfn/IlBsCln0SsdheYFmW5wytsGz0tb8Boe6wPiO5Yc2FNO2DMjNjzJKk+vTi6JZQiAGXQLZJ6KnK3IsEtGi8zZZLSQwJbw+jSMpV4yDfOwK+uOBjTpmdTLIdSw3/60wtI91ThyKP2GsrHRm1bz02JLxcNbsXoXSTnBOM1BB7NcbmY4MNHDbTYZkiUTC0KyCrmBCMwkyCm662D0/UeLKyUyX/kl8fz8ZBEkJgtTMhMKqJPcIwm4uxS5Y2lvocTk9zvuefCLR1XQ3sHJfw+0j0+UmkfPT2OfPkeV8B1zJkzB1OnThHZo+82Q9fInOzHyy0Et3I1nwFZzpTsCpttZAEFAm7blHFaMMyNMf+mf6KlvQfnnHqYmM2f9rMb8fgtP4GTbseCmx7FN/faFnU1BnSzGrc99Bb+9dIizP/Z4fBSDQiMSpglswHNRGdXN26+5wn89emXcPf1P0HgfACk3wMkFdIfE4BLsbXKc9haowfOFNPmhroN22i6fSnQ/GDIBs/fg6vXQKvdG/HyWX12LSnVwtZqga63jCJbqxqmwSCR4oGioVw3r7mrqwuLlzyPVOoDOE4HPJEcD14ILlVUVCgj+prJCIJS+D49VtX5TpSJGvgo1kBh8ItjDYJfXFil2WJkeK8YxiMZN4x1HUxIFMeuhhcftPN6YXBt+KdnMxe1eNlq0Krg7/f8GpNq1djz5rv/ggf+8i/cdf35fS7+mRfewHFn/BLPPbwA5aVJ+fvt9z2J2//8JB74w4VIpWwcdepF+OzO2+J7R++HHfc6fgLgGrsm9L+159ECuK667GhhO4H09wKm1FGt+iAIUwvdVA2dJcvSmhyytCYLI4XgSzGrbbngiO+58P0OSb3x3S6RkWkB/98DT7Nh9WJiDXS3HceClzZgwhFpHz2xbLsLuunAilPC1H90tiTNcfKhx8CkR4eAmRfApHQzxxCVfhBkdJkJH6YRpRZFRvIE0QgYKoGLcMfEH0uxDFwvAdtOQkMcsbIkYgmVbCfuLYOs0CrvsUpooCSzdNSBrj6AVUTl95iyRkZaSlb7Sd9WYBWBq7RMdlUypKuAqhCwGgo7Jrqn/y0Al0zsRWJIY+sq+Dl+WcqHqDiGykBtWflsdYUhClmfrcF6O4INrlMFDXUA06aaHoVhL4Jj29DsVTD9JtmFtMnYdBhxFdgQFQKvrlUPvWonxMpmF/U89z6ndOdKBGvvgql15/3J0apgTDkIsZJsWutg1zOSvyvWWxN0ndJlyvjIIGSKWihbloQttlt+V75eUfE8poqVQtMIbPF+Fs/26u+c/9sArogppBhoMcCPw/UMuKlGGMFathQK2kOwWn3P1B/bnrk1YjROHgNQnve2p+FvMOz3EJhxwDJgWLxPPnymv8aqoYu/Hhc4VMnKvJV5ffRzpo/m6QsARtWTBdtx0dXVEfqYsG8jezfbr9s2J+g1qKgg09mAn26B5nwokj+anRCrypUoRsyt/gzNAvpTZoCuoXny+PQzSzdDc7hoReCtCjDnoqU9hmN+9Ed099hoXdeJi888EJ/fdRN0tLdhlwOuwF3zD8cm9ZVI2Qnsfsg1uO6io7DV5htyDzB0Q6T2ux/0Y5Eh7LDdZrjox8dg6uQaBcakyRJ9H3qwBrfe8fSoeXAJW0ufgcCaDSsxrehxxUj6itH6rIBcbQuhtTzYJ1SDx3Bo1TBpH8RLp8oh1QIGvfPYx7fAMDmmGN7ZRN5anlcLQ6+FYZSMybMnY0AB5Hrg0hbCpFw+gJ1Oo6GhAR+uWQvb5lhh8D6TMtvmZi5SVmPD+q2xzTZbj9k5D69WJz41UQPF10De3IaekZTKZphfUbhLlFj80QC/JgCu4u/vULd8/8Bd1gvAtdFd/86c6qtvvo/DTvp5HiPrrgf/jgU3PYCn7vpVn0si42vvI3+MjWZPxze++nl0dHbj9j8/Je+q+3/3C5x2wXy5psvOOUE8uSYArqG2iont+62B0QS4ZKBCzwKCXEFXv8ekibCnTYFmTEFgTlVeWmSA0Oyzn6WJvFUOrmx7HQhoGB2BWD6BrE4g6A5j5WlSGpmiZickLr1HTDKxiouUJuPJsU0Etg09tQJG0CypI65ZCyMRhxlTEfbZEskEaQydzzijPxeBLtNXXli5kxXHVSmQZoK/74Qe0PuBgJbaRzgNCv+vrktFh0+Gr0+W1EXWXTxOyVTxDT5rsk9GlzKy7q/0KxGMwKqIccV0sgiwotm+T8aVuLqGpoihEXORrJfiryZ/y48iwJX1y6pSfllkZRn0zKJflrqHwzF/Huieua4Nl1JdmTj09dkq9FmZ3DhMI6yDZVGKohqVk2qH1/gwTGcJHM+Ab7fCcJi0aCsWYXwGjBhj3PP36gYl8Cs+hXjNJ4Y04XDsFLw1d8F0P8jbofKh2RuJqs2H2zyK/hxfxAyegLZGZMEDgVPZZ4ReZS48j55TCfGKYiiiaZDtU/ShB9zwowpw9QayKJsj0KIiypVHlhifh22dk9t053vQ3dcHDMOQABNjM1ilW48JI0MAzA/vheUskkRL2y+BY8aFEGvE4zCTCTHUHWhhI7ph0kMTuNaqQRkxE+NWfLBKOnLTMGCYhphji0mvpSEe11FTXYFEktJAajhtBG4X9MCFJmbdfBVwY03178LcShaTVSIGwax/nQzfXn5muQ1MDss+nIxnVwFb6h3FFAamEk+DZk4H9HLxDasos2DoikUrLGjp4wmqedKvaSaPRyYZo+i52MROoRJNLQ7KyyqQiDG+ngtSDH9gv2Qoj02nB/OvvQqm+zK23rxi2A/LL69bgrvuugNGfBYMU7G1Ci2YFfu7YZ/ICD8oz0fbO9BbH5FUwt7FMWfDr96TZO2QrdU+Ct5a7PvprUVgS0nfx6Ios/t2eD4ZxSq9uve7g4yugRMXCUTHsHJFGgvfa0VTU4f4eNGf65Of/AR22mknbLLJ3DG7hrGol4l9TtTAYDXQP/jFPkIxvzSd4BfZX/ScHB/m1wTANdidG/7fF319V/UO48s6NJsfj583vvtfmZOOGFz/uPdK1NVUyu8HYnDx78tXrsVvb38YH6xqwAZT6/DGu0swc/pknPuDo/H5A08Vk/rSEkV6uemux/G5XbfDV/f8FL70uR2GX1lFfnLCZL7Iivpv3Gy0AS7WAVdZZxwjAAAgAElEQVR/AyYRBu0ZEMenxI9pL1q5mMRzgB7Et0OybOPMZKUgiEUmFpOjOEDOA7FCnfqw4qENAZN0yxfD98HYQeLbYntwu1Mw7CaYGs3jATcog2fVwiyxBDgg4KQmHglJwOpdZNLj62Is7aRj0IN4yGQrFQ8V10nB61gOw2yHVRrANAgUFfLo0uDrJUBsMnSrKjMgdGwgbcdg6EA8QelU8S1S/IScamiYAl3nRJRpZGRZ9YgHjBhlhmwrkQgSuJL0GEoEI9YFkbisRLDw0UltkRmaSCal5MSa56jLQ1hPMdLCDVWKU8hSU/uJ/qQi0LPJT+tXoqgYHWTaWQj0avGgo8RQsyphmAxcUIl4YzVxkPaZ8dminC6f/TRQy3CdODy3FpZF0LOvnDjd3Qi/8SFY3mow1cuxe6Cnl8JEh4Bc4IQy3lc2J2bwiS1g1tCAftKgjZOTn/TavyCWeiVM71If8RmXUPYZJOp2HtP6U2wIpsKtFZ+y4lhXqr3S885zKhAEk6DrBHUov2NqWY8yNqeZvW4rORy7DQmdiBgKEZytUnKkXWe+Z6ttfQNcQwWyBmLjClOlewWQfhOm1tJv2xB/Q20m9OTWiCeG5xs5UMOzu5uRXvsQNJ9G3B0wDRq7e6Dc3DNnQEtwQcGAbvgyGSfYlRsYEgFbBK8JWvM9sHLVKqxYsUJWLPsWDSUlZaivr0dFRaVisqRbobktylNLZvt6+B5VyUmBWQYzbg7Z942mwOA7h2BVDtAlck23C4HdDM1bJyy6/H6YZ20okEsvl2RW6NwXgTcCXJxQMWHLB4wKQAIuyDyN2jMZjrx2JbkGQ1Dki8dRkzEydhUbkj4uwFVX3YHpGziYPXt47Ez2fVf/+gnccttVIfs5eo8oFnR2ySiXGa3qWr2TFFNa3uNyD7Jf6nc5+5Otou3Cz8j2kS9c9Nncn7OfL+RLWigQJEWZdvtfQ5k265sLhTEEsST0siqYZdOUX9wwijJhp3y6FrpGSd/os7pzT0stGvA5b4RhdhYFyK1bt06ArqbGJrgex2262El8sMzGO+80oqOjS955vQtN6j/96U8J0DVjxgZj+s4YRtVPfGSiBka9BgqDX1nZI5nIuoBf9PwaXfBrAuAa9duZ2eHC/T+lPLgUvjVu3+femwW4Cnlw/fzXN2NtY2tBD67etdHdk8IOXzkeZ807HPt/5dO47b4n8za54vq78NU9d8Xee+yCT++49dhVZrjnCYBrzKt4/R1gLAAumYT6gGu3CzBC6ZVM8gz6QSnJhiQ/eTocbQbM2OQQMAlBLKYPkoklUdEEssYmpc71LXiaCSvBBKsCUfFi8E6/LeXzpAyCNfipHphui6yQcELvaBXwY5MQKy2BYenh4Ji1wEGvJSAHB/Q0mefPZC/QxFf8ucAJcDXcdW9A7/hXCBLQejkBL14Bq0QToCsqkkpp1kKPT5aUxELFtknvj8skLB5nomU4ZhcaACcSnJioLxoFKy8x9TPnYE6PAc13YVGOw7Sx0ONq5K2U9RGDxqRGYXHQl4n1mpI6JiOP56cmVwTAuG1CPFsUhcGT1DJ6y0BXZspq4uFKgieBt8DvzuxjvBhcGb8sLQlfrwYEzCIri1/lw/bLGm59Z322GmGa64pmDHlimj4JpjFZ2HwDARLpzlUImh6E6TfLRNBxAwTpBpieig1GYjaMWCH2hQZHnwRU7oJ45Rb9TjbEVL7pRZidT+X5D4mPUXwbxKd+ZUhMsKHUpaq/dQhAYKvYpDE1oSVbyfcqoWl1GWCr0LGjFEe2XTJYhAXDib5G8IvyZ0tNm5n0JyBA9JXtC8cL4OoLZCUQBHx2yQqKGFnmqLAPnXQb3O43YAYrBuz3vaAaQWwrxEpmjsqElRMC8Wvsfh9B14sw7Lf6sGWEkRWfATNeK0EPytNJh0+gmswT+SqHGauUc+I+ly//AKtWrRLgqlCpKK/AhhvWo7yiXKU+phqgO2tyFjay8kcCu5SkwaxVRt++B0NPw7TYx4fMMpmsREmQoSF+7lqLePsRnGLfaQE0+3eaZfGoP5+v7HmzT+aiAt9jyumW7w8Bpcwa6LFqaJLi2PtKIyZ1BCBFgE8ueJsvP7vpj48gnmzDwQcPzz/xw9Vt+MH3/4Q77rx0KI9+/9vKteaXrGIuR5JdQEXXR1nXZ19Z64E84C0PiGN7ApzutUB6lbD5NDLSCLKGQGJAtpwseBFki8Yf0TlHS258B2evQxlDlyAIKmDo1dAJ3nLfIbCaPZ/CIQ693xEDseGiZ4wJ15reCNMg23xw2WFurbMOmptbsWJFK159eTXeeutD9PTQ9mDwMSL9uXbbbTfsvPOOqK3NJv+OTgOZ2MtEDfx31EBf8Ivjj8jwnmwvLo4PH/yaALjGrh0s3J+pg3kv9HH5eZP7/pl3UcecdhnKy0okCfHDtc045IQLMimKlCAeecpFOOawfbDX7jvJ55ikWFaSxIuvv4db7nkCby1chr/cfhmSib7evBMSxbFrPx+5PdOrorRkgKhyAZMCdHX3SIPrXYiWWqYJyypssjmaAFfkpeXr0+Drk6AZNbDtBpjOmwIGcRCigayk8Ium4QJelcrgmAOr8S48Z8oWOWZXskU1UBKZRQGDd/7N8y04VGWku6B5PZIiF8TnAkYZ9JgLK27DMCJj92zcdaFrc9I27I4O6F3LYcnqeXaVX/yLkISfKAMty3RTSRJ1kYBFEwyOljnJiECqaCXcV8bgtgnLsJFIEPgJUyDDAfFA1hyUU7opZbRv6pE32EjujgL7NKMamkWZSxlsJyYSHVMjMNWOwGEKV4cC3whumXXQzEkqelsAuLSakBm1AH1xCJSJjJOy2HUIvDYE7loJACA7YCwArozEUJgMVfC1SmhGBQwxf1egUDGJbiOpyf4+q3y2OsVnyzSbi548RD5bujYJJkG5Iql/KRogNz2QMUB2Kd1Nd8Cwl6lVQYJclkpN6V3I/PJKaEC/M8xY1o8v2i7Vtgha8/19QAbHmAFz2oGwYoX3O5J6VfVHj6QPhUVJhk6xRcIbPDIg6fGTlMmwY7tIJAqD0NF+Pd/PbBd5zPA8aDDek+pBaSkHAGRQrgPQJpKDiBkz2gCXAFk0eZckvRgCPwtkMe2R/mEMrBhtGW3vOiYLw+58A4b3LowBfA7preSZ2yBWusmwJYu5wJbuvAtDkhUDePSfSq/sA7JJgmmyHobFoA7lw8X3gWtsDiMxC5rWhQCU53dgxcrFaGhYDc8rHLxSXV0tzK3SUgIMhcCtbM3IwkZsGow4+0PVcwvgYWtwHAIFXJHn7wmMclFFsbDIiuLihQK92K9ywcJT/of8nJ+CIe/jwQGC3Psk8niyh6xaGLE6aEX2GcU+Tx85gKvYEx+j7dSklCmgXAxqg47OPIuD6LC+SEnp5ZjTdjLdWA4Q5/E557gylgHT+/R2BYG4MGE0h9GWZcSFrDT5XJahJtJX9mleFzSjWwH4YRvOMN0zp1YYiONvPQmfKAE0MqDL8fZb7+LVV1/H8uXLkUpR5kofL5WsrJ6Pvt/57NCE/lOf2hU77rgDmL4Yld4JiMX4v7L/7urqyaSDjdHtn9jtRA2MSw0UBr/I/KL8PAK/7JD5lZ8qHZ3gBMA1drfq3a99dlyZWxFTbNP7n867KEoOjz3jcqxc3Si/P2Cvz4jc0DQNrGvvwq5f/R7OPvUIHLrfF+TvV954D66/5UH5/2d22gYXnP5tTK4rHI40AXCNXfv5yOz57YXLcdyPfikx4kwquOHy0zF9Sm2f82MK0VkX34B4PIaKshLcePnpmDalVpIJTj77Srz29mIxdP3BsQfhO9/cu8/nRwPgWnBrDy676AzFqtEtMZnXOVGgJ5ZI3Dqh+03QNXaSfYsStZVAIzPJGH7a2khuHidLDixYcQ+G0aWYW6GsgpMYYWf08sRy3ARstx7Jik8iHufKNVlpHmynAYbeBMOiH1jhs1I2K22A0wDN74bnxWB3MyylRyYdMkALuW4u6Pk1DXpZJeIlDkydbI4Q0KIJfRBF16tj5R7SD5jcFYNtx2CZLhJxlXxXbHFdC07agOG74o8zmJyz//3qAkhpsRmSjvmLqx/Cw09SegZ855DP4phDdkXgrEDgNAgDi4N0LTYbMKbgxjv+gcbmdfjx9/aUEAPodTj4e9fhnUWrMofbf8+tcP68HRF4TfBdW6ZrS5c24Tc3/BaXjiRFcd4/cNvN80V2E2ihX5ZVJZ4fYz3RL/YecVDiumnx2TJNepkUlzrFNug65QjEZ0t5rQylFDJAFpaJbQP2ahhkYSbpf1MYoJegBGsO9MqdECvPxt2ne5rhr70bVmhgH52TS8PsyQcVTA0bynn33jZrwL8m4wNT7P6UV1kJ/GAaLFMFY9z/2DO48KpbZBe7fGJLXHrO8YjH+kqH+tvuj396DJfOv0M+v9Gc6Tj7lCPwyW03hecx8a8zlAX34MgjT8QVVx40/BTFO19AV2cdDj/8oAwjazyBrIHqWHyHuhZDt18Xn6f+CgFnT98IZsk2sAoApf19Tj0zLpye96E772WArcz2/HtqLXR3bR/wh0EpSNTDNyoQmJvBKtksL1Wus7MTDzzwAJYufReTJpeiti6B2loyYyihJsgUCIOkvn4OKJ9S4NZa6E7fY6n3gA7fmg4jkR/gEJ2reo4ZTJKGYRJA4GJAlKRLTy8yhgleuvDSbYBIw1g0kRi7NmAEafGFVEw0MgfDdMheDGqfUkXK460a6Fb1gJ5exT5DhbabALhUrSimZzSh5AQzBG3cHhk3FCrC5JI05V5/FfaeKTJVsp+F6TXQKtdIbmAIwJJxLTYGlELlBGso7Cn/4H0YcSHARtBdMUbpUcl2nf0cx1uNjU0iW+zpIQvFF4mrT9mtsNP4XS0CC3Af/sx9UBI8ffoGmDZtAxgG/fWoNCjBy28sxbmX34QH/3guXK8j9IfjJ2gpEINulIAs+Z9e9kc8/dwbMr5+6KbzMam2EjvtrWLvc8tLj/8GlslriEIldFx44UVFLyQVug1sF4ceeqgA5BNlogbGqwbyEx+5mB6BX1wE5yKLjVNPvQAnnfwJbLHlBsM6rbffWoUF1y7D/Pnzh/X5j/OH3vnqbmH/l7scoTRR2TL6P2/+wN8LVuvaplZhZg1GwulJpdHc0i6BMgTBPkplQqK4Hu7G8T/6FXbdYSsceeCeMlmqqarA8Ud+tc+Z7H3Emfj+sQfhC5/eHude/nvEYzH85JTD8cTTL4rx27UXfV/ogfsccSae/NOvpIHlltEAuK67tQ1XXfqtjDSiUHUVl7DIgRkTFvsy0cbiFig2TuiVpBnwglI4KYJSnYiX+nmGx8psV0Fx8q94YE2FZlbAc5XXToyD/nAl23FScJy1MKwmSUdk4Sc5wfE9B76j/E4if50oMdB1DLg9DgyHXl+kiWnwY3UwE5NEDikm+YYGK0YgrjAzoOCAKKCMLAYnbcGKOYjHCoONBQfMZCnQID9lwgwcOW6uQX5R90YzhdGnxTfG6wvbcfLZv8Ujt/wM7R3d2PPQs/DSIxcjpjUgcJZLAqZiw9VjjyNuwNrGNnxzv93w45P2Q+C2QDPq8PXjLsUZ3/sGNt94JgKfoF9KUvY8uwE+vdpg44Plq3DDjTeMGOC65Y/XAEYVdCtialWLPHQ0zeCLqsMCG8kk3aGPyXB8tghs0Wdr+BHqHPD0tLwJo+2xPLaV45nw7FboXivM5NR+5bS8JAJXfsWnEa/5pEz2nTV/hmW/m3e19EDyq/ZEombbYSUx9jdJYOKY55Ox1SLJXcUWARVcyhGnwjLrMnWYth1sv+cx+NNvzsUmG87Ewcefj7PmHYYdtt0sb9cDbcdFi002moENpk3C9Tc/iHff/wC/vuAkSRlz3A4EAf3AenDE4QS4Dh4RwNXZMR1HHH4MTLNiRO2g2HobynZsC3bPWvj05QLBn/7vj4up0OJbIZacMmD7yAe2yNhif194vwI89ayE7tFwXRWCTZ6fhI25iE89EPE4gYLshLu5uRn33HMvXnnl1YxsiqAnDa8nTynD9GkV2Grr2dh88xmIxQ0Bz3x7TQhu9T0PxdzaAEZ8cEmVMDFdyrgJdHXBMMLJPkES0nkJilDiHZDFFRnIq+tynGiBpVsYXTRwDDSmDxpgInBAeX28BkaCUsSkeI/xsgUIi+ynhnJzB9n2fxngitha4nupcbFQpbLmFRlKdEPzC4O/uQmbWYCIkmKmO48hqhUyp1RoQErkTrnA1lCaiDrvLHN0IDAunYoSF9eIwXzE3hrseByv1VTXYtq0Waiqqse5lz+Gex9+FnNmTsZDN/8UQbAWAThO41iL7EgmT0/COZfeIUyFi8/+LmImZeRpScdtb+c9i0FDDO++vwInn30Nnn3wUgRaI3yyzGU/wKGHzMNJJ39xsNPr9+8PPfgKjj3uu6ivnz7sfUx8cKIGRrMGFEAd4JR5l+Gkk3ccEcA1/5qlWLBgwWie3sdiX2/t87m8RYmIYRVd3Fj9vMWDhQGuj0OlTgBc43wXSXveZvdv4+/3/FrYW2Rh/e72R3Dlz07OOxOmGRx64gV49qH5MHQdb723FGf8/Dd4+OaLcfoFC7D91pvg0P0VRfB7Z/26YCrBaABc19/WgqsuO3rQWvI9O0xYVCbthQrTqwK9DoZJmv1IB2JcsYw8TNSAHShDICa5pdApczNLoetl8FwPbtvzsFJvykTKoXdSCcGgbEqigrd0+Ea18sDSYyFoRWmTDyddDvhJGLoPjbI5PyWr6oHWAyvRCYPMK8oEvZDu248shF4vTlqHbwcwdJ4DafnZuqBMxuVKrKnBjDGRsZB5ceH69cRHLAbHNRGzXMSGCHTRIN9NGzADNwPcDXrjuQEHfSKv3Ay//dOzWNu4DmfNO1TG7cefeSVO/vY+2LS+FG73Cjg+J1mlMEtmYV1XHH9+/HmsaWzBWScdCI9gjlWDrx97CX7+o29ji01mATTD99oRuB8icFaJn8xYSBQjeSLbFBiWoFOeqLy2KFFkUMB4yRPFpNdphaYT2FpX9KPiuQw5qCvKZ6uo+xqyDFLNr8Js/yt0LcseIyjFFES4rYglB5Ygk1lgxzeTIIqk81oea0Z87kp2QmLybiNa9c4OAiLG2+owWXKowFYMvjsFpklJJ6XI2WeTEco/ueRG6YNZfnfHo0jELXxz/z3yqrO/7UjpViv97Hd0vPLm+zj+R1fg+Ycvhx80AForNE1NkkZLonjY4XvDd8sQgO2CK2zDBzyLbTND2c6xu+F2vQ4jWCLhF/0Vzy+BH9sGsZL6PmzELLC1KGRs9Q9s5e4/8D34Pcug+V0CbLl+JayAvkc23OT2iE/eI3Os1atX4+6778Xbb79dcIJtWZaYXR9wwP7Sjm2nBW7H6zCxEroVwNBoWM++XLVH+nsFAm6RuVV8jTEZ13FckbKZRjt0smfCfco7TJgtyihTJTQS7FL16tpcYAlg2u0CWDOt1CvZCmb5tjASCmTLBWB8ia1X/nBcweeXSu3il3ptRSBY8VcA/C8CXMIukrok2ykrRR5gsCSLQUwp7l0U/47jHC66UVo8tmwtHl+dP8+FARrDZHuT2U4ZsM9AAwKpQ0jKAdDV2YWGxkasWbOmoOF8obrUNAOlJdWYM+cT0PRJWLysEef98mY8fPN58LEWABmP7HOTAm61rYvh01/7AR666ReonzWV8LAAXEDE+i+HhgRO/el1+L+tNsJRB38aPuhNyXGv6rsP/Po83HTL8UgmB5aw93fvTz/tdpx44new4YYTANdQ+pWJbce+BiYkimNXx2/t8/n1wuDa8qGnxu6i1vOeJwCucb4Bres68OmvnYw3//Z7GVCuaWjBQcedh3/ed1XemdDcbY9v/FB+z4jxVWuasOchp+Gtv/8B5/3yD+ILQGkiy08v+x02rp8hjLDcMp4AlwzaCyQs9h2cMV69BoYYpg48spcBew6IRTMtmtoH9GfSckAso1wBWhrlF+pLnY8Pu30JvHXPwXA/FGNnBWRpilkSL0WsNIBucmCiITBKJfkwa8yuTNEVC4ATCwt+WmfIfAZ4IjDiBCYC9MCyuhXQNWAhQyyBAGVwnRjgEfajkXD+5M5jUpuYhwGWFU2Oimusnq/DceJwXQMxy0EsxgFacUXM9l0TXlon9JDHdFN1qsyXmRgpXi0E4/QS6LEpiCXn4PLfPIDa6gp859AvS91dcMUt2G7LDbHP5zeHl14M32kSDzM9NhN6vB53P/w8Fi5ZibNO/rqAWPTxOuDYX2NdRw9qq8rxmZ02xwmH7w5Da0FgLxU/LjLlxsKDq09bFdkHr5EAahKBViVpiYZZCc2sgmFVZHy5iqvdgbfK89mymPRWHDjje2R3VEPXyDYq3mer2HNWpvDPw+x8msLDzMeUAT3gekCck/h+zlekfukWeDS3i0+DFYtl9uPENoM19WsjBl4UyOHA9QhsUc5ZXN1FF8NnxXPIeCO4lQ9sRds89a+Xccf9f8P1l/1QfvXIU8/j2RffxM/O+E5eVartnsJvLuV2AR596jn8+8W3cMHpRyBAh2JaaAlccu3daGhqxS/PPSqcJHVkJkmjBXAdedReYV+owSMrzWfQQF/wrti2MBbbSaJm5zsw3DdFStdfYXqla26OWOlWco8ywFb3IuguGVuUSxV/3/lucRzA6epEPOiEkQMWUa7nln1W0jyXLVsm4NbixYsLnhoZXF/4wuex7777CiAmPmNNf4fV/aK8a3xY8M0EfDMO3dKhmTq0+BRYSfoNFV+jAjLYLZJiHLiuSBBJvjJjyocrv4Tvuih81vcE8GK/7dgWXH824hXbIp5QfdhgJV++Qi8kesfZAtrwewSAEfyCgGH9s8D+VwAuVWeUIabE10YneD14VWdvhTC5OqH56v0t7yJPTK+gcaxlTYaRmFzU/Rvs/vb/zPH8e0K2mS8S3CGXjHxSBVeMlGW2rm2dAF1R4uJA58O2bVklqKmpx5TJm6OhycGp5/4Gj9xyftjnRgyuUmiYjJdeW4OjTrkMm2w0EwsXr8AO222CS84+EpPrKMXn2K4M7y5ai6NO+SX+ce/FSCQIgDUAUN6gLBMA15BbyMQH/ktqYALgGrsb9eZeu4/dzgfY81aPTABc66XiP44HbWxuw+e+fqoAVSzUue5+4PczP+deM+M5H//Hf7DlJnMkmYCFgFfE7tps41mgHObNd5fi5z/6Dvb/ymfyqmy8AS4eXKQfTgv0oLVf2YkwpbRKGFatRHLng1hWPyBWWQbEii4yGnRHxw08+jSkhEVFeZLbtQhG6j21yi0Dbq6gc/VRpQdK2qNeJvIMiymJReiHCfBwggA3kCRCSgkCSufcLnhmDYx4HGa8cDok2SqSMMg0qnCkK/LAdGj4LhOD/AGkArqIcgWwrKxRfjHPBr3HbIJyngHLshGzCoNv4uESGsuqo+uy0urYMbipBOATNIwSF8k+cUOAwlVJmIYFw5oGM7kpLrzmAWwwtRZHf2MPIStc8OvbMGfmFByx/04I7GXw3SYZ5OvmZGhWPe565EUsWrI6BLhWQ9NK8d7SVpSWVqGprQsX/OoWfO1LO+KoA7aHn3pPWIJkyo0HwFWojhXoyvqhAX4Mvl4pyYqSqmjxu2IzDUXimOezZTUWLU8lU8N1mdBWB8scus9WMW0o2kZAiMZnYHU/GwLA2U+7QRIpvwIJrUVCC3oXz+kEepbI5zwk4cXmwIyVIzAqYUw9CLFkvrR6KOeVATlcShHXCLBVxHw9cwjXJfAzFaYxrV9gK9r4L//4D+5/9BnMv/j78qtHn3oeD/31WVzzi1OEzelT4qubeOLpV3H/Y//G/IvniYfeY3/7Dx766/O49sITwtREE48+9QouuvpO3PWbMzFlMoMWaOhJdqJibI42wJXtM9lmTPhk+plTYBjKb259F1mM6FkBpF+HqXHSWbjwXeFqsxHENgdc+mgND9jygiR88diaC7d7ObSm+2Fq+QsBZCmu7N4Wt//5JaxYsaLgCdGf8ctf/hK+9KU9s+BW45Owel4uaO7uBCVwKj4Pq2yKTIo1o1NSrQhm93cbfM+FbzdDcyindPLeq64Xk1ReI+bDNFUkfKFCHhdXSwIkEfCdR/aWWyeslVisZsgefb2PkWtgrP5Pfyb1TIgcj+cdssBuueVelJQ2YauthufjwmNfcP7DuPW2yzKnIbhRL/Aovx9Q9VKobxhKf1HMczJkttYAOxXPKacbgZOC7tM+QElQWQbzbyvmXAtto5JVw/RivafohZa+bYJsQrKYmMaqZP+jVXiOLS0taGhoQGtrq/ij9ldMM46Kig0wdfKWaGj1cdr5v8Wf/3AONNBLlcws1mcJNNThL39/Gzfe9hgWXHyqLCJffPWt6OzuwSVnHxECXHGces6N2G6rjfCtb+yGAE2hzJHvPdXGJgCu0brLE/v5qNXABMA1dnfkja8oRdZ4l60ffXK8Dzlux5tgcI1bVasDUV6w3Re/i/88eh1Kkglhr9CT66m7flXwTJhowBfscy+9jedeeksM6Vlofrlk+Wp5CR907LnCFvi/rebm7WN9AFwy8CLI5baL+TwHYwoUMELGD7+T8RSHq02BEdsQZpzMmFIYNE/V81PX6MFEOaD64qpxCppQ/VMA/+9TokE/K9LnVYQ6PFt5n7jNA8bRywBRZyT9BvApZ7R8SVssxoPK8Qw4nR701HLE0JypdzcogWfVwUyaMK0ctosWh2aopLJCxXUo+TJg0vA99PXK3Y5glQsynwKY5uBAl5LMqytxPUt8WAimxeI2TCNKkwyPwBSukNuW8Q2TsWggK/40o/cd5ndxAl+AYaGRSUCfnE2x4Nan4TgeTvnu/jK5/8H5v8Hnd90G+3xhGwRuAwL6inDFXy+BFpuJux9+EQuXrFIAl8eURA0w4tANAkdx3H7/3/D620tw4Y8OQJB6F75sY8eMJuoAACAASURBVK83gKu/7iIrcdQF8Ar0KmiUwpLpRYmjThPdvnHswvZwlIG8KYPt4goZer5HYGtkPlvFHU1tJefa+DdYPS/2mbwzLMHW62EG7YgFlGyEUizPRUBwS6SlqhDotfXpwKT9UTb1M8Oe+IhHmfshdGNtOLkv/moUsDUZhk5gyxoU5GGf9uJr7+Hy6+7EndedI8bed/75KVl4uOD0w8Q7SzFXyvDiq8tw+XV3487rzpZauPPPf5ftfnb6UZKA9+Qzr+P8X96M3/7yB9hkQ/rvtSNAa44MZuwArpybANdjHdTC0CfDMEpGDHIUX/v9b2mnmuH1vAEzWNUHrFGphiYcpwc61kmipckI2iInzvL5oAS+tSms5NwMoKm85l6F0fYEjFCGqybQzViyvAlPv1OHJSv7Pps0kd93332w++6fl/Yjz0fDX2GlXikIbkm6aPVXkKjaQrbncVWqZgoek2aDTmg6AS8a+rLvTSEgsMX3WC9frdwaFEayF4OHBMy4J++H7LOmEm7Zp2p6jmRKmNEQVp9tMyF0CmIxxV4cC8AzFwC76aab8MILLwz7uY/GGFdddWXG55LvLeXNFH1FSZPqZ/HIlC9S2qKf1TbyFf4u8suMft/7Zxlj8AQESFT7U/umJxo90hgEQLYW5ZzRdupuZEG4LAiZD8yFIFyY4KnM12NAoEOz6RfX1ufByfq4DU3qWugJzAKT9NfKN44fyrMd+YJFyayjCWz1Pg+ec0NDowBd7e3tGW+8aDsuJJpWAlWVszBl8mZY2+Ljh+fdgHtvPAvtHSuQSOgoLS0TI3omfr/42nJcvoB99zmyi2deeANX3ngv7rr+x+Kx9e6iD3HUKb/C3++5CMkk2VtN4cJElkE5AXANpbVMbPvfVAMTANfY3a3Xv0yri8hEfvy+b/PYE2N3Uet5zxMA13q4AYef9AscdsAe+MruO+GGWx/C0hVrcOGZ30UqbWPBH/+Mww74osRsMh2G8eD06Trj59fhjBMPFcN5Fv6ts6sbN9/zBP76z5dw740X9BkwjifAJSyskN2iGFkWHMY6k2LP1WkBdjj5t2RCIv4gmg8vqABMNcmkt5VGvwMm8xCwEtBKsZqiQeVg4JPvdCBIr4EW0Iy8fzo9ATffmpJH8Xd9C55mwkq4A7JoRHZAoMaz4doa/FQ3TLdFvFvUBJ5CrnIEsSoYSbKbLGhGIsPa6q/JiT+XbcB3dWX4XsB/S8zkNUut2FsREy2K7VbD6MgQUq3mR4bDfjg5jItPC43oTYtsgOIK5UGOYwC2JpPAvHMTk/la6PGN8exrjbj4mvtwz41no6fHxh6H/Bh3XXcGZk2vwK33/RWbb1iH/9tiKsA0KHMS7n7kP1i4eCV+Mu9A+G4bmFK2ZGU7tt1yc7i+jlN/+htsu+VsHHPwTvDt9xCQAbYeGVzF1ZbaKmJ6KYkj/eEqAbKWzEoEWjl8zYZhtMC02oudo8N1dWFemAYnowRMi72DQznz/rdVk/jHEUu91ivdhRIaE6nkjjCCHvG7AxkcYuSdBYDV86EhsKYjiM9CULEr4rU7DglcUcBWA3SDjC32D8VfGz2MPKcOugBbCnTsXVS6GcEHxtN307UPphFDd4+PXfb9IZ648xJMm1yDY0+/AnvvsQP2+/KOWLx8OR772ys48eh90dnpYud9flBgu13xwF+ex69vuA+//dVpqJ85OWR0dYQsAIKAShY9VgyuQjUldeLSYJmsrqoh3Yvia774LSk1tTtfh+ktFN+qXGDLRIOSIgqwwAWKGgUgD9AIFLBVGgJbGxdk6okMt/EZmF3/lndTY2MDFi9eIqBVKpiEfy+chIbmbLJdSUkSBxxwAD71qV2z4Fbj47B6Xu8H3IrDr94L8arN+gWQJITBcWB3LYGffh86mmHGfElopBl5Xxlifp2KvNyPwdPj8jnDImOYwNbgvmueayBtk9lVDUOvhGlUiH8ln4+xALyKbw3jv2UhE/NCv2ObIXPIY/opWmAYbTAMBXflFQHPckoYKZj9rYoUZBKgzzGIVwZDK4dhcLzEzs2HZ3fB73oTukfPKIKWyjaB73hJv0zMhVlCuaLqYfOBuBwgjwBf3jY8C4KsZNkpfy2ysrPbqPPuD4jLHUAwCEGjcTwXr8bBFyy3Snkf1q5di7VrGtDd3S2Ji3Lemo5EvAJ1dRujpmYjrGlI4QfnX4/7fns2Orsa4bopvPDqMklOPGDvz6KtPY0vHXoO7ljwE8yZORWXXHsHqitLcPyRX5F6mveT67H9NhF7qxUBCDpm2Vs85gTANf7P7MQRx6cGJgCusavn1/bcU/pveT2E+NZ4/LzN438Zu4taz3ueALjWww2gCfGxZ1yO6qpyOfr1l56G2TOmoKOzGzvvcyLu/e3PsOlGMzH/D/fj9j8/hXTaxvePOShjKp9K2fjsAfOExbXDdpvh4rOO7ZOgyP2ONsAVgVgEO8hYYbSzp5UJvZvJg2Qn0dSTgwqVKmjDd1qgucthoE3kFSIRDCgTjMyWuSUBICYslg7/bpA1lm4CyNwKjZr725lEwcenwrDIEsqfHfO6mGYo9ldxDvZyvU3UpJfG54pFpoqwq1I+tHSbMFgi1pqnVcGPzYKWKBFmmDIZ7ltkLZiStxCS8yktTCXgOxb0cATJaGyBEMm20igf4MJuADPpwpJJfrSyPLjNh+OSLRYjwQtxiwlBxSc2UjJJs2LOw8kpU9ekQ9PLocVmwNfq8JPL78O/X1yEtG3jm1/bFad850vSFg464Vrs/6Wtceg+WwrQ+fUTb8GqNa3o6k5jxrRa3H7VkTKh/PoJv0PaVue0zeazccVPD0NpvEskjoE/fh5cw2+M/X+S9ef4cYBpmQlX5J1i0i8JWIx4jykAuBdoo0CImtBni5PP9Scrcxwb7tqHYNnv9LlQMZ+v2F18YtD8ACz7vT5As2/UwSiZIaCEz1YU3wxm1Y6IlU4bsMoVsNUETSdjK9WvpKvQTrL1R2Ara3CsGDQEtNLwCGb5PdB0ejlxskfpGO+FCV1jX12NO+5/Fldc/xDKSpPYeM5UXPmz7wgLgJHyJ575e7z598tFCnbH/f/std13kUjE8a1Tr8J/Xl2Yd4o3X/NtbLcVZZqcZI6uyXzkwVVMW6aXm+eViE9XJHkdbwA106eKL9f78NPvIPDaJGnR4D3pFd4hvaJGTzwabudHVAuwhTL45qaIlWwswN1A18NJcmrNo2hZ9hcsW0ZwK9tft9oz8Mw7Fejq6kZpaSm+8Y2DseOOO8j+HDsNt+kvMFNvFFxU8VCKoPrLiFVu0u9zy7btdryLoOM16M4qWUQQAC8wlX8XGSaWAcPSpM+VpMNeUIp6Qxjw9MnCTNYML5O4WMz95zZk67pOSeiVZAJBGYKgFIZeDl1XLL/11SaKvYax3k55JTrwvCZJaNWN4cv4VJ1r8D2y6CgVrey3jtPdDfAbH4blrc7oMSPOF9mBfvVXEK/ctM/9GQicc7n4oBGcY3/ay8ctA8xF8JwC4tRPIUOXEkrPQhCUwdDLxF9Lzc1Ua+QipiqK8SbPbw7AFpkjqO3y2Xe9gbgsa07tsZAs1bbTaGxoFLDLdugPpyEeL0FFxQzcct9C/OO5hWht68T0qTWYd/Ru2H6bmfjt7f/CyjVtuOzsw5AsqcDDf30ZF119L6qryrDlJrPw43kHoK6mFO8sWoWjT7kaT919HkpLeLZk3arQm9wyAXCN9RM4sf/1VQMTANfY1fyrX6SHdu7AP0K6omOOzc/bPfH42F3Uet7zBMC1nm4A0xRb2zrEkLu/ASOBLMoT62oq+5wlvbzKS0uQSPSf1HLCCSfguIOascUm1cO6yrcXtmL+LV247KJTIAbvMDIyK86vlR8EWVcEfJSXgWJbRcbs6rC+R6+qJujBQAmLRpiwWF605CTz2PsuvFQxkkRNBv56fAp0k5T0/otIYWDBouTD4mSDbDRKIrmKX5gZJpODbgeG3QQtVgnNmioR7Py9F7GuKIEMR2bhQm7GyF5N3tRAj9t4ngGX/lxBAFOzC6aMUX7o6qaSphhDSzci0GXbBFV8xOM0zh8C0MVzc0zxIjMlIUyHZtRAs6ZD08vQ0a3BNHUkYkz8CifuTJkUMI9sBIKaFWJQz4ul/FQlJPLqY2ht92FZMVSUMsGpC4GzBr7TDE8kqxqWLm/C9TfcgEvP2XFYbTuV8nDUvH/gjpt+Dn24qVBDOLJ4B/kWfF2HlfD6MASzICfZXnymYyIpokzF9WugBZNhWbUjNmMfwikPuKmT7oDb8DAsp6/xNtPZUvGtoXe+Dt1dA9NdHYLbgM+Jckl9HzDC0WqByl0Qr9q6DwggqZIuJ2JkbHEi1j8zs/dJK2CrCgimiqRNQDWfK/wRmEUgq0dAcWGaFsQN+UuGT7AfTsK2dfSkHFRW8D4p0F49t/wKmargs6WF21FqFD1bjKNX2wTit8VnowuBpHD1wBdGiIbDDzsdV1x5EKZNrxrWLfvTnS+gq7MaR39rryHVl/TXPvueOHyX7U1JYMcT1Mj4qnW9C6RegY41MGQi2V9hz5lUIJeRFOYkGVuBRY+tjYoGZQhc/OPvf0PPijuQxMr8g2kGPuyajYVrp2C//b6GbbfdJgS3euCSuZV+u+B7wSUwKsDDxgWBBwIlTtur0DpfgRG05YU49L5aMnUygJeZEMN6Al6yWGSY0Kxa6LFaaGEjZjsiSKdpPTBMgjD9p1TmHiuSLnpuCUwrJqwksnN8Lwbfpxk32UUEvOit1Fd2PawG+xH/kNguZNhazdCN5iEHWeReIuvTY326BLUY+lCYTdq7WtKdqxA0PQTTpzQuv9ALEbVfRbxyo36f10wYB/3rTPo9Ug479Mpn2/Lp/yjprNUDvpeKZcT13q7/z2XHSQKlCVsrHxyjCf2iRe9h0cJFiMUSmDlrNqZNm4HqKj4ffCe46OxsC4MqyNQlU1KHFTNRU1OHZKJMwlMqyuOhjxwXOzl2UUb7tMqgpJiyxYz0NQT1DjnkJJx/wQFDr9TwE7//3dM47vjvor5+IkVx2JU48cExqYFT5l2GE7+3w4j2veDaZZg/f/6I9vFx/PAre3w5w+CKmFvj8X27Jx77OFanXNMEwPWxvbWjw+C67tY2XHXp0QqUCcGr4VSZsCToJRKsG8R8vriExegcRJJor4Xmdw4iSdRDSeKUoidrESjh6ZQDdsLUKFfiKIeVwQkqoTw9xLv4M2UGMdhOOXxODggA0k+Fk+fAFbaKrxmwEg4sS3l0FKOuIkDmpPv35xKzfM+EqxOQU/LKoaSJ2QS60gkBuOJxslaKmwjxHiiTfAOap4Ee/fTyESN9jQAiB4K2SNVUdj1lqawvDhKJkNJcm4mSTGV0BfiidBRaUthMIu0LmIyXQuBSlkTJqjLa/eCDVbjhhhtwyQgBrpv+MF/kgzT+N4J2GLIqm1Lm+X2SyYbT8pUHmkvpawiWFrMXlfBmwk1b0Dn4NkslxZGgoG5WQLdoZr9+J5jpnibFKHDzwQDHs+B3L1FG8tYUOHYnTHspdII5yQ1hWIWZmmR/uSXbI16zM8x4mUwoXbdVgC3D7B4SUEPPYccug+9zAYEyKwJjTDNTE325v0VP7NTzTsYq2VkaYvKssx2qCU7E9OFvo52aoGtddrtoG+4rBMGEPebClYkzpaceoPswDB9HHzkPV1x58AgBrkoccuiXZRJHsJkMJ1mY0Po3NO8LdLBvmQRDpyRWtbexKtlUxHdD83im8wXhAkkLtKBjwD7eDxJwtJnQkp9EvFRJEYstbGuPP/4XPPbY46irMrDLxmtgBpSDZUtpWRXq5h6COVvtK/XgpDuFuWWl3+0H3KoCar6EeEU+4CDStnQbnHWvQ+96OUxvLL7Pjc7ICZLwrBlA2YbQEtUwjC7owsRB3rMiQJdDICMlQBeB3GKKMOCcBDw/Ccu0YITJpAKAEeDwKXcvF985xfBSgQXjCYYWcx0j2UaxtfiMNsEUttbQ+qHex/bo/edVhWwtJQcean2l2pcDzQ/CDPqGMbiUwdfug3j57Lz9quvohucT1GqUezkUaXd0HVm2GUE5Ap35rMmR1PVof5b9ycKFi/Dqq69iyZIlYCBERQVThjXYtoOenm7pG+mLy/pR/aKJsrJS1NRUY+7cTTBr1iz5f+49GgyIO+mkk0bUT/JcfvjDH6K+vn60q2RifxM1MKIamDdv3og+zw/zHXHNNdeMeD8ftx289IUvi42NYr+O3/ftn3z041aVmeuZALg+trd2dACu629rwVWXHT0qtaQSFlvDhMXCA/rchMUBB37cl92sJInCoui/+EgAsakwYlUF2WGRQXgmHS9aKQ8MeHYHfLsdMC1YJQasWMikErAvZFtFpH1hJXESaITAjwmDpvE5yXJiCCxMHiMDRhVTuRHg4Tv053ILsq0UIGfC00MwxRy4Xnof13ZiwugyDE88uoYOdDENkhIaTv4ZJkD2Hp0ruPJphEEDHBAT5FKAIG1GBDglu0tzoAeUPRL540RJoDuRZIKebTlSgNFMUeT9p+zWo/G5MQ2aUQWNq7NeuwJkgzbl6aYRGCl+IqqCASzoMU8SMIsFHV2ChikTRsC2kx96wHucaa9aiYBe0FWCI729dJMTTt6DsQMicttNums1gsYHM4wCN0jA61khoBelx0jMgh6rRoqKXi2GOBlYA0TN8/m3jTkIyreCUWIIsEwGSX8l8psTXzyCyL4H1yHTJAHTYrIcJy3Dm8zlH1NJiBWAxa/onHrLjiPIOtqWIK8K3iAziommvp9EQJkqBzKUmrHdG7xOsgjUUUfLg+uII/cSkNnz6Gnoyj2hP2IQUHZpCNsnAkQGmvCO5cQ2D9hy3oGh902THejdwb7FpceWVgfNLIFmbYpY2RZFA1wEtx588EE8+eTfYNtKer7p7AQ+MXslfFexjisqKlBfPwel5XUIavaCnpgBr/kJkeAWKq5eA1QT3KrPTI4FsO1ZDY/AVuodYeX2xwbut72zR6QcLT4XRsU2MEtnZUAG5QlFqS0N6zug6V15CY28h2SMEQgzTAUeFlOEbeSWIAgSUqe9n0dp1z5ZuCXwvVKRqxt6BQxjbAzriznnkWyTz9YiqNUsz+ZwACGeR5YRSbYWfe5GBhTz/NLrFosE3NT6hh+4Rh00glxlG4SLBAyxaIRutA2LdaYYfTo8r25cgO6R3LtCn+Vz8eabb+Hll1/GokXvI51WaalR8mLkucj3JuvWsqwM8FhSUoJddtkJ22//CdTW1gwZjBzta5nY30QNTNTAx7MGXvzCV0JgK7LgioCusf35E08+8vGs0AkG18f2vsqFjbYH12jUlkz03HZoYcJioX0qX5Xy0FfF6rMJ04qUJLGpX5aNAGWw4KEGiE0BjCQQWMqQVRIdlRm7YlgoE1+dTAxOrgIFqAROoyQxMtWKLA2fK+YxJiRaYm4dFWFxkbXUy0heACfKE22tj2l81utLG9Cfq/fF+z6N6E0hjVBEWQhwkePyWnUDZpypjMVLD3055xjSdhyW4SKWA3Sp+oq8wiIze2Vwr7piftZEOhWHRqN83Za608i6okkyuVoRC1BAsOImWIXayGgCXLn7j8CuwJgBzZoGPcYoe16ZA89tg++sg+YT+GoD/LYM0yt3sujLhNsEm5r4uBXJiBN/LkpSvUA8eIoF01RbVsAXgjh8PQS9yPQyq9RXyKwYKlugmGc+1b5MJluan4KTXgfLXpTxSvK1OJDYEH7VF2FWbA237QUY3a9l0ury696Ea5QiSJbAiGvQ47V5IRAqJI3rW2T6kfGn2hXEk44SIjJKSmBZZoZtUsz5j+Y2PEc12VdsTs9NCDAAtgcCpDoBhu6Mb09/k+bRArhyPbjIFpNwDJ1eVqxHBewGPgFBMs5MMSRXgFc+Cyiqo6FIkwar1yyw9Q50512RSw3YJ0g6byc0vwUa6K/D56wslLbHM+mzwjzS58BIbg0rXjHgadDU/Z577sUzz/xLDN6jQmbKtnMtbDppOaoqEsKmKKXxDgAyXl1zGkrwQcF9u8YkBW6Vz5IJsUhsOxYh6Hgdur0cRhhGMlj95P5dgkv4bJdsA6tyG5gJBiX0D2JnExp7QsCrSxIaCabyGfI8G4bVDdPMekkOdj6KZUivTQJdZAMW7r9FzihgbhkCnwl1NKtXvoHjBbwPdi2F/h6ZxjtuI0yjFbpJgHD47yjF1qoEghqYJhl2Q2dr9XcdAnK1vQut5aGC7SmlzwJqdoFJ6wFz4EWC/o6RBeYIyqmEzbF4fwznXg3nM7y/zz33PJ5//gVhdEVgdu99FbrGadOm4jOf+Qx23nknEPSaKBM1MFEDEzUwmjXwwu57qf41dJkXJtc4/LzDkw+P5mV8pPY1weD6SN2O0T2ZjyLAJVcoE5UuaD7jz/sfYPsogWbWQpcIZ1XcdI8wtziZFmkbTXgpayNjiOmNGsGrkGFhVsKMkZJOA3ZHqeJCfzD1Xcl18oqwzDoApwG639HnhtCHzCVrJl4OM6FB46CV4JbeF4iLPiwJhLYJTfyq8lfOxbSdLB8rgEkj+iIZQpE0kPI1U+vLeFDVzFQtE77RP9CVD1rxQ0p2KYmOIo2k14uLRIzR4ZHPRWh2n2FURSmXWcllJKs0fE8YbMWyBYp9AsYK4Mo9fhbs2kC8xYz4DGElqLolI8eD77bCd9oR+O2A3w7f6wAMF1bchmkWDhXofY0CWtLPzCHEQClRcZ8brK4ippcAX3o1Ar0ylDhWqeQ53RoVSRHrItW2CM6aexFLv6GkiJmiIRXbCtbM45EsnyKTfbvtNWjtz8IkSCi8PAOeVgI/WQorQWCFgKzAzgiMSsCqgC5SGAVmRT5/ohYOAVkyR5jESsbWeBVOAAVY5HefQFZSmGMaGaPS01Du+//sfQeYJFW9/anUYfLMzmxeYMmPDIoICooKioQHKOCCEkzIHwEF8SmoCAgiQQUlPkCS7C5JMkpYAQm75LDAsrAB2Dg7OXWoqlv/7/xuh+mZ7pmeuOH1/ZhvmO3qCvfeulX33BNiKVmT9g4rlgUyFgBXul4CSiPpmcg0QpHipmyj5Vr44wBkmSoGHxDIsMR/prdHGbfzCN6pBtjCSil+8pv2AXJ7FsEkY4uS6iGA3b6X1GCUGRXvItvKz1T1gnogsjPC0al5J+ZMbCW4xQlvms3Ru+9EIhEc/qXJ+PQ2MUQjenz3vTgQXwkPUZhlW8Axc59fnjkJmHAgQuXTRfaUbH8L6HwTtt84aPhJvn5LWTuN8oOK3eHU7AbbGV5yahbw6obvd0IFnVCqU/y5nBAZXcUvgtAb0nfJ1ArDsY1Bpb4SXqAoQ9eG9bPvfBgvvfTmiMAuXs/VV189on1k3ik8D75PHzyytZpGga0VgvLrYJn1sKzImMn4JPmzdSGstn8JyMXnNtl9fqgSVtSGEYpKmIdpF/ZpzdvnJGyiHErVr/ewibEYy+PxOF544QW8+OJ8rFq1WiSoxRQClFtuuaUkp+6556eLZogWs+/SNqUaKNXA/+0aWLD/wevFg+sz80oA1//tnreRXv0GC3Cl6lP5MQQefU6SdJ+WiS7BqiBlaC+JUIoz3joYVhTKbYPhNsKiqb3haUNeYV5pKRsZEto3yQFCE2GFaodkWC/ShHgjTHfNoP5LnorCjcyEU16BUIiAxOATay09c4TN1Vu2yOogEEWgS8ziKWcrYn/yPQGh7Jx9EhjQ9Uk2iU7ioizScAw4YcqhOCNPNUIvXzWpu0B7UaS5WiKN9EOSukjfMEoXiy3CpBCPLhu2InOl+Osa7BjjAXD1PodcsGsKrPCMHAkOV4Ndj+l+TSI3gyLDJJlK26QHWRqYye5VgzM2fPqrwR2Syf9g9VPo8xyJo1kFGNUCfFnC9qqFaesJ9FCZFmRx+Sv/F3Yiy97iObjmRAECEJ4Ou+FgOBEdmJHsWgmv9SUodxUCpoxGTZgO72F6sGlzOgGkpS+awsCkT1oGpEmxI8kSGQ9gK81KERBdlQmgJV5xAmYR3EogCOiBRI8vMj+SAggVC2j1ba+xBLiydUiQlhInGu1TKtl/DNNsNALeBLwYepArbeR3fHqueZrlYVkaNM1XMsBWNz22hg5syT0YVCMIbQfDnoIg8S4s9aGwbwsVXznwnV0RLt8mB2hoamrCvff+Q/x5CBT0LWQo7bXXXmIob3c9jVB8IXwvBsRXwEgtfLg2WWKTYRsa0PWsqUDdASKFdwnidr8KCz2aGTzEQj86354Eo2JXONU7jfpkOi3D87wOCXAwjGbYoXbQtkwzWNKLGelnWzrBKS3RNeXZo7woTCskwHIu86X3PrIm4FxQufWWxxAta8VOO5EdO7xywfmP4vbbr4VSZTrd0SyHKSm0xY1dabaW53G8bhWW04jYWhJmUZVia1GKOHpsrYFqiNcRa34D6HgBQTgKu9zQsvbUQpmyqmFQJp5amBloXzqQoxoG6K+l0xw35dLa2ooXX1yA5557Dm1tbQJys/+k2y7dn1nHaQCf8kX+/3bbbYtPfWoP7LDDDpt8PW3KfaB0baUa2FBqYP4XD9bvvnxIjuPvz/774Q2lCkb9PEoMrlGv0g1nh+sT4NLG4WRnUAajX4oFuBLGVepvejsoD/BbYRkdAlgRuNK+S+lERl/2Q0aR5bcPuAouUi2yVCQlcWg0cuX1IEg0wlBtg4JLyigT2aPlVMOlH4p4Xmlz98GKAEZJGwElfEEuW0f7c9GI3oYd6S8tLCQRFLaVG4aXCCPwdIy8Jaw17V+VlgjK5JwG1w5gh1zYVvETL7aZ6xLocuCEhg50Edzz4pb4hxViXAxWd70/H2+Aq/exe4NdypyMwKYsrg22Q0ZE7lXkyOpUAoGiDCsJz1Xw4oH4bDkWk0gHB0iHUj9D2Vb6hYAHRJXKJGkUBgEv7e1lSmJaYXmRJCquuVvSEv1EM4zkSuFfeagAotsiTMyN7QAAIABJREFU5OhrSzo7wGr4qgA/Sbcdvr8ajrUSttWeYRIVqgfhCJphSd0koOJ7lbDt0LDNkgvVj9xjZDGJ1NAGAs3MMowoTHqeBWmQrRuKgJZJ6Rd/M0l09NpwPACudB0Q7CAYGwRkdJHpOrDnmfSVXtJGiqUNMmfpq6fq4NgTJWwiPUHWwFYSbvf7wwe2UK1TEaObZ8AeTkgT3Ythum/KpL5Q4f3qm9vBLt9ZkllXrlyJe+65D++9954wMfsWTmL33ffz+MY3jpRjuYluJFbeAafrRQkzydQbLLihbUQG6dtTocp3h+GuhNXztjBqtEfj0AoTSP3wFrAqd4VdseW4TZ61kXoHDHRoI3phBPG3DmbQ/ofpNFEygngfUO6v2VnKp2+RDdNKe9XxuvkdtgsZdgQBNdB1262PIhxtw9FHDy8Bd/WqNpz507swZ+6lUrkZ8FlM78skuISAl2Fkx600WMHr9H2GxaTZWnxGDq2N0ltrCZ/Ti60VHbf20tdN4/gueH4j4H8AR63IC6YqqxZGdLP8wHPAEBQCW/TXasi5b4dXKxvft1asWCEsTjK6OB6Ul5ejrCwK32dfCUDGVzQaRUVFBaqqKhEKheSzWCyOGTNmYPvttxMJ86YOCG58LVs641INbDw18MIXDum1uKT9ALOLTWP3995PP7TxVNIQz7QEcA2xwjamzccC4BJGUIYhRNBKm4fT70poF+IFlPW10gyrFMhCRkMeieBACYtM14OKScIeU7IsYRj1nzjIpMuZCCvClMTiDbZlJTvZAiO5to+0qn9LyzEYRR+eCLMXmyTrpwWEwtnV04H6CmUe4qXlQRgIhtRbGmigLCUM2ArhCCWNGogaTCIo55Hap02GWwFmAyenXhrocgiGFQ90cTIjYJpnIeS4CIV6y9EGvjsynmQJUxuoF5AWFXOPrU+AS08u6P/jILANkZaK/5pZBsOqkP5XaNKkE81qYYAeOlEE9PXytLwRQRtMRdme9t8abVlnMfXae5uMmT1TA40aBAYBryoYNiWOOllKJlnr/gkn/pZ8VcCMeJPINr3wdnAiZQgsG4EVgmGb8OwGmOFKhMI9wlSU76gk4Md10MAARdiKyYgwZJwIfX2GekW52+f6ZXFyTDZWVNqFYJbBlE8Bf3z4wtohkNUjXkYEs0Z6/IHOfjwBrvR5aDN8N+XTRXllcYCdlmmS6WWLnxdTQwOmV2KyAINILoXl02NraAxOAZJRkwK2NsvLYhIvop4VQOJt2EZu6mHv+pXFA2Mq1rTU4e57nsCSJUvyVj8nr1/+8pdw6KGHZCasDFJIrHkMdtd82AFTVrPFRQ3i4Z3gROoRVmskEXGoJSMti+4oPnVO2ZQhMyiHesxC27M+u3u6ERWpcA9U0A4VNAJkohkEMicA9McEk1DDKVNc3rd6LKDXnEifZQBkyig/o/yP9aZBrtEGuPpeS2+QmoCX5zHUgUB1EjZ9x5zuAYMrBqvLtA+dCgjmThg3tlb6vHS6bJsYx1t2h1xLln2+Os9iiaHfWyIzYFBrrF0ihD2sPLK1BmZeDlYfG9PnvlJwkx4ikVzZJuvvww+XYNmyZWJCX11dhZ5YHG7SxapVK1FXV4dJkybJD8Eu9nWyvtatW4e3314oANenP70Hpk2btt7u3Y2pHUrnWqqBUg3k1sDz+x3ai7mVIlFnmFxj9/fnnnlwk22KEsC1yTYtcMopp+Dko5qxw7a1w7rKdxe34po7Yrj89z8W0Iqrr3riTXkgQZHsRDwDXOXztSri6Dolqw1mQANhDWAFKgH4XD1OAzBkmYQFDOoN3iiEgNCUIUsSle9CJRoHNKtPnzqPEZC1FZpQ0Gg1R2ZoM7Gslyk72TGyAi61mJEI8iXTS4Rg+AFsi5N8mpKnZCFkHjCZ0Qm0tLBof66UWfkA/lw8D/p/+QQmuX+HDJRhAF0+ga6k/BRbxBvMteEnzaKleZp9ps3UOZlaunwdbrjhZhz8lc2KPWy/7a6+5V3Mvf2CASVO/SdPaV8zM8Xay9aZ9kA3ERAc6QN26SSySgRBA5yU4XDvfWc9chSU1wnFCUwmxbEVRkBZ7tBSHIddMQN8Mc30kt9GDZKxTpiJVTACE4blCJjFaMzAikriqE7EUxoQRBRWOIDlWDCdPgxLpiAy6U9pA/TehcCWlzRgqYSAogHTrghmhydlJmyDXWuuX1ZUjN8NAbO0xMkwtMeSboekAFqG0ZNiaPH38OWGg51bTj9IJdIde+z/4Mhv7DKUr/bbtqe7Hsef8NVhnTv95cjogpFKvSwycS8zXvo6pcxLKijXAug/aHowA83OHQjA1cBWLQJnOzjR/MBW34t1E23wehbCDj4uKC/nhHTR4ka8/o6P95d25pjKc3/hcBgHHfQ1HHjgAVlwq2sFVPPjcPw1SLgKZuwDkR36KBOA2wiYquvDikyFGaoZEhtIvOfIECxP+WuFq9ariXdbRxd+fM6VWLz0E6neP51/Mj77qc1hGGuEzSUryijHCaffidcX6m3S5W9/Pg0LXnsX1932VM6/n3rSwTjlhH0RoBmAfpaPNcCVPgEtuWO6agKmTelwaqxm4IOEPhCw0+xDCRIZgMlFFjlZyFlvrSxDcUQ36RC+TPYZ5aSmyUTEnn4gnbxDxRi+s7bfGCqZz3Y9jBC94QjQDN07bwinukFuev8/n8PFV90h57b3p3bEpb/+EcKhXO9U1mFnZydeefN9XHL1HFxx7kl4/fXXZfHxsr892e+6/nbpjzF//nwxrSc79Itf3A/33XevjCXDLQTPzjrrLAHNSqVUAxtSDZx++ukjPh2qAf7617+OeD+b2g7+s99hsmCUjj4Tk/lx+Pvzzz6wqVVl5npKANcm27Sjk6J4/d/bcNVlJwK9vJrGqsrSCYvwmwDFtCz6PfVlEZDpFIIR0ONCITCrYIQmwXS4olxkETCtA0g2wgyykpN8387IHkMTAatSG1/Tk4bSSwFbbNAImP9G5o6fYrCR1ROKxGGmksHSoF1m8q5thqRkTMa9/MmIfsqfy6I/l629nIopaaN3kQVKEmT+ovdvayDNKT71j3ujx1bSo6muiVAoCWcoqVyKQJcDlbCE5cdJr7arDwNGBAET+Ax6HYVgmGRIpX9H8NFHazF77r0jWi3li+TPzzxefKAMfyUsArcFQT5DJjieYcOhfHQQU+Y02KVQDt+vgQo2Rzg8VSLIiy2aPUTARUH5PVBeu/wYAVNI2/RvAQvSfjnF7nl422XALfZ99nWXYFSHMLNMm/djOmwgAjgNgN8NP9kDJinaISXgVMbQnMEMeWTEgZ8QxqZB1hTrO2nCZOKbRSAhy9yU+5IG9CIVzoJlmoWUMn4XyRwncwSyIjAN+vQQ0NL+OOm69f0YFMebjNxQs5eGK10aSu1qeRXZTzR1JtBWDsusxO233zkisCNNbz/uuKPgq27NwDFjMEz+Tsm/i5BmMZ1SDOkH8OnKud6U3BH0n0uN3VoCS+aiBShD1is4XvBjIxAReyZpNAtszRiy7xQBgGTXQlj+e/1Yqc3NzViyZKmwMziWLF9ViTfe7UYsxmsDaCh/2GGHYv/9v5gZUxKdH0M1/wuOIoOJ3CMHMZKQYstgqSbxgqS3kcgzjRAQ2QJWEc8hFTjwrDoYFbuJcfx4+TUN1i9vnvMYXn/7A1z1u9PwxLOv4M5/PIW//enncN1WwFyjnz2oQle3BeWT7eggnvRw6PG/xh1X/xwzplQgmSQrU8sXz7rgBhyw72446rA9AGOt9MGxZnBp2SC9Hyn/j8Oy2EYFpKKpsYIsdCYra6ktQ0Qcufd0AqYB5VdCqTrYFtMQiw9TGKy+i/lcy3spH10L02yCZXNsKvxNSZONr4LprcsBueQZn2C68kyEavaR/v5/qSSSLvY48Ae46/rzsO2WM3D0j87HOacfhz133b5fNfzmsptx7yPPYrNpE3Hrn87GggULZJvyympMnTIFVVVVWLx0Bc7+3fW486qz8cwzz+Ddd99Dd3e39Jmbb74Jrlv8YmHfE7AsEyeeeAKqqrRfZamUamBDqYF5857Em28uHNHpnHLKD3HNNdeMaB+b4pef3fe/x9N6K2P1tW8J4NoUu9Omf01jIVEc61qjF5YXXwMzaIXJSPMChUyuwKyHzYQss3gz1L5G8hqcskVqyRV1Lbl0xCeMExHYDUCKtWVxgk0Gm4AxaW8r/q2TyHqnMmbSEUNKQKNiQCkBi8SQPR8gpf25MgBLEX5frLressDBjMzlJdiwYTmBpGpxIlxscQlGuCEB6yhb5GQoa2+TYq9JwqVOvOSPrJwbDBaw4XkVQDAZtk2z6lBmgjEeseQZw+XECqjkahhqJd11MmCX1EvgwAz7Rbcl6y2bJMk+oqCsKWKObdOg3g4NG5wTwEsp8fPyUxJHQxH4agdUq7Ar0x52xbZf3+0yCYypCAcCWvRmohzGsHQqKfy2fuw3Ar+GXSXhEK748rAv6ORQ9sUspkK/vChMu/9Ey3cDJOM+TK8LjkkGUf7JgoQYIAJFM27epwH9d7RflpVhZmnT6RyGnOoWQEvLDSk7ZFuLrnrMiwa0LA1o+QTc+NPfK2i0TyT3+ik942SsR1L0DCY9DiK51N8nukMmYR6frjzAVr5rkHHVN2Bqczrt/eaZ8PwKKEyFFZqGkFMtiwUD+b4VfC4wubB7KYzkW7BMAipAY2Mjli5ZCrdXWhqBjLWtlXhrkYeemMKRRx4h6WjpvpLo+gho/hds1SQLGAKauJ0wOD747bCCDsAiIJl99gRmBYzoFjCt/CC2JNw5M2BW7gKnarsNzrPnh2dfgW8esh8O/MKe8Dwf+xx2KuY/fK081zwvDl9REheDbVHeRTPyMsz+x7P4z4K3cfUlpwABpYgcG8qxeOlafOe0y/D0vb9HKBSDT0DQIjgzNhLFLFsrCdMmu6m4Z26/fpSS23peCK5IySfAtmrgOAP7EI72/ar9tVjna2Ex2dEmKF3cUTTItQKm1wwlwTYBjEQclk+ZqYJbvg/C9Z/b4PpfcVc3vK3eWPghzv3DjXjk9ktkBwRzI2EHxx7xlX477OjsxvtLPsFvr7gFD916sQDjb731lowN22+/PSZPnoRfXXoLdtx2c3xxr+3x738/jQ8++DADlt98883wvOLfnfqegGUZOProo1BZWTW8iy19q1QDY1QDzz33H7z77iJtRzOsEqAEcOWvuGf2PXxcGFt9GWL7/ecfw2rJjeFLJQbXxtBKwzzHjQrgEi+sViBJen1cQA8YlOXlk74xVa0MnFDAqodlV+TUUN8UQW14b8L3XPEGolGwlpIZAgYIICCgABkm+u/AjAChOtjyYsvdF8ea6ttU9KPxaEKfxzQ+X7NmAKmkISb0ff2xRN5Ho37LhBOisX1xK4UZlpjLdeqBmEo60ZHSRYusGwHnyKzSRUsEWdJmwmQv2GBN0sBeWE5eRP6f6ZKOw5VwiebKPBQLvahLnLxXCWAKbLtyvbyAZ8GulQK0KrUWtpPUEtEiAT/xV0vYMPNIRNl+BD+zYNd0WHZ42GBXug/lShw10ytQmumlfb201Kyvf52WfWo2orASDZ1JalqB/hG2T5Zho/tAgMDvTCVE9u7FZAjUQJEpZSuZZPL79HUiIyvdb3RfSslNmXxmcsJsQSlH/HIkFc0yEHAscOmNR7kcz5FAlQZIlCfuyDCUyw4LFd4Wobo9EYpqOXYuoNM5pobwhYbntMeXpA+qcjHANk16h/G3BnDGA8AtdH4Ckgpw5QngpxQN85moSJZXMi+LTTPktCE9aKQuyatJ+RlKUIIGusjicmCYVTKG0x9IpKRktAVlwmgjA0+DgPxdXJ3xmpKxRvjxt9Cy5i0sW75UAJt8JelPwOQtDsDOu+6XBbc6lwEt/4Thd4nMkum9lrsWFsiEC+AzhCFQsAgo9ynKqoMZnZG5nyXfNwhL/7Sqd4FTnv1smI/1MfvaYSeegwt+9l3sttPWcoyvHns2brr855g+tUH+1qALQdEuAeiTCQsHzPoVrv39qdhp+8lQ6IQh7K0K/OTXN2D3nbfCCUd9HipYDddvhO/asGwHs2c/isgomMzfOfvSXmythCSYWoXYWkXUmu+zT4ahVARWKhlSX3calNb90TDJsuQ9HCk6tbGIw8sm7G++z3uxEabdKumUQy3ir+UCidYmON1LYAWxnHAeLuR5FV9AeMJn1sszdqjXMxrbz3v+Ncy5/9+44bKzZHePzluAF19ZiAt//r28u1+yfBVO//VVGUCso6MDy5YtF/+tprZunHHetZh7zTlYtXIFnnvueQmuYJIySwngGo0WK+1jQ6yBEsA1dq3y788dkbOIkQ5TTB9xrP7+4nMlgGvsWrW05zGrgY0F4NKsqjUw3XUZQ3V5sQxsBGKWzhcHcmCYwEj32wqRhPBzykYCow6GRf8Tpntx00BSBCmHkBRBGicnm2D462ClvIy0+X0Bs3p7QspIPteIdLgN1duEnqBUMUAJWR40oTc8BVuAt9wXXe1pRIZZIEBXMfvUL9B6v6YvDjBSVwwGSPtbBWTqICryQE8xUS+AHY7BcQiOkHHFSXnKtyRj5t/fv0ResJM0GyYQRxZP8bWXjSsn0FU+7i/h2dXzRljWWpnQBX4PDLJepE/ln3QIiFiEyX/2gTU2YFd2/1reqKW/3eJx53sdCCjHC9oRkL3DcEKy9QhmEQAzB/b5oi9AwEmuyNayxSc4hRqYTgi23RcMJFOHIFf+VW36EHluRIAN2yYQ6kAhjAAh+PSfj7XC8ppg04jeT8IMCLoSlM7uj2ND0pyGoHIP2GU0wiYraXwM4Xu/gOjJMK+lXEAayg1FHjlACmXxd8bYb5lmB5Kt5UtiIOuRLK9u7ZuVMp5n+AfZg2TtmJYv/z4UgEuYnJQgS7Iux1lKSAl29l8Z7g0wUG4KsF4JemlgOC0n6107vI5nn5mHdav+g4bqFmE79i2UaW215UxU1U5F4OwKp2xLeN3L4Tc/BSSbALcJpk8pYravM5HOjEyXZ0sQWw5D5J+9C72OJsKMTpegkKBsN9jVu8CO1I0YxB7r1j/4O7/AJef8EDv/15ZyKAJcf/ztqdhx2y1yDi1m8vAx+/55eO6lhbj2kpMRgCEMfE5XYdEH63DCGX8U9lY06iIImhAEnVBIwE0auP3Wp1BV04qjjxl+iuJPzrgLt972O9h2t7CNi2FI56s/YYF6FnyfgFVInjVkqQ5UePlaVhySe5wpq1r+TPDaGhZwrWWINOInW6tz0HPId35anhmG8siCngS5R9c9CidJxkVuEdZ01ZcQmfCpDb5fDrXfx+IJHDjr7MzXHrzlIrz8xiLc/9hzuOaSn8q/PzZvAR5+8kVcffFP8u6+L8CV3ogS5zN/ew2233o6vrLPTnjlldfwzjvvoL29XYcslACuoTZXafuNqAZKANfYNda/P3dkigTQ+/mT9uRKH3f0/97/+XvH7qLW855LDK713ABjefiNAeDyvARUrBlQjO7mFIkSQU56tJyNL2KcylKuyMmPZdEfg5Nwen1o3yaRuhiVsEM1/fwplJ+ESqyF6WfN6wvVOSfV9PQxQ3Vjwqzo7aXlOAMnxqXPUcvcbNhMgDJ16lzvkt6nKWwpTwNWUsiC6D0oajkgmVU0u/f8MLxkNUyjFo5Trj2umATISWbKfyT923VdeN5qmPZa2EOQSvDobhJIEugyTYTDXGUvvsdroKsOpkHpoma9jGXp7Xdi2U2w7dxENPEjUt0IVI9MbNNgFydJLhOpElbRpvl9ryPN7AqsyYA1FXZkGixbAyPDKVl2jgultCRNWFxmXMAfgTTZn8jGUWTfaBZOhomT9tPKOXgA5SdSk3rdudj//CAKWBE4YTJsCjEKAwEZeoNSZLIREFQuz4X3tY3ANzXwTENrYq/kDgYO3HgXjGSLsA/1I57sH6JzFgI7BNAHLER5pAkjNAF2pAHGMOuu2PpOs43INFKKHoBpQEvLT4fbdsUefzy2682EI7NE0tu8FTDNxpQfoJZOkQ1LvHswaayMP/TUE1ZnrysQ70J6IXEMGrjfZ9MvyYwrgxKAgXJBDTDwnJ944gn885+Py1i2y39VYOsZXVASWKJLeXk5ttxyJmpqauRvgtM9iTqo9vcRdhfDIvNRUv+yJQ1u0XdL+r7bLX5cItdNFT5DPKMaftUXUTbtUNiOZvlsDOX40y/Gj75zGPbZcyepw70OPgX/uPl3mDa5vt/px+NJHDDrZ/jrRT/GzttPAYzmVFBDFU4/90bssctWOOmYLyBACwLoZNg0C/rWW1IMrhEAXD/9yV2YPedCBIF+D4BYBqRkfEV4VGbZWlF5p7ApvR7eUCvP2Yzvn3j+0ROQMum0BDn/WJBmC7v0yzLXwbY5Pg+dsaUDTOjhV98v1dGNd8Bf9whsd2m/NhQvuOoDEanbZZMYq9IXyHpd3ZhNVJ3UUIvX3lqMy6+bi7nXnSebzXlgHt5dvBwXnP3dvLdmIYDrvQ8+wgln/B7/uvNSNDc14tFH/4klSz5EIkFWq267EoNrYxjtSuc4nBooAVzDqbXivvPk3t9YLwyuL79QAriKa6HSVhtUDawvgKuQRJBStjRwxcmpn+yE4TfCCnr6SQQ1+4o/lCfZUHYFbDNRcKVWwDGjCqZTL0wuvnX6yQ6AEieZ3Bcu2ki+BkZ4Isw8xtej26gGXOVAmZbI3oqRGAqAknSgXFPYK2TaiFTQCCMQM/YIfD8CZflwQnE4IXqFaUDLEONc/j+vQk+00vMtHRUehvKZ7DdpQFPnDPjjrYIlQNfQPIsIdCWSIVhmgHCEDJ/ia9X3+AI/AaZJRtfwQZ+BjphOqLKsZllBH2xOqsGuHriJJLyYCytIIGwzFGHkRVgF9GmyphQFdmU8uQKybnoQ0KSdrBuDcjNtSpz2iCt0dvrdXJvaE/BKg12Z3+IMnoShOmQ7Jb5kUcB0xLPNdtigA0/kZSJIOZxvwE1YcFlvfhucgKwyH2ZkKuxQ/rAIYcclOqC8GAKCYbYN03FgWqaA3GkD+oyxuVUFhCYWZfpdbItlDeErZBKrWRtkaNnDYm0Ue9z1vZ1mNMbgxRbBdD8U2bT2KKTMm7JWSlrJ7tL2evx/SsV6y2ELAlt5Lo5tDcVQCYJWZGgNXgPplEzfi2DhwuV4440PsHZtB1qae6RPbz49iu02jyPsdKK6qgozt5yJyspKeU4o5cLrWQkjuQq+F4KRjMFRZNNkwQZlTYAZmQbT6uW5FfCWaAUSHwvj0LdqYTj1sFOhB0H9YYhUbzv4yW8gW/z1b/9Aa1snfv3T4/H6wg9w1vnX4om5l8N1PVx76wM47sgDMLFeA4K33/M4nn95Ia77w5nCXHG9Dti2j0UfNuKkn1yJp++9CNGojwBNgEg7s2zLsUhR1IEcfFcg4EUwjexkgl7aH5NDk4yrlCF67FdhWPbgbK3hNk1Wnkx7BMqT2Z8pbeT4Rq9KL+Vp1qTDN4bwPEyfU5bp3ADbri7IdE7EmhEQ5PJyky+5H/rCqdqDEK7ZYZMCufq2W2dXDz57yP/DE3OvwJSJdfjh2Zfj4K/sjcO/9nk8M/9NtHd047AD98l8rRDAddq5V2GPXbbBScccJOPKe+8twvPPv4CFCxciHtfP/xLANdy7pvS9Db0GSgDX2LXQk3t/c+x2PsCev/LiPevluONx0BKDazxqeT0dY7QBLk488qcIctWcYEo+iSClgJTY6ZdNDc4oqORamASfChhI6+k2EJiVkpJo2BVQXicM1Swm7/mKZoCVA1YdArdV9t/Xc6jv93jeypkEKzJxXFfaOTl0VQiGA5EY0rxeAwREI7JG7EHq/wlSCVvLrYVpTIITIuCjJ1u9JTqu2wUV0AyYpr7FrQaLtMGrRBBkV4ALdVkNdCXh+QS6uOpc3DHS+0smAyQTnFwECIuvVfE3hydAVwMscypsW7PCRlroeeJ5HYBBaUhL0eejTafZBg1ias7+7LtMr1opwFJf77ThnqdMyshmNKfIjxWeAsOktIs+dWkwi0CW9lnhRGk4LICB2ps3ou/1IKAJv+9pfzzbgu34KTNnR6Sr2aLZg5KpKAl6+mYWoJYhiZ3r4PiNsI1c4FkhAiOymb7X035bZHGaGkARg3szqaWiAdk1vdiKvG+EtcixiDJbeolZgDMRVpiMzOKAkt71oAEtssp0wqGWIPGnOC+o4bb5hvI9AbbcHnix92F6H8AeINgiA3jRYw4OfNaRHcAKBbDJrmNy5RDZKdqLiwwoBgcQqB+4Zni+y5Ytw5o1a6GUllTzmdXW6qGzg88fG1tvUY5ttwijosxBQDYmpYj0evPbM+xCT1VA0QPRa5Znl6JkPTI9z3jD4A8HCVUGS3XCcUxYvYJRPKMWxsQjES6fvKE06YDn0dzage//7DL0xOICdP3h3JOx/+d2RxocuO+mC7HdVjNA9tZ+R56O/738bOy6w1ayzzTT74zfXIndd9oC3531BQDtCECfsix7i9uOBcDV/7kuJ4UAlNJ68DwbvqIEkTJo9snxSUntfV58fnluAF+5wg7mueh+nU1tLKaj6OdgPSyzAZZFv8LBadGJ7jVQ6x6Go5hmmVsIcgV1hyFcs+24vgMVc62juc3s+5/Cn264GxXlZdh6i2m46sLTEImE8Mcb7sZHn6zBlReeJoe76Mo78M+nX0JLa4f4z5330xOE1Zhmb/37nj+jvCwbjsJxZ/78BZK2uHTpMlx33XUlk/nRbLjSvjaYGigBXGPXFI+vJ4DrwBLANXaNWtrz2NXAKaecgpOPasYO22rj5aGWdxe34uo74rjs4lPlq+LBIimCfq8UQQoI+6cIFjqW8uNQ8bVifN1brtT/BdWUiYUVmSTypXTxvW4YPkGuXPlI+nPxnfAVDOXDKgI8E5aHXZmlNQ21kvpsn5nUpySC/NugTxg00womDdjDwr7iKrLiai5AznobAAAgAElEQVR64IQ7YNPniqBAim1VaELnujaUPxEOE/nymFvJirrblgJt2ooGPPSKMAE0rghXDQggcULjukx5ItDVPCSgi4CHS6ArGZFV/0jYE1yv2MIX/CUfJHDRRVeNSIbGvnLjTVcIUFesObHIQVymGzXAcWpz6igtOfGTa+AnV6fArtiwwC6RvKRBHjF+J3JFpiHE4JmSUiukZZtjLYEiW83r+QTK7YGyQnAcBdPytKTYjMKQ9FGmOgpFS5qRfls6VkBEhvA9B37ClHRKw2sG4h9lwO20FFmRTWDXApHJMAkW8Dh9DO65b/EB8+Miay7s+5T2lSPLqBywqzUjiOwvGtuLB1TWO24wQ/hiJpHF9t/BtmM/OvrIzw+22aCff/2w7+Okk04adLu+GwwF2Mq3c/EcxGQE1tZQwlhpBIwWWDZDM3iv08CewQXFgeO8F+h3RNmXKVLW/kgXZdQEtxob12WkQr3Pjd+pr6/HjBlbCJiFRCMCtxsGkxHptSXejK4AWiyU3bougSsFJ0IgOztA8V6kcbwf3RFO9S4wQvVwm5+B0/Nyv2ea62wBe9KRcEL0Dts4Cif21VXD8z7UTCo+g7sAcw0siz5uud574wVw8XmmvAkwjAkSWsI+QLYeZea+eKfRo48ec+yPg7Nch9t6+rnK8TIOy4rDsnvJuFMLAALGc+FAGNcMbeGiQe74RLsC5RPYItt66As8ia5PEDQ9DFtl5Xvpa/JQAUw4BOGqLcf8eTLcehyN7yWSLujRVVOVG0w0Gvsmg4tsrq9//esCsA+38Fl00kknoLpasyVLpVQDG0oNPPbYo1jx4ScSFjKcwnHwoCO+hjlz5gzn65v0d/712aPWy/V9df7d6+W443HQEoNrPGp5PR1jNBhc19/ZiqsuO3FIBsKFLlcl2xDQDws6vr3gdmRhhMhWodwwj+mwn0DgNeXsR0giNKFW9FmhsbY2LxZQrk8CoiSxOfUww5NEXlRMkUlWOvkt5RVGY2SmLRK8IljF3zDpv0M5Qlh8iUyD/5+7QtvXFFmDRWReUfrXIobfgxUNtFQABoGu/AbGWdkd2UldgzIg0sf0PCZO1sO2+CJN9kRh6kQ6WUup1bDsNmh7mt5yNV6L9knLTaLUKXrJpAHX1cbkkUh6IjT495cuXYVrrr4J/+/ULw9WVQU///nZc3HPvVcW9X2+dPouvZbq4ZAVNMiqeRbsWgs/sRqmWgkDPXnBrixbKZtkSLaLTjHMGr/3NlKW2hSZapn8GHa5MFZGG+wiuy/R3UTaFayQr88/NSlTKIfl1KYA6F7SrZTEkZ5bjEv3Y4EACCGLqXuBAHdevBNBshEB+xcna7YF06FBs08KGgyLE9KBUU9KKUWOGQzuZycSOYvSpFDK648yoQh8SeqrBoxamFYdLCsqoPFg7VtUpxnGRr7vIdG1CCcc/x1c/pudhrEH/ZXnXlqHWLAHvnPCKXCi04piO2pgqxtebDFM/4O8nn8Dj9smfGMyjNB2sMNZyXOa9el6awA0wxCfNk/kqvSBIyvPNBmUkZKTFTiIjMGBAwTh1LiqxyVOLJlw1tzcnBfcIjg1edIkzJhaBVO1wlAJPiFggH0nKd5fymVaogfleTC8Lph+NwKTCxANcGDDNuIScuIzgKN8dzg1u8IOadCERcbaNQ/CSb7X5+wNJCO7IDTxawNKwIfd0BvoF/VzoTsvm3gsAS5J4vXpg1UH2yLDScuH85Wsv1xCp4iSGSrBGwS+NAA7EpKwZlpRfhiDaZGxlT9ko++56X5O9isXssg8I3t9Imx7ChzHGdHYFO9YCjQ9BBsEHnOLx3TQukMQqdpsA+1VG8dpXXjhhSN6DvPemTVrFmbOnLlxXHDpLP9P1ACfcd88+EhMeacONj00h1G8wEPsK8Add9wxjG9v2l95bC8CXDnGpOPy90EL7tpkK7YEcG2yTQuMBsB1w50tAnCNpOiUxEYYxUgSjQoYBJ4csmQKF3pYBF4zjKCTyBaj1oAg1wNJG9aHYdKwWiSAhFoiKSN5strIjEnJqAS8IkuG8i+dIgj6W5FtxbQu/p0yYTctRoXTKDntacWVVv0zkkK5nOs2w7QoMSwOkNIv0RNgW5PFLD5f0Sbxa2A5NE7XUdaDlaw/F2WLNHkf+IGWntDQVNiy6fvE7QnDEHzgDxl3aaCL9cTPuQpkyqTUdQN4ri1MsFCYE5L0ChEnwzxn/lCaqsE/AbiuuQmXXT5rsEvJ+3kslsTx374O99x71aDf91wHnlePkMN6GHqyZhbsaoQbXw3DX43ASIhcl/5FBLNEfmdpxpL2yxoc5Eyf+GiDXQLm0SfLBbxkO2yzGY6ZEHaWJCEGSqTDVtkWeVPv5PueCc+dBMuapOVLNChPtkIFrbDMTpj8MTphoSMnwj5zTTQityoGB7l4Lj6BCt77heuMIEZAia/P+7tCQDozSNV3ihVGwFoZNQisKhhmNUybPwyuyJUk+mRIJj2RtwxUCm3Hf6fsqywaQcjR95WwLmMroRKLYWEtjvvuH3D5r3fBlEk0rB56ufuh5UgGM3HsMV+Eb20NJ7o17FB1/gUDghHJbnjx92H6Hw4T2JoCI7RtDrCV76x1WlwjAI5x9FTktbNL0QuLLBcfpklQwBWGn6Qz9r0X6H0lhvRRxGIKy5d/hNZWemblFo7H4ZCDzaZWYEIVeVcMOdCMwsBPQAXcvyEMnmzRZveUs9HOKfADuMkwAr8Sdtn2CNfuJCBDXhZZvA3e2vvh+CtzToTPIbd8H0QaPl8U0Dj01t5wv6El4JQpNsNyWgU0Gm2AKz1eKb8OBibAsioHfV4VqrFsOAdZXl0pP8M000vLvwd6zOvnJkE2grY9sGz+Ln4sT5+XNsFnGivfNWxYtKULKKtlaiP9/9KS6aH5/3EsTrR/ADQ/CNvoz4L3zEkw6g9BuGLjkNVuuD2/dGalGth0aqC9sQ2LnnoHv738Akxf2YB6p25YF9fktsA5sgrXXHPNsL6/KX/p0c8cowN7aBk5jr8PWjA3b7U2tbSjoiw66Huufn8NsK65FdWVFf2252et7Z1wbAtVlfnnqGPVriWAa6xqdgPY74YAcDF1TSSJfuuAfljCqiITKTwZplUc/VX5PvzEKpiqMZNkpdPVNHAl/8/cNSacKVv8eIzITElJBBhJn/6JwLQiKdlgFqwaDdBqON3AdelxtQaWzaSyQql02T2nwaiAZvHO5LwrvBpE6oFS62A5jUP056pAENCInpOHgf0+0hKVRCImiYs2kx0RS3mxkF3Hl336tXGgI4iZBcIk7c/nv+uXes8liMB25It4BwJZddYg13gAXAR5PJfgIdkoZEgVD2Cm2QH6N5kMNLsmCEMD+B6AwQeqG5ahr4lg12iULNhFkLYc5iDMrrQ5twYZIlAqCt8ncNMNy1wL21sOE0xZ7GW4TXltdEuYdtaHJH3unNy5yQYYIDvSRUBWhMkJYldKCpTaD+uFUqbEOhgeE061Dx1DJbR7lxKQmX5cItsdsOh0R5DNRXNpeeAygdWESioEni+AhulT0ujCsKIwQ/UwncIyFc2ioJE6/cYaYDrTYIYm4aEnXsXv/6pfCD77qR1x2a9/JCBK33L/P5/DxVfpVcq9P7UjLk1td+8jz+I3l90sHi7dPXGcc/q3MevwLyDZswRG8h1Yhk76m3XSZaMCcH1nFqWOBrygAsraBqHybTOTfwGlk13w44thDAvYsnoxtsgwKX5VVwMfTNhbB9PqykicswmJnNArKEUJPL360tJGsmr0YkUy6aKzoxutrXG0tcaRJANLkXljIhIyUVMRoL7aQGVFJNN/00xf3nvsVZSIB8Ly0Sl8LGT7cfwRga3h6CAPVMBHPUxrCoKgHKb4gtGPTQMMaZZQovNjBOvugy3G6tniBw78mgMQrdttSOPIaIwJG8I+ZPGGC1JGM+68cw4iZW04+ujPDOvUVq9qw5k/vQt3zr4MDBUgsGXbZGsNXbZXzAnoEA/2rS4J8dDSxp4caaN4JXpMlaUMsVtkiENZpEifh+9ZwkAzEClogt87tZEsVIJeOsE1DXpp2Xqh5xWfSfHWd2G2PgrL6L/g5dnTYTQcjHC0f3pmMfVV2qZUA6Ua2DRqgGPfmg9XY9ETC9H+SStuePxmTF81sQRwjUHzPrznMfKuyyW48fx98Mu5ctGPV67FKb/4E5Z/QsY98I2D98NvfnoCbDv/3O+Flxfify6+QTwLWY494iv45WnHwTQNvPjqOzjj13+Rd12WPXfbHmefcgx23G582KklgGsMOuqGssv1DXCpZDuC5BoYkpJYuAi7IjQZVpiG3fm37CsRpOF6kGiFSrZAETAx49rzR+BvDW9JbDg5AYzDdnZEuO4rCEfIChk522qs21gzojoQBI2wnOJ8tCjP8LwqbULv1BRka7guV9SbMivqxVyL9hGpSflzVRdkIhCt/92fb8PDT74ou/3erAPwg29/USY2GqAiAEEPpAkIgkrc+PensK65DeeccXgqbasMN89+Gvc+skCAg+qqKP5y0fdRUU52R3OGCTaWABfln55bnbpWzeAZqGSlLh6CoCc1CaK3Sxww+DslNczTtTW7KS6G14ZMnshcGQuwi1JGAjq2AL/CBJBkr2iKDUD5JeD5lJqu1VLB2FKYqjPn0nmvIbIZrFDWH0SDp/RVqwKCMjihBEyrOyM7G6zu/PhaGC5ZPSwaStM1EABWCKYV0v8q93W+Qm8dymoVvATN8Htgqh4NaNFXSQIucuVBlJsFBIMLyKCzR0nJJUObIxlMxKcO+gXuuu4cbLPVdBxz8sX45Y+Pxqd22VrqzrTC0lcItOxx4A9w1/XnYdstZ+DoH52Pc04/Dnvuur0kdk2bXC8mx0+/8AZ+/rvrMP/B3yOIv4PAXw0ozaoYXYBLXw0BP0oIA2crmFYNggSBrSXDYGwR2EoztoYGbPVtPT3OdcJXBN1bJXyi7yMg649G4NKXxM14shPdXZQ7kh1KJp6Bnp4AbsJFyIwjavWgvDyM8vLyTJ/pC26lz4WAljKZzkqQlV3QEdauXgDRQJeuP522a9lcICHTi/1OAwwEhpmQZxhlcDsWw2r/l8gaexcvCAMNhyNStXUxQ+4muQ0ZfLfcei3KKz4c0fXdd89C3HHH3bCsqiEBqyM6aOrLvaWN7LueT7/LFthOOxzby6Q2Fnssne5owfcIUNGXkqzCoT0DsvcIKZHlUAEBWIJe7JM6ebj3c4z3Xbz1bVhtj+cHuZwtYTYcjFBkYCZ9sddY2q5UA6Ua2LhqgIsSy19dgncfe1uSwllKANfYteFDn/6WzNmyDC6+C43934e8PDvnon549hWoKI/g4l/8AKvXteCYk38rycqHHpBNmU1/gSyvLxx5Bn747UPxg+MOxorVTTjiu7/CRb/4viTULnjtPTQ2t+ILn90VsUQSF/zxVmHrX3PJT8euInvtuQRwjUs1r5+DrC+ASyRZZGYk1wySkshUxgogNAWGSBJtMa2mVCgtDxQWB38oHeSPEYYXawW6XoftLmNuoyQ7evRJsZpgmZoBwaJNsJnCOBGGXQUPU2GV7YpQZHj02vXRitpHiyyHRjhO7oSp0PmIRMKdKGwuOw/Lht/jwyvpsr4oHekcgj+XTjK0LU5s6WmUCzm8+e4S/PjcK/HoHX9AR2c3DvzWz/DKP69FyOkEjLUwKHVLAVxfPupSrF3XhmOP2B/nnMGI3B50dZv48lHn4vE5f0BNVSVO//VfsN9nd8YRB+0Kw2QCFEEgf0wYXMKEcxnpTp8tMgL6r1hkJSxJMSoOArKG4oCs6GvJ1WAylkLtNlpgV5Z9ZCDwTfhMo/OpceG8nBK8qXDCU+GEtJG07mOrYVr0gNMMKj+2EpbXlCP7IzCmnCkww3plPwhc6UeuS/NvC46j08mGWuS6Y6theGRiZr+fZmEqeyJMAmoBGWFJgEbRASXKlCdSykOhqxLJIRlgAVPxZOzJn7aaGR+ENVorzCzTpnQxX7FhUKYY3hpvLOrGry79Ox657QLZ8Oa5/0I4ZGHWYXvCT3wojC8zvAXeXtSKcy+9FY/c/nuRWN48+1GhbXNlS9eblt09O/9N/OmGe3Df//4MQfw9KG8VoPQ9PmYAl0hPuwV8sZ2ogHLFFpHuGVNFiuhEBvehK3a/6TrxvBg8by1MCX0o7H/U3NSMpUs/QjLpwbJtkXpWVlioKPMRCkGSPm1ToSxk0g4+9Syg3DCWCibof2YEPJVVDcNmwiu97Hr7AGa31+BrBQyyja1ciapO3TSg/CiSnU0wez6E6cdgqqScB5OEPWMCzElHIlzWMJTq2aS2vfXWW4VpN9IynACFkR4z/X2Omb7PlEhKbTtSgJQ22Oe4KPpWjj+U2dIqMc+ihfho+iEoLwrLDsOWlNjROsO09JdAbEraqDhOl6d+NOs00fI67I55MHulf6bPwKXkeOLBcELDk0mP3pWU9lSqgVINjGcNcHxbNO8dLPnP+1BudqwuAVxj1woPfpp2K5xP8S1j/H4f9sqdmYvinG3vQ0/F3//6K+y2k16IY6rsmsYW/OWi0/td/LznX8Np516FFx+6OiM//MPVs0EW2NUX/6Tf9g898QJ+cdENeOupmwZVA41GTZcArtGoxQ10H+sD4FK+Cz9O2RFXNVkx9FiiF5ZmjtA4VVLTmCzozIBduQtsSakiqMUEocISQQ66ydbXYXX+BxayQJZMkOiwEoRhWB2wzU4tL6IZeHgiDDMLVHhBLYzIbghFp240UhFt0hyD56+F7ejJ32BFkgrdKBBMRMiZWJCFJHXq6v0yuryYkvXnmpDy58pKtG668xGsWdeKc8/4tuzqR//zR5zx/W9g+603k2RHhRVwbK4mN6Cl1cD9j83HmnUtOPeMYxCgB8s/6cIh3/kNnrnvT6ivq8Efb7gLFWURfG/WF5B0acDfCsfxRh3g8tyQeJlpUDAkIER2pT4GFcRACSVZWWJETI+gMUzeyoJdPTAk8Ss/syuTtqhMYTGRxUcgi4wlAXyE3ZL1oJN7RRIaLbjBZCirEk7UgxMioKBXiwhOm0ma4muytDC+CCER6KGPk+lB+QqeT9YKTdnZnoP3yYH6Fld1/PgKmJQx9fHSokzQs6bADM2AIjuBvjSUuNIPjAwz1QkjaIfBZNagQ0uhvXYEiUbx6CuctKjPSKEMkqZKEK0fg9SBwUCK0DaYt+ATzH3wP7jhD2fItx6d9ypeePVdXHjWUQgSHyCg1NTZHPMWfCzbXS/bBXhs3mt44dX3cMHPjgfHx3gigTMvuAlvvLMU11/yY+y24wwEiUVQ7gqRWbKMJsAlzC3xBeqEHRDU1ve5MJeMGlgOvbkKz6wp9/TNaSlgKz/wW8y4Ucw2ab86GtIbZhNsK5kTurF2bSOWLl0qwCrB2dqKABXhBCyDoCefHQ7KK2vhOBXSZ43Al32wH5jsG31OQvo1ZYpk85XPFBAVlNNDSxgLFX4HFkEuMoL7byVjds8qGG6rdFPfDWTX4PPRmITQxIMQCmnGX6lsHDWQ7ZtNME0Gt/B5UHjc41gqfoUMVJDG14CXjHUenzFR2GIaP7Cv12jWjgZhCX5pfy/+eF0fw+54STy5uEDQe7x0wzvBnvh18Z0rlVINlGpg06+BjuYOLHpqIVa98YlOxu5VSgDX2LX/A586NmW+lca30mZcY/v3f7/y98xFLVm+CoedeA6evvfPaJigVRq33/M4Hnz8edx9w/n9Lv65l97GyT+/AvMfuRaV5TopevY/nsLsB57Cg7dc3G/7X158Az5cvjLvvsaiZksA11jU6gayz9EEuHIlgpzZRyU1kCmCZFXRzN1LdED1LJcYak4bRO0hdaGlgiIZNLRkUFV9DuG6PYtCcflimYw1QbUtgB1fmPHZ6V/NBpKMb7dMhCJ2gQkrfTKiCMK7IVQ2c6OaYIgRtdsCGOtgO5zID97RtI9UbcpHKpv61fubWQCtEbbTBMsa3PdLWpUTN4/+XATRCFKaIHpfX1uF7x17sByClNTddtoGhx2o6a3aZLoVtu3Bsmpwz0MvYPHSFSmAizLTMlx05Rw88K8XRPv92tsf4OqLf4wJdUyTWotErEsmritXLcf11984YpP5uXP/Atdl9Hq9gKxkZBHICuiVZcRTMfLaT2V9zUU12JWA8nsQeHHNEkixRQyVgqAyYJa+xwYqlPd6hg3TCWBlJDX07CqD8gMYydWSIhYQcOatzjk4k0CdCvG28j3KXwhsMfVwZMBWTj+k0XjsIwGnxEPLC6CSpNX5CDwPQeXeiNbtmleSpH1ylCTz+V4rAq8DymuB6nkXtvcxzMzkLT9zpBAgTlapQQ+u8LZ4/PnluP9f83HtxacK9PfPf7+Kh598CX/93fcRJD9GgCRMexoef+7D/Ntd+F34iY+hjCjmv9mC515ajPc+/AS3/PFUqOQyBMkV4s1GgO7Yky4dsQdXIpiJWd/8Any/A3bQnAG2cupcRuYoYFbBspnKmh1UssDWdnAi9UWN1YOPSMVvoX2byCIkg7UH69atxscffSR9rqacwBaDRcjq023K8aeqqgqRCD23COSa8JSNZNyHF+uB6cXghHyYIROGk5IfkoUVmgY7mpXHB0rB91pgqvYB7yUtWZyQAgj7D8ZinB9bDpMStlThOflkwgUNQGR7gEmkvbyTeA1D8forvjZLWw63Bjiu6L5IX8xmWBZDVIa+N3kWJ6ugFBcJ2M58xqRTGxmuMP7PGG3QD3ixJgSxRmHFGp4Lk56FyhXAy4/uDKfhwHGXgg69hgf/RrEBIfSMoUVCId8ZMh3ooziYJ+ngZ1TaolQDG0YN8D1z7ZI1WPTkQrQupx1I/1ICuMaurf6xx3EpSWJamjg+vw9/NZto+cbCD3Hcj3+Xw8i6+6Gnce1tD2Le3X/sd/EcBw8+/pfYavOpOOaw/SU8afYD8+R52RfgSrO3brzibPGlHY9SArjGo5bX0zEIcIX9+SM6eo/aHn/+I2OPdYqgKb4kkZwEQQGgWl6F2flcP9+Rvgd3rakwaj6HcNU2Rb3Ii5SufRGMzhdgS/pW4UKZiRfZGajcA4a/DLZaWnCCwkm+b++McMX2G91LimZdrUmxropLRXRdRo4TiJoi0en5igbQaObeBNtpKRq88H0HUFPE6Pfiq+aIx9CJx3xNDnHhn27D5jMm4/hvHphzSC1R8XHPI8/gg6Urce4Z3xIz+a7uACeffSW+dfiXBemfc/88XP370/DpXWcgAE0PO+B5Pha/vxY333wDLrtiBCmKx12P226/TZhLlpVmZg1fYjiiG63Pl9Mr7ZwQa48f3nsRIIhAeQkotxFmsBJWQHlM7qp7ofPwlQUPDswQpYSegFhME9QQWcr3KkhKspwwKXu5YZHpoxRZMQS27KJYhMXWh75WXmc53KQD1b4QTnypyLp6+2f5QQiq9quI1O5c1NiRnpgm2t+H6ngFZtAqsiHTSMIQwCuV1JeRsWUlzaZTmTp9Aly1MELb4JV3WnHF9Q9g7rXnSM3MffBpvLP4I1xw1rcQ+M3in2XYE/DyWytwxfX35273/nJccNY3EXirYBiVgF0LpWzscsCPMW/Or1AXXQovsVzkdazjE07+C/543o4jSFH8CF2JqTjh6K3zAlt920az9Ci9qwaMcvjmdBjh7eCEBw+WKLadh7sdU2BfffVZxHo+wLQpPsqddgSKjJgsuMqJJsGtcJj+frpozy0tS+RSi6/CiHcqqAQ9jiKwwlGoim0QqiArjWA2WZmaTSNsHZeswBZJNi1U5BhGlbQ7Zbp9C+/VgCBXwHPIFlnu4VgcYcqoZtWw/4s3HrSfl2kSSOa5lkCv4fadkXxP+8PFZWHFSslmi1lU6ntMWgYojwso7GdlOe8bWck7vRu7UixhHURCEG24cvehXrf099hqmF6j9Eey7skG9kVtqaCszRGq3RsOZc0baX8sFPzRu666umM47MRzsXZdiwBYX9nv07j4F9/PbHLDHQ/hxjsfkb9ppHzEQftmPku35fHfOmREC6fcz3kXXYmZM2nE3GcBSf7su6iUb5EpHeaSO+rk9osC3xtkzUrn0OYMZgUSjAc4z8xHA5x7zjGKueY+JxWkZV4D1UGf+ix4XsXVVb+6yZfsnLd+i7m+PF8UmmjfMvR9kZHfuGQ1PlqwDF688Jzi4rk3YVrCQzQ8PNlyLBFDYsetMGdOrrH5UMerTXH7+3b/9vjGJ6bMvo587fZMdaYZXM/cdyXq66rl3wdicPHzj1asxU2zH8HHKxtl7vf2oqWYMXVijkTxPwveEjXP+T87Cd885Avj1nwlgGvcqnr8D0QpB19cRlL4gr3lllsW3AVZW4nmF2DH3hKZSKFCc2ovsiPs2n0Qik4o6pTcZAxe64uwul7J6xHReyceKqCqPo9w7W5ZX6HuhbD8dwtOUMhQ8KztEKrYZaNbndTG3l1QAX2TKN0bvJ21eTolNToRsZA8Rvsq0cC5uUimGCd21UAwCdfd9iSSSYWf/ICeWsCZv70a+39u97wGhfycqwOLl36Cc04/mrloePyZhbj3kedww2Vnyff/ft+TeOGVd/DXi7+XAbgyHlxX3zQygOvb1+Hue64qiglXVIcdxkaSiEWAJyAjzhEAi9IVMqTI7ODvvgbB6cNIEp3bAj++GoZaCTNozwt2Edjy4YD/Md2LKXQCaqW8YYSlJS9iCRgpNox+7aOszYHnVwJGHZxQGEMIystbG5nrVY7IDTmhN02m0XFCr42Q3Xgr1LpHhHnVt4hR94RDEK7eriiQK/39ZGwdvJaXYMXfE0aplkmnwD2mN5J9ZWrgSyqGwI6EXlgwrCoYoS3QFa/B3of/Ck/MuRhTJk7AD8/+M77+5U/h8AP3wJLlS/HPp9/EqScegs7uAHv/9y9S29Xih2dfia9/eXccfsDumP/qW9h1p20RjVbjlTeX4cQz/9SMrM8AACAASURBVIxXHz4PjloIlVgM5XWLkfl3fnATLj9vlxEAXMuRUFNw7Dd2hMnUtz4m+/kah149bjARnrMLopU7SSDH+i7JZBIvPXsvWlY8i5pwG+xwBNWTZ6ByApMMKbVUcGwHlVWVCNOAK1UEePKYVkrJJ9uZ/o7sY7Z4EnkxwLd2QLh6dxn7tRyZYEaXeOrp5M9uBKoLZtAMU5Jc8xcNDpeJZNHK43nou106sCEFpKb3Qu9IhGbA6uMJmU2S5HlpA3syW/V9opMCS9LGseuZOuGzUxZ6LKtFgg+GWrSM34HyyQ5mCm/xCY+ajepLaiMTeIVNnPJ4NDlmp0DYoZ7TYNtrmfhKmF5TH1k3wWELvj0RsDcT1qFObeT9xD45cGrjYMcdj88TSbdg8Efv45O59di8BTjioM+jubUThxz/C9x65S/xX9tsjgcffwFX3/IP3Hj52TKBi8UTCDk2VLwZXucqILYCZmwlZn33TFwya/iSzmufdPGj7x+PmdOyQS7jUUeFR7f1d/RN+8hDH1fGoj5433esaUP7mnYmqRQ8RLgigl/c8Qp+/uWVqC0vQj6SZ0+t3QH+uPBw0IexVHJr4J7dvpNaXBtfnOsbr2cBrnweXL/78+1Yu641rwdX3zbsicWx50E/knTw447UnrMcT392wbW4+Jc/wH9/9XPj2uwlgGtcq3vTOZiwtjqXQbW9ANv7ZMAJFJkXfuXnEJ6wV1FsKb7gJTs/Ajrmi5F8/xWrbD2SeeCFtoFZsxdC5dNzJr18UU10L4blvgGLqXB5ik4W2xx2xW5wHL64bVwlDUbRhN6yKW8a/PzFhN6bANuaPOA1i/m4y/2S0ZXreZZ7FOo1KmCgAfNf/QS/v+ou3HPj+YjHXXzlmLNwz/+ej82mTcKd/3hSXhR332mbzNc1wLVCUuboU7Low49w4k+uwLP3/UmMuWnC3dnVjd+ceSQUaDLPVL+xMZkfvOZGtkV24sr3iLD4nzBQwaREyeAEVnvyDEeipMGuVvjxVTDUKphBm0g5vcChyg52yINppaLrU4BWbykjZY8GjZFThYwqz7Ml3csRKaKvgx+McphWGQxKFovobNl0rxACMsACTow4KeL1Fp6oJ7rXQK17GI5im+cWgtmoPxSRqsLAe76WEjZoy6uaDQr6mukiYB8ZC7C01xiBPcNEYNfAjtTAJjAoPlzTMPfh1/CnG/+FivIott5iEq4873hEQgGeWfA2Tv31XCx8/LeAEcLsB+fjzzelttu8AX8+7xhEQwEuuvphzH7wTUyfUofW9m789icH42v7bQE/thDKbZEwDdOKjpoH17e/9TkorwNQ9J9K5PUjE8DHqIPBhEDLlAUBHxOA0FZwojOLGrNHdmfkfjvtdZRofRPLFj6AltXvwHezDCiCjla4CtWTN8eEafWoqYkiEspqxriKHhDBChII6PXIvmY5mVRdaePQNMCuR6CqEKgJsO26zCJH1nuPQEM3kskmQH0E22yBZSkBiMXnrU+hV5z4ctlV/cZhP94CJD+R3tW76FTSmbBCacZg/prM3kccN7KpjRoY5v05vHFjNNttY9+XyOe9VvF+M63OYbFUxTjei0ApBrHUS58qZpwcqO6y/TEJFWiWl0HQWkBYLlhoptdoFA1yfQLTa+k3VmjW4WRhHYrLI8NLUsxDFaQWY/h8YDLvBgbCUnpz7h9uxCO3XyLVdPOcxxAJO5ngj0J194OfXYav7b8Xjvz6vjj65N/imMO+hG8evB8ClUSQaEHQ8SGClteA2BoYqYCQo067HreeEkYkVMTLWJ4D/8+dCZzyvW9hy2mlBMvR6NOlfRSuAaYOt61sRXdTZ+FplgGUTahAzdRanPWX53HyZ5Zhh+n92crF1PO7K3xcv+w4XHPNNcVs/n9qm7t3JcCVdr7lO2lKoihvqGP39zffuC2nnjnmVVaUSRLi6rXN+NYpF2RSFClBPP6M3+MHxx2Cr39pL/kekxQryqJ45a33cce9T+Cdxcvx+OzLEI2EQdbsuZfciP/58bHYf5/dMsepq6kShuxYlxLANdY1vAnunwBUouU1GO3PwjYGAj4A15wMo2YfhKq2K2rVWRvJvwqr4z+wZIW+cBHgrOKzCE34rKyQ5ityrt0fw0y+DsvMTmp7b8vhw8NkWFEmLOqEuI2tuG4Cnr8Gtk1AavCEKp0YSO80srkmF5zEan+uODy/EbZNY918yXR8kaPvTS18vxznXjIbL7yyCImEi1mH74+f/OBoGbiP+uF5OPKg/TDriC9L9R7xvV9j5ep14Krp9KkNmHPtb1BdWY7Lr5uNp/7zOmqqK1BbXY7zz/4WJtaHZEVdpyiqUTeZH+32FslRRnpUhiBg/fDFn8AOJwP2qE9K0z5UyWQPEokVMM3VCIXbJTyAYFYhs/Ug8GGICXLKt8i14Xs+LMMTxgwfrukibBWhfuUHu7IgXlQztATQqsyAd0NhniQ6P0bQ9CDsoL1f87jmBJj1hyBcMX1ITSfAfNdHUG0vwXL7s2p674zgQ9KYBFTtBadscsojx0DS9RGPJ1BdwXqJA34MAQEP8axxoFifhg3XL0cs4aOmIkBAmRxldaaDhFeGji4fE2pYtx0IvGYod22qjfS9O5om89KuyoXvdYgRf1pyp4GtCSlgC/0WAcjaUNZmkiAZikwc8UR9sIaSsSbZA7f9Taj2l7Fi+btYu2ZFwcS9uroJ2GzmdghVT4QZcWA5BJ9ckfCKVMQkeGznMKfImgpC02GFJ2RAKO0lmAYlGvKCEmSSJbreg+F/KAyagNJBS2mDcIJeZAEagRjdB2YtLMpaSbdJFfE6iq+F6a7uH6JgRGFEZw6Q5Jm/5jIyZsoaRdrIey2X9TlScGWwNtvYP9fPN/pC0jieiYjxYYFF9NdSfqUk8Np27ZgzwrOgF6WN3Slpowa9RiptFKld7GOYfmu/5tXg8JQUuzUXwMk+82zdHxUXQtJMr9CoP++G0veY9jXn/n9nmOGPzluAF19ZiAt//r3+15hSPTQ2teJLR52J+28+HzOnT8KuB/4IO2yzGd794GNsMb0Bvz31a/j0tjUIml5G0PMxjcxkXyWAaygtU9p2vdRAAMQ6Y2hb2YJER+F0dsMyUDm5GjVT68TK47RL/10CuMaowebuerwGsgTQSmcpjv3fR7+Zy6aj5PCHP78cK1atkysluH/emSeKH2F7Rzf2OexU/Oon38Gsw/U87sob7wWl2yz77rULLjj7u5hYr9mntKiZ88C8fjX2u//5Xo68e4yqFCWAa6xqdhPdr5fsRqL5edg9bwwqSfTD/wWLksQiItG1kXxjykj+nUEkNQbEy6t6b4SqthkUOOO+E7E1QOJN2AKS5C+eqoER2RWhslwm2MbSlNozpB1B0AjLaSvKCJcv5r5XBdOYCMepLTiJ1fvuhAqYtphPEklfrzIY4MAWRleXD8u2EAlzlVcDYOLfVgTrh/VN353uni5UVdEPikAnJSNkb2nvnaVLV+Gaa24ascn8PfdeNaLmFcldBshiWiiBHV5rNMXK0tK7dDroiA7W58tpQEtLq7gC1wNfUgTb4DgxkSOyiAl3Oroe9OvqVZjyJZ8ZmrGVDGAZ3RI0YAgTZeCVOk/pa/b8WsBogGnVwbaqNbAwwlV8uW87lgBND+T19uMYYDUcilDZ0EFpz00g2TwfVvfLRQHpqmIvhOo+kwEhtKF9HJSfBaoDAeuf5vxohUm5o0WvwnJx6A9UIuUDxVQcJr2SrcN69eArMudISU9SU5dhq442wJVucQYVkA3lBVFYdhUsqz+w1bePer4DZW+HUPk2sMeA5Sref/EmeO1vwep5U+p0+bKlWLduXUGJfUNDvXjU0HOLhYsdSbMafjiMcMQXj7n+bCmCWzNghesKJB9SVkavwrSsTE/KM3VHZnHPUhiJt2GaPQiYWsq0XoJm1PnSJNxSMGyuvJZJyIlJE/tU0T5H+SRggDKrYZbNzAHFhjpWZOXOVorlxfGYoDoZk/pahgIwD/X4A23fO5X2tlv/F489nDW2He5xZt/1lDBJh8Ne088zV/y1TKsJtk1weuhnotNJ64S9bNsV48527H3GudJGBqWkAS8ucAzNz0u8AAlyqf6LC2kGpBWuH7TOsqmNmnmIjL+cDrwZTtsN1kqUDh446+zMZg/echFefmMR7n/sOVxzyU/l3ymbefjJF8UnJvMcTbQISMXF0rhn4oSz/op9P/NfOP2Er6GxLYH9jzkHD/7tfGwxYyIe+tcLuPivd2H+nLOBpgUIOt4HvC4Zv0sA12AtVPp8fdYAWZpdLV1oW9ECP5FvwVqfnWGbqJ1Rh4p6LlDq52AJ4Bq7lpuzywnrhcF1zJu35L2otU2twswajGnF8ba5pQOTJ5IFPzxm31jVagngGqua3QT3m+hcDtVKSeJHg0sSK/ZOMavyG5r3rh6REra9A7PzRdiqMADF71AG4pXtBqd2LziRoXkUJONt8ONvwAlWFGwdzw8DESYsbrXeJgMj7ToiLfQaYVrr4DiFV2d6H0dki24DHIdm8YWpozpNqhWGQdkiU8bSe+H/cHCjyTPZVpQEcS2CD1Bf0vkIpFn0qbG0efJgRb94chKyLhXLTnBLM1zWB8CVYSeJX1YIYNQ6mWuczAozK2sKPdi1DfXzXNmUNiTmJJs+QQRHFBPbFEGtHtgpYCvfMTTY5WnACz4C3xUZopcIYBs9sK2ktkW1+FKTnZyn90Xpok5SJGPB5AoJzIAMFl9S6wKrDoE5DXZ4KixHvxgV09aF6kNArtb3YLQ+AosgUJ/iOjNhNxwCJzJ0OYcAK+2LoNo57qwtyHDjIenZ5YVmwqzeC6GKzTPXpIH5dfDiS2D4qzWLRzHlkmwigldxmAGZownNnCLgZfD+iMKw6CMVAvjv4n2WlRmNBcBFRlZgbQ7lbIPAb4PpLYGNlrxyu771TBDXRy3gbAOnbMtRmciLrLb7I/idb8GKfyhAYywWw7Jly9HcnD/FiX1p0qRJmDlzC+2dRX5WEIIX2g6+SiLkfUSjOahwGeyIAcskcBFo+akwt/KDW32vVxuD06dwYo4xuLR3fB1U/G3YWJPTZwTo5j1A0MugPLgKZrgeTtiBKSEWbF+FoGd5P+BA5F92PazotBHdL/3bjWMV5WSUCJcL+J71Thp9aWMayJJnNcFULoq47Qj8DhhBO4ygA3+f8xQi5lJ8/jMNQx0GM9v/7IK3cftNv0RgVCAwqwCjEqbNkAQ+Y5hSmJ8hyz7n+0zKbYRJ6f0w/bV834TvNcAyJ8rzcn0BhwNVYK60kSyv7pS0kZ5e3qDSRuUnUyAXF5Zyi2ZCFgaLC4/nuj/KYyhgf+QzkxL90ZM28rpXN7ZkTmFSQy1ee2sxLr9uLuZed56A5nMfmId33l+GC86cBdW9CkHPChiU+obr0BNU4bQL7sBWm0/BL085RKT7rgph94PPwssP/RllZRH09PRgz0PPxItzz0FFz2sI2t8D3A45ZgngGvZtXfriGNcA3xPb6be1qpWrQgWPFioPo2Z6LaLVZARn39VLANfYNdCdO5+4Xjy4Zr2VH+Aauysdvz2XAK7xq+uN9kgi82t9HUb7c7DBVarCxTUbYFR/HqHq7Yt66XMTXfBaF8DqppF84dUEHtFjklvVPgjX7DLsCZZI+XregE2piUw4+hedsLgjwhU7DPs467uxtfSiB75PNte6ovxEKDHwvCgQMG1x4oDtp0E07pdAV9ofhw9C/nC1JyfLLFUdATw3BN+rg+NwYqDZF4MVvdreDRUwpr1VrmWsAa6s5w1fxNOrz739ssZWcpELaJE51w2TYJbJ3zpSXhsZM+Y9Lv5rAwFbfetY2jqZgBvzU8BWj4BULNqzKJpK0zIFyBIJjmfpZEMBtJSkMBaSPYq8zaxHYE6FHZ42IrCL7R9veQtW++N5WaNuaHvYkw6B4xTXn/rWhRtvhtuyAFZs4YCsVBmDgjBU1b4I130agfKQ7H4fpvf/2bsOMEmKsv1WdZiZnc27l3PwjnBklCQqoCCSoxIEVMJxoIASREQFJKgEBTnJoCBB/BUFBElKPvIBF7jAXr7d2xwndXfV/3xfz+zu7M7uzObj3HqefZZjO1Z1V1e99YYVMI3ucup2sIOTMF0/IZFmdjIPpilgCJIyJn3RulzUYAJcPrA1HaBURLuovU9znSgSbSshvZUwZe9y8NTlcTCHnAQjMBtWkGSbHQynbO9x6u/cd7R8ArR8COlsaq/z1tZWBrcaGxszHorONWHCeEyfPp2lnh69l+HdIQp2hGp8F3b8g/aFFwYkRRCeXQAZMmHmjYcRKM7KOOl6Yp/hWgSBcgZOCFTj58CJwmn7GIZa3WvKYsKz4Rk7wQoRKBqF0hEotw4isQwmyck6tT8zYzhZkeSgudZm37dLkzZqYtWEYTKg7acj04os+WdkA6bbA2y0xxJY8vEjVmIi4cFk2SbJcluh3U2A15gE1YEHH3kNtliDE46Y3veLB1C5JYKLr/kIj9zfwdKhA/nvG3mVEIicDnwpSi7lUI0GmHZzTt/DrhdHry4tgHluOSxzHL9H/Xn++3XTg7RTx3cl2iW1kb4r3VlenhsDYsTk6m7vwP5xgamQdt/fq863Q/VK0l5KlSVfSl/aGE4Csf3/zqbulQI2Wltasc/RF+G5h6/DxLHFOPvSW3HYAbvi6IN2wX9ffwtNzS048sBd0Ry3cPbPH8beu2+PC793FAR5bTktEEYQJ190G048/Es4+pB98NzL7+Phf/wH9//yJOjaRdBNKwGX6miUwTVIj+roYQa5BtyEy35brTXNWfy2wuy3ZYe6j6dGAa5BbpROh/vzTt9JU1fQ7LTzMGCo/n3yx/cP3U2N8JFHAa4RboCt/fRuIpqUJH6QkUGRun6eUATmwijeB3Z4fNbb8o3kK5JG8ut63T51bFn0BdjhiVkH3tlOzj5fbUthekuzJCxShPyuQ+6nke16B/J3rmcyrxY1OSYiEmBCaYslMI1xsKyemTE+iEbeX0kjerPnFM20AS37f5FHRzkDXTRRyKV0yCQrsX79J7jjznsGRaLI3iGcZEgrywTsUGpZEsySYZbpDZSJlO3+UsbafnoWyTFpwkEMLWJqERuo4wg+sEUTbwK2WlmK2JcJsesacGIaRqIGFgEzbGwp4DHzhNh7xE4jYIugSuUDWnQNSQAs2710AwkIYJFlUO3MrsI+1yeDXLXvwmz5TzcgnK7dCe4Ee+yh/X5X230Fm1/PCuK7sOGYUyECAdgWgRTZPe98wG86ZPBzMKxiZhForxWe2wjttUCoJkjdABCQKTRO/u6vcOOVA0tRjKmZOOWU0yECc2B2ArbS30UNJ14DL7oaUq2HIXtfZEjt6yoTypgDK282LDs7e87vKxw4jYshWj+AoRspAqH9UpqamrFmTQVaWjIvoND7N3nyJEyeMgueUQJBoSAluzFg6NQ8Dyv2cUZWMUkx3aJDIcMFkEYd+9H1x5DbNw8nc3cCNwjsMljaFG9dAcP9qNd6U9qAJ2fDCu8Mw7S57SNNa6DrnyecDqQTlZbgH3oXZWgijEBJX1+zfm4vAU2LGuVobNb4wU/vwcqKTXys3161AHvvMa/dA40ZQCqBM350OxYvXZt2vvtv/j722HkWLr3mAVRsqAGlKX3x83Nwxflfh3Y3QzuVgCKPIj1kAFfXCvBTYE24woI0VdKjjcAvCxAUkmEBJN1kFiVJ4TOjin7bE9uorL3ts4F//WyMEdmtQ+qeSm1MShtFnAin0NTuBHJxIml68UMSpsPIoQ/oy831LG2kFGhfatu5DdIWhCJV0LEaiDgByXWQVgBG4Uw8+uxS3PKnl5EfDmL21DH43RUnIGgBN9/3LNZtbsDvfnwk3l3RgDMu70gVo2vef7ep+MMvTsGyimrMv+oxFIZDKCoI4tLvfBm7zAxD170H3bYJGDWZ70sTj247XDWggVhbFI0bGxBr6sUzWQoUjitE8WRiLmfuC0cBrqFrtAfnjQzAdeqSUYBr6Fp19MhDVgMLFixA5Sf/N6Djj52yK37/8wNoqNjjcXyz971gl+2b0wSTAab6d2C0vNYraEYnTCUwkv9NavV8QDeU3NlPWFwNwyHz+cyTOloJdsQUWOFdYWVJuRqMaxrKY3CdO5UwLfLQyg2IchzyoxkD25oIw+hZatrBsCKTXopWzy3RiQaxrlPI/iXk/5Xraji13apVH+Guu6/EpEll/a62119fgYceephN331zZj/Zbyj8srpNDFh+ST8J9s+iVCxmaBn0mzx8Mt8WAVuuE4NMMrZ6YiFm2puALZqkw3NZZkxsLJ58u4BKaLi6FGbRATCkhpeoglSbIXRtkmmUW5tmawxmE4kyKPLPImaXWcBgQS4TRn5na9+E2fZamnE4nZPYL05oD9hjDhxQP5FoXc+MUtP5tNs56DwEblFvYRqNfhvZ4yDtnr3rfGkfJRJ+DlZoekYwNzU5499eDMptwqmnHIcp47pLMrPVb+e/z/v8mTjjO+fkBCAzEB5ZC51YDQO1OYF2fG+6ENr6HPtzZQKq6bhevBFO00eQbe+zDJEYFZ1LQ0MDKioqEIlkHnzTOzll2hyMm7YnjMJdYRVux+dyEjG4tc/BjC3JyCT0EIYqPRSBpE+jbyZO0iXqp8hnru/PNBvSd2Lx0LU5sY1AfAlM0d2UO3WfVFeumAgZmodAcAyDXFFiJTb+m4Fjeg81CDS04ZJnVvFOvIIuBIENOic/xb48Gx3b0uJCAQTG4v5HX8UHH1fg1l8uwHOvvIdH/v4S7rvpHA6scKPVMISAaZUh6oSgRQGEDCKWUDji9J/hz7ddhrrGZtxy99/x6MIrkHAc7H/MD/HYwoswbVwcylkLeCR1G3qAi77bBMB6woAZUByMkgmEbg/MYGoXIY0Wy4cpIIKAL60C8LzipL9WB3uvf/X82dmroz8iewAf9PKcKkjqGySZ8KcvdigCCAPTYNj5Q3aTaQnEKg+eRwsxISDhQEcaIOKVMKIbICIbILXjtzftZNgQgXKgaDuI0FjERRFiCQ9FQaLjtQEqDu0lQEaIwsgDTPopgDCDvDvIYzFBlgxkYmZDyTw0RTyU5BtArA46sgG6eSWQaPJZaJSAu+AmHL9P/9jEVIHvrE7g7B/8FDMm91/CO2QNsU0deAhpsn2op75/hfpwcGg01zSjbk0tnGjP4wlpCpTNGIviCcTGzMzKJlnyGRffgd0nrEVBPiWA9720tEbxYeuX8eijj/Z95218jwfnfXdE7vDbS+4bkfMOx0lHGVzDUcsjdA4CuM7+4suYMbG7l04ul7RmcwJ3PVOAW686osfNXVkGXbQfAkU7ZgUo2L8kUuUbyceXZzWSd82pQNHesAtmZj12LvfTdRt/UrceIkGG+T1JLwUcjIUM7YJAcGx/TrPV7EP17zgkd6uGadXnxGTwQShiMY2FZdLKTs+SJPbUcRsBQWmLuZncU+X4jLEymAbJFmmFNvvAgybE69b1zvzLVvHU/gcd5CeBDHXpWCX3pSFCpOSGPqMk2y0zsOXGIQ2SIro9ymsz3YfHwBYNSPJYJqRa1wKJKOltID3yiHKYuSXHHodA/sT2Q1B7KrcVTnwThFsJoWuGAOwqhTJI8jYxaXreO9hF15SoeRlm5K1u/QexCdy8vREYs39OoE5Pbe65DuJ1b0K2vg0zmeRKQLtD7BrRCtNobQdU2G/JKocMkKQ3PcnVZzltBzs8B6ZFUrDcy+rVJKHO/h70dkTaf+bMmbmflKV3CSQiJLtcxRK6XApJwzwCb+xZsEKTuI/gviC6GR4BW7HlMNk/LX0oTxPIurpafPppBSilsFsRElagEKWT98WMed+And8BEDrxCINbVnxZt+PScVySpJUcikDR7G716PswNUORt5/ZOEAfJt+QnoBJHVsCU2/s1dPM0/nQ9s6w83x5XqzmDVhtr3VbQErIyZBjjoBhE3OI5NnE7IsBLFFO5NRn9NR2LC0kH0FNwQYkgyiGIafinMvuxHGHfREHf3kPeJ6LfY/8ERY9dR2gNkCrDeyHCBTxj5DjOSnykSdexatvL8XC687H//3rdTzx7Bu4/5ZLYVkGTjjrKlx+/nHYdTsbKl4BeGRYroaMwcXPIb1zkoAtD4bRt34yVV+OZ8KJW4BDJughSCOfAT3JwEcBDLNoWFi9ubx7w7UNfb+iTZ9CN73EAJcyA5CEA5pURyS7tiBCU2D0sZ/L5foZaCLGK8lg3Qi02wZBvx0KeqCwDw0V96ATHqQThUhEIb04pE62vySQi/wDiyGsAmgKTvHo+xfxA1YItWYAy/RZfUaQwSz+fwR+eWTYT99oAzApOIRCHDSU0wJNMmirBAiOhQwTgD0ODz744ID6bno/999//z733bnUZaZtBvqd6e95R/cb2hqgBZ2Kt1Zj5X+W87vRU8kfV4g5B22PCXP8b3fXwt/yWDVUyxKcf9GVuOCoNkwoz5xan+2OKmsd3Pbi3rj33nuzbfo/9/cHdvzusEgSUxWbkjyevnQU4Pqfe9i2hRtOAVzbz+jZNLy3+1y+JtYjwEWMCdeeA1myDwLhjklxT8fzjeSXQLa8BlNl9lhJ7Uvx9V54d5hkJB+gxLGhK37CYjUQ+xCmqO7xRGQYjMCuCORNGdDgZejuJPcjM0jgENPKZzLkMo/2TejLYFnjYdIgr5fS4c9Vl/Px6XCUYOY65bD5HP1fAc29JoZmy54M4X0Prb5NTn1gi/YhYMthNkeuhYCthBMGNKV80cQ0BFX7BmxnJcv8UkwaAm+I6RIqmdfjoX2wq60T2EWMjsz+UbleX+ftfGZXEuyyyaCezKIzg13MRqx+AVbs/W7MHQUTbv7+CJbvPSBQnMH4pk/gNr0N4dVCiwRM2QQpurMfef4l85nNRYw0Ato8MQkyMAd2aPxnrr9gIDxeDze6GoZak7NskcAFFUIA8wAAIABJREFUBzMAHYARXQmZWNcjQ5cmrdXVW1BRsQbUnp0LGYQLMx81kYmYtsOh2O3zX0lj5TnxFrgkS0x8khnckiVAySEIFM7ste595ikFNlAgh284nktf2G0CkEzSU14JVGwdLL0ChuyF8UzsImMHBAp2ZCZXovo52LHF3e7FsbeHNf5I30yfJvjE8GtnfdKCTDQpYybWp+/L17mkAVnskZVgw2yAgC0fcBQiAGlMhjTm4sgzbsDVl5yKXXeczpP7Q076Ge696VxMGkshFmsBTee0IGQJhJyBmBPGwd+6CguvPw/z5k5HS1scCy6/Dc0tEew6bxZisTiu//FpkHoLvDh5FBHDbfABLuo7PJjQhoBl+8BWXwuzERnYMmAoj5/5rqyvNI+vpLG9FoVJc3sCvnz2w1DL2ft6b4O1PY+VGj+BqKfAjzior9XagDICUKYNZZZCFkyBZUuWNuaycNP12hjMIjiJ0n2dNga0hBdhJpVQseQ3q+dvIDEhmQ3paGYl64TDoJd0idXle9r43z1CeOk56cwmTXqI0sW3s1gIWBNQwoCilOm8qVCB8ZB54/hHGCObTjpYbTt6nG2rBmJtMSx/8WOse2sNtNeDhQIFtuwwAdsdtCNKJ6YrIVKWGU7LKqB1CWRiDXtl/uDnT+LsQ1swoDnla1/GwoULt60KH4S7eWDH7w3CUfp+iDOWbrtg4yiDq+/Pw2dmj6ECuDwGoL4Au3w/jlTOVpxYM5yGRTCjH6T5rmTajxlhBfvCLt5xQCyMbNfU9e+JeDO8KCUsru9xV9ezGOQiOU6ucrq+Xsdwbu84MbjeFpgmeWhl9xFi7ycnAK2JzeWb7PZUUp47dHySLZpmbnIr/xwh9rqxrd7PMZx11du5cjGE7+u1+qy2BCApFdEHxbKVlMGy5wbgkPRTT4RllbdPkJ26V2G2vZkGCjHrKbwfgmP2y/mZ9sGuSBLsIhnjUIFdE2HYZFDfHexiEHXL07DiS7pVC/dPhQciWLZ7zveUsS9y2hBt/BAytgiWooTE3t8RrU0kzNlAeD+ECuYOa/+V7dnoz985ZTK6ASpOssUtvcoWeUCcqINO1EOT35jKh6VVRoCLtq2srMK6dWvhuh1AkDAC8EQ+1teXY0N9Ib5x2JHYY4890kAqJ9YEt+Y5WM7KjLdE3w+Ufh2Bgo6ky2z37vdVCfYSlJJAf0qYy/6+dT2ub0ifj0SEJMAVsM2eA1mYbSSnwwzNA0QA7pa/wXIq0g7Jstu8zyMw5oAepa30HvD7qKLwvFpOKoRsYfYdg+mgFF0CssiRKlMJQiQBrsO+fS1uuOI7mLfdFAhIHHLyz3DzL76DHWYHodRG9oejIihIRk7FI0+8i1ffXo4/XHcOtBBYVVGNK274I8494yj849nXsXrNJtx3yw9RXhiHG18NuHV0R3jo0VcGxWSeUhQJ2BKmhknAVi+gYk/PAKXC0kKAmzBgapeBrb7Ivum43YGvwiTjK5nqyIyvbQP4oncl1rAEsuHZbu82eyEaM4DSg2AEqA/wUxvpG0aJsikT+85tkQJuteszqvjHawNcnyXbVc6c7V3u+nc+AgFeBHwlFFRcQSTikE4EgqT+2uVnMlXonSOPNiWD0KFpUHmTIEITYORPgrR978htYezX13oc3f6zUQP0PtVvqsPyF5agZkVVj2byRtDE1D1nYPuvkmS+YzGZLQXcGJzGJRBti2Ho+jSrhlGAa+ieg/t2GBmA67vLRgGuoWvV0SMPWQ0MBcBFSYa6aH8Eiudl/dCzBLD5U6D5TZjuhl7vk1kPge0hi/eGnUcpUgOT5/SnUh0nAbdtMUxF8qDMk1lOWEyuvudqjt6faxmufXgS6zQBgkCu3GSF/kSuAFKQCX3P/kM8+E+yJBR5OZl1MIzO6YrJldR26VJHCiNPPJx8aJTC7oM/13DUW4fc0M1gCD8wvxwGtlwHEClgq2dQxQe0DECTPxqtpttwKfFNj4dtl7RPitnvp+5DmE3k95PObkgE5iEw/vB+gzH+gCgCJ0Yyxs0QagtPNPs6Seyp3XxmV4kvY2Rml58CSP2Dk4jC3fJURrCDWWnFhyBYulOf+xJfulwBJFbBQD1Psrx4HeBsgST2S4ZCiX6uVwyD2iI4E7J4L9h5nz32VsZ781w2U5feapZytydnMqPIhUrUQbi1ECBWoA8MKW3CVYUQKgBTeO0LG/Qsbtq0CevXb2BghgETMw8RtwhrawqxcqNEQUEBTjjheOy007x0cCtaD7eOmFurM7aBa4wFSg5GoGBqn9s8dUD26XJrIGQtpBHtp0+XQCJG4GArAroehnR6fB9cXQ4R3AkEjqLm7zBVXdq9cT0WHgC7ZHe+J+573CYOJlAcTtAC6GYI1czfLJrQUy9KoAt5pmgpIA3F9yE42VB1uZYAhJwIYczF6RcuxPxvfwP77LkDS8L2Ovwi/P3eyzFxrAWta5IpiCRHK0XcKcDB37oWv7/uTOy8HTG4DVx32z8xfkwpvnfy4QyqXXDl77HHzrNx6rHz4Dmf8neGVI633/FvxKNrUFaaPZwgU0PHYgm8t7gGd999CYcGGEbyOepD50/9iusQ00cQxA8zx3CFPpyiC/BVBAiSx3WWOhLjiyR+6YbpfTnHSGzrp9ouhtH0QsbUWdeeBTnmMNiBgk6swyhctwUegV66EULXQ6gIDJLre80Q2svKzur/vRJ1ixbjDF9eyImN0n+X4gpunEJU8qCNMRCh8X7iamhMO5g1EmPR/t/r6J7/qzVAz/OmZRuw/LklaKsmv8PMhcDnuV/bEbP2ntPOjPYtBarhtXwMGfmIwetMCdmjANfQPV337HAmf7tT0sHh+v29ZfcM3U2N8JFHGVwj3ABDefrBBLhYkmjNgizZF3Z4UtYJhG8kvwhGyxsZB0Gd79vTQXgFX4RduseADKIHoy79hMVlyYTFzDITmjy4chbs/N1gmv3zNxuMax3MY/iywmoYBvlzxXM6tOuQrGMMLHNiVkmhzzKIQAhKBaRVXapbAgvoJwW60CCU5LQE2PjMQJpAe04IQhTDsnLz58rp4vuwUQegFe8whDeSSVM5+Gflciof2CKAIAKDkt6MLsAW2eZo+vwRkOUDWuQXQtMznsx6lP44HpZZ2g2sijWvh6j5C8tKOhdHjoc5/nhYQZIvDrz4YFcULplue5UQxN5jsCs7OzCXs3eAXSlmVxH7oKiap9k0v2sh0EmXHY5A0dys/RXt60vzauGRvI4TBdPff5Joqng1JIEJSWkLtYWjCiBUMA3IcWVpkok6r9/gYS51MpzbJGINcGOrYLifQujWJLBFCa00Oc1cqG93vSIYkDB0HBvWr8fGjRuhlIY0w6iPlaJiSwjrqoB4PI6pU6fi+OOPw9y5c9IOmIjUwqsj5taajCdyjfFA6SEI5Gf/NuVSZyk/QQ3qE1tgmP1hdLlwYi1QsSgM7WSUvdG1uJ4NZe8MeCZk/ZMMFDKTJCmgYpZS3jSYdgCCwCxBQBWxsnJ5r4jBQpN5Oh6lpJL8Cty/ULKglCYMsxzC+Bxuf+BlNDRFceWFp+CDpavxo6vuxvOPXMm+jQv/+CxOPnZ3jC0hQKwYD/3tA7z+zif4ww1nko0xp84+8sQHePO9lfjdNeex1PNb516L0084EId8ZSa0rmSZrxQG7vjD31FaFsPXDulZEt1bG8WiDn7w/Ufx+OO/YQ8lkl5qlpuRBNNJAnEdIHvnZ5NTFRMG4GqWWOeaGprLM5PrNumMryTwJSnlkzy+CpMeX1s38MUgV927MJv/m1G27djbAaWHwpQKXtsm6EgVRHQTEFmfZGcB2g5AWXn8W9oS0qYkS49DFzJNrnOt3/TtkgECMh/CIIAx7AcIUHIw2Q0R5sXJpgR8mYDOBzT5bIUgBTFbSILoL6iMAl39a4HRvYa+Buh79emiFfjkuaXw4j3L4/PK87H9IfMweUd/EYj282WIH0Mm1madq40CXEPXlndvf+bQHbyXI5+1fBTgGpGK39ZP2haJIZzXuz8WTQTaIlEU5Hc3KY4nHJiG7HECNVgA129/cSzc8J5+SqLV+/Wyp0jbZqjGRTATK3ulmHOMtzUDKNqLDYS3Fuo3e1S1fQrpvN9LwqLwExbzdoEVGByAYKSfd1+qE4FHwISVWxoi+bO6ZGCux8K2yGi7ZxN6uj/2YktEEQyQsSv5fzVBg6QvNJ0LQYBW9UNoiwBB22K5EBCH6zXDc8IwDEpc7J+nXK71O1BD+FzPQ9uxib/rQusoDDMGIwVsJQEtTUBfO6BFCV8dA22/7oOAGs9SxEyMQifeBrfqcVjeprTLcnUAYsyx7FM0FCVFde8Au6oGFexSJIMTxczs8lQIovFNBPSmbv2NizBQfiSCWe6TWHOJtk9guCthyJ6jtFmKF9sC4VRDEXijimBp3W5G37kuyUvQzdsNVil5CfaPrTIUbdPfY3K/2LoWTtO7EO5a2EZDxslt9+MLOCqMmmoHG9ashecpVLWWY9UmG1V1LhzHlwjNmTMHxx9/LKZNm5Z2iHikGprSEjOAmAwQGZMgyg5OC0jo7z123c9noBLzhKSL9T4Tqg/kYn5enAZ4BMQmJIRHz4rLqW0UUOCnw5HpvYaHEkBF2VtMSkqbJB8omux7UOR9FZwBafXuf5jLfTODhc8toSgYwSiGFZyChhaBcy69D5FoAg1NLbjhJ9/EAfvORUtLI/Y56jf4652nYe6sYsQSQXzl+N/hrl+fhp23nwitKVikCK1tFn76q7+gYh2xgSV2nzcTV/7weEjZCg3y3/Llkn/6478QCDXixBO/kMvldtumcnMjfnjRX/DoY7/u9rd2Q3IGvhzfmJxCNFwFNwYISpA1HBjkQSj6Dlr264Jz3Kk78FXI3n7SKOxkbr/1AF/8La97C0bLqyzzY7khGb+z1LCNw3kMFYKlmnu1pvBlgRQOQEAvAV5BwLIgbYPlp/QO+H5ofWkvgsiIwRiEsCdA2NMhzBJohJFwFII8hKAFn67jj2JeZEs4JjzX344N5TWNVoOQZFgvTLS0Rnjsvi2w+HN8PEc320prIBFLYNkLH2Pdok+5n8tYBDBmzjhs99V5KJlYCuXFe5Qh9nabowDX0D0Ed253Fo8t6Bs2nL/PXn730N3UCB95lME1Ag2wbOU6nHPZTYjHExhTVoy7b7wEE8elm/zRZb3wynv4yQ13IxCwUZifh3tuvAQTxpXx6vcl1/wBFesrEYnGsP8XdsZPL/x2tzsZDIDrjmfKcMtvb4VdvFPWjzmznxo/gmx5HaZu7rVm2Scn//OwSveGZfUvcnYom86XKW1MJiz2fC+OLocM7YpAaPxQXs6wHptXdVxiZtTAtFpymtD5nlElnIRoWZkBvyeefQ3X3foQ38veu++AX/30O7DsFva98VlcIbS1BXHUGb/DlpomHkB+9Us749ofnwygEUo3wnWJrVTGHmBkvjzQku6f1cYJh8QwI1N3SdKiQWJodZ84E7DlJYGtKAxJE14alNMqMrHXkgytDCvHmoEtG4qALXNMj/XArLzqZ2HFPkw7PQMvRQchVObLnoa6dIBdm6C9SkivctDBLoeSIiM1MFWceCq8EpliWZEvkyg/gtk93dsh5TNFcsTqXn2mUvsSuBZPhKFjDQjqqiy+ggKuOSWZBjsrKwA81G3Rn+Pzc9S8DGj9ENKp5LrtSJVsS6ZK9iKlVRrNrW2IxgSqW0rx4UobHy1vRjTqA4n0DO6000447rhjMH58ej8ab6uCrvs3THdjxkunuhXM3BrXn1vLeR9+hmlS4CY9BQ2vw4e6l6NwYKEmZmMr4NVDeRpOTEAnEpC6CaZoSYJYBPgrKORBE7tI1XQPUBD5EKHpkEZ238ucb4zpXEHAGAdhjoOQ+ahvdlGYH4Ah49CgNiJALgYhiK1MeXJBTpTjVDlBbLNoku1SAIEA2iIeA1wBmwAJOgalJ1Iip8/UHUqAq/N9s5+jG+BwFMPwbQ+EjkK5zfC8FoDkcaqFfcsEsb9Ivpn0K8u9/oZ+yw7gy4Bmc3sCvpJSRyOV6jg8wFfqe8m/o3VwWjfBbXwHgcgiCLeB+9wO3ywBR06HIQph6twSWVO1qYmZTKCXGYS286AsAqoMBr04UIEDTlJ9ju/WRYAWpxwa+YCZB2GGGRgUgn7K8MSz7+H6W//mjz/2mItfX3kqAnYUGhR6REegRYhi3HLX07j34Rd4/LHXbnNwy9XfS1orCNz10PO49+Hn+BiXLjgWRx6yFwSzvHyz+eH4ng79Ezd6hs9KDTRU1rPf1pZllT4ykqEIQ2LqF6ZjzgE7wJItWWWIvd37KMA1dE/GHdudNXQH7+XI8z8ZBbhGpOK31ZPOv+xm7Pv5eTjt+IN5wl9aXIj5px3Z7XYP+/aPcdHZJ+CgL+6On994PwK2jSsuOBVvvb8cN9/1Fzz6h58h4bjY/+jv47E7f4EZU9InB/Pnz8f8L706oMSLhc9vh9vvehSW1fugOhFrhNewCEZ0cZopYaY2dOVYoHBfWEXbZQXNRvIZYDZarAaaEhaxpcdLcVW+n7AYzt3YeCTvK9dz88TW2cxsLkrwy1b8CYUJ5Y2BbU2EYXQAUMQ23P3gs/CXO3+OOTOn4MT5V+En3z+FPVpc8u8xqmAYNiKRPDzz0jIce+hXUNfQhsNPuxIP/O6H2P5zRdAgICzCqd6rVzXhJ5dfxZlIAyl/fvjPDGYJBrRIstOXVeK+n5lZV46Gp4ixFYchfWkErQr7Pz1LITrqdxwsk5Imewb4WEJSuwhW6yvMAOmYOEg4oT0RGHvgiLx7PthFptMbod3BBbu8RDNUdDO0tqB0GFKTMM5jQIYkbHLMEQjklbfXhZNoghNZCcP7NCepEietEcvGngMrNAPabUW8fhHMpGdFb08DAUJewX6wS7+Qtd0IqDv56C/Da9vc9wes0x6HfesCnHrKSRCBIki7BMIMtD9f2SZizOZ0EnCaFkO0vA8DmVkYrrbhCAHTaIQpujPfyGarqTWBmkbFDCGPZLgyiKr6MFaudVC1JYrddtuNmVvFxcSe6Cjx1k1QJEv0MteDa03zmVt5YwdUT33ZuT1dyt3CPl3kAUV9Rlr6GxlNkWwuKZcj8AScXugCnATngEBSknirhAPDa2YwKSXLYv84T8FUBLyk90dKlkLm9d9jLNO9EnuGWCsEmkCEIWQhNGx43C8F2HSbI+g0SadjkAaBQT4Din6D+xdi7pKkywfn/ULfDPohpgxt49/LUANcxIr13DAHlVgmgVuZ01g7J1NqL5IEvpo7AV8kvYx/hoCvIp/xRaCOQVLHwgF7fLWzmZ1WqNbNUNFKyOhmiMg6CK+FTdqVsOEgCstby6zDzoWAKseYDhNhmLpnZmwu7yCnNgoTrlUAFQhDBynVMB9GIABhB2HYoaSckJ5F+qGxQQACxYgn8rDHwRfhL3dekRx//BI/+cEJ2HOXSdCoZTGwQBmqaxWOOO0q/O2en7NH3DfnX4sFZxyBr39lT/zzuTdx+wNP4p4bf4gpE0sQjTUiEIjD85p4TKJVEBohnPbt7w1sWKKBa6+9FbNm+WFG2frqXOpudJttqwbovdy8YiM++fdStFTRAkLmQmbynztoO0zZQcCILM1JhpjpSOSR7HgBXHT1U1hwaNWA5pR3vLI/7rjjjm2rQQbhbhbOJQYXfWf9rou+T8Px73M/uWsQrn7rPMQog2uY28VTCjsf+F389/9+y+ytD5d9ivse+Rd+d833067k07WbcdKCq/HmUwthSImlK9bg0l/eiacfvAF/ffplPPHMa7j/lstgWSZOOPvnuPz7p2D3ndJ9SwaDwXXnM0W4+ZdnQYd3hlW0M0/OOn9wme3TvMo3ku9hIpK6MU5sC+4Ekw2YOyaaw9wEfT5dIt4CFfkQBtb16A3heia0vQsC+XM/kyyNniqFfYmcZihNbK76nAAglt05YQgxDrZVxs/L4iWrccWv7uHnl8p9jz6DYMDCycd8lc1eHYoBl40wTFqdJf2AzwY48+KbcegBe+LYw3ZqB7hoMFpRsRkLF96Ln1zRHRjOtYHPPvNe/PX/bs11835vR5NfYrglEuT1kYBpRvm9Jf8sosdlI1H5wJaAcgnUmpAVbOakq8YVkPX/7Oap4FizYU04blDYb/2ukOSOPtiVSIJdmweF2eXFGyDi63lSqghUUsF2sEtZk2CPOQSGTUl3qyDIRF7SJDY7qOmHS8yBFZ7DXnDtfZpSiDcsBpoXwdIkw+q50GTPDcyFLPoC7PBEfi9SgInXtApe8xqIltWQiS049eL7cNOJUZSE+wfgPvkBECveB6cevhNP9ujc2ghD28XQVjFgFkIGCiGsQgi7ECJQzClhzMxINMJt+ggysph927IlmfF9UUqZJLPuZkhB4I5EQgWxpc7B5upWluF2LeSJI4M7YPcvHIP8gq7g1gao2n/DUpkXFlxrBkT5IQiEujOfB/pc9tYXtjNYlAsn0ZA0pK+HZbYmpa3EHKQBaubUQuI/aRWH0OQ96MsUXWIfxjxIjxhdBKh4UCQjdBQMHU3z2uJUOHMsjOCEPk98meXCwRT0PFjQxAQShQCDIoUMjEgjv31S3XVinc52jUFp8lSM+gsEIspsV1+i3luQyNABXH74SREExsAwCvvdx2UGvlKMLzJE/ywBX+Tx1ZXxlRn4am9fz2HfLNVWBUHhIZENkIlaSE3PdmZ/H1eE4OhW2IrGSOnbECvZMWbCQgCGJplq7iXF5NJGPnRoClTeZMjQeBjhSYBFYwx61sjfsxUee3zGIZKJjQYxDElSiEJ8uGQzrvjVn/D0g9d2Gn+YOOmYfZPjCpICl+GvTy7G6+8sw2+vPo+3++Pjz2Hj5lpcccEpOOHsq/DNow7A8Yd9iYFbzcAtyW/rk/JbYmQDJxx/AW69rbuiIte7vvmmZ3DO/DMxbdoMQIcYOBMyBEPmMeA8muSYa01um9ux39bbq/DJsx/36LclTYnwuDzM3U+grGQjTN2QlXjQubb89FELigJmXFrfMNmO4Ee/fBLnfqN5QADXXa99GQsXLtw2G2cAd/X7uWePiMn8eStGAa4BNNvorp1rgLwtvnjU97HkP/fzx7mquh4nnPMLvPr39Il25ZY6fPWbP+L/X1pSiE1VtTj4Wxdj6X8fYP3/uT++hWUfu+44G7F4AtdfflY3RsZgAFx3PVOAW686gunfZNqswrvBKNwRVrAcnufCrX8LsvXNrOaE5IWjCvZDoHT3EWGODPQpJJ8Yt+1DmGplLwmLBjxjewQKsss5B3o9w70/++845MtF/io0kMx+BTRx094k2PYY/OeNj/DoE//BXb/5Ee/4r5fewpvvLsE1l3ZE43LkvWqBaXiQRgDVtVEcePyl+McDP8Os6eFOAJduB7h+c+NJ2S8kwxbRaAKnnXrHkABcJCEkkE+pMJQXBoGfAm2w7EaYlq+vz6kkgS3PHQvTnNQNXO7pGPG2aujqx2GSN06n4ogiyLEnIBAeWjlXTvfWZaMU2OXFN0G5BHZtTkpRcjHS7nQwYh4l6iHjG9PeUxqseSoPcTEVMjABltkMi5kovYNbJA/yxCTIwGxYwQk9gtfkO+g2vAUzvrJbUmXX+nBQBC+4M6S2gdZPIVtWcDqjP4H07/ekSx7FjSdGMaGkd0+7nur68bcU4sV74bTDduixORj0Yv8buscQOT5BywQM1LFHEaQFwR5NNoS0/d9kUs6lOzBLbK4EMSYsA552sW5DFRrqGzLChzRJmzBhAqZPnwlPlEHYs5kVR2ybeMs6qDoCt4ix2b249mzIsoNhh0r686hl3ScN4FDk39TMiYWUXCg0JReSZL2VYUMfSCWeoAltCJi2B9PoDuZ1PqkPchGrq4O1xexAAlFjHoTTCoPYcDoB5TqQmkzlO7EwyTvLnggzUJ6xM/GlzuSxRb/JUNsHOCjFT5r5PrOnFyArawV12iDF8PHBkTb+EZLALpJ5x3hBpGt/N9gMLgb/vXIGtkwzb8jGF+nAVxSKfCHdrowvknJu7VJHk6WOCgVQ5FHoedCJCGSsCQYBWtENHAghmY2VHfxPPQ4Ecrm6GbZan4xH6HhQCFB1jFmwYPKxMxVfZmhCCasdzBKhCTDCEyGTqYbZzN5TbaS1R4ZrRKtiVtdLr3+Ix/7xX9z1mwv5nv710jt4891luPrSk5PjCup7S/HMi8vxx8dfxMMLr2B29ZPPv4ln//MOfnf1+djlq2dihznTQBYj06eMwy8u/ib23GVqkgFGPqL+e3/8cT/Anx6aj1CofwFEl1z8CBYs+B5mzqR0Ur/QeILHFdqEVh2glxR5nAD5WUzj7Es/M7qtXwOu42LZCx9hzRureQGka6GExFBRHJNmt2DitDqE84kBmNs7TAQETi934+zRRX6QJL017DAMyiYRAqMSxaF7Em+bc3Zy0TPlweUzuDo8uYbm3+evuHPobmqEjzzK4BrmBqipa8RXjruQgSoqW2obcODxF7X/u/Pl/PK3D+LfL7+DHedMx9KVa/lPBHit/HQDs2HOPf0o/OPZ17F67Sbcf8uPMbY8fRV8MAGuztfl6hDicgKkaoGtq2GQfKGHwumLFBtdtDfs/Cl9XnUe5ubp9XR+wuJymO4SnnxnKv6EeCas/F2zGvJvTfeW67U4TgyuVwXTonSxbB9OmmQVAHoCXnjlEzzx7Bv4ww0X8ameeektPPXCm7j9OhpwpheaNEVjEZxx4a+x/17z8IPvHcqrpL5XBg2Oty6AywezaACaD6XyIEnmI/L5w+R5lTAtMqjumzk1Tdo8dwxMYwInVOYqU2AgdsvfYSVWpVUqyZ4oUTBYvH2uTT1i2/l+Rw68mC9jFN6mvoFdBHLFayETm9tBLk6SE4LZRYrkWOYYNqmX0pe1ZEp7dHU+lDkHgfDcnCbNvunyIsiWRTBFB1Mh5cOknWboRAvgNEHTPcqJMBFRS9bLAAAgAElEQVSClUG6MxwAFzWwJ4IkmAN0EwxdD6OTV06Kg8TeNlwoecwGZICZEcyOkBa0EYRHE+bwHrBK98DGTbVYuew5hK31UF537x1iJE+ePBlTpnZ8Dygh05NT4Hn5MFvfgqVINtS9uPYcyPKDYQ9C8mc6kEVgUhLI6uTNBN3mJxaShCkXMJSZfgYs24Nh9G5k7pugE8iV/i3xPAtunLTMEWZ1kRQMJLftlFZJqW8qOB3SKmG2F0mxfCDLZ2QZxI5jIIsmwL7MKdc+ZKAvfkdIB0kx26BBYFcK9HLw4INPIzgIJvMPPXQLPK8chiQ/RmvEmNOZgS9ifBEYSqAoMb5GGPgiA3j6cnpx3wjei0C4bfzD18+AqAGtCECxoD0DQisYngehCLBzIbUfeNBb8UGuBthqQ/fvOkkZ5WwQp8og8DYpOVT2GOi8KUBoImTeBMjwZEiDvLb6J8+LxuI4+KRL2s//j/uvxTuLafzxKhZeT+MNj0Grp15YhN9fNx9a1wPMVA0jGjVx+gW3Ip5wMa68BG+8uxRHHrwvW4UccPxF+OcDv8T0qePw5HNv4LpbH8Gip38FIWqTY5OhA7gy1bkPePljD2J6KUXM9xTTi957s991ONA+YHT/wa+Bxi0N+OTFpahasomDD1JFSAECtorKm1BUvAljJrSiZEIYVqB3j9oOlpbDTHrhNQNeM4Rh80KItMi7jt7BjnsZboCLLHguvPI2HPX1L+KQr3x+8Ct1KzrirXPOGZGr+cHKUYBrRCp+Wzyp47jY9Wtn4p1n7kBeKIiVFRtBnlwvPX5zxttdt3ELWiNRLHpvGRa9t5QN6a/93UMYP6YE3zv5MN7ngitvwx67zGVPr85lKAAuYnElEjGYiU8hdSu0CAFWGaRd2q0zZN+Z/L1gl+4N0+rfatbW9gwwkylSAZn4AIYkmUn3QivnLibBCO8COzA0LIORrBdfUkjJWcTmakLPwYk0MQ7zyvo7iytx0x1/w2N3/IwlU4/+4yUsW7kWV1/y3W63QsEJ51/xO8yaNhGXff+bkCICiDoAxJwgT5eRBbh8QIsmAsTQooEkyXp8aQ/9sGzX2QxpVsHsF7BVCkNO5PCFvkxK+dms+S+syFtpK+80kXDz90ewfO8RmwT293ltB7vim3ywy92YE9jlpx1WQzhbfA6CoEQ6/9mhokWQTYjJ/8xDXhrYxdIxcwaM4OdgBUr61Abs29e8Gqr5fcj4BsBpgHZbIOL0/PogCZtzJz1iXBRDowSWIgaXD95SGUqAi9m4IggXDoSqhYGm5Ln71kpKBOCiCMoYCwMh9uNpaIpixdoaNLQJBIrLUVJmIxRqg+sl4HoEE5mYNHkSs7e6Jq56TjPcaB2/U5mSKR17e5hjDoYV6JCI5nLFXYEsYt1Qm2hmYyUBCE0yu9yArGznTLGxXGnCtBQnwZK/X+ZvhYLWMQjy6+pSmNGVALxoK4OixBgjoIs8rjT5dCEfsviLCISnQxgE1A4vkJWtHlJ/T5c2xvHgQ/dj2TLfqLu/ZcP6KB5++JmcWa39Pc9A9ksHvmJQXhM8t5O5PZogqO0Hm/GVArOUB+22MVBKqYb0IxhQzSWRkLYihic9a30DvhwRgtK1sFSHd17KBF7JfMTz9oOZvz3MvHEw8idB2vntDKSB1Hfn562ymmSDfhk3pgTvf7QSN97xGB674+f8/2j8sXQFjT9Oh1IxeMpnG0oC7JWJlRXVDJrees//YecdZuL0Ew/Bbl87G+88sxB5oQCHO33+0PPw5pO/QX5BK4fggLz2hojBlWu98GIKjU84nTXQSeKYB0PSeGJU4phrXW4t21E/UrlyEz55bimaNnXYIJAM0QwJlI6rQXHBWlhGE4rG5aNoAi3cZWZ+p7O0YpBuPSRJzYl9aBVDmKWQvSyoDifAtWZ9JQ4/7XJuhpt/cd42D3D99nPnDGt6YooZdsEowLW1vOrbxnWcev61OOXYr+LQA/fC3X9+Cms2VOG6H5/JUsM//PEfOOXYrzEbi9ISpRTs03XpL+/ApQtOYsP5h//+AtOrybeL0PVvnXs1Tj/x6/jGgXulVdBgAlw0QCGplUrUwnQ2sFFuR0lKIsxyCLsE0gjCNSdBFO4Nu2jb8qSie/YTFjclExZ7Nnh0dRlEaBcEQh1U823jCfbvgk3oKVXMIH+uTLIDWvoJQqAcra029j78Yjz32K8wcWw5zr7kZhz21X1w9Ne/iIp1m/HMf97GeWccjeaWNpx1yY2csnjhWcfzwFeRTEg3AYKYPMPL4KKPgA9o2czQ0sTQYjDLn1B2XmX266MS0tgC06SUp9xb22PGVgmkJJ+tcJ+BKDaVr18Ms/n5Lql+AonAzgiMPzQnFlLuVzz8W/pglwuSMWqHmF0begW7PDcKFd8MqeszMg80DfiNvHbHIE52RRk8Yy6s8A6wAuU5+520e2m1rIWObIFmQKsNJhogvDp/kklL7sKCoJRRYkBR8Vp59dRxgjDdGExi60APCcBF4JInLAa2pKqESaBOWj+eW5t6Ig+eKAZEMSwYvq+OBmpra/FpRQUS8Q7gX9gFKBw/CYVlQQSCceSHQwiGi3mV2GeD+fJHRfJMt4afXTI1d1WYAWQrmYjpBHaEWf41WIFwjxeZDmTFWT5GQQAdQBYBCiSvHj4JmUsgFYVHmBqm5TFTsGtJ+XKRJNH3r0omwhG4QJmgyoQb9+BGoqRqRFDEYAlqOw3HnAZz3DG91kturTp8W1VUVDBraCCF9p89e/ZADjFi+6Y/pzHf3J6BryTgCvL58r3Xckl1TB2P+hjNYBb9tEIwe9IHbQev9AJ8KQVDeUQrgiuC0KoStmyC5jTDPD/Z0AhCwYYqPQzB4h36/J3r732Qrcfehy/A84/dhAljS3H2JTe2jz9eXvQhmppacfjX9uFFCKUVg0Qvv7kYF/zsdrz0199gXHkxTl5wPU488ss4+uv74bmX38XDf38JD/z2fGhUJ5NCh5fB1Ze68McwZFxNAB61je/rNSpx7EstDv+2tGi55t1PsYz8tqL+nCslQywprUJheC2EF4UZMFA8sQT55cS66hh4+iwtCn5yWXpIbGDhNUJSeAYS0ILey1IIu5TnmtkWVIcT4KJ7b2hq5YC1Iw/eb5sHuG6ZfU5Km+gPA9hsnt3mh/TfF63adg3/RyWKw99nseH22ZfeiJLiAj77Xb++GNMmj2NvLfoI/+3eazB31hQsfOAJPPKPlxCPJ3DRWSfgpGMO4u1pu59cfw8q1m+GYUg2l7/yotPYjL5zGSyA65ZfHAtinsnEepg9SEdS5/UQRCK4O4yyAxEsmddvo9cRaJY+ndJPWKyDji2Giaoe93VVHhDYBYHwzKwfjz5dwFaysW9C3wZFUlWTPLo6T1yol7YgQM95CR594k3cctdTPMmdPX0CbrlqAfJCYbzy1kdY8ONbWKb77ocrcPoF16fd3f577czSgniigcE0Yo2tWeObzA+2B1cHoEWDQGL40MpnAaQM9gh2+MBWNaSsgmE6vTDaujeab4xcCClIikjn6Z/nUqx5LUTN4zBEOqvQMSbBHH98n1kvW8nj1eNl+GCXlwS7NkN4xOwilhYxYjQ8pxFCN/LKJLEYiCnRvZDkjkCukG/CLophmEUQ0mBfJYVCaGMyhDURVqCsHcykoBAn4SIYtOE5UXjN6+A1LoNoXsFJXkbhbIjQOCirFHEPCIgmCKcOUBFmjsngWMDMB4jJxbLFWqjmj5BoqYbwJCwVx8mXPDxoHlyUckb+Wp6OwKD3lIGtvk56BVwRhifKISkRTYBlRlw0sKV6Cyoq1rBHSKYSKCjH9HnzUFwqYEryq0nt6k+Y2dMqBfCQz5cwfF8wtxCemAKzYB/Y4RI2wweBkkmDfgKFMjOykkAWs7IGBqYMxrvAbCy6T0PAIPmi9JJXRWbvlDxoQVPSoo7yM0wlJYn0x7oayqGkP4VYqwkjHkdAtBD8hURwJ9hjD91mv7WDUf+fhWP0DHy1+r5vupnZFhRgAAKvSF7oRiC8VvZt85MA+/peD7xmfAmzAWWEoQzf701bY6FItty2Hpai4AkftiWJIz3fiiS2pUciWDxn2MZFjzzxIm6563Hkh/Mwe/ok3HrN97kPv/mux9kvMBX0dNbFv+FFZRqfX3vZmdh9JwJSPSxftQbzL/s9CgvyUFSQh0vPPwq77DAx6cFFYKIPXg+FB9fAW6n7EdIljnlJiWMwaWY/KnEcijrvyzFpXLn8pSWoeHUltKd9GeKYJhQVbkSeXQWQTxaJ0wsCKJ5UilChz/jviaXlg1quL0c2igCTkpVpsZZSZnO7suEEuFJXdMnVf8BXv7TnNg9w3TR7/oiYzP9w9SjAldvTP7pVzjVAk6SGxhaUlfiJNplKLJZgeWJ5aVHGv7dFYjBNAwGbBsjdy2AAXHc8U4wbLz8AZmINo/69FVcUQdnTYdnE2lHwzDHQ4V0ypi/mXFFb+YZOohUeJSxqisjOPJGiVXxl7oxgwXb9BjC28mrwZXluPYQgNldLpw8mDX5DEKBnOIREQiIac1BUSIwo8mihVE4yBib/iOyFPabcGqzf+CHuvPP2AQNcf3n8Vp/ST3JDReyQFKDle7r0Bjj591wDCJIiJnJKmEzdoQ9sUVIk+ccUDYhdlYi1wNvyOCyvMq0CXR2EGHs8AgXTslfsZ3iLFNjlxDbCi66EdFfCEE3twRf8VrqtbOrdtbCXkSyDDIyHQSyDboV6MpJhkzn9LPzzucW44fbHeKu9d52FX114KOzEOqDhI0AlIMLTIEp2xhMvf4rr734hud1M3PCjIxAQdTj9J0/ggxXE7uoo9117HPacXAnd+DacRAJKTMAZFz+Im06MDMhkPlbyRXzrsB2ZwWToOga2+lpIouQxsDUWprBhkGlz0kyZjsXyicoqrFu7Fq6b2Z/Hti3MnDUL5eVj4VoheLYBw2qBgQRNdyFAMsHuEj3/3EXwdBmnskr2AvJA6JowDUhW6xHL2YBgz56kIb5B7DiRTDPMceTe14rJYXuSKhJQSqmFEPlQsgBKF0CTh5nhwApEYNK9dEpS9bwYQP0oSDaSXjQxS0juChcJNwy3zYARb4OpY/DCeyI4dv9t9vuSQ3Vvc5u0e5klWuG2bYYX2QIRq4ROVAEkbeS0QAeQDgdbCPoB+WQNJciVZOvTu2bmczIrsbMEJRrK9IRtahBFi1/RTWzATnJwltYSiwgWQCEbRV9BMMny76/nVl8aPp5wQB5dxYU9y5yJRU6lsKA7W5TG7cT2Ki4KQes4Jzdq1EKItqTEUX9mAK5M9dZd4pjXKcVxVOLYl2dtINs21zb5fltLN8EIoF2GaJIUVvmLSDRtzCvLR8mkUshAHhQt+LmxNJZW5zkbL+JZ5VlliL1d91ABXG9/sBw/uvoPfOoZU8bjT7f+pP0y/lcArt/Mmt++cNdO3Eou5A3lvy9e7df7tlhGGVzbYqsm72n+/PmY/6VXBxTpuvCpfNx26YykxCczgEMTEdecAGGPg0WeQ50GWH76op1MX5zH6Yv9ZalsrU3FDJ7WD2GoFe2r712vlU2UjbkIFOwyIDBja62D1HVxXTiVMCzysKAPMU3TCOQKJNlcts+8BTEYaNDrwfMklFcGyyzPqW5oUr1y5Se4865LB1Qda9fW4JGHn4ZkhlbuprY+sFWXBLZ8745ci2JgKw8a42GZJTndb2/H5vqu/hes2Mdpm5HcThV/DcHSXYdthTzXOhiK7ZxEC5y2FZBeBfNdPC8BrSIwQHR8Skt0kiBXiuHmU/ehiWEooAOTYAZKu18aJdER68qYiISYiD2P+DkeW3gZ5sychG8uuAGXzz8ce86ygZq3fMPw4h2RCH0OexxzNf6S3O7Ec2/ATxYchd23H4/W5kpoGWZJQCyhccR3r8FDN52JWQWroOpehYpXQ4kwvvvTF7H9NAvBQObFi2x1WNfQirLJu+H8E6fAUCR/igPEEGIWhf+89sZsItaXBwJlxsIiISInPKYDWPQebtq4Ges3rIfXA7gVygth5syZKC0p8bsC5plYcOwwXNuFbVQxuMXpaez54zOaeAIsCGQmzzKHJ+/0LZEk2/f8iXxH8bkhfmGnKt8In2SQgn5TGqRviO8nQpJJvjFoABgBWGT2zEAWsVeE/yONfAizENIogjT8yX/q2+eDsglf4m3WcvJiKqBSKw+KQC42J0/vW7RyockIGIpZh44bJtIXdDwBnfd55I/Z7X/ifc/2/H/W/t7uU0ZSorZN0JFKILoZIrIRMlENoYmDmc6OZCYGM08NKEEpnhKKUF96ZySloA4U+Eq9VxKawCyTnucQexcKkxYxk7PsLJWtnBbo2Hruhzu/s8Ti8hCCDsyAtCcCstB/b4jJzO8NhbX470w26dRItXeHv1wcSrVC6QhOOeVb2G+/uf2+pE2b6nDWWedg+ozxsCyOBugTK7zfJ+5lx+4Sx1BS4khWDaMpjoNV5/Q8Va2uxMr/LkeipRKdZYgsVUsWYdrIn1CK/DJSGiQgvTpIFUlKDzv6Cf7ak0+ySUnFuckQu9+LP1ZyRDHOuOjP2G56CwoKMi0GZq+F5pYIVlV9Do895i8SpgrZ89Q3kj0DYBpGWmDa/wrA9etZ544Ig+uST0cBruxP7ugWW10NDAaD685n8vHbKw+GTtQDbl1yhbCjoyWDZs+eCTOQD1P0zvBi0/nAbMj8eTDzZ2xTkgpOUGv9BIb7UUafFXo4/ITF6cmExf59ILa6hyzDBdHkzXVbWLZoWg3JwVkK6CKwK/X8dExSaQBFLA0hxsC2yrIOaEfCx8UHtshMthKGGckhRbKjcvj+3CCgCdgqGzCwRUfmZ652Eay2V7qByk5oLwTHfWWbA5O7Pm7cJpFPgYTP2uqcdMcyQwKWk2CXVA2QitgxcWgdYKUPJdNRYSPlwFQYdpGfNpZogXKaIdwoJAGRRXvjwwqJn974OJ764894IHLfo88hYBv41qG7wK15j2VCZumO+Gg9cMVNf8HTf/QNje977N8I2iZO+sbu8No2AHYejOB4PPr023jlreW4/WfHwWt8B6p1BSAUpGnj5PPuxW/OK8CE8v4BXH99qQXxwM749jG7Ju+P3IcJHEkw00x7DtErfNYZgV/840CJIDxRmPTXMpkd1PG+dtQ+pTit37ABmzZu4ucwU8kvyMfMGTNQVOwzkGkyrkh6iAASkibkLdBWHqTlwpQkKSTfOj+pjVlN7cO9zkenNrUIJYNUfWGrpCbrSY8rabanQZIXGAFgkBZ7g/kgmO+R1nkSnw5k+YmFGjQZz4fg1MKipNyjA8jK1l+nvNtI4ixkDUwzzqCeL7NtglB1nOLYuVCEu1AkSfPT79hMmny6EhKeuTvyCnfg/mVrBQWy1cm2/vcUKMK/I1vgEZgVqYSIboSIbuCwBh/Myn3hpHOd9Rf48qWGJF+iCXHYlwJb9OOznQbyPHmJJiC2rr2/TXueaQJOfa/lj4l81qOfDEoyR6QAYwa+CCzeugGVF198cUDfXRo/TZ06FVOmjIcQMShO2SXGHvmyUf+AJPA/sm9Kh8RRdklxJKYX+Yjmvmg4sneydZydFivXfViBqg/eRH5wbZoMkVc/pA1pS1ghIL8ECNptDBpnUtZ0liFmSkPMdsf0rfaIcWlPgmdPB6xCCF2DH116HeafUowd5vQvPGvZygbc9ddyLFy4MNsltP/9fwXgumHmuSNiMn/ZKMCV87M4uuFWVAODAXDd9UwBbr3qCH/goRQUAV0OrS7H4BljoO0JsCyz2+pib9VAqwEd8sWdOK1mIIOnraXKqX7ibRUwnA8gewD7/ITF8TDydoUdLNtaLn1IroNT/ZwaSKMalkWDtOzFdQnoKoVtkSdVz4bS2Y80eFv4gF0jlCaPrdY+Altkxk8TUDKPLx80UJcmR7GG5TAankqmA3bcr2PNgTXhmEE71+DV5OAdib3fYlvgxlbBVH6yYm+FwAnHs5BwJBDfApsSQEWM644XRrXHoR5KFMFgzy5iLBGKYkMGZ0AU74//vNeIx558A3fecB7/7V8vvY833vsE11x0OLymt+C5LoyC3fHy+zV47MlXcef15/vb/fd9vPneclx9wdHQlLAYGIuEUYxDTrsWC6/5LnacmQ/V/AEQ3wQo/z05acE9Awa4KFzg28fulqVe6M8alI7rWpMAeyakVQpJBu2JZmgC+cjPLNEA4TT4UkLlYd26NajcvBHK7e65RUypwtJyTJs2E3kFBVAGyUAlhPQgpIJiaVUjpI4RvxeqHVzywS1ibwmebPc8wWfmirIgPcXsloGXDgCMzk9m/LTyrQSxSoqgJSVMFXFasBEYBxkohjSsdiBpML5fNMFxPUrJqoVhtnA/45G01qvvwn7RUF4MQvkm4gTDKW1DkNwWAXgm+RpNgWmO3apTBgfeZp+NI7RLDeNNUG2boaKVkBRSE90AodoY0BpaWaFfT52BL1fYUIYNj0AluwDStgnfhTQFJMl9Oe21fwBbT63ixRsg4hsYxO5aiLUqglMhzZ6tCroDXwQy50MahUnG19YNfA3kaU2Boi4ZhQtfGgkQ4OUDXz6LXMMg2fYIlnSJIy3okZQzCCFCSW8vO6v1wwhe/oicmucNsTZsfu95OJWLYOikDJEZxxbMgKY1F9hGEywrjmBIwQ+l7ypiT8qH+yVD9Flangwzo1IEp0AGp5HDIxBfCanWw5AufnDJAzj75NJhAbgofG3+ZTdh4+YahPOC7DV9x69+OCJtNBwnvX7mguE4TbdzXF6RO9g4Ihc4gJOOShQHUHlb+66DDXCl7tfTBhLGdJ4A2O5qNrbuzwCtq3zRDAwOs2Uk24UGIvHIZj9hER2Rvl2vyVUlfsJi3uSRvNxhObfjROF6VTCtmpzAIRokOY4N6LEMdI2UpNUHtpqTwFZzTteeqlC6B9cxoRQxtshnyxzUuo63VkHX/AWm9mndqeKIUhjjToCdVz6o59uaDuY6MSRIjuiugGmkm+r3dJ2eCsMz58IOz4ET2Qy35t+AUwWtYzBlKyRoNTQOLWjkGGbghYsMJAGuL+H5t+rwxL/fxsLrzuVExGf/+wGeevFd/P6qU6DbFvuGz/k74fk3K3m7269dAEHbvUzbvYPbrjoLykswOPLIP17Ba29/iNuv+jYQWQndthTaaWCgjcpwAFzt/W9wOxiFO8MKT+r2rqWMr1O/4611+O8LT2Htqo8QsjTybI2Q5SIc8FCQrxEMGigssFFalgfbJqmUw3XpA1f+V8L33OoCSpHMSgahjSCzPLrKIXtqV/LzgTIgvdz38Y+VngZHDCjyA9SeyW1m0PGSnl8pAIIBAkEySpKGSWhKw7SKofmnCMIqgAgUQtgEhBX53kTsr5U7o4uujMMTvBYoVQNpNvBiiWZfrtb2KQ0nL3oRiCQgSvulPI4g8yFC06CVDc8bA0MS0BUYsX50a+o7hvpa2iVrbhxe60aoSBVEbBNE20ZItx4yg9R3yK+JmZOUyGlDh6dABSdD5k2AEZ4IESxtf0bpe0dyJ0p1VG7LkKSPuvE6yPhGTojsWsijjkEu9tDLvaQDX0U+44tsB5hVSVLHbRP46hxKoFSE5ZFKEdgVSwJffuANAZW5mojnXut92zJd4hjqkuLom6NvzVLUvt1tblsz+zy6BbHq99C29jVEa+v4HZWWZN8ty4zBMpohVQwCMZgBE4FwgAHozqVdhkjKB4uSuHOT9HawtCZCB6bBCE2FEZrAbeG5EbjRZTC8NQxspcpwAly51eK2s9W1MxakvaccntgJwxyqf/9kFODadh6i/6U7GQqAy5WlUAX7IlA8jztCN94At2kJRNtinxHRxSci1/r25YuzIPN32ibki/FoKmEx3fi7c324JC0J7IZAeNY2wWDrra1p8OzQBF74KYgUSeyvQKXycP1Jp89IIPaGYG8uzyED+jEwzeJhqyMf2GqDp0iK2AjTzH0lm4EtlzzFCNgiFtrgAltUS2S071X9FaZDflMdhVg4uuwIBIv77/+R6/s6EttRuyQi66ATq2CysW92M2XyvlNyBmRgNgT5PBGDqmUN3JZVMN1lbLxOsjxFHjNWANLySP8BA0lWqrD91cyi/fDuCoWb7nmaPbionR978hUsXbkOV194DHRsHbTXBhGajneX1OKme57Cowsv4+f4sX++iqWrNuCqi8/gtDEyOj74pEtw+3UXYN6cyXAaP4RofguSwUr/WRtKgIu8rqi/1eHdYBbtApPYSL2kd/LEV2s0NjbhpRf+hY0bVyA/D8gLegiHPBSGFSyDEiw1ysoKMWXSOJhSseSRJszCI5ZcAsqLQpLkLg3cSr1bEkoUAAQw0qRM+qbZuRWS6ZmAEhlki52ALGX4IJCyoD0DQnswiAHGQJYLqfsKkqVfXQdDJumNJEOAXeIDYAx4FUDYhQyCSbuYgbAUAJb63fmIfj8UhacoobUa0ASQEODl1xmDXG4rRKfwBJaB0nfFKIWZN8n/RrsCyiuFAAFd4UGRR+fWLl3qh2SXnoeFN/8ed10/sOSm4glleGXJqyMK2nX4LymoSCVUG/lmVUJGNwCxygFLDftVx+y5Y0FRXxcYDx2aBJE3ETJMgJYPYOe6YJSe6pgJ+GqGoERWQe9PjowvrcEgV2JTDyBXURLkGvh3Mx34KgaIjcmMr6TP1zYKfKX6a6XIF4yAryg0pbMalNAa99Vu7G3Ynyds8PZJlzh2TnHcdiWO7ZL0lpXQrR8jUbcKzVUN8JxYkqXVDAN+6nP7IpAgVwMbdl4gbQzcIUMshbTyIQQBW723Dy0IeTIvydKaCjNvGqTlfxPo2mjx0Iksh3RXwTS6B7+MAlyD9/x3PdIvZ5w3dAfv5cg/XXP7iJx3OE46yuAajloeoXMMJsBFA2c3sB1k8V6w88gbIL0nZbPrpo+50zbIOFfkxqzoWjVMkyXpY/7OyfTFz+vsH6QAACAASURBVK580UlE4EUWw1BreqT7c3y8OQ/Bgh1yHniO0OM0KKf1TeirYVj1SeCosxSJAAsa2KZ+6BlTLP1SXj4MgyR+ZFY/NIU/8LRy5RGwlbq+3M7lA1sCyiW21sQhkwax71b1i7Cj76ZJuGhC4xZ8GcGyL2yTz1EiVg83uorfpc4rij21DkmBHVUKzyuGiEVhtq6CiK6H1ORZ4RuWx4XlHy+ZLuin9oUY7HKtMTAtwQwxwy6GLNgDrWoG9jn+ejz/8NWYMLYUZ192G75xwK44+qs7YnXFKvz7laVYcMaRaI2Z2Ofon+L5R6/DhLFlOPuS3+IbB+2Go77m+2E99MQ7eP2d5bjjVz/ifzNw1/AeRNNrMMXQSRSpb3VlMZC/K+zi3WB0kYZ3TIwUs4OIxaFUC4RqQVtrFTas/RjNTTVgo/MuDCwCrMeNG4cZM2Z0A1B4UB+rhXA2+8wsmtkQU41SAfm/fWkoAZDESCLgiSSNkIIZYAQ+ZS+CZZZKBQFPAp4APJIxGgx6cQLjIAFZ2a8l8xbtzC+RBMBgAFYJtO2zwMjnRBIAZhdCBoogCARLslnovXe9LYCqgCG2tE8+/GRFMp3vXEcU7EIg1xiYoYntkx5KblVuIYAxMIyiIQHfu33PaWEj7mDLykrUVGzBlhVVeP7N57H+rTWYafYv3TWm4njTeB+333Q7Zuw5E2NmjBuWxY92qWGsHl7bZjaCl7GNEBHyzYrzhLQ/TPb+Pk/cd8CEFpTSXAxNbPDQJMjweMjwZEiTDMBzY3P05RoyAl9eC7RqhVAEemUBvug7G6uBdCp7ALmI3T51EL9jggMrhAiyzx6xifi9oTAHkc8Jp8T4Msxi3+DeIEldKt10hFGgvjRML9um+nYK9SHQy1OUFJliehHrS/EYtZd1jkG6kt4P05PEUYqUmf1nU+LIixWkZGheAt2yBHBrEGtqRLylDqZuYrm+UOR3mV5ommXnB2CH/GRgKn1JQ+xgaU2AtqfDyJsCIzQxDej2x70unLb/Z+86wOMozva77fqderMtF8kdFyCUhBZIKKGHYnoLoXcIhI5pARIIHUxICCUQOoQe+OnNAYPBxjZYtmXLVb1f2/o/38zu6U46WadmyaD1c77T3e7e7szc7sw7b1kGUf8hLbDlHNUIwDV4P4Obxg8NwHXtmhGAa/BqdWTPg1YCAwVw3XX9ETCCu8OVu0OPnWLWEQ9XwWhdAjG+4icvX+Q3jsWQjB82n7AoToI7tN2Qza4PdCOkVBRKQ5HlrqYQfBaLbuY0q0iG0gRskTSLQgroRu5lz44PjwWVzUBqGhkrZ0GRCwaw80vja7rBx2xgq75XjC0qN10jSjeBb6Mhy65BG2xRJynWsBBy27sdEjo7F0/zbAt30X4/mvbjtEfm4xZeDkGrgCxSp3wzbDoCSkwNeiwGNRaA0l4LRa9noFa6xEDq/MUFGRKBBhZ5mnQsBHbFpDIIrgJIbgVyYBTk0FQ889b3uPvRjxHwezBxXAHuum4OvIqAj75cjvOufxFL3rmesZCeee0L3PWP/yLg92Li+CLcM/cEuBUVsbiOPY++Ew/fdhJmTh0DXVeZpEaQc2HG1sNq/h8kfS2OP+dvA+bBxVJs5VFAcBZcWdMTUdRs0GOEOZBlkGyQ2ECtEMwWgMxrmbTFRHt7O1avXo2W5pa0pU+D6FGjSjB+/PgubZ+DW90PZplsUS6G6C5MbGuR+b1BjC8yw48AFslHIxzEsUyYpgMQERuLs7JgkSW9weSFxGCyVBdcagSyDV4O9PVtcPZne6gkSyHlIJdBEggmZ8GQQ9AVA7K7AS53FJJEA3UdoPpLSi9m4AcxOqViyEx20nHENMCnJFfTzIcs5Q04GE/tKtzUjpoV1aivrEHdylqYmgFT44zLD5d8jHVfVWGKUt6nYmw3wpgvLMTVJ10O2atg/C8momzHifBnD5xnYwLsVcOJVEMhuhEgE3idBqSdkzz7dCq92oiHNMgwBTcs31hYHgKzuNRQtKWGmbKzevXFGa6cCnxpMPUWdl3hwBddXwj4arfv9ybMWDVEvSYtKGhKeRBIStlvxMUGt6QcCHIeQB5DJtWdBkvbAMts5YA7S1vNB6Q8iFIOS0Ml/0UGKLBbjgSBgilss/2B8NzLsFgHbbVUiWO0k8QxyuXlw07i6GLyRstMTnEcvhJH1n+JVENvWQq0LwTMMAStHnqkGXqYQkS6n7wRZZFJEkmayOXxXoDJEDefhshZWl5YrjII3lKbpUUTxF374qQG0CLLIWpL2cRhT757IwDXoP0cccN48mxN7eFuib+vW3N/2pOqb2xBwOeFx9OzZJz8a+sampAVDGS0/uCVYuqeRxhcW6qkh+B7HICrr0lcm+o1PPT2aNx93zy4AhN61dlgMejxFmgtiyFEFkMCRdhmMhPftaC2dvkiT1hcDklf1EPC4lgo/m0hu3hq0da40IXu5rufwOvvzmeHf9pxB+KME3hIQeeF2sjfn3qNXRivvuhQWGjB5wsqceZlT6SsuuO2k/Do3WfCQh33BtCDkKUiKOSB04+FA1saNH0DJJkSzHpH2yfGlqHnQZZIisg7WYO5xFpWQah/qQs7UpPHQi45EgrF6/xIFqobNboBZmwlJGzsFhxmnXStHSYZoqtR6HERkmrCpZFf0eaN56moTCiICwIUcxWbRe10e4QqjockFbIBJHKmQfAWQhODiKkmsoMSIBAYE4VFIK2pQRA9pK9jprpx3YVoXEd2QIRFXklGMx80sQETvRcG9BoYtD08MMUxMMU8GG1VOPl3v8etZ3qRQ9/Rh+XN+RFEXdvjxBNOgBiYxszRCSiyGBDCWVkEZAlQucSoG0PplpYWrK5cg7b2VK8355AkUcSY0jEoLS3tBtyqhahVp2VqcHCrBJKnA9xy9st8RSx6iAyo0Q1KgCRTZRMi/c4sk/kZsfRHe/ZbMFUGjNF7bOba8AOqBEWNEpTZh1Icfps4LLCYlAs9EIISECD7SHZGg3Z+jix9kl2LCPJSYEqjIXuK0virEevUBZOB88VsANRXQIHucU0bm1C7qhp1K2vQupFkNyYsG9RKLskBA7hOJAkwIMgiQsUhjNt5Iib8rKzX55CQGhoGzDD5ZnGpIWNmqbWMmdXXvktfWxAf0Mq21LAElm80RAIqA6MgkeSwF1LDvh7DQG3XFfhqZcAXA8Dal0HSV0MU43Z6akcyqikVQCSJZb/uqxRu4YfgKgWUYnz93UZc/9dn8dqjF8CKV8DS61m6LF2XBTEL8xe148xrXk3tf8wuxz9v/x1PoFWy8cU3VTj9snvw0Ut3IDtIDDD5R+Uh1cHkVW2JI03+OGb2xPoabhJHKU2Ko2/IUhxZ30VVoTZ9A6t1IYT4GkhGA/P4pGCQeDgOLaZ1P1cnALJLhov8tmQFlpQFyN3LEBMsLaWEe2kxltbm5cg08a5GVkLUlkES6L6amQ3HBZc9jjOOy9kiJvMDdf3ZWvYzd9x5Q3KoN1SlAlxrN9Tg7Cvuwpp11ex4jjhwD1x38clpyQr0+ecLluDyWx5GY1MrW/+4w/bGlecfb9vQDMkpJb50BOAa2vIf1G8ngGtTxdtdwzZ68a3F5Xtj3kN/68UWXVfl8sUlQHgJo6X/FOWLPGFxDUTtG3ZDSbfwhMVCO2GxoF9lPlQbL1q2CuddfQ/efPLPaG0LY99jLsXCd/4Ot0vpcki/mnMJauoacdxhv8aV5x8NS2iERbP/RNQBSRFlPP2fD7Bi9XrcMfdEWKALLpnfGlixohpXXXlrv0/z6Wfu7SOwlQNJJGCLOlIksxzcRY01w6x+HrJZm/JFuuWFUHQU3IEfT1iBrrZDDVNyD7G2OoHijKWlw1JbYGltLOEPpg7D9MJSvRzMSPIkyqRWTMGFOEEBDOTqkFZzU3QFqmc28+BSssogBjiQQ+CUpdUDZjVEYigIJiwQUGQDUoKbg10E1BAIY8ZgUQeXGZQT/kDvUyc3ZhvL275KFsnLfPjdaVfh59sXwOvp+rvJ5JzqGlrhCu2I8846FCIxJ6BtFshKt8/GxiZUVlYiGk1/vSJAhOLsR48mGVwquMuZW5sDt0SYFCDhLuRgn8VnqFliITHayChdJtlQiJUjM77V2qDHVkE0VnRtF3QCBHbaJ8IGo2YcFPJIqaywPJDVCETyAaRESJJC2owv9tyJ/ZRJGQ/1OobgRox8vHwmBI8fks/FAhNSz0UAtW8T2RDggyDJEFhqJX9wCaQEwyT5IjFjyafL2yMT1PGSIdkhe6yoRayVQFyG73JwjQAjw4Spcw83p3IGGuBy6kFySyicWoLxO5ahqJybJXdeUlgrkVoYkU2wohsTqYbcBJ7AwswGfAPTBqjGiJklc782L0kNuW8Wlxp6BkVqODDH3ve9ONKoWO1HkGLf2a5yRMYkVjfVgwYoWZC8hb1IdSRwl67B9Czalp5eiMoozL33f3jprS8xfkwBXn/8SlixH2DqGzlITtdrOQ8m8hBW6XfC/QCffpn6HxtwxzXU/9BQUx/D8effiZq6Jnz0wi3I9jXC1GpAXo+O1PH44+akukP3togsC7fc/g+UjSdvVvq90r7pPtAhN01u287rdO/19qu7W98BgUnaaZrkT2qDXokUR6qz4SVxJJYXY3uBgkuon0ZhA8qggMNcghiH2lYBvfkbSNHvIDNQiwzieR/G0HQGbhkayfO7KWmSJHpdUPyUblrAmN2inOq9RVsylhbdLynx0EteWmMhKsEer9tsLBZdDUH9HpLgsCnpcGjSyJ5UciaXnHuqbSVA94g/XPUkzj0x2C+A66HncvHQQ/3zYByodj2c9nPduPOHhMF1Q9V9KcVwxmV/ZQqFW644HZvqGnH0mdfj2otPwsH77NKluIjl9cvDL2QkhtOPPxDrN9XjsFOvwZ+uOA2//c1uQ168IwDXkFfBT+cAuHxxLYy2pRBjy39y8kWWsBjdBMS/hYzGbiteN8lodVu4fGP6OXu55dvWI/9+A9V1Tbj6whPYl591+Z248LQjMG1SV7+VhqZW/OetTxLrE5PFMFtswCmIeEzAPsdegXm3nocZUwtgogYAyRRNVFZuxIMPPoIbbzqizyd50gkP4YUX7814e/KwMbQsiGIxZPLq2ALAFh0c65TUvAYlvizlWJn0LGc/eHJmbnXtJF2h81Sh1YBawRJInVlFh6VFgBbUFgg6bwM0LDTggaEGIakaFIOAmL4NTAks0KBCNqqYXNbxRGKm4LIfun8XuAt2S+lAOoN8Xa2HqZHchphmYYgiMcdI22GDXSSBcbynGPuIIVxcGsP+6HrMx/7udtxx7SyUFPkybp/JKz7/2hqo1gSceGzfOhn1dfVYVVnJZqLTLSQ9JkliSXFxl8EcB7eoPGoTYAtjpFiUQMhN0A3XJIi+yRAlKt+ADWTxpL90huvOMbCwitgmmPGVkMyNdln3XESG6YEuTYLsmQhJdrPES5NAUnrEW22wtIUDplozBI3YbbyNkScYB4361rZ6Prq+r0HAiOYi02AKR7BgeHKh+ETmo5IcwsCMxy0vRN1i8jo2oOHW4HzwTECX6IIOL3Q1BJg5kJRcKN4ciK5g4vpCg7SmDY2oX12H9YvXIt4SZQCW7FLgy/HBHfAwM2Ra4u0x9og0R6DHKXCAl99gAVxOKco+BeN2LmOyRV+2n3ncEcPTbN8AM1oNMboBQmQtY1MMndRQ6ZAaEtvCVwwpMBqiO/MUtL63muG1JWOT1L4NJbaY/c74tYLLkA3yfvXMghQYC4HMtxNSx7Y05va2HFH0c8BKUNhkGEQJglSItlgIFZUNuP7OJ/H649fAin8PU1vPJh/oWi0IPoAAdakQglyEuK5gn2Ouxrxbz2VhIHFdw+8uvg+nHLUfrvnLo3jzX9cjN9AMM74KMEjWzSW4c064AQ/9Zdc+F/Jt9y7CWWedjAlji+wrjuO9JDKfQmL2MZ9SlozZ8ZqAanqfkl7Zazonth6dmwwwiSV/zYEz/rfDQKMD7g1wRr8rWrg3HUkco3aKIzGCiPGlDlOJY+cURz6B0lu/OpZ2G6uH1r4GRvh7iJGl3H8YnfshFrS4DrU9BtPo/h4iiCJkfxaUUAkkd17KfZDdNy0ZplKcxNLiEt7N9UMdQJ8DWxtgqhUQQVJhAt34xAN50YFAZWJEs8keDi4zgNlu05TuKMlZuOjK53DGcbn9ArgefiEfDz74YJ9/Hz/WDa8ZOzQA101rOwAuIiX84uBz8dT912DbGRNZUf/pnidRXduI+/50QZeif/+zhTj/6nsx/7UHEApyi4A/P/A0iAX2wC0XDXlVjQBcQ14FP70DSMgXW+30xX7KF013OYStKH0xHmuCFfsWsrWh28rXDYUlLLr8E7cYkDIQLZEubvk5Ifz+uAPZ7m6883FsO2MSDtm3K/pPnz//2oeoqFyfAMSo00AdJUkS8ex/PsbHXyzFvNvOYvJFC/WMKk8DTQfguv2OY/t02NGoikwBLgZs6UGIAgFbBHANPmPLOSkmb63/HEr40xRmBnV4NN8v4CncfYseT58Ku4eNqJOlxetgRFdANNdCEnSbpUXAQysHGyiNL0lySAN7wwgkJGh9lRDRYMqkwb+7BJp/CiyzHm5U2YyBDgYIM/EP7AF33k5pZ0lTwa6NHOxCW8YATOciGkqAq6amBqsrV0Mj+lOahZJBy8vKUFhY0AXcojEPGUgLOrExCdBywbIUCBYNtojFI8MI7gZP7qx+eT8xMDSyCtBWQEJzRhILGjTryIXgmgjFm94M3xkQMCP9eLMNgpH81WmLzYBKAFgTGxAkA2BDyQLTpADIX1+Uo9AJOHWFIPkDkBTy6uf1SCCXRebzhgiR+RB1l0JKhv0uGKoLlhaC5BoFS8pBDF4IhgAtHEF7fSvqVmxAa70K3fAhWJiNgvIieLN9kL0uJiONt0YRbgyjZvlGtNa2MpCLmsBgAVyCJIB8ayTZhC/QhuwCHUWjDeTkhCHpVF9DIzVkzCwosDwlMBmYRcysUfx5K5IaDsa139knswqoecOexEkFASj1VQ/uBVfOz1h5cQmdDlNvZf6B5PElkpcWwuy6LSpFEKQQRJHaO8mYia1pAXIhKte344Jr/2YDXMthahs4wOUwvihlUS6B4BqDZ15dgI+/XIZ5t5zDEktvvf8FeNweXHLmHOx0wDl46183IjcYZmC7ZTRwqaMNcD1+zy/h8fRNXn75TV/inLNPxIRxxG7t70KsHL4PDmqzC0EqcEb+hdRGHeAsAaJx8IsDZ0oHcEZhIASiOcAZe81BMw66kWSQvoP+xbg8n0lQo5BkkjgSmMTtIPqlPu1n0XSkODoSR7J48EASnRRHDh45oB8D8gwdRmQN9DAlpVYC8SqIWi1Es7mb66mFeESFFo4n6qHLYQuU9ByEEiqGN5v7y1K5cJaWB5Y72UurY2I1ca8ikIo9yLOSyjsOixjj7EETEPUA64+0QCRLAvIPZL633GOzu/sAl8PTxAeFL1BKo4ARD65+NrrNbH712AsSDC7He2tLPN+8tmOSf9WajTjklKvw4Yt3oyAvmx3tv154B6++8xmef/iGLkf/6Zff4cw//hX/e2Megn5ukfL0y+/h6Vfew6uP3TJ4hZXhnkcArgwLamS1wSkBNrPQugxo/w6itrGf8sV8WIHZW0X6okZ+QZFvIZuVm09YlKbDHdymR+rx4NRO7/dKaP/o4nyccvRv2MY33fUExpUW46Qj9027s84AF+t/WRZi8Tj2PeYyPHDr2Zg1rZiBWxbIB4h3IrcEwMWBLT8EELCVvcXrgMoh2rQUctMbiUGqU4iqaxpcxYf0GPrQ+xrcsluQybra/gME7QdIZiNj0oAALXq2GTSdj0g3/TBUP1xqDFIX36yej5/5EpFsKzgVCJZDCpVD8uaxjiUDTmrfgmJLZpL3Rh1OPfRrePK263HWlM3uqg0w1I0QjQ29BruGBOCyLGzcVI2qqjXQ9fT+ZS6XC+XlZcjLK+D+WGxgSHKeEAz4oYfXQ4pXMu4FdY8Fmhlms8IW67DrWXvDnTN7wH5LTM4aWQFRr9hs+lNyPZKcyBRLIXkmQvFknsDXZUChtcGMN3Pwy34IOrXdFi6DNMJpALDBY4Hpghe6xw3RRTLFJlY/hlIAwRtiRsWSRMwtLkk0DQWS0Y1RugUYBgWB+CF4ymHJY3HbvLfx1sckIwNOPnB7nLTvNIQrv0CsvhKiyw9P6c5wjZqOufPeRFV1EyLROHaaMREXHH0AqpdXo2ZlPaItUVi6ifcXfYh1C/pvMn/tqVdBlAV4Pe3weNvglZvgEevhFushGARsqIxI6c3yIVgQhC+LmD09Xx/6vkaH1NBUcgBfKeAtgegbxdlZckc6X9+/48e7JaVO6wRyaRVdTpKnBO8Nd+62aVNakyV0sWgbDjhprr0PCy/N+z1yQiYDvirXx3DhdQ/j9cevhqVWwtTrACZLp98l+XV5IShjETdC2Pe4m/HAn87EzKlj8dmC5bjvsTcw77aLWHjOLw4+H68/cSPGFkmAVglL3wQwBozFGFzDB+AarPaSCXBGABYHzmiSwzDcsJhrPcnROaZIIUOiTIALB7u4qT1NIDrol/Oa2Gu27JTqKfmHnPhNd/y4+wqcERjIUzaJYO2FYXhgajq7ziNWDzG2hgN16kaABdiQ72H6azrZbXTrt8VOWEJcI3+tbASL8uDyB9n12ZCLYLrIR2sMBHex7a0YBxzwiiW2EmBI9gbkQUnJw8Qa4zJRDi3yJGTy/aTj7c3kCwe2aGaEp4oms/pGAK7B+j0BV5ZewIn9Fr9NJYj+g/z3LUkA17dLVuL4825OYWTRGG3eE6/i/efv7HLyxPg68KQrUT5uFI4+ZC+0tUfw9Cvvs370CMA1eG1lZM9bWQkw+WJkPU9fjP0wAPLFbSGFZkJ25w3YYGqgi5QnLC6BZCzr1kTbNCXoUjlcge23CjBj3uOvQNV0Jkuk5ZLrH8Beu26XVr9Nn6cDuOj9p156F598sRgP3noBTKsZgkiR4jTTylkHgwlwUQdH18g/qQSKnDtk7SfWvhGofQ4ymClZYtHEAshFR0Lx5g50k9xi+6P0HrW9ElZ4IWR9DWP8CCY3Gu5uMeCGoZEc0YCsZ95pS2ZpmYHJEIPjIWVN7NZUW1Pj0Gtfh6L+0OVQGLMlm2ShMzJizjnMLkNrgBHfxMAuAa3dhk04X7jFAS7Lwvr1G7B23TrWOXGW5Jl6SwhhwsTZyC8sgygFWedXJEkPzUCTdLDxYyiRr1ISPp39GDTAydqXMbcGmgHJTH1jNTyQwFyXMWtONyhdcjJc/kmQlYFJ4EsBwfQYTLUZVpykkK0wtVZAbYWgOywwPuvf4QXW/Wx6pj9MAm5Vlw9wxyAL1YxlxmS8lAznzYPs9UCSWNcZlqlAMCzG5qJ3DFVnPjG6agCmBNFTBFfu9li6WsMF1z+ON5+4ES0tbdjvxOsw/6nLYWz4Bu2rv4AouRGcshe+awrgnn+9g6cfuBKqquOXcy7Dk385AwVqFZorFyLWEoYGH56ZvxxNqz9FTlYw09NKWS8W17B8k4XbzjkKHtRAMGIc0CI5WjcLGdEHCoIIFoSYx81ALAS6MCN48sLxlcKyfbMkP0kNs3steRqIY9ra96HFmqHXEci1psupMIA8+zc9XnvpN7iptpH7vgEoys+2B+kGVq/bhAuueRBvPH49DK0aYCmKHIRnQ0pRgigX49+vfI1PvvwB8245jQFX//3oO9z9yFsceIGA9ZvqUFSQg0dvPwWl+U0wjVoOqA47BtfwbRFOkIhJclSaLGHAF4GMFkTJhCCZrEokkVIuO4NIVA8cLHPqhP3N3nPk16mfJcI32DYdnzFALWk/7Bqut9sAEaV/apwhxSat4rDi7bB0FYIWZnYJgk4BWo53H78Gkc+WGolBV7nkliYVmHSUBUd4oRkhqIYf3uwQvHk5gKcAghLkYUUSHZ0DYHHFggNc9WgGzzxK4zD1Jjt5uDuWbtd2wetDBqQc+77edTZgBOAavN/TFWMuSEK2HIRr8J9vW9eVwfXRS/cgP5eHeG2OwUWfV62vwSNPv4G1G2oZueG7HypROqpwRKI4eE1lZM9bawkw+aLaBq3lOwjhRZDQ3ucEI+ZRNMzli0yCFq6ApH3b7aCXbv6aMIYlLCqu0LCu2vlfL8Wt9z2FF/9+I6KxOPY++g944e83YOzoIvz75XeZF9d2MyYlziEdwBWLqdjn2EvxwC0XYta0cs6q0WogyjWQZd6JHAyAiwFbuhuwiqDIBUMGbNH5Echi1LwAuVNHXyeJUf5v4cni+vitZUkAPeFNUJuXw1JXQLHWsHTVnmYXSfKgGwFYmgsuNZpiBN/d+XOWlhtmcEoXllYmqVxarBVG3euQtdVdvsKw3LByD4I7e0qvvM86wK5GDnaZGyBYLWl/91sS4KLjWrt2AzZuqoFpCGiPyghHJYRjMtrDFlradARCJTjggAMwcSIZH5OkpaPzyzx06t6HEl2YFqBk4FYGA9P+tuUODzdK3mzIULZIQ9tcQJkIxVc26L/5VBaY2SGDJBBMa+OSXLXF9gEjM3w7Xc6y/cAySAalAZWqBKG7Dbil9ba3Ck0NuGAIQZjeEsi+IGRRg2GIMGIG9PYIURcSoIAguSH7xsOduxMee/lrVNe34qoLjoFgWTjryvtw3om/wXh/BG3L3mXJlcFp++CtpWG8+t5X+Oedf4QiS5hz5g3442kHY4q/Fvqm+cx30ht04am3l8Pd/AXm7Nw3qfemJhN/eNaDR64+BG21rYi1RPm0d08LpZN5XAgWBREqyIIgZk7nYh44dqohPKNg2qmGXGpYPCI17Knse/G5GqmHQSCXsT7NtVeBmUPX3ql9AspJgnPBtffijX/dZsu6THw0fyEoLfbAX89mfc24JmC/E27G/Tf9HjOnFAFmO0BBF8TuL6AYXAAAIABJREFUEn3MfH6nA89nHlx5QQ2mugqWXvsTY3D1okJ7uWoC8GI9A5K5Cwz0EiSLgfOCSEm63Sf/dvd1Xa4QCakmgQgGmCyd5Hu21JTth2VjUEIyAVc2WMR2RGAQ+WKJ7J5pahYDtSzdgMnUGc6kpAGRAhOY9SYxo0jGyQE9ugZ7QzmQXT4+wS0SBJfBdSzdCTJgS4Wl06RJ56CRzVcAB7YkQCLGlgMGp99mBODqZWPuxep/HNMhUXQ2c5hcg/n3n9d3AFzpPLhuvvtfLFQjnQdX59OLRGPYcf+zcNUFJ+D4w/fuxdkPzqojEsXBKdeM9hqOxOD3EVNk80um6/W0n63t8w75IqUvbvjRyhd5wmIVRPUbSCKl03Rd6CakW/mQvNvC5S0atlVJg8yrb3sEn321BPG4yiJjLzr9SHa8c86Yi8P33wPHHvZr9vdhv78WGzbVgdr3mFEFePahucgOBRLsrYf+fEniPJlPk9YO0yKQqxFrqjYwk/mB8OBivkG6AssshiJTihj5TgzdwgGDd+GKfp1yEGQyqmftBW/ejr0CVobqTJifmh6H0bISVlslTHqIUUiuNsgil2/1tOiWj5nIK2ocMktuSr90ZWlNgJRV3i1Lq6fvpc/jkTqYda9DMTZ2WV1HAMg7BJ6sCZnsqss6HWBXkw12ERDRAXYNFsBFSa1sAMHMhbNgIohvvqvEt4tWoKEpjpZWg4UaMEatTh1+C1OnTsURRxyOsWNLu5YDM4h+F0rsm7T1yRhvOfvDkz29TwPSvhSurkWghldANCiFkyQkPS8kWzTE0Uy26PKkT+DreS8Ds0Zy0p+lhxkIRmb4ZJRuqW1gMkgGgjVxBoGdAinYYQbOIEmVshD3AB5pHWME0MKkXIYE1cqGLpVA8bsguSQYMRNmhIAizkAQJS+kwER48nfGHQ+/g7zcEE49Zh/GX7nxrn9j9jYTcMDu5QivXwi9uRW+UdtB85fgvLl/R2t7DLO3KUc8FsWfLj0OUngFzNrPIcQosU7HE28s6zfAdelzXjx9+zEwTQtttS1oq2mFHiOJWAaLJMAb8iJQEII/u6tskQ34yJePkg2VXFgU9kJSQ/8oMHaWzMMQRpbBK4F4eCNMArk6pQbTN9IEg5l3KJvkyWSywjlKsk/474dfsjh76m/Mvfhk7LLjDNz58POoWleNu288j63awR4/D6YegaE3Q7QiXG4tuhgI8PND5uLNxy9BbiAMS98Iy2xL/HZ+GhLFwav7dHtO3LcSTC/6jQqM6UV+XszTywa+ej4yO23XpOALYn465uod4BLDy51wmMQOHUDcfk6Dj5umzUaj4ySwSzNhkKuGrnKpI3U2TQGK1wPF4+JBNAS0sWAAziqjvozDNqPnjjZuv7YZaux9AuAsSqtt5jYIiQkQLlVkKzDZIrv6pxQNB7ZEWGI2JCUno9/SCMDVc+vq6xqXjR4aBtftSQAXHfvpl96OYMDHkhA31TTgmLNvTKQokgTxpAtvxenHH4QDfrUzO1VKUgz4vPhq8XI8+eL/YWnFGrzz9O3wenjYzFAuIwDXEJT+sooqnHn5XxkAQEZuf7/jMowqyutyJB/9bxH++tCzrKGQ7Oumy07FjKkT4KCsyRvccuXpOHS/1OSWDz74YEDObs8992T76U1nYkC+2N4Jly9ugNG2BGKU4m3JcLrnwXHnY6AbB2N1+YeffJEnLFYD8UWQmZl6+kU3A3bC4rghq49M6pYuhJS0NtAXOc7makDV2m/wt4fv6zfA9fQzD8A0CNgin62hBbaoXKkDFGv4Ckrb+ylsGGq7mnd7uAv3HnSWSSb1m26dZJaW2VoJoX0VhPBK0MDbUBRYLkCSiZGZPpkveZ/EwCJjf0EFFI3kiF3lRx0sLfLSKkvx0hqoa1W8fT2s+tchmw1dTlkX8yDkHwx3YHRfi4xt1wF2NcOIb2TMrhN/dyXuuG5mn42K3/24GjFzAk445tewxCxYQpA9RCkAQQ6xZ0pIfOWV1zB//udQ1a7gAJXh7NmzGLhVWNjV8Lhz+lnnQmAD0ZwD+sy26E+hdgQXrIRoVvUoCXW+i8I9TGkSly26+iah689xZ7JtCgvMUGGplORmyyDVVsAOZiAfMAoK0KQY3MpaiGYY5AvjjHPIM02N+gFfDqRQNkRJgRVpJ30NRNkL2T8RrrydcdtDb2F0cR5OmfNr0EDz5nv/jXGjC3H8wdtBa/0eJkQo/imo3BjDtX99CmeffAheeftzrFy9AY/ecR4KlHqYtZ8AETL0VgcU4OI/IECNqWira0V7bSuszSSVJZevI1v0F+RB9nlhiT5Y3lJY5JlFBvDkm+XioSIDdT3JpH5H1uElEG9by6+9VlOXIiEmopV3CNzBwe8HJQPOHFHQYBlRWHQfozANJnWst/0GLRx14vU/AQ+uoW+lDkBjEkCUInEEJMlgEscE00sgdipJr3UOaDFQy754JJ8KQ7ZobNF5fMGNkDbHsOKgGJd/8z3baaDkhWhIPEWY1JZOkrKpMTa6YKkQCTxlfpXO99oJtw5bLDn1lu3czvWl8B1in9mgF/tuZnDGZZg8JZfeo9e2Ao7RggR2vRMpVIFd3xxpJ61Dr3nSczIwxk3m/4mzjs8eSVEchOb/h9FDYzJ/x4bUJHmSHJ7xxzuwfmMdO8vDD9gdcy85hY3nWlrD2OWQc3HNRSfi2N9yosI9/3gRDz/5Gnu9+86zcONlp6IwnxvUD/UyAnANQQ2cdfmdbOaIjLdvufdJ5GaHcNZJh3Q5kv2OuwzXXHgiazSUTLBo2SrcdvUZiUb2+asPJLbxet1wKakD9HPOOQf//Odj/TrDX/ziFzj11N/B7XbD7XZBUVwgo+HkB31Gf9PnLpcbHg+t64aiKJuNHe5tp5HLF9uhtX4HoZ3kizRjkT7pq6eT7pAvzoAcKBsW4AYdsxprhhH7ForVlZ7vnBMNwiz3bLj9k3+yM8kVFctx9TUn91TNm/2crIaee/bTYVP3DORsWQmh4T9d2IqaMgFKyZGQ5YHxj+lXwSVtzFlaKoyWFbDaV0NoXQ5Rb+QdN1jQRS80l4eztoTuGVgduxSgmQFYqgcKM5HvYOAMBksrk3KItVYC9a928UKjbTVpFMSCg+D2FWSyqx7XccCuY+fsCV0no/2+LhYO/u3ZOPGk0xID9GTWSVNTM1566WV8/fXXKZ5bzrfRujvuuCOOPPJwhEJdZdG6Foda9w6U2JL0zC34YObsD3fW0F6juGyxCpa6kk0c8PSozS8E4hhWFizXRLh8k4YtoJzuLKj9EPBYW1mDhjW1qK+kTmoYYyf/gJycaihiG8CSs7ivCwU2mMTesmRYnjwInnxIsgXRUCH7J7DU0IefmQ9VM3Hh73/Lhm2X3Ph37PWLGThgz21gqdVM6id5RuOWB95AUUEuTqMEXcvCBdfdjx1mTsCJ+4yFWfMpEFkHmNrAA1x2QbBQjpYIky2SoT3MNHIfUYYlUTKYgpiVj7hVAEPOR+7k6Ri7006QFfkne0/t6XcxFJ/HWlcCBHJ18qGkY9HFXCCPTzD0ti85EOeSwrQkZiRLdWzFccfsh/FjAv36ijPOvRHjx5LBOPeWswRbOkcSOtbnJaDGfnYyERkakcTW6QGQ6dcBDqeNyR8rcQ0w2SShaTCbdZ62aRHTy4AoUcImsaBINkgSx+RJM35N7M4wfrOny1hUfI0EqMWM6lMFZqIkQVQ6DPIZKEfAE0kcDfL4sphMkgFeJE2n42TG8amTe5xcxo3mex2aQcCY4IZADxsA4x5h/Nh5+qXN8GZySkpBdsESiG3mwh+uegznnBDsF8D10HO5eOihh4ZTCxoWx3LJqA6Tecdl3jGdH8y//9oJ4HIKo6a+iTGzelKZkRVNQ2MrigtzGQg2nJYRgGsL14Zhmpj1q1MTMZwEWv3z6Tdxz03npxwJ3Tx3PvBs3H7d2fjlz2eD2FyPP/df/PPOyxMA19IPNw9eEcA1b97DiRmF3p+qhenTp2K33XZP2VQkrTiZQdpeLN09S5IEj8fDwC7+TCCY80ygWDJopiRAMwcoSwbMCECjfdBC38dkNO3LgfASiGqHfLG36SnUsTckJ31xJgMQhqKzlFzAmhbnCYvGyh4SFqfCHZy5VQ3Aet8GB28L+o0NdV0nn50aaYRZ+zxkM5XBR3I4oWgO3P5Rg1cYGe45wTaKVMNsIZbWSsbSEi0tBWwmdpXm8kJwaZAkLqPqaWFm2CqZyGtQDEoFok6q7aUVmgoEKPGwLJF4uKXqjgGPzcshNL4OSegqedOVMkgFB0HxDE/GT+dyr66uxosvvowlS5ZwyUSnhZiMu+yyCwO36NrdedG0KPTadyDHl6ad0TaEAGduhcqHDVjAALlIBSR9Rbcy8M7nyQI+xBJIbkpbHDVszqXrcZpQoypqVm5CXWUtan7YBCOqMU8YZ+TnzbUwYdoKBHNb4Xa3dYCSooS4ngM1orCkVkESYbryACUPwbxs+LIm46vvG/Hnea/ihYevRjSqYp/jrsJz8y7FuFF+fDT/G7S0x3HIvnvg6Ve+wPyFy3HPTeey/vgxZ9+Ckw/fHb/5WRasus+A8EbGnBhIiWK6awqTLda3oq2mHRoRNUQXNGQhauYjrmYhEg0iEs0irA2mwRltNPDMKy/E+B3LMGramGFb1z1dQ39sn/NJn+VAw+uQ0117pWII+QfB7R8+tg0rV1K/LXN/t8515vRLJkzokL87hvnOMwMkOGWIgSIEdlngHlKcpWTw1+w9ug7Q/dcGx5ipvr0ue48+p2cC0/h+bH6Q3d9m39bB5tkSwJmNGCWAKzon0DnxY7UcOTY7L/vB3rfZWZbGvAed8yBJPhmoMyBf8sISPOy6IMgCRJkYS5QyG2dMqswXO23RZpAxuR+7nXY1xKfvkDIY/BMo5nh7WYYJUyfgy7S9GFXAjEC0wnaQSgZ+XXZcJYF8ENwA+cgxsIq8zQiMkFhIDP3tPPP3ePtl/ye15RGJYuato7drXjTqgt5uMiDr370xlcE1IDsdJjsZAbi2cEU0tbRht0PPx5IPHmUXkeraRsw583p88nLXRvb2hwtYCt0RB+6B71dU4ZqLTsLs6eUJgGt8aTFLIjr60L3SptQNFsA10EW2OaCMg2nOQ2QAmcMQo2efz4/CbBPFoSZkKxsgCxrT40uSyDqpBLLRsyhK7D3+t/NatuOJ+axFQr4YnAGZZrKljgv9QJ9zT/tj8p/wUsjG0u4TFi0JulAGV2A7yMrwYvb0dH4jn6eWAKUK6jWvdknuozZp5e7PkqOGamEsLUOF0bySs7TaKiBqFJHNWVrJC/2OdNkLwyVBUtog2d4/mzt2Ml4lE3moMmSVz0qa7lEwA5MgBvvvpTUQ5cbYIY3fQWp+O60XoOaaCrnwICiuofcd2Nz5rllThZdeegkVFSsShuLJ6xPrdq+99sShhx6Sltmoxduh1/8flPj3aWe7dSELyP0NA7f6M8gbiDpLN3DU4o0woisgmmsgiZmxf3VThimWQ/ZPgss1PKj3BEy2N7ahZmU16lfVsoepcc+XtIsAZBXHMWbcUnhzRPj8BHJxqTAlAUZjeYi1Kx2buoKI6VORXVqO7OIQbrzvBcz/ugJxVcOxv90FF566H2BGcdc//ouq9Q24+/qT0B7WcfXtL6BybS27d24/YyyuOW9/WJFNMOq+gxheC8mMDBLARUNZSjSUmfTG9JZCtXJRs87Cmm/DiLXLbKBopWN1JRWY5JExZvtxmLBjOXJKtt6U2sH4/QzVPunaG2teArGRrr1pJhjkUoj5B8HlG6mvzd5nHdAoKZChe+CMJH2EAHOAjIFl9iMBMjEWGQeXSCYHliToAGv0HqHLDqhGwBmBTpxtxfsN9B3EWDIYqMZZaR1gFZ8U4+BcR3og7284/Q72F3lp2cAWP44egB8bHKNiYLJByDAEPwTRDVPygjGtZAkkYWZML5EAQb5PDvPZD2JDmfzBP07zvYLAgC1R6o9nnwCDrlv0fTqx0wj4ItBLBawYRELqbdN9DkiRNJKPmTgby8t840TJ0y1wlelvewTgyrSker/ehUMEcN0zAnD1vrJGtkhfAnUNzdjziIvgsK+IBvirIy9O/J281dw7HkV+ThYzeJ33xKs4/bgDcdKc/Zik5PsVa5EV8jOfi8v/9DfG7CJ/ruRlawG4BqKtEOsgFHBh8hgTpTn1kNGWiG1OHmglZibsWQkCv2hb/myDX0oAUYxGq1GKiEmm4xKTZnKJppKQazoMNC7P7JBlsnuMMwPS6Tn5s57OmycsrrATFtMPxnjC4ijI/m2HzeCrp/Ma+Ty1BKie1fpPIIc/TwGMKEFI9+8GT8EuW5RR4LC0zEgtDOaltRJCe0UXllbnejQED5Mjiq4wM5HPZNEtP3Q1BEkVIATH2yytckje3GHnfcP90b6B3PoeS0ZKXQRonllQCn8zbCSvnct/+fIKvPjiS6iqqkpbNXQd22+/fbH//r9JywqlZEm9/h0oakV6cEvMAXII3Jow7MCt5BOmelSj65hsUbJqup1ASN6GyxYDsBTy55oyJKxZuk40bWhE7apq1K2sQevGZhiaCUvvWXbJ7juSgPzSVhQVLIWS5UEghxJJuWyYJCjhcB7UmARBFOH2e+DJzYWSvT18OdMgSkB7JAxFFuD10hbcmNkZKzO3FnvAGImakCQBbjkGy2yBFVsLU6uHFo7Bao/gX8+8D2/Tpzhw20yuEF3XaQpbuOJFH5658xQGalne0bC8Y1iaITOB9xUmrh1U11ReaxZUombZRjYw7GkhyaUn24fxPy9H+c8nQXElAX89bTzy+aCUALv2Ni2C1Pxu2gkG3VUOMf9AuLYSFu2gFNIQ7DTZD5DqiP1t0u8+BtOI288ExNAjzgAZWBRmQQ+6hvB0WIK9GNuKAWD2a9sLi7Ow+IP8PC3mW0X7JpmeasvOOZutQ2Zovxac92nfDpNt89cA01IY6GXBBZN8+aQAILv4hLdC10dmlmr7GXYPptF1VJJFdj3NfElxvbJjHDsdrz2m6GB6dUgcCZBkybtUtoILkhyERJLsfjAKk499BODKvCZ7u+b5JeezcAHe/rfc872bRhhcva2rkfW7KQFN07HtPqdhwVsPwef1oKJyPciT6/3n70zZora+GXsdeREWvfsIA1iIwXXk6XOx+L1HunSuL7rufuzx89nMDC55+SkBXM55E7Dk9XpQVgKMzW9FtrsZpp7ZYLtzlVFUetTIwvqmPFRskBGLxWAQXZjSWxLMslSpJtVVMsuMSzI5+MUlmhwMS+9lxj3MkqWcBKhp0fUQtUWQRZJ6JS2Jm5YAzcqD6J0Nt7dk5Le3FZUA77gvgdz8FpMIdSwCVPcMuIsP3CKDac7S0nniYXslhFZiadWlZWl1Ll4aZJIcES4a2JKJfE9pZjQ364FmjWKAgRKaBLmfiYdbqsoZGNn0DaTw/7hZvi2dIG0CDwLYAa6CvYYdyLV48Xd4/vkXUVtbk7ao6Jp08MEH4Ve/2is9uBVt4swtbUXa7XUpn4NbwbHDGtxKPnjOkq3gaYtCe0ZNiDxTDBRBJNmit3RQgWcHaGaAVmUtaiuqEW2KwFQp0j4DeUqaMxIVCUXja5AXWAop6Icv14JLbuUGym7yHSuFNxSC7CJ2s8SAL1OgdMnJEORsWFYUltUEgX7nYvLAyxnEkQ+o48PB5UIWYmyyiQakhqbhvntehqZtQH5eVkZl3nmlWFTF/M8q8Pd/PAPZP5axl2nwubmF6rpq4Wqs+d8qtG5q6TDN2cxGJFvMnZCP8TuUYfSMsYNa130qiJ/YRk4Ai9T6IaQuEwyA7p4KqeBAKK6ek8l/YkXX69N1gCvakINWOiwzCpOBVxy4sgxi0xFgRYBKjD3o+kCAFHVNiXXFACfnuZdHwTysGOBFzKV2lmgJIwwwfyrn+sdN1TuuhrY5uwN32cfupMPy7TqBYYnjo2Nl+kvGgmIJhnTM7D8RluCFYbqhaSJ0i8AjYnoJkBQRoowUXy9ibNG11rFpTzbL4p5Xtvm789r+mwMb5IVFbDZi2DreYJkVHvf1csGCG5apwDRINkluWwQOWvYxcvP9viwjAFdfSi2zbc4rSbUpymyr/q91/6b7+r+TYbqHEYniEFTMCef9Cccfvjf2/9XO+PtTr2P1umrccsVpiMVVzHv8FRx/+D6MnbX7b8/Ho3dfgW0mj8cnXyzGbff/G68+fgvWbqiF26Ww5EWKPD701Gtw703nY7sZk1LO5qcIcCUXAA3aivNElBWpKAnVcaDLjkHvTbULggxB9mN9SwFWbXKhrklnCWT9WXryL3M+J2aZz+fFuDFZmDIhiqA3zKWWItGebakle0034BBaYxOgWgVJfmYOYOaAbDzifHOstuEmLepPOQ/3bWNt6yDUPgdJiKUcqiaWQC4+Eoqnq8H3QJxTgqUVrYPheGm1L++RpdX5u3XJB82lQHa1QwL5ZqVfeKdOgunKhS6NATyz4cqa2SWIYiDObbD3QQMtnWSa0SUQjFZYegtgUkffgiV6YQR3hytn+2ExIKZ6JiP5Z599Hq2trWmLhiYEDjvsMOy++25pj1mNNsBg4NaqtNvrUiGQux/cgdKtBtxyToSlLarN0KMrIRmrMpYtGqYMQ5wA2TsJLs/ASaM4uyyOmhUc1GJ+WrFUP63+tm+S4Y0uW43cwAq4C/LhzXXD5w8zM2NLyoHoS06mo4GYBMP0wnLPgMs7gQ14dT0MC3UQpWbIcjLY5kh46Ci5DMkZUDrH/cTjb8LtbcZRR+3Up1PZtLEZl1z8HJ769+2wDB8MMwRRyIIk+W07gvSMCTrucHM7Vi9YhdWfrYQRz0yiyspr21JM2KEcuWPy+3TMIxsNTAkwkKv+f5DbPuk0IcT3r3lmQi7Yn91XRpauJZCSwMo0enGYBoFWUZt5RUA0B62IbSUgDsGk+zoxpWxgyAaEOkCmgS1pDqipsPQ2WHqY3WM5aJYZKMOtyQiQo2MnEC55OwcA49cp5s3lsLXIeF0kYJ/M1alsCDvzwCR5nxxCPBxDuKGNXzeIlUVSQGZjIsESFYiyAlFR4AnK8ARkFtYhiHTcBCzZ0soEMNdRZnye2v4+BmzFbc/S3kxi2MCYSAbychKwRvvmMkoGfpkiTGZqL3DAy+IMOjo+Kt+e6nQE4BrYtp68t3OKzueBlzbOuqWeH6geAbgGr1Z/gnv+dslKFsOZk81NiR/+y6UYN6YIbe0R/Pygc/DSIzdhSnkpXvu/z/HQE68iK+gHmdNfetbR2HHbqQzsItYXJRbV1DXi1GP2xx/OOrpLSf7UAS6nQEiCGPS7MLnURGlWAxSRosS7ejlk0hRF2Y+GaC6q6gKoqgFjdSUbf2ayj76uU1QQwqypQF6IBqpdb34sHFj2Y8VaH5YsD0PXybsg2cOMv+aG/dz4n6dedgQAOGmYTgqmk5zZ2fg/OQCAypfdRjcjx3Q+o3asqTo8np49w4abCXxf66277TQ1AqP6Bcj6upRVdMsDoeBwJvUayIWxtEzD9tKq5F5aam1GLK3Ox2EIbiZHFFxxm1nYufNp+z9IPlhKFgRXCKaUA1OeApd/MhTX1mHInq78qQ2rqgYXmoH4GiCyCla8mnuFKNmAbxIs3zYQlFxompG2rUeiMcbgHcyFfj+ffz6fyRLD4fQsVp/Ph6OPnoOddtopPbgVqYPR8A4UbU3aQ9WlEhvcGrXVgVvJJ0QDZ2LKmvFVkLApoxluYhYYpg+mzGWLsty3QTXz02poQ82qDP20+tJoyAvGJcKXH0DhpGLkleUjx/MpAy1NeKAKgCI1QhRUmHIBJE/X+jRMCYY4Ga7gLHauDOjV4zBM8tyqgyTT/abngxsogOuZZ/+S+DIawBmGC5aRBUEIQRRDCf/NzkfEZIura1G1YBWql27o3rcsaUN23wx5MP4X5SjfeRLc3uHttddzLWy9azDrhrpPIUeIRdsVpNS820PO3zstyBWOxNjkcH/SvoZjvyQVuNJhMdCq42ES0EMPBp44MkECsDiokcy06gnkGPCWY/tyEaDFJqGNdgaqMcClJz8t+2C4VJoDY4zhxeSP6QEiDmpJgOgBBEp6J5CKEcEgMAaUBFPKhiXnQVTyYcGDpuooqn9ohB4ToWsS9LgEXRWhxQXoMYkFtspuF6b8airGzOITBGSEb5phmCTHRIwxWRU5Cgg6M7OncmZm+Wy9GDtvMM/ShLV+yuuOsnD6Wg4bjQB9hYFzyUsCOEu+jiW95oAXgV8c9LIMYo4xOIwDX0IH8OVsNgJwDXjrT+zw7KKhYXDNqxkBuAavVn+ie6ZBUlNzG/JyQj0ODBqb25Brg2FOcRF4Qe+HAr5uwYKBALhmztwGe+zxS05T7vTY2qqObjoE5pB8cRzJFz0DIF9szsPydSKi0ThLdhzsJRgMYPttFIzKb7VTcrp+I5lJrqsJ4stv2xCP9w3Io732xDJzZJqSpCQAM56YydliVNbBYAglJUUoLR2L9z9fhHse+Q874J22nYIb/nAym10jNhyBZLSN1+tlr7/+rgLX3/4YXv/XrSkAYjoQbbDLfDD2T21Fq3sHSvSblN2T/4Oe9Wt487bv8brQE7DawdKqt720VkFs+6HXLK3kA6SOoa6QibwAWWnjMj2nk2mztCwXdQ6DEF0hCLKHzRwawigIwzyNrqd6prb38luf4Nb7nmKr/nz76bjtj4fDrVXAiiyHZWoQ3KMh+qfilfcrcOvf3ubr/Wwb/OWaM9nAat3GWlx16z+g6TqaW9px5okH47D9d+8Ckn/wwQf9YoDRIH7x4sWoqlqHaDQ9sy47OxtHH30Utttu27RtLR6ugdXwDmR9bdqi0eXREBhz68cji+a+hxUQKW1RICP2nmfRuWyxAKJrIhTfuIzqrb9+Wj21VXb9FgWILgnZY3JRMLkIhWVFyC7JSTB445E6WLUvQzb1jJnJAAAgAElEQVTrmJeVZskQpRZIQhSmaxRkd34X7xbu+TgasncGXJ48dhic0aVD12shyvWQpBgjOHS3DAbAlfxdFAxqUjCAkQXLCkImVhoLlkmVMVIdVH1LssVKtG5oykj2SWlo2ePyWNpi6azM6jqTuhpZp3clwEGuD6FEFnRJ6CW4RvftBCV/z4RUvD0cxSGnXM0mhCn2fu89dmCqiXTLnDPmYllFh08hWX/c9Mffs1XrG1tw2O+vxYt/vxGF+YMbONFVJmizrUgmzAAsLhXkUrYYBNOWCRLrioR9AyAT7F2tZL52B0urHZbe3muWVqLPwTAe8sMiAI8DdqnAFpWEzNKYSbZnUnqiQEnpNMFKgA6ZsHPAi/pegmciRN8kyJ4CSLKPgfjLP1qGqv9VMuYWk4anuSVkleZg6j4zUDIp/UQPYwprmg18xWCYES73NpsgWNUQhTZIkpF2YiXdVDbJN+maLYhZEKQgRGaByMEyBvQxxM/2LnPSNtlndvnYn3Onpw7PM0bqY9dPSpglphdPhqRSEkwTZ114P046PIDsUN8A/ubWOJ58PRePP/545o3lJ7LmmcTgSjpXqsEt8fdDIwDXT6SF/chO89xzz8X773/Qr7Oiwc9ll/2RgRCqGmfMBf6g1yoDUOJxeo7Zz3HGaorF4tA0NQkU4waUFOGdDizrabDer5NIszExkIpyZZQVxzFqmMkXezpXAoG2ne7D+FGtfMYqzSKILtQ2hbBgcQStrd1Lx3r6rv58TkBVQUEBdtjhZ5g8ZQoOO/1mPHbXHzGpbAxOuuA2nH3igcgNKpg//3+orq5GIBDArFkz8cGCSrzzyTcYU1KAx++6FOQftGnTRtZ2HA+z5uYmnHba6f05PAbAvfIKB9xSOkxd/k7tYjizhanbdKzTEVLUuWvC/yaJaJ57I/LEr1Mls4KEZms6qiNlrGOV/ntoD52/K8mBQuDpoUGhDn6rFn5jHVxGA6fq8wzr5K35KXQ6zG6H9K4g3Ll58AZUSBbNNgqwBAKvPNDFADTLDdUiQIu5TbNuk2H6Ud+Wj5pGHwvHSCpp/tWdv9ueiU1fH3zlzuWbuo/M1+nYV7ozpusUr6tQKAiKbC8oLMK+x12Jf917JSaXj8Hx596Ci047DDPGy2hf/xYMPYpQ0XZwZ03HLkfdiqfv/yPKy8biuHNuxR/OPBI/mzUZf37gWYSCPlx0+pH4YeVanHX5XXjmgStRUbEc69dvsMEoCzfffDPq6ur71b732GN3TJhQlnYfJSXFmDNnDqZPn9YNuLURJhnKGxvSbq/LpRDy9oPbX9SvYxyuG2vxFmhMtriil7LFcZC9E6G481PKNeGntdL201rRfz+tdGVHAAx5RxVMLkZ+eRGKyovhy/Z161EVa1kFof4lZtxNv1fNcgFiDJLYBnhKIXWTGqmbWYB7Jtz+Djmjc46a3ghRJKCrHaLU9bc12ABX5+u5QewEMwTTIFZXNiQpVaYfaQkz2eKqz1bAiPbkH8j3LrkljJpdivE/K0fe2NS6Hq5t+sd2XMxDr/ZdKLFvbGCDeyeRFJ4kYwzkytmZgVzE3Hrr/S9w2P67oaGpDQeddAUev+dKTJs0rkuxEIB1+bnHYtpE/pmiSPB63PjPfz/FNX9+hL33/gt3oSA3wK75lkG+dMQcUmFaGo475pB+F/Wf/vQXjB9LclhiI5EhO4E3TpoggVecdbXF2VZ9PbMES4u8tNr7xNJK/V07DCkVsPsVLBGR/LjYQ2FeVKbgZ0wtiSSEBPhD52CN7W1lCgJMktj7Z0LJmpnC+mypa8YP7y3Fpu/WwzLS94poEqFk5hhM3XsbZBVkBngytrDaAiP6PQRjPWNKMTYVSR7J+4tkjSIYI5alODL5oN2vYf0fSorNhiRnsUmM/i7p+k8dfUIeAGAaxI6zcOKJN+GYY2bAF2BJI71ewu1RPP/cRjzzzDO93vbHvsEZhUPD4Hq4doTB9WNvWyPn14cSSAalnNfJz3Qh5wBYKgjWAZQlg2b0moAyBzRztuOAGe2DQDOi9HYHkPWFZUadn4DfjcljDJRmN8C1lcgXie20zeQQpk5oZR4K6RaiXreEQ1i4TEd1TWYmyn1oBt1uQj4YpaWl2G23XREzJPxl3vN44eG5bP0nnn8HsiTilztPxwcffIjKylXw+fz4+c93wvgJ5ahtbMet9z+Nx+78A957730sWrQYLS0tie9qa2vFc889D6Objkcm5yHLIk499dRMVh2wdQgwmTrei9mjK1nHOHlp0UfjoyVZiER4slkmC7ESSFaa4wdGhVTkKo0ocNXCYh3v/vnEOd9PLKxAYQmyCvxwucngFYiZXsQMFyKaiDilidsJSs42oujBpgY/flilobq2fYvJeDMps96sk0kb3nvXGWhc9x4UfR2Kxv0SVU0B3HDvS3jlkWuZF8Y/nnmX1dFxh/0a1/zlUZQU5uLiM+agpbUdux92IV579HrM//xz1sbJJ4uuYy+++AIaGpp7c6gp69KgbNddd8XkyZO77IPAuiOPPAITJ5an3X+8fT1MkiUam9J+rivjIeTuC7e/oM/HtzVsyAYisU0w45S2uJHJSjJZDNMDQ5rMgC5TF1CzYlOSn5YOQ6M0r0z2lNk6BGi5/G4UTi1BQVkhiiaXsOQ/utb0tPCQi+8gN/834WmkW27oAg+MkLyjISr+9O2AWFLyNnAHpqdlR+l6KyzUQ5KbICUBXVsS4Eo+cBrIMUmO4YeZ8O3i4B/95uqr6lD11SpsXLw+I9kiTa9TuU/YpRxlO02Cp4+Dvp7qaOTz7kuAg1xvQYl9xwFlYufIWYDkBcgP0TMdcnAy+y04fVNa77RLb8f+e+2Mw/bfFSTfM3WVJYWSj9vhp92Amy8/FdMnj2MseYctpWoWwjEBB550HV577FrkB9tgqGtg6WQZwcEnghuOOnEuHr/nl32utrm3f41zzj4RE8YV9nkfw2HDLiwtsw0Cyfg346XFDdY5BEWv+d8yOHhFLCuJ92vIm8uMQLB09mDkJfLSEkkyTn58CiRKPhRUEL+282IQAOaZDARmQvGP4wmJiXRCC9UrNuL7d5eiZW1jt0VJ190Ju07C9L1nZhQqwyTdWhh6dBkkY3W3EyfECNYNkk6aDPAyQZ65NDMqQFCyILsCkMgmrP/YVq+byfnn3Y6zzt4J07cZ3ettaYNlSzdg3gNr8OCDD/Zp+x/zRqcNEcD1jxGA68fcrEbObTiVQDqgzDk++qwDMOOgGYFlDihGjDF6TVRgzjjjf9M6BI7R3w5YRowzes8w9ETHh/yoSgsMlOa1INvdCFPjoFBv2WWUvhgzsrCuOQ8V60REBkm+SODcxLIQpk+IwSV3lxQpIK6HsHg5sGpNepPpwap/AuHKyycwiWvVpma8/PbnuPfGcxkY8u4nC/HFNz/gvJMPwkcffYTvv/+edTKmTp3KGF9RFbjy1kfw6J2X4IMPPsKiRYt+FADXqMIAfjFpPRQrFbwwxFx8VlGEjbU9s+0ILKHHqCwVhb4w8pQ6+IUWBmo5LK0BqVNBhCenGFnFJXAHLcQNC1FNRkQVmScg1WPnhUDV9lgAq9ZJWLk63O8whgE5j37sJNM2vGTxAowK1WBs2fb4qiKC59+Yjwf/dDYD5N/+eBH+t3AlbrjsVKxYvQG/u+jPmD1jIqOi7bbjNvjNnj/DJ598hoULF6KpqYmV62ABXNOmTcURRxyB0tIxaUsl3raWg1tm+rRF3VUGMW8/uLwDZ6zej+rZIpsS81CLrAK0FZDQvHnWhGVBjWuItsTR0uhG9QoPGqpc0CMDKF9P9tOaXIyC8iIUjC/crMH65gqKyb3q50MJf5JgwtAAUBNkiHIMsq8EopTeX8w0JejiBLgCMyArga4DScOAYZAkpxaSXMcM6YcK4Op8cCTBoVQ0kjKKzLeL+wJuWLIOa75Yhea1jRnLFkNjcjBhpzKM3XZCRsDiFmm4P9Iv6Szd07U4k/vL5BOo5EDyjYWg5AAEdhB4RT5LogcChfLIIdQ3RvGro67Ay49cibJREox4FWBGICq5kDzlOOLMe9HSFkVedhC77zwNZ5/wa0iiLX+T87DzQZfitceuQUGoDaa6GjBo4q3jXjjnhBsYwOXxbD7Zs7vqufymL7dagIvVDUs8JNlhO2B7aTG2t0WAOwetOGBFfxN4JdsyQREiGWHZ0qxEHiKb1NZgqQ0Q9DpIFk3omjBJckhpgXIeLCkISebMTFHQ0krLGaOcGOaB7SEGZ0B253QB5uneu/qrVVj29nfQw91PEBKDc9r+s1C248QeE1yZhFuLQYt8z6TvspQZS5SPPegaJcOQpkLyTrHBePI9pEnQGEQKJxKjEEWeLJnBnEa/rgojAFe/im+zG/++oMNk3lnRMZ0fzL9HAK7Bq9ORPY+UwKCWQGfALBmwcnTxyRJLBzCz1Hoo2kp4jAo2W2SaGgyDBvXUYTeZ3Cr5QTdGAsvoM2ehGzmZvm9oKcSqGg/qm3Qm5UyWafb35OmGXjo6hBmTdAS9bd3vTgxg6UoXllW0dpKK9fcIut+egwNl2GOPPbBqfQPefH8B7px7NhvAv/fZN3jno68w96LjsWDBAixfXgFd11BYWMgALkNw4eo/P4pH/3oJPv30U3z77WI2+Hfqc2tkcJEEc9epjchxbUwpNGoj364vxbLK9Ew8h6WVnWBpNaDAVQcMIEsr+YAEyQPBmw+poBz+bAJIo4hrJC/m7MnuFkH0o6qaAg5IFps5C23wWmD/95xpG1648Bu4FRU7zJ6E+Yur8dq7C3DvjWcygOv/Pl6ENz/8BvfcdCFe+7/5+L+Pv8Kh++2Gh598jSXhXnfRcfjyywXsd1Bf38B+nwMNcNHs9OzZs3HEEYejsDA98yretsYGt+rSFpzumgQxf1+4PJlJMfpf+sNrD5raDi2yAqKxHLLYAVixiZdwHLHWCKKtUWhhlV3jeaqmC+0tuWjYEER7jZQRYJLurB0/rZzSXORP6uqn1d+SSucJSL40GjEdFDfcATJvT08ZoEGYTh5k3plwe9P7sTn3R12vwb+ffgw+fz322XebPh12LKrh4oufw7NJJvN92lHSRpzZJTNml2WFoMe8WPftGlR+shJaODMfSxr0Fs8Yg/E7lDHAcSSNePO10sVjiknbNZ6gZ1GaH/kqafw1e19jn3PPKdU2EueG4iwJUK1hrPA4xuDAs9/lFBfLwn/uOwBZOYUQ3WMQ01w4+aL7sPvO03H+KXvD0mtg6jVsv4IYhKiUYvnqZvj92ahvDuPGO5/EofvthJMP3xkgWb6Uj50PvhyvPXY1CkIRG+CiyaoOltBPB+Aig3JiRWow9QgsPQKQmoB1EajsubcVPURmXm4nCSYALNtE3jaT5/5ZHQuzNKH9ao0Q9Cb2AQVimGIAppwL8pqVZA8DtNKxtJw9mZBgSMWw/LO6yBCTv4+ugT98sBSrPqmAqXbP1g2WZGHavjNQMmX0ZsFsBmyR12p4GUT9h14BW3RcxOIypUlQ/NMhK5SOmHr9dX4/1F+wLHpEYJgEdkWTgC9bzjpAbK8RgKu/d5rut/9dwdBIFB+tG5EoDl6tjux5pASGaQkkZl5aFkMIL4ZkNnI6dGLp7M3E/cV4upSdWMeAMBO6pSBijUKrXoqWeDZjkjleZh1MtGQpZ4c0c3O+Zc5NLi8vgNlTnITF9HHKouTDynVefLOkjbHcBnshlhFJFHfffVe0Ri387ak38dhdl7N+5/Ovf4wfVlbhot8fhlWrVmH9+vWs20M+CdOmTYNmSbjqtn/iibsvw4IFXzH51qZNm1iHgc55awO4yO9rh8kqxgTXpLCsyCttTUsZFnxPJs0dbasLS0uug18cBJYWNQJRgih50W5lo8kshhjIQyhXRNDbAkPveXBH59DQHEDFGgPrNoa3GIA62O2X9p9pG16zZg3C4QimTy3D6nXVuOfR1/Hv+y5jPl7Pvf4pvl+5HjdcegoOOWUurr/0ZGw/czJiMRV7zbkYd809E831m1g7r6urG3CAi0BwSkk84ojDEAqF0hZbvLUSVuPbkM30kgzdNcUGt9JvvyXqYjh8B13b1VgNjOgKaC0roLa3Idocha6SATHTyaRdLMmLptpC1K/2It6WmT4x2U+LWFpFE4vhzereT6u/5aOpMRg1L0PWKlN2pcIHXcmHx0fX5+6/RTe9gGsmXP6J3Q786Nr96KOP4vXXH+3X4UqSB/96ch4zxRdFfUCZC/SbNQxKFguitV7Ahm+bsWHhBmgRAld6rjvZp2DCLpNQttNE+EK+fp3ncN84HeOevWfFGfBBiXYcrEoCqeh9JAFVFFRCoJWlJkzCnQQ4R/ZHP6ye/KZo8hFaBKJ7LKqbyUzcz/ZZnO+FKAUR1bNw/tzHUD6uBFecfxgEkxL72pjZt8CctF2A4GbSRlHKYq+f/s8HWLysErdcfjQskthJudj54Evx+mPXoiBbhRmvgmXUceDN/vFv7QAXE1o6XlaMeSXwxEF4WKKgQcwpLQJTC0PUCXxqhUTJgLaBOWdece8ogqQyCepw2jm37zRhai2ARgxKDRYZxMu5SSwtqVuWVvLvRbM8gKc8rQyx8++qrbEV37+3FBu/XQcraZI6ZT1BQNE2ozDt19sgp2TzDGYmnQ0vh6gthSSSuXzP1w3nuxiwJU+A4p0O2eXvNVDuTETSs2lGYFo02RhnwJdATEQCBEUeQtDbZQTg6m2JZb7+KflDw+AaAbgyr6ORNUdK4EdZAiwlqn0lrPYlEOOrmba/L4tpEd04D5Z/NpSsWZAVSnPhS3eeZo7/WIfU0pFnchmm86AOXl6gGiHPehiGZrPNkplmJvMw2Fifja+/izKQjQNkmw8A6Mt50jYkoSwqKmKMrHHjy3DUObfiP4/ciJKiXJx3zX341S6z8cudt8G3Syrwweff4sA9t2MDo3HjxqE9quOKW/+Bp+67AhUVFYzBtXLlSuZPRTfurQngonKYNdGNKfkrUkMBBBF10bH4bJmHAY4EpmT7BZSEVOQpDch31UGgGcwB8tJKrkeWbih5Ua8VoiGejY2tLgguDyaPlzG6oA1mJ3+wtG1AIP8tP9ZscGHZinC/Ejv72sYGe7tM2/CiJRX49KtlOO3Y/eFxK9j/5Bvw1hNzUVyYh7OvvB+/2XM7/Ha/XXDxjf/AdjOm4PjD92YpuPsccxljKW5YWwligTU0DCyDa/r06cyL68gjD2ftq/PC2Eetq4DG/0K2OjzuUgYK7umQ8/eB4u4qQRvs8h8u+2d+ktE4aio2ob6yFnWVNQgVtCMrrwEed0tm0mBBQlwNoqkmBw1V3rQsAeanFXCjcEoJCsoLUTQpcz+tgSgrlpxZ91IXoFMzA/h/9q4DOo7q7N5p21e9uMi9YONCJ3RCKKGaQCCh48TEgDEBEooDBAg9YFqooRNCye+EFkhCDRAI1aG4V7mrW2W1ddp/vu/tSrvSSlqtVnJBc47OrnbfzLx583bmzX23RN1j4Xa1QpG7ZjcIOc1EOP279Sjd6Wt9BSuMJpLIt64FEiVAKjF+eMvVIsAuoKnaQvXyIKoXBxBpMvnccaJaF4ukyMgbno/R+47D6D3HbveyxWSgqv09HWMCnBIm6oJNFYNtGnFQh4ApkoTFWVUEaCEuEYt7UjHAEX+fCVCV/bmjxDcyWiM2lhuS7GGohcCqgF6C2Ve/gP322hWXnncy5SzCNskjzsCHnyxGcyCIE47YDa1BA2s3NWO3KbvCsGRcet0fsduU0fjFaeSpFYMk52Hf43+N15+5HqUFNix9E2x9C0scEzLF7RXgYvP1BGDFsJMCSC7YEhmGEyBI74kpRHJOp5B1ygRqOWDrQZiRTbAjmyHHKqHYIShSO6iX/TlrH/talgEr1ixM6CWSHhZyPQRLiwC0nj0QU2WI0yBreSAfza4W6uu1a6vZb6txXX2XExQ02TBqv3HY9chpcDg730cT22dgK7Qasr6U02h7A2zxtVMeBdUzGapGkumePRQzbfdk0It+v6kSxxBLHKktVLX7LQ4CXJm2eO/LnUMAVxwmH8jXZ+oHGVy9P1uDa/TYApTsQpHF3S3E3gmGwvD7du6ZwB4bazspQANqI1IHM7AYcvAbBro6UqszqSrJF01KefHuBsU/DaqrJCcPBHyDbV0K1VwCmR5E4jPOyUNxwwTCxjBE7fHQDSnFyywRACC8zAg8E4mZyV5myT5oBJIROJNgkiW/EqXa5/Ni/PjxmDZtKv7z5Qo8/+qH3OdHDivFlRecDNMw8PEXi/Hgn9/C/KtOY7Du3c9WYeHitWhqCWJIaSGOO3Qa7GgjNm3awqDcjgRwURuMqfBivzGVsIxUn7SINAxfrB0GrxxAKXlpqXXwyU2599KiDimrTOknllaDXoKaoBtbmh3c3mx8P96LMRU6XFprRg/rxPjaXOvF0tUR1NV35f+WyS9h+y7DiZR+PyZOnIDp06fjo4Ur8cJr6frwEjz45zfx1B1z4PX68OFn3+DJBe/D53VhbEUxbrviJFD66bJVmzD/iXehGxaiMR1HHLgbDtlnEr7++husWrUSLS2BnHlwUYrinDlzMGPGCWlNcAW4tQpo+BdUpJc3686pUEuPgubILjVp+z673deOrzMNLail5MM1tWhYWwdLN1MMyB1+BSVjQigsqYFMaWcZLJTwFgwUoWGTH4FaDbIiwVvi5+RD4adVmrWfVga777YI94nm1ZAaXuk0iaPbXui+PeFUa6DIXTM72SRZqoDqngaHq7CvVcpofcFWIMCrFZZNrK4AZCWUYm6f0Ya6KWQaFpprA6ivDKG5ykZrDRCqN2HqFmwjPWtacSjM+iDZYtnYIb1mY/S2zh1lf7S+bRHrOSrYMHZc9tfGqBIAFTOqCMBhdhXJ/giwEixv8ZAuDNQFUMV6s14xc3p7HNmVp0rJsAwdiNWK+ikOlh3+b40XM694IWWzB+0zDo/cdDrufvIdrN+0FfdedzLqG4P48YVPIhoTbOrpk0fhnuvPhtdl4413FuKBZz/CpqoGlJfm49RjdsP5PxkPixhcJKeMS+wGFuAihpU4OwkASyJAisAqkNG+AK0IwCKmdQK0ovu3JNPndH6llD/qQ2y/Ed4EM7QRUnQ9JL06Y5CpN+dOyPh0mLEgA26S6mVzeJlY5V14aaXbfrsMkSaOp6akIXZVH7perP9qLZa+uRixlvT2ELQuSY8nHTUV4/ab2OUYnaWI4UpIsWVQpNZujfQ71kcAW8OhuCZDcxblFNjq7lwkrhXi2kkTBYLtJcvt3l5kdJ/M9hoEuHrTu3tX9qxiweBiIqhQVw/I/88OAly9O1GDpbtvgaUr1+P8q+5i0KC0uACPzb+CvVg6Lu98uBBX3/4YnE4H8nwePD7/CgwtL8b9T76ER/70WkrxuT87CReee2LKZ88880xaI+jenB+6+Z1zzjltN8LEDbE329gZywr5YhR68yJIBHSZDW0pVL09Xga6nGMhkVGvb1xGiSzd7YMGJ7HQWsixr6DI6ZlmwjelHIpndzhcFEfd/ZJOipBYg27uXZn/03fkIUXSKJLpKaqKcCQGhyqxpKu1tZWBtECglW/sVPeCggIUFxfxoIsAmA0bNmL16jXYsGEDgkEhgaNERYoa7kuKoqbJmDXrvJ4OvdP3gtqdGb+7qMCHAyZugUeu5+OhY6Rjp8TI6oZ8aMFKyGawf1haCrG0PGgwStEQK2RAqyUs2pQGNVSX4UM9zNoqKQgIz5MeFknS0Bz0Yc0GCZUbQymyyq5WTaXCZ9ZuPdUjF993puh3rhudM5oBJiYiGbQPGTIE/rw86IbJspZAIMBsQk6ji0Th9Xqgqhry8/NRWuzjiHe3FoEebYGph9iImwzam0LiIaSurh61tbVYtmw5v9K5oRHOiy++gLo64TuSzaJpKi66aA7mz78j7aBcABnLBXML6f3SdNd0qCUEbokHoe/CQteWxk0NqF1TjbrVtWipauoWwOArgSLBV2KhqCIAf0F9HCToprX4OVyG5s+D7ZgAb8lUFA4Tfi7bg28T9+WtX0NteRsyUs3xY1IRrPxDoGIzVKm22y5hWIWQXFPhINPvbPQwWXa4xAO6ZUVgmE1QlEAc8MpOltOxGtFgBIG6AFrrg4hFZATrVATqgUAVSatSAdDEuqpbxej9x7MptbeweyZk17K/ZH8qwawicMqKvzKTithVzKBKSP6igE3Ml8Sxt0v9mM/TC+lUlqdjG6wmwdIDgm1EAJdzFCTXJEhaMcsPWX7HsXsRcRtnCSWl+8kMkJEMr7HFgqY5kEcqRwIFyVtKJrN6P/3guT1tkywD6mAbtWymnkuA68ILz8GYkeVtoFWKTFCiSXEn3z8gk7G6YFoRmCUzc01tA6z4+hQHsLo7EcyE1AMwQhtghwnUWsuAPUkPcxr5Sq1kU0iNAsOkqWEFCmJQNTUrAE2kIe4C+KZ2SkPs6XiXf7AEaz5YATPaNTPMNzQPkw6fguG7jkgLPHEASXgjbAK20Ai5m4TIjvWhNjClIQLYcomQkO1hSbC9hLdXJC5xJAAwgksvvR5zL95rMEWxH07UmQRwdfi1DcT/f24YZHD1w+n87m7ygqvuxgH7TMU5pxyFW//wZxQV5OGCc2Z0apDjzp7HcfKHH7Qnrp//FJwOB6655Cz2bqHZ/8Ry+Y0P4YhD9sZPZxyWsg2avT/I+Zc+NfSHtXvg3htmwabZHtnJprk0E0Q3e5od41hmSlhSxOdEKSYvA4m+owFBfGCbPMDt+NlADn771BhdrCzki2thty6CHF2bU/litm3DXjGhzZBiX0OR0kuP6HAMKx+Se3c4PSP6o2m63GbHQTwVTP6M25TYaDEdkUgYoRBJKoWskj4jz6NZs2b1uc6vvvpqyjZ6BmNotjN5lY7/iwElLTRgKdO+gR8rOfmHaP2q1UqT4AjpQ2GHA92ypTrBLWkeEiugnv4AACAASURBVFOrovDvNKaWIewYhYhSjqg6pI1dl6i1ANps5Lnq4XdtgkJJPElLeghKgmF7EIgORyBC8eXxaabk9TrUr2PfTQcMpn/uba9B1+tkU6Zjd0k90o77SvzfBkw6NAa7FEVlr7iEz55IkyTDXQINxWw4gboEdFEaoSO6TDwMsXTGAUX18/UyJg9H0K7gGWzq62xMHl9OOumkPvftK6+8Aj/72c86bYfBraZlwNZ/QJXSgZoSdPduAtzqRt7R5wpuBxtIgCE1q6pRX1mL2pXVCDeReXT3ErR0VZcdCgqHR1A4pAluN8kW2x+c+CFTluAqcMOV52ZvJsVBehBi8ubDdoyHwzMhJyzeXDQrT5I0fAo1+HHcdzLeNyUZujYOKDoc0EmqtAEyM30IMEhcExK/KxuGqcByTIHTO2mbHZsIg9FhWpSA2RL37aLfavYtRf0m2BhEa20LIgEy1qbfv4xAvYpgg4TmLRbMKJlkm5CY7iRB1iT4yvMwYs8KVEwphySZcY+quJF6m4l6sj8VgVbCx4qZ4gMu+8u+jbb1mmasGYhWscQNCsndCJwiKR7ddm1YKiXvEeAV91bjC77M41yJWU8SLGa8CZCQWPdifYVvfyRvtAkY4n8I9KJJCw1nnnk6FDq3fVhuuu1RjBk7Pi4XJNDKxQBcR7ZVtrtoZ2ltjrO01vUbS4vqyNYc9KcNg2nJkK0GaCAALdprJmBHGaLqLOjVtSXY3Ipl7yzG5q82wOqCeUl9pHSXIZh8+FQUDu/MqmJgK7IFdpSALZrczvx8U/KsKZVAchKwNbRXdc/2fGezXsJPmJhdhhGAaQXw619f12eA66EHKvHwww9nU6Wdep0zii6OA+7x+fPE7bSfX58fBLh26n41oAdnWham/+DneP9v9zJ765ula/DkC//AfTelJiisWbcFp8+5EZ+8/hAUWcaSFZW48uY/4o1nb0+p74o1G3H2xbfgg5fug9uVOtNOANf5Y57DrhXZxRUv3WTij5+Pwf1XpgJniQoI0rr4S7y3eZCQ+Ewhfm8bOEbgF9OlFUf8M3oVYJjNQBmBYnEALf6eZuAS4Blti5buALJ0gNpAnWCWL0YbYLYsghwkYGnbyhfpBhWL1MOOfAMV1V02g2E6AOcecPpoQLX9MGwG6rzlcj+JgaMRbkK0+h04W9+FpDdw0hP9SmyoiCnj4LSV+INh3/ZuQYMlu2H5JwG+sVDyx0JxiQFZunMpgM8NsPVVUOy6jGYcaabRkkdDcU+A5iwe7CO9OGUMFGz9HErrJ3GGJz0kqfzASzHphntPOIr3G7BBLvXPSONiSI1vpgW36DpOdVJLDt9pwa1kP626tbWoXV4FM2rA1EnS3YuT20VR1aOgdGwIhWV1cDiibAzvynPBk+8Rs/RprrH00GPIQ6E4x8PhHr5d/Mb4Ia7hP1BDX7CvET/YKx5Iaj4M1xQoebvBim2BZKyGjDAn3RHDM8FwgU3G+yFYpg1DHgOHjzwnt63UNeHbZZqNgBSAJLdAUYTpcndLu7d8vBx5V8KCZeoINVLQQJClgAmMhJhA0aCEWMiG3hqFZERY+kP7ojKufBd8xV5hQr9dy/76/nvYllswo00A9VFmZ6lsWC7GqzYsNiEfAVklRh19R+AVTco6eeKWwCoJKsv7AWJvqSzroz7Ok7wdxqLbcuyZSRsLllYrjND6OEurEjJ7aeWepUVgIIFallII0zESluSDZAagRpdCk4jt1vsLbTYyxI7tUltZg+XvLkHDGgoGSF8H8s8b+b0x2PXwaXB5Uy1k+JoYrYUdWQbFrhE2IBku5H9rojAObFUM2D0/w+q1BWRZVitMqxW2HYQkByHLdH2kCVsbgxLFTFuz9+VOK9w2JvMvbB1kcPX+bA2ukbYFGpsDOOjEi7H430/xILa6ditOPf8G/OflP6SUr6ppwBE//TV/XlSYh83V9TjqtMux5P2nU8pd8tv7see0CTj3J0d32l9/A1y5P8VJQFkCPKMHwWQQrY1J5mS2mGCWOWDHmWP8nkAySQBjzDRLMMoUonMnPqf1iYHWDgTkimWW8BXQm+LpiyYBCalSj0zbLhfyRYq3N0PfQLHXdTlbZlgqLHVXuPxTtxuqdKZttK3LCaNjC2ZgPezAWkita6BHquAwl0ImGUTSEpNHQJUKoWbo19Px2HjgKDlguYbB8k2A7B8LJW9MRp4TsWgjjPBKKGYlFLnn/kiyCBPFgGMCHJ4xg/0iy45G/SNa9x600Jed/Ppo0G74DoWzeN9+H/AysNO0GHLjWzxz3rlvEbi1N9SSw3Y6cIv9tOqT/LQqO/tpZXl621cj5p5DhrfUj7JdhqBkjBv+oq3QrEooSnqPpo775OuwPA6adwI0R0Gfq5TNBkLhCE+W0f2QUlSNujehRJezvEsiuZdnODNiQkY+vP4i9ha0jU2QbAKMKPVLg02G0FYYtr6Z0+coYZIl8e6pcLiHZFOtPq2TTvbH121idplNsNEEmcGuMD+0UvCKYKXRA6x4z0l7bHQd/45rJB6SLWZ0xGBEOiYtEgtIgR4GYkEbejAMMxzhCQ96YPSV+eEvzYfm6toIu08HvlOt3O43xSAVN73wnpIYvBITpcSk4nEgpe/ZGnumSiFi2hhtU7JiTcDUKiAXHQmHO7/bidMdsRnbWVpbYIY2xL20qrKSAmZy/Axo0YSbcyTgHAE4h7NpvBxZDDW6nj21slkSMkS28PCO4vtkbydi6fq/4Zt1WPbWYkQa00vyqW7Ewp14+K6YcOAuKVYhtL5Ok9cEbFmbuw3a6HiMLMm08wSw5R7d7/f5TNs44VtoWcTOagVAYBaBWiZfm9IxXAcBrkxbt/flflo4d2CpW3EVxl8aBwGu3p+twTXStkBdQxO+/+NL24CqmvpG/OCUyzoBV7Tyzfc+izc/+AJTJo7GkpXreHvJQNiyVetx7iW3MRvM4+5sVr/jAVy57jQJcCw+EEoAZcksMwbCBFBGs3PtQJmQYybLMskcmGfuWI7ZQZbJnxHYJvwPEgvfGIOVkFqXQI6ujifPiG97Q5ZKTV+cFjfizFxjwSaYrd9AsVZ0ydphTwB5PJx5e243N+Fc94hcbK/N4yUagNmyhgEtKbAcstnKnjUxyQNY6zql0ulSMWR5GLQOoFdPdUphaTGg1T1Lq+P2mEUUXAnJWAlVooFMz7OnhkmA5y5weHeBqg0GXPR0jnr6nuW2tW9Ci3zTCWSm37aRdwRcxSJFtD8W9lVq/AZK0ztpJdQEnBqefaGVHNpnD8D+qH8228zGT6u3+yHZIUsTRxSjdEI5ysaVI39IQRuDkhmT7NGyWsz4Z+DRwsCy7YOtTeDfHz3QDcTS1NKKuVffh5VrN/LuiFW+/15TEAtthVX3CjRVhuSfio31Kq656xUOSmhqCeH8s2fgxB9+D7bRxN5iT7z4PuoamvGbOUfCjq2EbWyNG5mTJN6DDz8PQXEM7VNfp3b9/ve/z/Vk8IrZYlFYJDejJD+W+5HXYELuF/enYiatkP2RqTqtx5pxkhjaNHkgfJgUzYCikoyRvJl6vl5yPUi0FjWgR8g0O/0EAv/WYwR20bhAhxEKQXNIyCvzwF+a1+sH94HoF7neB09Yxo3RhR9WfHxmk5STgD4ae4lXYk4J0IqYgTT+EmMwnsCUNcjEtuL/20GPZCYVvReecl9BaX4v7bXPcE6AXHIcHE5vrg91wLcnWFpBGKF1sMObIMUqIVvBfmZpFcByjoHiroDsHglOQwwsgRT6GqrVDJom6+3CMkS4YXv3gEwhTL2UISbvj9pkxX+WYfW/l3Xrt+Uu8mLyD6dixLRRbdcm6jtGrBlmeBlka0NGE4OJfRND27Q8sB27QvOM3eb3VQFokRWCALQkKcHQIjArM3/CQYCrtz058/KnFszlZ8KEufxAvf5f4wOZV3IHKynZiamtHaziO2p1dd3A7keehy/++QiDUivXbgJ5cr234O60h7R+Uw1aQ2F8unApPl24hA3pE8vF1/wBe06fgJ/99Ji06w4CXP3RS3pgmZH8qBPLzAFL9sCgQZ1ZD4W8S0i+SANnHlArFGYNyBTbLAbY/Fn8NeUoJEWkL3p2g5I3FYqzpO3G2dOsFjNJWpdDMb7tcgaKE7AwAg7f7lAd/v5owB1ym20srdYNsFvWQm5dBSm8AQqnTbU/AOmSF5ZVA82uSjlOU/LBkkfByeW7X/rC0kreMktUw1tgEbBqb87o4ZrYBoY0DIprAhyuod+JB66ezkeuvqe0UaPuH9Biq4SMi37fxBCxTZiWBDP/h3AVTunTg3+6uvb0gMfglvd70IoP2eaD8L60dbufVhXqyE9rRTUizeGs/LS6qwdFxsuajNKJQ1E6vgzl44fATZ5a3QBRDHAGiT25klO2MlmEpKUMsnM8NHd6k+NMtpNpmSdf/Ce+WrQKf7j5Yrz94Zd4/uV38fS98xhAigbWQQkuhFqwB2566N/w+7y4bPYpWL56A35xxb08yUb+c4f/5NeoqWvEGT86FFfPPQF2dDksoyqeMidq8szz/0Vj3eJMq5W23KdfhfDsUzfHTdUp9c/KWdofPVyTnxa3v6RAVi0omsX3zEzALgK69HAMsbAO2+yauWfT9i0ZsQCBoAYUyYK/yA1f4Y4R6sDG5wm4noGqOFhl0/hF+LMmWFUi2U+AVPTHTHqWAwq2Ff0vUv2EhyEtyeboPY1teupMzF7d+hXk1s+hyAR60nXXiP9ZMJxToJQdt8MxV1NZWonEwy39zNJSYTlGsbxT9YyE4irja4QRroYVWAwlvDgOJGYGDCefu1zIEJO3F2oNsd/WpoXrUtJvO/aXkgllmHTEFJSMLON+x8AWAYXhZVDMtb0EtmiCwsmKCId34ja7pwpAK8beWSQ7lKRQXHIo5Ia9mWBve+aceycuuHDfQZP5ni44WXx/CgFc28BkfkHTIMCVxekaXKWrFjhr7i048+QjcMwPvofHnnsdlRurceu88xCJxvDwM6/izJOPRFlJAZsO06CRfLquvPkRXDnndDacp4WSGGde2jV7i8oMAlzbXx+kKGRDcsGADtmqg4LmeCR3oq5icBcP5RYfsmePAL2Ev4kAw0z4YGjDYTvGQHaWQ1UIXGsPAGhnm8X9zcjrDBr0yAaoxjedot7brYFlGHapSFh0k6H4d29pY2nFAjCb10IKrhYsLUOwtNItpuSCjhAc5tqU25QlOaHLY+GyxbxkuqUzS2scFFdh1slqht7KD9SyuRJqJnJEqpmdB1sl1sj2Y3a9s/U8IxaC2fwZVLsREhTYZhgwW2EbzZwIahedAGfBxJwBiwLcWgil+f2umVveA6AVH7jNBuJ9Ocf84BqKoGZltQC1cuynlagbAVpOvxNluwxFydgylE8cyg/DvWHc0TVFjzXBCK+GYq7J+KFJxMiPgeoZD4ezc9pyX9oved3ZV9yFU44/BEcdug8HKBww4yJ8+vrDPAZhJnLrOjicDlx1x6sYUlaMX80+FYHWIPY74Zf48p8Pw+12o6GxBS//80PU1Nbj6otPgh1dCkvflAJwPfvCR3BIlTj1hNFZVb2qJoTLb/oWLzzVPtmX1YYyXIlNoW0FFnuQ2VA1weyS5e5lpyJhTWfpYk+kWeFZpEAP0q1eg9ujwulWBIOsp5UzPI6uihFQ1WYDkST74zEHp/URmyruk5pgVDFQRcCUeKWxhnhPTPh2f6rtKVCIf3+BNRwEJFlBwGyBrTcDVogBL929+w4RrNHO0loPO0Kg1jrIVmv/srTkAlgu8uGsgOodDVkREmYOAwqsBIKLoMQ25ECGOA2qd2RWMsSO/bt+Qx2Wv7sY9atqOVQg3UIJuBV7jcauR0yFJ88rgDo9Aj20DLKxCqqSuaySmbckMdeIsTVpQMHSdkP4aBzQIrkhJZNH+GecLaDVsc0GGVx9vNh2s/rJ+XO3icn8S4MAV/+d1O/ilr9evBqzr5yPwgLBkHn0jssxqqIcgdYQ9jt+Dl564ibsMm4EHnr6Fbzw6nuIRmO47Ben4vSTDm9rLmJv7TFtAn5+Wnr2FhUcBLi2594lwSTgg6pot0Cx66HYwawqTACKiTxYcilUaMwq4sSlLsz/yZRc1/yQnUFoKo2oFdgJ4CzOLKH/DbsAljQamloCKO3yTJJoCi+zhI8ZmbCK1MDErCv1WVVVoSipkqtMZ2LDkSiI7ZjnHzjZQDtLayN7acmBlWlZWukBKhVRSYFmrkgxj6cHlxgZLEtuKCyLEUs7S2s4LN/4XnlpdddJxENVJRBbybHVmTAO+AFaGQvNPRGac9v4/mTV8bfRShQUoscMuFziQa6rpatylhkF9HqEgy2QrRY4pAbYoXX8wGXYbqB4Bpx5o/sMcjG41fAllBYCtzoP1Bls9x4IrXj/HQrcGnA/rYlDUDq2HCWjS/ka1xtQK+21gvpPeDOs6BooILZFz/5cDI1bHljaBDhZtph7z6YZM6/GjZf/HLtPHc/V/uEZV+CJ+VeiYlgp/89poWYQqzfU4qyL78TuU6icjcMPnIafHH+QMKCXZCz4+/tYuWYjfnPxSUB0cRzgavci3NEAruRzyDJGTkFTeJ5J0WwoCoFdXcmwbBgxg9lcXckWO/cRie0R6B6raG6CvkDTWZTU1tX1vHvZH92f4wwqkv2RR1qb7E/YLRCTim0XaL9x9pX4vJ1NRfVMZlVto8tvn3ZL/nKxSDPynEHAaIIdqoQd3QSYIT52038w1IK9GGAh0KDjeIUmnYOhMPy+gZPtt7O0qmCGN0KKrIekEyPboAzWPrVH2usTe2kRS2sk4BoJxTMCqqs8RXbN7KbmxTmSIe4JyTcFmqswJ3Jsaq8N367H8rcXIVTf9ZiapOUTDpuEiQdP5v2yjUdwKWRjOVSld8b7hqmxpYPm3ZXTkzMd52Z78toBrTADWrbdCkkOQZajbYbw2W67u/UGAa7+aFWxzZMI4NoGy8vNgwyubdDsO/cu6eGnsSmA4sKufRcikRjLE0uK8rNqjATA5XZkl4wXjtl45ItxuO/KIyHFE0fEbKL4a3+fVfUGV4q3AJmGG1BgIQLZqmagKzvfAhp4e2HJ5ZDhhkqD4i4lcRJiig9w6VDVli7PhWF7YUfc0GJhBs3akjOTzf9JXkADoILJgHcUbvnjm3jj/a+5m8z6yfdx3qkHwwg1wNaDsMnUX/NB8ZRB0rx44i9vs1/L1XN/yg9Q9ABxwszfYlNVHbweF4YPKcVj8y9HUYE/ZcBZWVmZdgDam05Fg4TRo0fDIhP+FjKHT7C0Al2ytNJvX0JEckGxSAqYamCqUzKaVMqm8rlmaSXXhWeno/Uww6sgW+szMkFl81OpDLJjwoBIoHpzbrbXsq/86yPc+oc/c/XIn+iO314Ap6Mz2NBduY8+X4Tr7nwSra0hHLH/aNx84VRY4Q2AGWAmgSGX4Lk3w5Ad2V33qW78UBSqxDnH+NOCW/zI7DsYWtH3dghwi4DbrRsbULumGnWraxGoboKpW7C7innPogO1+WmNTPLTKm/308pik92uwrLF0CpmCiiU6JcBU4d/syiF7BgPzdPuFZOLuh139jzcfvVsTJs8ljdHANfdN1zEHqCJhfrV39/6D/717y9x4g8PxCPP/h0jhhXjnutmApYBxVUqAK61m3D1L0+HEVkHO/ot5KTJmx0Z4Eq95pJ5tICfyLtLUU327RKBAqmMESFb1BELx7qVLYrtx8drFFqgqZAdLpbvmboDsB2QbA2SokJmoEqwq4TsLx6o0+ZPFZf9dfCn2t7T/nLRlztug64fx549D5u2JMYVRXj05jNR7G6EHVzKDFpJ9gHeXQDfbvjf8jrcMP/plNTydz5ciKtvfwxOpwN5Pg8en38Fhpb3D6NSsLRCMMJJiYf9ztLKj7O0RrSxtJLBfJ48C1XlRIZoqUPYZkPLn5pRQE6mfYLquOrjFVj53lKYka6DdJx5bkw+eipG7jaa75Wx4ApI+hKoMqWcZi6tFMAWXYsnc0JsfwFb7YBWMA5odU44zLSNsi1Hj4BzL5qPORftk+0meL2HH1yHhx56qE/b2BlXPjFv23hwvTIIcO2M3WnnP6aLLroIzXWVfbro+ooqcN/ddwBmlPXcMGOARYM0eh83cI1/Rqau9L1E5awoJCvKZWldmBHAps+EZxEP5hk0awfKvuuAWbt80YjLF5sgJ7F+etNjTckDUyoBJD9UKFDZ2LzzjVuXfbBcgKo1dUp4S+zPtN0wY344IsEUdlJbfQjg8g6HVHoAvtlg4uLfPYt/PPM7tARacdRZ12PhS7+FI7IK9tavgVgT4CyCVLw3jpj7Kmrqm3HGjINw9eyjYTUvBdV7wfsbccqJR0JWXTj30rtw4lH74pTDxsEMrIUVI5BMw7pNDXj0zkt60ySdyq6vB1544g5IoUooZE6cwQNmuh2S75ZtbYRqN6R8rUv5sGWSGpbFEw/HQM0fmxMWSPKODCPGAzTFWAlFpgjunhfTcsFMmMir3TORet7ad6NENKZjz6N+gf/74/WYOHYEfnLB73D1L8/EPrtNSmmA7sqRp+KxZ12Fx++6AvvtuQtCTZVwowpWaBWgNwBkig3g9DnP4MSDs5uYSFQm5twd55w8vdPJGcjkxmx7xkD7aZVNHIoS9tMaCneeOydMgkyPXY82Q2fZ4qpeyhZHQXWPh+Ys6dM9PlHPc355Ky44ewYO2GcqP/R977gL8fKTN2P4kJKUQznurHm4Zd7PmMEVjUVx8Em/wlPz52LyaA/gHIq//eMzBriuueQsnrSIklQ6Rr6Pwn9wZwG4khuF5Ens2UVSRmL5KTYUrTOzyzJt6BECNg1YJiUAypwCyH9W0qtFjDnwZ0QVcxf64Sv2Q3U6YVEAiJUHCfmQ5QIGqPvKKsy0r+6o5Qj4+Mtr/8Ypx3+f4UMKZ6JxxamHD4Ud+Ap2tBZQvZA9u+D6R5fipTcXYnTFELzx59tFiAGA48/5DS6bfSrbhFw//yme2PgNTczpLTBiLbDNEGwzijN/cmzaSYXetN1Nv7seY4YaLPnrX5bWiDhLa2QKSytRV5EInpAhfgsltnG7kiEmt2kkFMGydxZhwxeV3fptFY0pYb+topEl0MNrIOtLoUjhXgFb7bJxArZ8Of/9ZZNw2Jv+lUlZuv5YFsnTXbAtLyR4cdll1/P1qC9AHl2rHnhg52UNZdK26crMyNs2DK7XWnbeczFoMp9tbxxcr60FknMK0sVxJ98sCdSitCMCwmwGytrfi890BsHoOwGU0Ws7UCa+i0Ki9eyIeGU5nh1nmSUzy9psT3ews9V/8kWVQMYOtHZD8sBwalCdTekBLG5hJ/RYPhyRCJSOKYCKG5J/PKTyg/Hkq1+jur4F11x8GgOYF1x9Py6ZeTQmlcdg130GO1QDuIoglx2AreZwvPLOQlTXNeKaC46DtXUhnyfJPRTwjoSkevHTObfh/DOOwmHTvLBqPwaC6xkEWLu5BQ8/8SJ+f0Z2hryRmI1zH45iwf3n96lvcNvZW+GwRPIYSQ9tqDAc5TDyj4K7/OA+eWl1Vzn2xQlvghUlOWJtRlInSsq05JFQWI6YmwfjPjXgDrQyScuv+f3jbbP6ZMrtcmo446QjUo6iu3J3P7oA1bUNuOPaC3gdy4jADq0Agothx6rFRAADXI/jzov8GFqSnRTtr+8FEHNOx9kn75FSN5KeGP7vw1m094CCOJmc5nY/rSrUrSWT+CpOvTJ1MoTOZAuZlRF+Wi720yodV4byCUOg9tJPK7M9ZV6Kf8uRql4FQtDWDcsFS50Ih2ciVK1zknLmNQAeeOplZpX/9rJz8NXiVfj17x7G23+Zz1LxZG/QS357P/aaPhFn//gwNDW34KCTLsebz16N4SVOQM3Dgn99hVVrtzDAxX2ckiRDlZCiBHIFdxiAq1vZH+kTyUSdUvzakv4Ek4olgDaxq+heoENWo1DUMGRFgiLTZzYigTBa6wIIN4Xj/kA9dXAJilNFXnke8sryQWzDtgdQMx+2nQdFLoCiOLa733Vv+mB/lU0eo9LD+U8v+B1mn3UCDtlzKMzGD2BHawDZBTVvCoJWBVZuaMINdz+P15/+HWyjhccbZ148H5+8di8UWcGSFZW48pYn8PoTl8NsXggrvAqSSXI4Gz+ZdQ+evr4CLmd2ibhXPVCFi2afgTEjCnPWHMLjTYUl58VZWiOhEgNUdaUFZ9pM1psXQQ5R+nZf0xD3hOKnUCTqo7lPhW3Y3IDl7yxC3Yqarv22ZAnD9xiJiYdNhsNZDylGwBaZr/csEU+cCPbYkkdAdk1mO4dcAcu5SDjsa2cRYBaB6h5YBGhJXiiyn6XSCfuRvu5jcP2uW+B4f5zBFefwtqUo9vP/fx8EuAa75WALDGwL9AiUJeLB6TXBLEtimTHDjNgQDI7Ra5x9xiyzOJOMWWZJgBmXjUCihJ3thGUm5IvkiZAsX+yaet3VWSJ2WLJ8kTw9RAKgWMgPLObwQHU1QUG7V1Ty9vjh2CiAGtGhkjl2YlG9kPInQS4/FL9/4h2UFOZh1mlHMsD1u/tewB67jsEJB46AXftf2KENgOKGXLQ7pOI9+WFoZeVmXHP+cbDqP4Ed2wrZMwKv/y+KB577ANMmjcLvrzoHcmQLrNoPgUAln9PtAeAyJQdiMKGaayEpLthaPiTNDzgKoHsPhKf84JwNgDqeV8H6oFS2zMyq2QAVhYBjIjT3mH4ZZA7sFWLg9/bex//Di6/8G4/e+Wve+T/e+wyffLkYN105K6Uy3ZWbeentqGto4j9aLv3FKTjtuH1hNn8KKbQSsEimaPULwEUPOEbeD+As2nO7Of80sG+pa0HtmirUr6lDQ2UdLJ3kOZk/dPTYE0jq5ZDhLfWjLMd+Wj3uu5cFiGkSC66BRLJFNGXEKhCyxWJIjnFweARDNJuFDOLPu/xOkE8RAV2/v+Z8HHbgHp28QZesXIdbAqLAwwAAIABJREFU7n0WMV1HLBbF6cfthdOO3wMwwzj5l89hc3UTguEoe3f95ZHrUZDnEzKgSB2syCK88MICOAfQZF4AVYmEv+S0Pyke2kJG6sRijZupk9SvTfYXT/vj8Ja4PxUxljkBMLO0P+rjdF5NsxGQWiDJLVAUgxnTgfoWBGpboIcyYxATsEXgrL80D55CX1sSGj0MESPMsnwwTT9UhR6+BROxL2yLbPpRf62TbkzY9hmN8cwIbBiQKPmSLRRkHitYZCKvhyApGv718To88MxbPK64/TczIem10Ovegt26CLKsQPFNhVy4P9ZWy7jkhifx96fmQYo1oKpJxpFn3Yr/vDQfRYX52FzdgKNOn4clb98Nq/lzWDRJYYh01FNn3btdAFwMaLGXVgXgGgXFPQKqe0i3YIWQIW6BFVjS9zREdShsz/ScyxCT+xed/01LNmLZ24sQrAl02fVoUmPc9ydhzN5eDt4hf9JMvA/bxsfkuycPh+KaxBOD2V5jE9vrj4TD3v7uGNCiuSPLB8vysERXAFqCEbqzXDd62y7bqvxx/m3D4HojkJ7BVb+1GT6Pu0ev2UR70fiBbGVczs6KELqu1De2oLwkd6B9JudpkMGVSSsNltnhW6Dj4IgOqEsQzTLioFmSLDPOOCNZZoJdxq8kIUyRZQoAjVlmzFSjCHMhy+wLyyz38sViQMpLkS+SR1TM4YXiCjBlO91Cg0bDzIMclaBR5BMtqgdS/mTI5Yfglj++heFDijHz1B/wVzfe9yJGV5Tj7GOnw25cCLt1k2gH/2jIxftiwdvfYiXN9l94PKyGL2BH6iB7R2F9azGWrmvBfU++husv+Qn2n5wHu+ZD2K1ruU23JcBF7WTKfkTcw+CwlkPRXJDVRMQ5EHPuCkf5Cf3ibcQPwKFVkHTy7WnJyLfHoFlHZaKIrNZ8O/xveVsdwFsffIFX/vkRHrr9Mq7CP9/7DK+/8wkevPXSlCp1V458jn5x5vE44cj9sWbdFpw067d47elbMLJMgd3wBmSjtl8ALgFuHQFn0e7bHNwaED8tRYKsKSgcID+tXPdJPdYKnfy5zBUZpaDS/gW7oAKKazw0V3nWDyhbG1uQn+ftsZ80Ngfgd9uQo3H/OJpp1goAJY/TeqEVQFZSB7uGHsbTj98ONz7DQfsK8/pslstvXIQ/PzlPEPtsAqrak/4IrJLaWFVJaX8JYIpfRfIfJRQnG6f3tz9VQnpkms2w7BbISjMsI4hgQzMCNSRzywzYlRQZ3mIfA11Ob2cWs0lgl+liKaMs5UNR6MG17wEJ2Zyrjuskj7s6jcF47BRmZr9tRYQ1BrH0efKRWPvxSUieiIxwCi29wtYhySokxY+oXI5jL3ojwXvAK/edgAKvBclRig0NHixd24T7nngV1196GvafXgqz5WuYgW8gkw+XazjkggOwts6DS254Bq8/+WtYkWpIjkLc8tCbeOs/SzBll1FYsmI9H9aHC26A3RQHuJjBte0ArnaWlh+WawwU1wgo3lFQVHe3gMyOJENM7kt0H1nzyQosf6cHv60CN3Y9eijKRjRBlRo4rCHTRQRKlENixlZZj9fEtGNm2xb+slZywiF5aIXbDOHjWHmm1ep1OQbAmaEls9yQ/mSZpJX+nHqg9bpigyu0tcAx/ou2SWv8M/Bgyn43bK7BhfPuwbqN1fz5j487BNdddi5UNT3z8r9fLGb298aqOg7EI2/aW+adB5/XzRM7t93/PN784AveFnkXXvSzk3DsD743IMc6CHANSDMP7mRnbIGuALJOkk3bagPMiFmWYJwJllmCadZRlhn3LosDZW2yTLpJ0s3KpoFwExSrNp6+2C5xyMSsmM5Hx/RFNQ7ExTQfJFcEqtz1jJhu+YGoA45YK7OXpLwJkMoPwSMLPkdMt3DJrBP5lP/qxsdw2H5Tcfyhk2EH1gBGC2CExMNP4TQseOtbweC6cAbslpWwY02QnMWQvCOZCfX4i2+iqqYB1553MOzaDzndkGZqBxLgSk08nMCJhxYNGuv/BlUSs7aJRZfLoJafAs2d25kKwYCohhlZBdXa3E1qV3tdhIn8MMjOCdBcQ/s867gz/oZ7c0xffL0c8x/5C7NSaHnx1fewdOU63HjFz1M20105YnDNPvN49jmihaQyc2b+CId8bzqijYshN70JGdGcMrgsW4ORfySchdOzGqD3po3SlU3x02LpYTUiLWFYMbNLOUk2+5RVGTRTz9LD8WUoGzfwflrZ1LurdYRssVbIFq2NGf3maVvC+DgBaPdvCi3XsWkRlPDXAmyXKVlXJMwZcjGUwv079bmnnnoK/3jt8T431XMvvAZJiif5xn1h0rGq+ryjftpA4ndhWUEYZhOigWqEm+sRbQ7AJq1QjwsxExX447JFuUNicWJ1erA1TQ22mceTWkLKqPT5fkD175JVZUZgEUBlEQglPFjZw5U/E2AVA1NWOA5chSGZkbh9QtxaQqLXuP1EJhplYtVpRYB7HKqaVEiyG7atY0iRxtdUSfZDcg1hGe3jz/8TVbWNuHbu8bAjJPOvY4m4bBuQ8nbH2honLrnhKbz+5OWwgqsArRiyoxgbaqJoDZv49H9L8emXS/DobTNhN30KK7yGGYy0DCSDixlaxNQilpaTEg9H9sjSau8XFkQa4iLIwW+g2LmQIU6D4iRANfcyxOSfQywSw9J3F2H9Z+TLmh6wogmOIVPcGLuPhfyCYMbXT9qPYMWWQHJOhuYa1qvj6ZRwaAUhKbT//k04TG6fdkBLZYaWbXugMKAl/ML6ykDr8dI0WKDXLXC0/8Jer5OLFf4VeDhlM7OvuAs+rwu3zvsFquq24qfn38C2BScceUCn3RGANf3wWbj45yfj/LNPQDgSxamzb8CPjzsUPz/tGPz1jQ9wx4Mv4F/P38lBYYnwpff/di887r5ZKmRy7IMAVyatNFhmsAUGoAV6xTIzozCNCMxII4zgMqjhb6FQChvI+J95x0l/9L8pBott34nP6I9uhmTuTumLCjxQYMOUVU5Y1FSSUqX3B6GERSvqhlM3IHuHQSrdH5+sCOH2P76Ov/3xaoTDURxxxrVY8OClGFnmxvMvv4tJo/Kwx3iSyvkg+8ZgwZtfCwbXnBNhh6tRU7cVDQETu06ZAt1yYO5vH8a+08di1gm7wK79CHaQ2AL9z+ASiYceWHmTAN9YKHlj27y0yHTVrF4AVa9M6RWG7YRU+iM488bntLcYeggxMmo2VkBVhAl5T4th+2GpE+D07tKrwVlP2/0ufx9oDWG/4+fg7b/chaFlRZh9xXwcd8T++NHRB2Ht+i34578/x0Uzf9Qm6UpX7v4nXkJ13VbcfNUs1NQ1YsbMq/HegnvaZrui9Z9ADX6EM+f8MSceXGectC/Mgh/CWSDSqgZqIeCDTH9rVlahfkD9tIZCpeS5LGV6A9U+vdmPkA1VAvpqKGjISLZI5uUGCiBplPA1rl/Pva7rMOr+BS26HKyZk1Q+PE4OdE6Hs/T7/br/3rTl9lo28VCs60HUrVuN0NYqqFoobpfQPdhFoJ4jLlv0FrXLFtMdq/DtUmCZeezbRVJGSWr/vaSAVqRfsiKwyBfQisImCSD9xUOEyANVhAkRgyocZ6sTYEVAVRIwxUBVcqBQP50FSQFkNzO1oPgZaLVtC5LiQG2zgvoWCVMm7wrdUjH32oew727jMevUQ/DBJ5+hubkJxx08GpLVCsk9GpXVNn55/ZN4/ckrYVOSIbH6neVQnSX4ZtlmXHnL47jigh/h8L2HwGr5HHZkMzhkqZ8BrhSWlnM0yw4FS8uT8TUvVzJEEw7Yalk8DXFKTkDTTHpGY9VWLH93MWqWVcGm2d4OC01yeEtsjN7LxJCxBlzuzCXbAtgqhOSYzMnSmdwzOycchiDJBGjF2hhamRxXX8q0AVqmQzC0QP5ZBGaJfrEz3Q/70k7b87pH+fvmB5ztsb0V+GPbqi2BIPY/4SI898C12H2qeI655b4/o7p2K+6/5ZeddkGA1t5Hn8+MLRoH03L17Y9DVWSe+H3o6Vfw6lsf47Wnb+VQDmKHHXPmVXjrxfmdwmuyrX936w0CXP3Rqn3cZiQag6ooXVICE5snrwxNVaFpYkA5uHw3WyBBMddblkIOfgtZ3wJZMkRIZdvSIbY89UsGw2gwaNoqTKUCtmssbKUYkrkaDmk9QDObEGXYoywOlJEsxjBL4UAeVN9w2K5yXPuHN/Dfr9YgGtVx+vF745KzD+PZzZ/86mmcdNgEnP6DUeyTcfI172BzTbPwaxlSiBdvm4HGxlacds3f+WIYjRmYPqkC98w7CV67DmhYCDtS2y8m8+0srQpYvvGQ88ZCzRvTaXBA4JZe9x60sKDcJhbBkjkM7uK9s5YGdey9CXNmO7YKaoYPtm3pPu6JcLhyyyL7bv66Uo/6hVfexT2PLoDP68H40cPxh5suZo+CDz79BnPm3YMl7z/NK3RVjgYQF1x1NxqaWrjcheec2DYwoP9Zglr3Ps6ZeV6fAa6Icw+c/rNr4SqcMiAD3DY/rdVVqFtTi63r6vvPT6ssr91Pa5TwRNnZB/Ek74sFE7LF9D6JHX+jFCphyhVQXeOYxdlfviqxSAvMmpegmZtTr4vk2+g7BK6S7+305yeX18dAYws2fLsWTZvXw5Nvwl9ixqVVXYFdEiRFgrfYC19JHpyedtmiTWCTZbI/lXCRprEBscpJNmXDjMkwYxIkIwqFJX8hyHZIgFcJYKoTSNWTKX4uWyPTbcU91WSnkKzSJB2xutRCrKtTcfoVf4fTqSEaNTB98kjc89sz4HNKuOfJ1zmV+d6rDme56O1PfYM3/7seW5uCqBhSgGvPm4YDp+TjoVc24i9vruZxyaU/PwanH78He4raoWWw9a1iTNQPAFcbS0sb3p546BaM7Ex/z/0hQ7S90+DwjRwwnzc6hs3LN2H524sR2NLcqVMQg9dVAJSNbcbQCTqKh/t70T4yTNsPm4Gt0d3aS7QnHLbCtIjBT3JDArQMyLLNoFZ/L+kSDgU7yzVg56O/j/G7tv0j/LMh8RWXXSP5yjsQ/7+dBHCRbQZNuhLDqrS4gE/Bs399C6+99TEWPPq7tKeExsOPP/8GM7Z2GTcSv3/oBTx6x68xecIoBrTOnHsLSory2ZrjzX9/Do/biduunj0gp3cQ4BqQZs5sJzTYuPneP7GvCy3nnXEcJ710XCKRGC6+9j58s3QNgqEIfjX7VMw647hO5W699VbWfvdloRvovHnzUm4U/e1T0Zf6ftfX5Ujn0CbYrYshh5dBkdqN5HvTNjSoMuUiGO7deULegZV8825b4gAZfWIRyCWPhcM3HQp7UQGtwRAURYbboYjZT/qzyeyfZoUFC0lW4vKSuITTNkKQLIMHpk2tJgO8fpcFO7oVVvNKTlC0jVYG2Co3NeLhJ57Db07sbGiY6XFe8HgMLzx4RRJLaxwUl0jGSTdwZFZKw/+gBd5JSaIkcEx37wVn2eEZzfj1VD8ayOnRrTDDqyBblVDknj0jBGOjBJJjAhyUjjQQo6yeDmQn/T4a05mKTebZ3S3dlSOfo4J88sURRtXJC/2GT5sxHTfPyn6k/OVyHZHCc/HzC+b1a19gP60N9ahdW4O61TUIVDfD1C3YRt/uO8ntQQ/uJDcpGlWM0vHlKBtXjrzyrn+nO2m348NiqXKUzNpXQzbXZ3RtoPVYtqhMgMM7AarD3y9NFAlsBOr+BhVxb8b4XkzbAavoGLgKpmT8wNkvFdwBNprM4mZj3g312LRoPRrW1sJfZom/YgOq0+BJLFm2AAKfJEv8wYKi2nB4VDg9SpxJJX6L7dYF4j6ebGXAYkACQ3UJZtSGbEQgmxEokh7fxg7QeG1VTFxTZU5GlJxlkFwjAK0Eja0yMzzz3IRHheOeXnF7iDiYZ5OUUfVRA7GPqhWt4jFLxHQiqOehpKRcSC31BtjhStgxmnQjwFm0a0KimG2LXf9YDS74xbkYNXKk8NJyV0Dxju4VSyux75Q0xODXUGzy7ex5PNGx7tQ/TLhheykNcWBkiMl1oONY89lKLH9rMYxwasgS3R+ceTLKRjcjv7QBRcOFN10m4B+H79geWNqucHjGpQW2BKBlwrICDGhJBGgprXEwi3572Z7pzNdLn3BIgJazV0Bn5nscLDnQLXC4/xcDvUve37uBx9r2SwngZ869GZ/8/UHk+YW9wYK/v4+H//Qa3ltwd9r6kVz7ipsewe67jgcFLB2w9xTMv24O+3gSVkHfRaJRrFlfxQqd+266GEccvNeAHOsgwDUgzZzZTgiwmnvNffjHn38Pmuk/6rTL8b+3HmM2S/Ly9odfMqr64G2XgZIOjj97Ht79v7sxpKwopdycOXMQeKWuTxHrjaNbcfEpF0F1qlAdChSHBtWpQNFUKI74Z/ReS7yn7zQuq/L3mijnVKA6NR5cJJaOQFkmN6TMWnKwFKc2xQIwWhZDDn0FxaYbc+8fOgm8iVle6M4KOB3NfP7SnSebTKylCmje6VAdeRmfgHSyTB58UwpS3OOjTTYRN+8nU/81a1fj6otPy3g/XRVc8N76jNgfVIdoy1pI9X/jQX/yomtjoQ09Baqa+jvNpnIEbsSCK6AYK6HIqQ+KXW3PMJ2w1F3iJvL9r2vP5rgG1+ldC5x9eueJjd5tATj8hz/GzJkze7tat+W3mZ/W+KFw+0Uq3OAimH56eL2QLdp1GcoW6WEuH7ZjPByeCTlvS75GNq2C3PIe3TWIjxifzDBhWC5IZSfD6R/1nTh9Hf2pUu5zCdkfS/5EIA39tRmpxw3UWQJIIIwZRmt9PUINTYgFddiSBtXvg+b3w5FHYyww2JU80KP7J0m1NJcDmktjRkBvFg4sMAXYJekxyEYYsqSDBFw71MKyRQ8kLZ/DDxL+cAxusf+XTihWnJHOAw/2kSNAAUaTALhIokmzfAoxwzywOZzAySmNNrPhaB9O2OQ/Jztx5hl9H5fc9oeXMWGyYD1mMy5ulyEuhhJeEp/o7D3rzoICSx064DLE5D5m6AaWvvstKv+7JsVvixJFNZ+M0jEBFJbWwem0UFBRBE++R5zHbhYGtiwHLG0KNM8EaFr72E0AWjpMKwCLAC0pwdACg1oDCmiZyQmHBGhpWfeJHep3+x2s7GH+WUmMrQSTq/9f3wu0+2EmGFwfvHQfs65o6Y7BlZA0Pn3vPOyz+yRmbF1y3QMYM2II7r7hItz96AJ8u3QNnrz7KmamPbvgLdz58It4+cmbMXFsRb+f5UGAq9+bOPMdPPH8G6iua8Q1l5zFK5GU5ZLzfsxUv+Tlihsfxp7TJuL0kw7njy+6+l7MOOpA/PD7+6SUI4BLf6kFJWS8mcVSr2/FpmG1mH1Uqolyp01Jkrjo04wXe3CIgYL4LBGlHf9MlgTQxYBZHCRzEkBGgJgA0Oi9+D/+Pf3PYJnKAEsCZONtaBroRkdL8kBgkGUmzlK7fHEZ5NC3kGOb44Ph3nUIYnRFLDdUZwyKwwVZy+808OKERRRDcU+HwzW0dzvYzkvHwk2wahdANWtTamrAD6n8VDi9fTteNmsOb4YVXQUF1RlFWPOMuzwCsmsCHK6yrAbC23mzD1ZvO2gBZi4GhZ9WHflprayCFTVh6iRVzl0F6YHcmecSJvHjylA+fufz08pda4ktGXoUsdDKOCCePvm24z6FbHEoFOd4ONzDc3rdYMZIcAMU8uMiT0gjANtoYvBGl4dALftRzgM4ct2mie11aaBO91WS/JGBOoFThvCiSnhVUdIfASP0PScpkz+VFRZeVfSa5EclScneVN3/mOhBP1DbgpZqSl4k5pbMoIri8UErKITDr0Ej1pYk7AR4TMTjLZWBLhpT9Rboom1YtsLsLiNiAeS3aYSh2LGsxhH9da662i6NSSApDApCIrY3yRYlcf7If1RywKagAtkFW3YBkovBKga5oo2wwyuE9IxCDGTaBgFOMiylDFLhYXB4hA1AchLnQB9jcn9lBn9gBRBcBCW2kUHJbBbT1mC5J0HyToXqHTgZYse6NtU0Yfl7i1G9eEtbwij1acWlomxcK4rKazicwFPoQUFFIRzuzomiHbcpQjgmQ/NOZsaWALRibYCWLG8PCYeUcpjHYNbgpE42PXjHW+dQ/8+2CcD1fuDJtsZK58F1873Psl9sOg+ujz5fhPOvvAsfvXo/CvMFM/xPf30LDzz5Ej7/xyMcokRYxVUXnc7fkUpt2g9+hut+dS5+OuOwfj9JgwBXvzdx5jv4/YMvoKQwr01ueOPdz2D3qRMw46jU9IIb7nqa6YMkTaTlujufxPgxFTjnlKNSdjZgAFfmh5hZyY5AmRhBtIFoKeCZBAF8EWjGgJhgijFA5lQhE2imJrHLiIHWETCLg20CMFOhJMWh7kwsMyFf3Aw7SKyupb2WL7IUz3YCShCKHIXNyUJFkCUaRLYPnQ3LDcm5OxzesTl9eMqs8+S+FJso174OLbo0ZeMkvbGLjmWPo74seqwFemgVFHMVFDmVfp9uu4JWXwA4JvS7gXRfjmtw3R23BQbST8sX99MqGVuOku+In1Yue4aQNDfADK/OWNJM+xeyxXHQfBOhae2sW/L2dLucPV67qVzHJCSqCw2SFTsMr7oVttEIu3UlbF3IuHTyuBkyo1uPm1y2DW0rGajqBFpZetw4XZiot6X90Xs7Fk/6S5iph2ETQJUwV2evFFtIBNtAq96zpHtzvOQMEGkNo7WuBcGtwVSTbZL8Oz1Q8wsZKNb8GoNQJC4jUMDhITaXI60sOtM6kBSefR5jNuyYCVkPQ7ajUDowyDLdXqblhCuNLNxpbGpt8cdCS2JXSQKgSgBVCdAKsoNZVRK1DQFY8VdOfqb3xPDqAFAlxnzUVyJbv4bc9E58rNTujEPIvuEYC7nkODhcmTPWMz3e3pRjUDkWhNFCaYh9lSF6YHv32CYyxORjpravWrkZy99ZguZNjQlDIqguFSVjQigZWg2JgGTYnCJaMLwIXaWIJrZL1ztTmQDFPYmlvZZNaaVxdpayrRIOvUkJh2RZsPN7Sfamb3+Xyh7in7lNAK4PAk+lNPMvLr8Tfp+HjeMpwf60C29sS1GkoKVzLrmN/bSO/cH3sLm6npVmF5wzA+efPQORSBRzfnMv8nwePHT7ZSAM4+3/LMRzD1yDEcPK8NYHX+JXNzzIQU3Dyov7/fQOAlz93sSZ74DSCoYPKcHMnx7NK910z58wasSQTsAV0QhPn3MjJo0fCfJ5Wby8klO5Tjrm4JSd7bAAV+ZNlnHJzsyyDiwzJp4J9hn5vSRAMwGYxYEvYprR/8wwE+wyBtKS5JrEKKPyCaCNv6OZ0zYmW9dss4wPpo8FhXyxFUZgcdKAKPOBuW67YcthqEoTCGyxVQF08aAxfpw0mLAdU+H0Te5XD6A+NkWPq7Ppd8PHUFs/SvEsIeq+4T0IrtIDsj4+ISNYA8RWQpGaM5IZ8cOFQsDWBGi9kIL2eKCDBb7zLdDmp7Um7qdV089+WhPIT2sI8sryB2UXOeh9fD2JbIIdWw3VrmFPpp4WGyosaSgUz1QEwg5cfM0fsHLtRl6NvDL236szeL9xSy1+c+tj0A0DTS2tOP+sGTj52IOxbNV6nHvJbbwueYMe+4M9cNtlx0CKLIcdWgeYrQxKPP1GExTvLj0CaN3VnR6Azz333DYZO6wYLGJIkeSPk/5I/heLeyyR/C8igCkzCinOqBKfEcOFHag6AFU5pCb2dBKy+J6Ov3VrAK21AURb6Xg7bESmhDsnHIWF0PK8cPodkFULqmZlLVvsWE2691tkTRADrBj5doWhmFFmDaW3Q0gCpehuascBqgRQJbtZ+kdJiMRMS2ZTEaNKgFTxPxprEKClEONKSxlf5ZK9z+zVrQuhNL+fdkLQcE4SIJdz4K0BdiYZYnLfojZf+8VqLHtzEYyQYKApbhXFI8MoGVYLRQpxKBJ5b5Ekke4fXck4qY/ppgOWMhJwlEJWDMhKaNskHFoO2CYlHHqgyARmDSYcZnHp22lXOch/7oCYync0sf9PQAQjJZb1m2ow+8r52LSljj+ie/v1v5rJnsjNLUEcMOMiXHvp2Tj9R0JB9ub7X7CMMTFuOPKQvfHLWSejvLSIxwf3PvZX/OPdT7nsqIpynHvq0Tj+yP0H5DwOAlwD0syZ7eThZ15FTDdYlkgLIZ2HHbgHTjgylcGVGEBSND0xuU6dfT3+eMevscfUCSk7GgS4Mmv3rEp1Icdk+KqDRFNS5DhgFpdlJskzBWAmALF2H7OEFDMh00z1NCMALd0grrcDuzb5YmA55OAiyExp75lBRIdo2C6Ykg5N3cozxDSzayt+QC2C7BADDpHoNxHOvN12SJo1D26blkBt+geLL9sXCTHnVDiHHJfVcbFRdKQWZmQlVGsT5AxM5EV89RDIzgnQ3MOzBtWy6uuDK+2ULZDw06om6WFlDWpXVCPaEmGfE9vK3QM+pVuR/LBs0jCWHpaNHzLop9WPPUr4+K2EYhJwTilf3SycMlcGybELnvrr5/h6yXr84eZfgnw+n3/5XZC3RseFZmVphvey2adixZqNOO/yO/H+X+9B5cZqnvE9cJ9p7A162CmX4uXHrsT4ompYoeWA3sRg0p9e+gaO6Dd9aoFXP5Lwp0fmxcEqAqqEB1UyoyrBqurTjrbzlUkm3FLXjEBNC8xYF/5YssqAkZpfAC3fD1eeA04fmdCDxxy9lS0K5lRiSVjVi/u9ZSgwYhpgKpBtlWV9kkKeVQREOfg9A1MEYDFIRcBVHKiixztm6rdPAmbjP5XrU8bjgPrPoLZ+LMZHVD8O2bEZaNFdU6GWHpvi45TrOiS2156GmAsZogOWexdI3mlQvSO2i/Q9Au2WvrsIlR+vghk1WYpYVBFG8bB6aGqwLalSdTtQWFEIb4E3RT1A41AaK1k8YtMAJR+q0wO6BynKQCccOmFbXkgg7yxzwI31AAAgAElEQVSRcDjI0OqvX8aOv90D/edsk4P4OPCntPutqW+Ez+OG15MZeF/X0MR4REfPcNo4B6ZsbWbQayCXQYBrIFu7h319snAJbrv/OfztsRs5peuIn/4af33sdxg5vBzPv/wOe3ElQCzSslJS3bN/exvv/GchXnr8xk6zGIMA13Z0cnuqSgIwo3JdyDHbPM1YlpnwMVOgJMsz475l7GNG4JmaFAYQ9zBr8zZjaacIArBsC2a4muWL7aak7QPZdMaahu2EIQGaUt/m9cDGq3C2yRcBDYY8Cg7fHlA1T0+tsF19HwlshlT3FyhI9bbRlaFQy0+BloU0wdAj/PApG8uhKpklXBqWF5Y6EU7fpKwAte2qUQcrs01bQPhpheN+WnWoXVHFgFbu/bQUuPKc7KdVQn5aE4bytWgw3XNgTj/LFmNNQrZorula+kwpXOpwSM6JOP83T+DHxx6Eow7dF6YFHDDjYnz6+sOdJG1X3vwIhpQVs0UCSRb2O34OFv7rUbhc7Ym2jc0BHHTixfjgb3ehUF4Nu/UrQG8kFw48+9JXcES/xSk/yC7NsapexxUPBvDCQ+cNTGNu53shrCUairA/V7ChNVW22LHu5EelOKD48uAoKoKvzAdXvgOqQgy2ZNyKwoAU9q8ig3WbbAjYv0p4WrG0j9+LzyT6TiaPL/qMvFYkmKYK28qDhHwoSiHfu3bU3z9dN6NbF0KNLIUEYqjZsM2gSFO0TejuPaGWHNFvIJeQIbaK0KA+yhB12w+JEq+3QRpidz+llvoW9tuq+naTYGcNi6F4eAOcjgDAALZY3AUeFAwvhNPrEmAWTa6SLxr1VzKBp65IYJKWD0V19LspfHvCoRsWAVqSDwoDWoMJh9v5pXO7qt7+/rP4EkzQ+UC+/jfw5+2qHXJZmUGAK5et2cdtEcp5ze1P4OMvFyMajeGMk47Apb84hbdKLK2TjzmEjeUpevOQk3/JMgBKLrj96tmdEhRpnUGAq48nZEdfvTvz/7gcMwGaCc8yMqnV4PABBfnV8LlXQZODbHhOHh6c6CNLkMgnQBGvnB7kcsPh2ApFjvFgQshBaQhIg+kijuc25VHQfLtDc5Vwq24PM7PdnV49FoFZswCqviGlGDHXpLIfw+kf3aveQQPUWGg97NgqqKjPSD5EZtCWTDHhE6A5i7b7NutVg+zAhU0KBIgZKQ/06Q6nu3IEDHg97j754WTahOynVduC2tVVqFtTi63r62HpJiy9Zwlbpvug37vikMF+WrsMQenYchSPLBmcsc64AfunIF93wptZtqjYVZ3DK/hBsIIZXCfO+j1uvPws7DaFrm0yjj7zOjxx15WoGFaWUrlVlZtw5kU3Y/cpgjF++MF7phjGUkoSRYvT2IXGMHqkHqh/DVKsZhDgyvlpbpf9EemytTGEYH0Q0WAUFichOjgtzrQ0WJQaZ2kw6L2tMgBFkkBPWT5KdylB4XA3VEcMqkpG6vGnLHG37hNIYFkC8LLMfNh2HlSlALLs2CaTNTRxrOsGMw26W2hsTUwEkuUkFjYjD20COKjHhB2m+3mNALmI1e7ZB2rJYTn1l+ssQ4xm1YOS0xBl3yQ4HOTFRqDl9rFUr9qCZe8uQUtVM/LLYyiu2Aq3qzkF2KJO6CsrgH9YCSRVY5aWpNhQVJvPBwc2kMyV+leSXUauj7AN0BpMOMx1036nt7ef/4y4RDHRDMSVTTBk6bP++f+TwHM7bbsPAlzb4amlhx+6sZLRa1cL0QH9Xk+3D1kJgKsvh7hlZD3OP/Y8pmQLVjbRshMMbSFjYePW3Cla+lLdwXVz1AI0g6Y4VRSUNiLfvwFurVaY7orxbvLol3QOUPMK4C2MQJGD7QPiBMAmqzDhQ1gfgcbGXRAL5rclZJKhP6dnJnzM2P9M432T11kiPIBYZ8mgWGVlJdavX9+nQRoNWA87rHOSB5vx178DLfy/lNa0bA1m/hFwFu3eK7BJjzbCCK+CalVmaCIv0ijhGA/NPbpPx5hNd0gYMWez7s66TkI688q/PmKWLS377TUFd1x7Phya2mZk3V05emAiWTmZcBLDhZZ7bySfo13bvIQSbX/bbbf1qo91bHfq20WeQnx/90NRv7oGgUE/rZ21a2Z0XCxbDK2GbKyCKjW3r9MGcE3C8TNvwe1X/wxTJ41gJs4Pz7wOd183C5PGV0BSiJEgHohfe+u/+Nd7n+HEow/CI8++hpHDynDP7+a2gbXfLF2DJSsq8fCfXmM2emlxPqKNi6A0vwnJjg0yuNKesSTj9LiJOhuoEyOKPancIt0vbqaeeE+yP3ovK+2SP8NQsHFRFdZ/sQHRZjLIp7FbfPzG7+PjuKR6UBjPkKnDMHLPChRWkKSwBZLcDIVIMXLuBne0b9OkFEMfLNMPRSmAoggvov6c9CKg6Niz57GvDEluhg8txePzr0BxYapBfGswjBkzr0FN3VYud8Qhe+PWee1MQRp3nzzrWiy4fzZKXRthh9dyUigNgOnx0/AeiI3NQ/sE3tG5out3RUkMUvBbKLFNfUhD3P5kiMndn45z3f/WYsV7S+Bwh1AyohFeL6WukvcWGeKqDGapPje8ZYXwFBIwakOSLTHxKlG7U+uT3paALXdO+xH1VwFoySw3JIaWIlPCIXloKX06zxlduAcLfWdaYF8/JQ0OJHdLcMU+Dzy/07bxIMC1055aYO7cuXyj7MtCXix33XEXjJgOI2bwn5l41U3xv05/8fckd0kuF6XPdfFZRJRN2BcwaCYQsg7g2SBg1pdzlut1yQfBmx9GfmEV8rzrIRlp4uglBbI/H54iE06tK98XGTEUo7ZqBDYuKoUepKldSqES1/XOQQDC9F+Y/4u4cyGpVFHTUof77rgXeWp2Mhdqo02xLXjs/kdTwFlSXvjzNqLA8Xmb3wO3p6SgxZiGpsaJHFfdNuRPN/aP92tJlZFXuhV5+VVQJQL+en5QsOBAS0sFmmsLYETI66Pj2Wz/baR8JX5IqYXj/7Z/2sXvKt3BdFo3ffXjv+D2/aavQhwR73AsbftIt7N4Wa5yVxsVZfj7tOeh7dsu6yfQ+vTNzDNmsgxvoRdDJg1H/sgiHHbOFXjuvmswYexwnHnxLbhs5skYX1yKDd9uhKnr/9/eXYBHdeVtAH/vvePxEMEJSXDqlFJ36u7tUi/t1t3ZllIqX406S43KVpbaVnbrbkhbKkiBCIQg8WSS8Xvv95wzEyMJEWLMvPd5eEKSa+d3JsnMO+f8DzJzBiJpxIAW+11/0amYtNMYPDTv33KV1qsvOAn//WIhnnn1Q7x8/43YtHw9Nq3aBF+NV74YnfnMLIwL5nb5R9ljejF8z5HYf9w+PVdPKzdSTyveySf6Xe6p3jtQ1u8RK7Z61zSu2NowRXEMzrnmKVwy7Ujsuft4+Xt5j2OuwTvP3IKB6WL0jwlNrJqrOXHUtJsx+6YLsfPEXLnIzb7HX4EX5tyMCaObj2oVqzGdeOR+OOKgPSACtmDpl7B6F0V1wNWwsp9c7S+y6p9c6c8qQyq5yp8iRpnYYYq6VLKoevhfw2p/IqwSwaMsoB5ezbK1RWq2FgiJvq7cUIHCJflY/3Nh2/W5tnj4WZwWjJiSg5GTcuBMciGkV8I0q6FqNVDVkAwXumurDw903SGnMqqKmMooQq/GRXm661oi4HrjvS9x8tEHyKcbYjGE4w/fB6dusVS9GLn1vy8W4oQj9kF5pRtHn30zXnz0FlkeRLy5cdt9z8pb+vz1Wciwr4VRuwwIVsiRieG/NipOvXAORgyybtOtXzx9OnKH2WR9085u4jGoQ6yGuCu0hInQ7MK1cSRaZ8/XU/uLPlnx9TKUrPgLqYPKEZcgavQZ0Kx2aHEOaA47rE4FVqcKR5wGu1ME7I3zaMPBlvgZSYZqEVMDO1tNrmXLGgMtMb2WKxz2VN/zvC0FJiWc3ierKC52vxa13cGAK2q7tvcb1nTkR4vluGWqFR7tFfKHg7L60EwUR5X/D4bDMRmGhcT/m3wu/x9ESAZmYh/x/5D81zCCrK1RZnLEWfc9Met92f5xRVEo2uZSkJK+GcnxhdAghpA3fwKmOJPgTBOjD2vaDHQMJR61tQkoW5uKypI0eGrssg5QZ7bNVSWY//qLODBh784c1rBvyAzhw5rPMfvSmQ1fE9Mvkwd7MCRjkVxtq+nm0bOwds146L72i/CLRQWSBgWROqQacXFiiev2jxErQdXWpKJ8fSLcJdrW66h0qcU8qCsCYupu0qAUjJg8Eht8dZj15Ct499lZ8lTz//0RbBYLjt5zEgoWr5ErPg3eaVjL/RZ8BIfdjrNOPBgHnnYt5t5zDUZnD4Nh6Nj1yEvwwby7ESiuQdGva1FbXiP7fvbL92NPc1fEa1ufStNWm/4K5mHYpBE4YOJ+XWl2s2PEqrKOJIesp5WeHa6nJUK6/jTFZZsbGUMnEG96BX0bYfjXQEMJNGsaVPtoPPnSN6is8eL2q8/C0j/W4LpZz+DTf81AIODG0y9/jDOP2xcZmdm4+s5nZFh79slT5UhEUWvrk9cflCssDUhNRGZaiiwoe8IFM/D4rCtlECa2YDAIveRdvPbaG/2+BpccOSVHUImgqn50lSqWc5PBlBJZ6U+EVSKYCq/6J4IpW2MwJYuni+BK7C9qWjVOzW8ttOqJh6Do6+LlRVi7OB9la0rlmzPtbeLvYPzARGRNzsHI3XPkz7kIIwyjBrpRDUWtgab55ciubsgUGm5HjOwSUygNPRGKkghNFaO7eub3zGmXzMTF047BQXvvulUOEdIefuAeOOmo/WRpkFqPF0f+7Sa8/9K9SLWXAdVfQwmI1cYaXU+5YA7m3zEUDnvXpgDe9MRGXDb9TIwcltJeVzX7viFWRLUMguHaEdakCT1m16mbamNnd4UbeQuXwvTnITGtFhaHClE43upQxISAyJRDXdaRtbnscjR/fbgVHoBoA7QUqFq8LJvR1a0x0Gq6wqEYrSpGaan8G9dVWB7XaYFdE07tk1UUf3a/0el73V4OYMC1vfRUjN5nW0GZ4Kj/ngzLRNgVjIRm/sgosmAIhvyaKKIcHmXWOLosEpQ1hG0h6H4xSk2HERKrAracjlk/2iw8RTN2R5nVT19MSquS0xddNlGHorFgummNhzPdAVecWwzab/WRaygOeGoT4CvzwetNQVXVYFSXJUH3hzoy0Ak9EXC5Uk0MH/4zLKZ4R7Zx07VUrCvcGXUV4RcpW9vsSQrSsjxISdsMxehIvQyxjHUCKjYNQHmhs8PvtLd3H/x+9wiIEYOpw9Mwco9cLC1ah7c++gZPzrpKjor6+Nsl+OnX5bj5/FNRuDgPQV8QQ3cajl/XbrHfd0uwcOlKzLrxfEw98wbcfsXfsN+eO8kAeOqZN+LBWy9Gkk/FusX5qCmtgREy+jbgaqinlYSMMZkN9bR6YmRF9/QSz9IVARFaBOryoWIzrPY0VFRruOjmF+DxBmRwde/Np+GgKWPgdldiz5MexJtzL8SYnGwsW12Ge594F8GgDn8wKJcLF//EUuA3zJorV0oSU7zOP/0IXHfJac1uze8pxytzb4DD+10vFJlvY9qfDKLEyA8x9U98FKOqwkFUfVBVv9qfHEGliSmAjaOpRIPaGlXVlX7ojWNEuJi/cDUKfsyDt1yMJm5/E8G2+PkfsXsOBo4aJF/s10+f0/Va6Hp4ZJeiesLTxrqeM7S4mXDNLhF4Na3bZd3mkUgffPojHn/hbew4Nhv33TZ9q+cTq4gddPI1+M/82cjNGtJwj5PFmxIv3Ye0lDgEy76EVvdznwZcQdMFOHP61WqIrT266lftLStaDU/VCtgd1bA5DFlDS4w5U5Tm4avVYYUtLlyoXT7fl/+sgCJGbCV2KdhqqAdnhFc4BMSUQxFoiXqYDLTa/63APXpKYJeEU/pggiLwi3tBTzWpz8/LgKvPu4A30JsCHRllJgKuhsAsEnrJYEyEZPJjJDCTo9DCK5A1BGfNArPGKZ0NA8jamI7ZWl2M3nTp6rXk9MXEyPTF+PrpiwpMiwv2tATEJ9RAQetBjwkbvL4E+EprYQpLMwlVtVko35SGkFesUtT2u83dHXBZXFYMy1qGOGthMwrT4sTGTbuionjrI2lEDZPU4T6kDqyA3VYjlw9vbxMvpqorMlBW6IJXLDDGrd8JNARcU3KxpKAAH3zxEx6743L5Qu+T737G/75aiP+77kIU/7keQa8fA8cNwcJVq/H+5032+/5nfPTVIjx215V47+PvcN8/38CuE3OxoaRC1uR6+6k7YKkIYu2SPLhL3TD03g+4RGgtXtCmZg1A+qhMZOQMRGJ6Uo/Xxul3HR6DNxQM1sEIlMKiBaFqcaioCSIp3gYVYoU4UUA7BBh+Gf4o4gWmHK3kRGWNiaTkVFjElLrIJkIzMbUrMb71+qDi5+b5eQ/DXjYPk8Z2fRrXjGe8eHnu9bImlQyoZFBVX6Mq/BGaLTJ6ygZFjqYSI6nEtMBwvafOTvvb3h8awr5qcyUKF+ejaEkBdH/HRk2Lv/EjJmfL0Vzid0LTLTyyy4eQXgVFqYGqueXIru6sX15ft0vU7DLNhMjIrnAg0dq0NFFIfuoZNzTc5nvzZyMlKVzKYO36zVi2qhCPPvsm7rjmHOy1+8RWu1Wc4+wr78F+e+yEKy44sdk+9QFXRlpyeMrv5g9hDeY37NMbI7iaTkNU4ibA6gyPdutPmyzKL/+5EdLdMIxqBDyFUIJlgC4WJGr7OZItziZHbtUX2TZNDaaaIoOtzowcbrnCYX2g5eDftv70YOG9YKeEkxoe7+FKXI1F5Xvy86XuN6NWnwFX1HYtG9ZbAu2NMhOjPUIiKBOjySIBmBhRFp6mGZmGKT6vn6LZIjCL1DGTx4rwLdisblmL0Wb1dYV6cZSZalNhc6pIHViO5KRiWEXNKU2DJTEecUk1UAyx1HP4PbhIwa3IMuQW+EOJ8JX4EKqtCi9LbnWixjMS1WUZqHPboHubTEONdGp3BlyaXcPA4euR4vqz+bRK1Ypy947YVJDeZtgmp3OkG0gd5kZCUhkUWRy1nU2xwONJRsXGJFQX2+SIHW79U0BMkUgenIqs3XNQ4K7AEy+/i5cfvVW+07bgg6+xfE0hbrnoDFQVlcPvDSBlWCqWr1uPx156Fy/PuSWy31dYvmYdZlz5N/mistrrRVl1Deq8Xlx040P49vVHsOmPYqxfWghPZZ0cHdYbUxRViwox7Thz7GCkR+ppOVhPq38+EHv4rsQL0VCgCtBLoEK8KSFG0nrD06tNveHJtgiHoIgFP0RQpEHXVehqOqyOwdDEKKcObPPnz8fnH7/VgT3b3kX8zZ3/yrtyh6ZB1Zah1TZdJEoPFn298a9iOeq0bFVJh/7+iL9zcenxyNojB9l7jGo1TBHn1fUgdKMKMGugaKJIvdHtRerDo7uc0HWxIqMI4eOb1e0Sj42NJY2jsDPTU6Btkbg9++qH2Li5HDOuObtFL3u8Plx+26PIGTEEt1xxVouVbpsGXOLggLcUesmHsOrF8lw9GXD152mI4TArBN2ogWHUQlE8UFRRj9WAqVdC925G0CNC87bLhYjHmRi1JUZviXDLEHXsZLAVfrOlva0x0IqDobugiMeGHKEVXjWyO+p0tXcP/D4FuiKwY4II0psOg428Vmo4Wc98/rt72/4Wd6WtvXUMA67ekuZ1KNBBgS0DM3HYll8LB2UtC/83TsdsMrosEqaJF9eydpmsedY4JVPWMdPrp2VGiv6HLxpZMbPlyplbNkU8MbE6bHANiIMrNR7JGSE47WXQjI0wNT/s9hJoiqhHJYrKi+Wd46BaE+S76mK0UzBkQ93mKgRramGxuaDaXHIZaJ8/BWWb4lGxwYWQTwR74St3V8B175WzMGBYNTKTl0RW7om0TFFR4x+F4vzsNt/ptrg0pGd7kJqxGap4MdiBTUccKjenozRftKdj76B34LTcpYcERAgUn5aIoTsNg2tIMg6ffhv++8I9GJgxAH+/bQ6m7rMbDt9zN6xYno8vFv6Gi888GgHFxKHn3dR8v713w5H7TEIwEIIz0YmS6ho8+M83MCg9FRefcAQKFq5B6epNCHgC8me9pwKuZvW0ciL1tHqozk0PdQlP24MCYkRO0FcEJVgA1SyDokR+R0V+b9f//oaoURWZkyam/ehKAhRLNmyu7A69EO3BJvDUHRQQhf8LFq1BwU95qCsVb0C1f6AIxMUIzxG7Z2PQmCFt9nX96B0xsksWqVfdULVAtxapF3cr63bpNhiySH2iXJWxtalmJWVVKK2okgshBIIhXH7ro5i8y1hceOZR+Pqn32T9uGOn7oUadx0uuuFBTNl1PK6+6ORWA5EtAy5xH/7aDTBK34fVLOuRgEs3bQg5xkKLnwhL3LAeKcTffu833yMcaPrlCC0ZaKki0PLI0Xty5U3ThB6qghmqQMjjkVP4t7aJepci3LJYLTBE3TsZbIX7s7WtsX5WZFVOwxUJs8IrHDLQ6myPcv++FJiYcHyfFJn/w/1OXza7R6/NgKtHeXlyCvS9QEemZdavgtmi8H/9qpj10zLrV8z0i+maesO0TfHk2JnoQsrQVDgSRUAlllBWoHs9MHzF0L2/wKpuhM1SLsMti2s4LAmjZchlGqJWWiX87vUI1NqgWtJhjUuFHvABug91G/+Ep0bUhRmEik3pCHpNbCrf1C1F5h+feTuGDf2pxcqQfnMw1ubvgEBty2f9IvRIHhpEyqBKuJzi3er2gypTtcFdNQDlRfGoK9O6dWW7vn+ERe8diODWHu9AWlY6Bo0fgv8u+gXPvPMR4l1OjBycibsuOxuaAXy7+A/MfOF1fDTnTjm14r2vF2Le2/9r2G/mpdOAgIGfl6/CA6++iyp3LY4/ZC9cdurR8JbVoejXQtRsrmqowdZtAdcO+0OzqYjPFPW0BiJ9ZAYGDE/rFy+QovdRs/23LBj0Ili3Gqr+FyxqR2oJArqhQVeGwOLMhdUxiKMltoOHgXhuUFNWLUdzrV2Y36lpi8MmZSF7Ui6SBiZvtaX1tZdECCICL1G3S1N9UHugbpeuWwEjCVDqAy+LDDoK1m2EKCxvt9vg9wew0/gcPDLzcsTHOfHwvAVYW7QJj866Akt++0uusNh023ePHTH3/mvx/qc/4IkX3sH6DaWyztypxxyAS84+tmFXv7sQRtkHOPP8md1SZD5rWCoCZjLU+Il9vhpife01MR1VN9wwjTooah1U2Y+RQCsiIUYg66FqKEYVjJAfAY+v3dqiFocFdpeYZixOlgRFS4GiitU0G3uiMdASz5/ECof10w1FoMX6WdvBrxve4lYEJiQc1yc+y9z/6ZPr9sZFGXD1hjKvQYEoE2htWqYY/i3ioLvnvIwPP/tRtvj8047AeaccBk9NHfzVv8Nm/gqn0w8tYReojtF47t8/obSiGjdfuCdCNb/BtGVAteXi1xUluOvxt/Dmw+fAnfclPKV5MEI+mJoT1XVZ+H25jsefeAU7O8d3WfY77yK8M+902NVNzc5hWuJRVDwJ7tItptwogDPZxIBhtUhKKYHSpLB+mzehqPAHk1CxKRWV6x0wgo3TETtdk7fTB3SZppMHtnNj/fa+22mmuG8F0CwWxA+IR0buQCSkJcISb4MvFIRDscDv8SPo9sEQ05B9QVhddmhWFXaxzLnLCn8oCDssCNT54HN7odqs8Ks60tNTYQZDqKvyoLygBJXFFQh4/A3B58znZmOXwIRO9kPj7hWowrhjdsTZ505Dek4m62l1WTJ2DxS/4wO+Uhj+PGh6IVS1/SBfaIV0KwxtFGxxo2CxhWsfcevfAmI0zqbVG1C4KB+lf23q8LRFZ6oLWVNykDNlNCyW9hdhEQpilKCue+RURkURI7tqu71uV3iqmhjZI8K3FDmVUVE0VFXXwmLRkJjQtdVp2+tFf/VqnH78Xph7S2NR+vaO2fL7975YgosvuR4jxh8Ma+L4PlkNsTHQEv3khmmKQEuMzhKrZzYPtOrvXwRbhu4GZD22AEL+APy1jX/T2nKwuWywupyAmghFS4aiWmWw1RhoWbcItLjCYWcfU9y//wuMS2gMy3vzble43+vNy/XqtRhw9So3L0aB6Bb4bXmerF/x31ful8P9p55+PX755BnYbVY59crn80GvWwKHzYKpF7yOzaXVOPP4fXDr36dC9/wqa7vc+fRfePvjXzBiaDo+fO5a6FWLYHjWwAzUyiBBFOFekVeFV19/FwdMHtAlUHGeV94rwQuPntfseAM2+OwHQLGNaTYd3jDFKlHrYFMLYVXdzWt1tXYHCqCbVvj1HEDJitSsab6jzH1aC38iX2v8ltLqfuHvNznBFucKn7+VCzQ7pMXFGm9SFGLesm3NvhD5fptt2OL4LY6tP3Xrq281aX2r52+mEz5Vw5eam7RsQ8sTNt5D657i+7IwtajjEbmQKAIqHtOyrkdDXZHI8XIGV+T/4eVXw30hP4S/Lo6XHyPHyvNGDrniiiu2aQSMOOfkyZNx3nnNH99d+mHhQTEtIKctetcCwTXQzPLI6mVa4+8WOYK1SX0QRYNpqgiZ8YA1CzZnTr8rgB3THbqVxou+zl+Sh8If16Buswg22p+3KKYtDsjOkIXoh4wb2qkpqvXT3HRd1N8UKzKKul2tByhd6zOx8qMFhmGHYooi9SIccUIRq2Y2WWiga+dueZTwOnFq7jaf7t7HP8To0aM7ZbktF226OqYYaWeifoRWsN3wUR4bqgOMysiCQqacai/esNnatFfxZ9Amaj46UqFaUiAWHTJNEUxyhcNt6Useu30KjE04pk9ufKX7/T65bm9clAFXbyjzGhSIEYHnXv0Qm0orcdtVf5MtvuSmh3HVhSdh3KgRDQJy5aVQFardAbz78SJsLi3HrZcdBaPuFyiaC+7gEKwqdOOOh1/FB8/fAtQshOFZBYREwdLwVlBUiSfnvYr7L9ryOaUAACAASURBVB/UJVmf38C5M9djwXNXNxxvQkPQNQWOjP0al6YWoxi8G2H4V0MzN0Ctr0mzlasappiqMxiqIxc2x+BtCiq61DgeRAEKUKCbBUIhP4LeAmjmJlm0W4y0kAXoDfFCVpe1FUXheREeyM0MIaT7oSMBqnUYbE7+LuzmLumx07nLa1CwOA+FP+VB94U6dB3NbsHQ3UbI1RaTB6Z0+u9euG6XjpBeGa7bpdXIUYOa1n7ItvUbFO8aiDpOIuxSIWrGmboVuhEPVUmAponaXeJxu70ONe5Q9zTbqekKh7qon9UQaOkdnjoqgy3dA+jhYEuM3zdMA4E68Xti6/W2VKsFqmMANHs6gEQACVAUrnDY+Z7kEdEiMDrhqD5pyir3h31y3d64KAOu3lDmNSgQIwL3P/ka0lISccGZ4V/Wdz38InaeOEoWcG26iSdHphnEWx98jVX563HLZcfCqF0syrVCc45DfrGOK+94Du8/fxP0ml+heFb0eMAVtI2FdeBxDVMtQsE6BOpWRerQtP8kXy7dLd4ltojpOaM5aiFGHvNsJgWiSUCsIud0hEe4bLmFX9SKldD88Pk8cDk0wPTI3+WAGNVlhaK65MIhYh/TiBSZDlTL0N8alwurbes1m6LJcntuiwhBSvI2oXBxPjav2NBsen2b7VIUOFMcyJoyCjl7jILVbu0SQWPdrhqI0V2K5oamielxYsRsl07Z6kGGrkA3LDD0RChKEjQ1CZoWrtsVTVvjCoeRgvCRFQ6FZ2dNG34H6GLRIC9UJRxA6qEQ/HUB6IHWnyuZpgbDtCCoJ8AaNxLOhKGwytURucJhND3W2JauCeQmHNEnReZXu//btRveDo5iwLUddBJvkQLbi8DsR1/BkIFpOPe0w+Utz3rkJYwYNhBnnzy11Sb8+/0vsDpvHW694njovjUwQ1XQbEOQv8HAVXe8gA9euA6hmqXQPetgCYqlv8M1rLp7BFdQSYM28BTYnKmyRkjQWwgEVkFDBZTIE7it9YF4kqxrI2FxjoHNzhdw28vjlfdJAQqEBapqauXqcqvyi+Tnouj2nru1rANXtKEEt9zzDILBoDxm+pkH4MQjdke124e9T7ijGefs66bimAMHwdTLYepB6KYLr7y5HBtLQts0Yka8yL7tttt6ZJoZHw/NBcTfw8Kf81G4MA/ujdUdWiBFLMSSMjINWbtnY+jE4dsUGDWdPqcb1VDFVEbNI0d2dWvYJep26YBhJME0E2GRKzLatss3qsJTPwNbrHAoisKHp392xU3WxNJ9MEXgaNY1BFvi0RL0B+Gv88PU62uMKhAj2U1DRcBrIOhX4avRYGi5GLHLbnA4HNv088+fUQpEm0BOQvg1U29vee6PevuSvXY9Bly9Rs0LUSD6BZ5+8T9yGW4xLVFs1975JA7cexccc2jzEVz1Egve/0q+oLr18hNhBgpgml4olkHIL/bhyhn/xIcv3AjT8ysCdWKFJy9spg8KjG4NuEKmHUg7DvbEXAT95dC9q6EahdA6UFTZMFXoSjoU2yjYnNv2RD76Hx1sIQUo0F8Fnn/9f/j1j9V47O4r8Ok3S/DqO59j/pybW9yuGJWbEO/CNdNPwV95Rbjwuv/DlwvuQa3Hi72PuxE/vPdIeESX4YfD5oUVZTBDmwHDI2t1vfTq97CrBchMi0xl7ALIP19Zh5eevwem4gIUJxTNKUeOiSnuqhYX/r+iyGAllqaedYGyw4fUVtWiYNEaFPywphPTFjUM2Xk4snbPQeqQAd3SF7LEgeGTUxllkXpVFKoXI5HaakpktRA5TbHp8C8x8kgEMuJj/TTI8D5iKqOuKzB1Fwy5Wp8Y2eXql4+nxoLw/iYrHIrC/S1XOOxwZzfZUQRbphGQbz7CdDcLtoRbwBuQI7cMQ4OhhwOtkNeA7vXJhVcCPgcqS9ORMX5n5OyWu10Ghl1x4zEU6IzAyITD+mQEVz4Drs50E/elAAViVeDHn5fh3sf/hbeeuQtenx+HnHYd3nxmJoYPycSr73wma3HtMnFUA0844FqPW688E0awDIpZCUVLRX6RG1fOmIsPXvwHjMA6GHW/QfeuRShogc3UsXZ9abfU4Hrj2esRSjwA1uRdEfT8BS20CpoqXoi1v4UMOwzLGNhcY2Cxdv3FWvtX4h4UoAAFelZg+g0P4eSj98PU/XdHKKRjr2Mvw08fPA1VbT4n7Ma752JgxgBcO/0UuGs9mHL0pVjy0T/h94uA62os+/IZmBBDYTxAqBpGqDgScPlloPDya9/BphTglGOyutSgjZs9uH7W73jthRsajhfFqcUUcfnRVOX/obgiAZgLUEU4UR+ExUHVXFBUS8MIMIZgHesKMTKotKAEhUvysenP9R2ctgjYExzI2itXTlu0O7vvb2V4pFIQuiHqdtVA1aqhiWl3DXW7xGNXAyCuKVZ5FFMmxddEsCWm1QYiH8XnItyyRfap308HTHF+Eaq5ZKF6VY2PFKpXuiWw65h8416NgZY3ssJhbbsrHHb2GvX7G0ZQ1ktVjJpmwZb4OdN1FV53AJ6KAELeEEJeH3SvH4oppigaCAbjUbYxA6FQOkYfMA6DRg/ZppF8XW0Dj6PA9iAwIuHQPgm4Ct2fbA88XbpHjuDqEhsPogAFWhMQ767edt9z+H7Jn/D7AzjzhENw9UUny11PmX4HTjxiP5xxwsHy8xMumIHijaWo8/gwdHA6XntqBhLsNbh/7nv4+OvlqKiqxdBBAzDj8gMwZaIVeqAYhq8UoaAVxetKMfeZl7a5yPwrr7wCJWkMlEAeNGyGqtQPsW+7f3XxTqU6DJpjNKyO9D55kstHHwUoQIHuFDj23Ftx1/XnY+eJ4VXgDjvzBjz34I3yd3PTbXXBepx12d3YeUL4jYqD990Vpx17IKpr6mQoljU0EynJ8TjtmCk46qAdYAY3wAwWAUZdjwVc7Tk0hl/hIAwiCFMcMJU4GYTVjwJTG0aBiQCscaU9BmDNhcXf+bVLC1C4MB816ys7NG1REdMWh6cia3IOhu04otvDjvq6XSG9KlykXhWBlyhS74CC1EjIJf4vthBMiDeyPDAhVkUWoYwNCkR5AScMw4ZgQIfDIcYoiSDMFwm/xEp/VtTU1IXr1KlWqIpTtqWn6nY1TtGsk1MOO7PCYXs/F219XxT7N0KVkWDLgBipLqYbihFaYmSb7g3BvbkCnjI3FCMYXmRCbgpCZhzKN2aiosiJtNwMjDtoolx0gBsFKNC2wPCEQ+Tvpvr1iHvr41r3Z1HbLQy4orZr2TAK9J2AeGffYtHkk8DObPJJalA8OQ3KVXkAHWaoAmawJFzHRUxNCAWw7M8SPPnoIzjzsKTOnL7Zvg+8XI63P/gQVojpiB0oIi/etUQKYB0FqyubQ+27LM8DKUCB/iZw1LSbcd+t07HDuGx5ayLgevjOyzBhdPORVu998gM++mIhjjt8H8x9+T0MH5yBR2ZeDtM0sGL1OiQlxmF1QRFunv0MnnvwUkzIscEM5MMMVcvf5z0xgqs7LOXIryYjwUTgIQKw5tMgxSgwMQ1SBGDOmJ8G6XHXoWBRHvK/X42QZ+sr59X3kWbXMHjHYcialI0Bw3vmDaLGUMgN0/TBanXg1IsfworV4fpyYjvhyN1w142i7o0IXkXsGQdgAN796Gfc+9jbcp8pu43B/804G3abGAWm4ZlXPsGzr34q97/5iqNw3GFjEdI9MA2xsIJYjTEZ33zz/TaFXWJU2vDhwzFiRBq6usJhV38eZDH6kFgYokaeQgRaRkgFTBOqaUCFAW+1G9XFZQh6xOi3+k2BoThQtnEQyte6YIYMjJiSjXGH7ACbTYyK40YBCmxNYGjCQXIEV33EZcrfST3/eZH786jtGAZcUdu1bBgFtk8B8SQrFCiBqq+DYnoBwwvT9MhVuerfKVyxshgvvfw6jjsip0uNNEwTTzz3G/41f2YkSNv6aUJipSV1NGxxo2CxJXTpmjyIAhSgQH8VOPvKe3DJtGOx1+4TIQKCPY76O955/m65aEjTTQRhs2+6UI708geC2Pf4K/DCnJtbBGFX/+MJ7LvHeBx/cDYQ/AtmqFKOlOmvAVd7/dJiGqQiVo2MBGBwAqoTqqgFJms1iXpgcVCUcA2w+n/tXWN7/L54rJStLZGrLW74Yz2MQP1onq23xhpnQ/beuRg5eRSc8c4ebbq4xxMv+Aduuvw0jM0dLqcmWq1BuJwBmBDBq3gpmQp/wIXdpl6Df//zNozOHoZTL7kbt155OibtNAbvf/Ijnpz/Pp598FoMG5wCr68KDocfJqrk+cIrFSo4/bQrsffeY7rcnuLicky/+ELk5AzuckH4zl5cDwHBQA2MoFtk0DLMEm/niUBLjGqXC+2YJqpLqlG9vhJGQzF5wNQcKN84EKWF8bI2m1hgYOxhE5GzB1eS7mw/cP/YFRiScGCfjOBa7/4yatEZcEVt17JhFNh+BcQTUr93IxT/n9AUsRy1mDpYXxAWKFhbgqeefhn3z5jcpUb6fDrOueprLHil+apfW55MFpHHIKiOXFgdrCHRJWweRAEK9HuBJ154B5VVbsy45mz8+udqXDfzaXz6xoMIBkMQi4ecdeKhyEhLxlUzHsduO42RK+NWVruxz3FX4JPXH5SLi9htVgzOHICKyhocd/7teGzWFdhx7CCEPKughFZDVYLbbcDVXgduOQ1SBGINAVhkGqQMwGQtMFEHTBTDj546YGLaYtHva+Vqi1VFFTD1+sLtbcspmoqkYSnImpyN4Ttl9eioaFES4e6bLpBBrBhtKOtLmWI642ZomhWqmobf/izBbfe/hA9fni1vWiy84LDbcOYJh+KU6TNx2nEH4uSj9pN1u0yImnK1MCFWdxZTGMPB3sknXYmXXrkETmfXRi7dcP1ruPTSC5CdPbi9h1yXvi9XQzQU+ZQqpLsQ9Hqh6hthMX1yYR1FFeFW874zDROVxeVwl9Q09Kup2lFRkomywkQEPbpcQTE+MxFjp07AkHHDtmkUW5caxoMosB0LDI7fX65uKn4+e/Njsfvr7Vht67fOgCtqu5YNo8D2L+D3lsP0LYUFG5s1pjcCrpARD8M6Gva4MT36xHv77yW2gAIU2N4FyitrcOH1D8Dj9cmg6/7bLpYr4NYXkn/7uVkYkzMMy1YVYvaclxEMheQIrjOOP1j++3bh77jkpoeRmZ6KzaUVOP/0I3DdJadJFhF+iJVwFX0VXn3tfdi7ucj89mLfYhqkrAMmaoCJgvj14Vd49JccBabatrtpkN46r1xtMf/7NQjWihCo/U21aRg0cSiyds9GelZGj9S1FAGXqBM3ICUB++2xE/5+znHQNBWGEYJu1EHTLPjqh+V44z9fYd4DV8upQv/9Ygl+XLICd1x7DnY65CKMHz0Cy1etRdawTNx5/WmYtNNwmCiLTHMMlznobwFXfaBlGKKOVjxMMw6m6YDhr4IaWgWrWg1lK7VHA14/qoor4a30yJGdpmpDVVk6ytYmI1ArpjQasm5/xthBGHfIBKQM7p7VMtt/1HAPCkSPwKD4fVus8brlmq898fmG2m+jB3GLljDgitquZcMoEB0CwYAHumcpNKMgPFQePTuCSzcs0NWRsDhHweYQxWm5UYACFIgNATH6StTR0jRRd6jtTYzeSkoQK8o1Pu0Wqy9WVLmRGO+Cw9FyBEswUIv5zz8Cl/k9JoxJ7DLo7Dmr8MoLN8m/B7JsfOTvQpdP2E8ObJwGGa4HBsXaWAesYRqkCMDqp0GG64D1t2mQIggpLypD4ZI8FC8t6vC0RYvTgpF7j8LI3XMRlyRqYnV+E6s3Tz2jcYXN9+bPRkpSAv7KK4LLaUd5RQ1mPvIijj9sb5xzqqjBFd7EPX/y9RK8+9G3eOreK+WI8Y++XIwPPlskA64DT74W782/G1nDM/H+Jz/gnsdew08f3g9FKYtMU+wfAVdjoGWFaYgwywVNrvwowi0Tur8YZmAFNFS2u6iOp6oOVcUVCNQFZLBVXZGG8nXJ8NWYDStoilF4st7WwRPhcDk632E8ggIUwMC4vXp15Fb9SLGNtT9ErT4DrqjtWjaMAtEjEAqFEKz7HZq+Uj4p64kRXOLd9RAGQLGNgs2VxSH20fPwYUsoQIF+IjB//nwsWrRom+5G1Dt6dM49MEWBb90L0/BCkXUaxcc6wPTIUSnhACxSQ2ibrtg/Dm4xDRJN6oApTjkSLDwNMlIIv4/rgImRe+v/XIe1i/JRUVjWwWmLChIHJyNrjxyM2GVku0Hrlj0jQpyNJWLaYHjLTE+BpqrNdnvtnc/x+4o83Hvr9GZfX7x0JR6c+wbemHuHDIPe+M8XcsTijGumYZdDp2Px/56SIZkY5bj7EZfhx/cfQHxCLRCpwyVO1tsjuAxDVHBQYBh2GKLYPeIigZYIQcOrO4p+CPo2wvSLYKsMqtJOnTTTRE1JjQy3DENDTdUAlK9PgadSaRZWipF3Yw6dgNw9R8NisfSPHxLeBQW2Q4HMuCm9UlR+yyL2m+p+3A61OnbLDLg65sS9KECBPhYQT9L8tX9BC/2GdUUbu7UGV0i3wbCMgS1uDCxWvgvZx13Ny1OAAhTolICcPtX0n+6BIQMwDwzDGwm/PDIIk2EYAuFaQyIEi4wE69QF++nOLadBiumPcY3TIBvqgIkQTBTCt8gQpCcL4fu9fuQvWoOCH1bDXy3qVbW/ifBk4PjBctpiRvbAbZq26K7zIn/tBuw0PkfWlLv6jiew84RcXHTW0fj6p9/k1MVjp+7VMB330zcewqCMVEy/4UEcdcieOP7wfXDmpbNwyjH74/jD98an3yzGq+98gflzLoeJkkih+t4ZwSUCLVFDyzAccoSWotQHWs6GfqzXlcGWvxSmbwVUc5OssdXeJn6GKosr4C6pg7sqGeXFqagr06BvsXiAa0C8LCY/bOJwvhnYHiq/T4F2BDJck+XvOPHz11iDq+c/31y3MGr7hgFX1HYtG0aB6BMQ79z76wqwds0n+OfcedtcZP6Nl+5CSB0CzTEaNkfmNj2Jjj5ttogCFKBAdAi0CMCMAAy9DqYhgrDwar0KRBAWCcAMMQqsMfyK3mmQDpiqGPkTrgMWXg1S1P8SH0UhfHu3TIMU/hUbKlC4OA/Fv66F7m8/bBGPPM1pQdaUXGRPzkF8StdWMC6rqIaoweX3B+SDWQRdj8y8HPFxTjw8bwHWFm3Co7OukN977d3P8ci8BYiPcyE3a4hcKEFMtxW1ty6+6SE5/TYpIQ43XnoyJo4bBMPcCFXxQNV6JuAKh1lilJYLRkOglQBVtbUItOp/UsXzpKC/HLpvBTSjuEPBljg26AugorgG5cVWlBUNQG2p1mo/pY3OxNhDJiBtWDqfM0XHr0e2oo8FMlyT5GqujZsox9Lzn5d4FrfacvE7M97lbLXUQGsHiBqecS6HXJSjtc0wTJSWV8LlciIhrmdXza2/PgOuPn5Q8/IUoEDnBMQT5ZUrFmLeo3/HOaeN6tzBTfae+dCveO31D2B15XZ6GkSXL8oDKUABClCg3wm0CMBMPTwCzAiPAgtPg6wfCRaZBgk96qdBAjZZCL++GD4UEXw1nQbp6lQAJsKX9cuKsHZxPsrzS2GKIuXtbIqqIH5QIrIm52LkpOwu/b0WL7BE3TirRUNiwtbre4nFE0Qtr+TE+GZ3phuGHO2VmhwO2sRjRrQnFKqAYVZDUWtw5hmX4rHHp7XXpDa///BD/8PFF1+IESNGyymHonaWpopAq3GkXVsHy3sJ1ED3roBqrIWmhkO3jmx11V6UFJjYsCoR1Rst0H0tj1U0BcMmjcS4QybClSBCUW4UoEB3CKS5du2TKYqlnp+b3f664s34+82PoLBok/z6SUfth39ccw4sltZrcv6w+E+IFZiLNpbKNxD23G0CZt98oXzzQGy1dV7c8/i/8J+PvpOfH3bA7nj4zsu6g6zdczDgapeIO1CAAv1NID8/Hw888MA2vXsonpw+/fTT/a1pvB8KUIACFOiHAi2nQXrDo8B0bxvTIP2NRfCjdhqkBqhxkQDM2Ww1yPAIMDGNTmkxDTIYCCBv4RoU/LgGvkpRP639DletGjLGDUTWpGxk5g7qV1Pj6sOu008/ovnAi/ab1XwPE7jnnieQk5Pb4faJaweDtQh5VkDV82HpRLBlGkBFiYo1i62oKFAQ8rYeimlOK3L3H4PR+4xlva3O9in3p0A7AmmunXtlxFbjbYRHiJV5fm12Z9NveAjxcQ7cc/NF2FhagdMuvhMzrjkbxxy6V4sWiCnQOx58Aa44/0RcPO0Y+abAKdPvxElH7S9XURZvKpx2yZ3y99j5px+J/absCHetFxlpyb3yeGDA1SvMvAgFKEABClCAAhSgQLQKtD4Nsn4UWKQYfsM0yDogZqZBNo4AE9MgxfRHsRKkmA5ZWxFC0dL1KP51HUJi1JBhwjS2nnZpDjFtMRtZk3KRmNb11Ti398eheLyFgn4EPcuhhlbDogU73CSxYEHIiMP6VYlY/U0N/FW+NkNGR5ITYw/fAcN3HNGl0XMdvinuSIEYFUh17hAZwRUGMMXqwE2mKPbU5+Xe3xvEa9x12POYy/CvJ27HzhNz5ddnP/oKNpVU4PHZYmXZ5psItCYdfrEcsSXqFIrt1vuehUVTcdcN5+PL73/F5bc9iv++cj9GDM3s9Z5lwNXr5LwgBShAAQpQgAIUoEAsCbScBmlEiuBvOQ2yaTH8UPRNgzRFeX9RQDnyEXbUVhqoXO9DzeYAAj4Lgj4VQa+KgNcCPaDI0MvUw+GX+CemLcZlJCBrSg6yd4+tMgMy2JIrS6+AGloBi6z/1YEhcJEfNt1wwRPIwZpFXmz8pWir9dAGZKdhzCETkTGSNUpj6XcV29q7AqnOib17wcjVKrx/Nlw3r3ADjj33Vnz11hykDwiPsnr5zU/w3iffY8G8ma3en6hX+OyrH8oRW2NyhuP+p17DvP+7DuNGjcD9T76Gtz78GocfOBlrCorlOc877YiG8KynG8yAq6eFeX4KUIACFKAABShAAQq0I9ByFJivyTRIMZUvXAssvBqkqAUWPdMgRdtrSqrh3uxGSBShV1SYUGEYFoQCVgQDNoSCNgSDVoR8KgI+DXrQioTBmRi+c5actqhp2jaVLujvD1ARbAXq/oISXAaLGpThZ0c3uVq0dSKqSpOw+quVqMwva3O0nAgQh+46HGMP3gHxKc1rkXX0etyPAhTomECKY3zHduzmvSp9yxvOuPTPNTjr8rvx4/tPNtQpXPD+V3j6pffwxYKHW73yT78sxw2z5mLn8bn44vtfsNekCXjwH5ciKTEOV814HCvz1slQKzMtBR9/tRjvf/oDPnj5PowcNrCbW9LydAy4epyYF6AABShAAQpQgAIUoMC2CbQMwIJNiuHXT4OsD8JEAFbXUAdMjpfqRCCybXfa9aMDXj/cpW7Ulrph6m0UoVdUACrMSAim6w64BmQgcdBg2BNSGqZBKqorvCqkEg6+mv7r+h32/pEy2PLkQQ0uh6aEV/js6KYbFhiW8VAdY7DhjyKs+HQZ/NXeNg9XrSpy9x+LMQeMZ72tjiJzPwpsg0CyY2ykBlfTn2uximLPfl7lW9Fw1/UjuL5++1GkpSbJr29tBFf9lMb5c27G7juPhShQf9U/npDhlSgkLwKuwQPTcNNlZ8hziUU6Djjpalx69nE444SDt0GrY4cy4OqYE/eiAAUoQAEKUIACFKBAvxVoOQ1STO3zwGixGmT9NMg6AP1wGqRpwlPtgbu0Br4qr1yxsCObxWFFQmYiEjLEFBu1YRok5EqQcQh/FHXA4iCK4If/OaCo1obT14dgHbleT+8jpyJ6C6EEVkBV3FCV9ledrL+ncLA1GppjHBTVglXfrEDet6taXSGx/hhrvB3jD5+IEbt0bbXKnvbg+SkQjQJJ9tF90qxq/6qG67ZWg+vuOS9jc2llqzW4vlv0By6+8SF895/HkZIUXln2pTc/wRPPv41F/52Lh+ctwKq8Isy9/9qGgGvPoy/FZecej3NOPbzH28uAq8eJeQEKUIACFKAABShAAQr0vUDr0yDDdcAMw9vKNEhfn60GKe7VXVKDmpIahLyBDuGJgEoURo9PT0Bcsgi1xEiIppsGRY0HLIMALRWKFg+P14TLaYFphKDrPuiGuJYdmiUOmjUeimJtGP3VoZvYxp3ECmVBbxHMwApoqOxksKXBsOTKYMtidcHn9mL553+ieOk6GAG9zTtLHp6KsVMnYmDOoKie5rmNXcPDKdDtAkn2nD5ZRbHav6ZZWy66/gEkxLtk4fiNm8tx+t/valhF0V3rwdlX3YuLzjoaRx60B4o3lWHq6dfjkrOPxcXTjoXP58elt8xBYrwLT913DX5bnoczL50lA649dh2Pd/73Le56+EW8+cxMWaOrpzcGXD0tzPNTgAIUoAAFKEABClBgOxBoGYCFmkyDFKtCisBLTIMMjwILT4M0IsXwe2YaZNAXkKO53CVbmba4ha2iqYhPi0dCeiJsLnvjd0VYZUmBYs3BN4uL8PAzH8HpsCMQDOKua0/ChFGJMAP5svYZtCRotlw88vzXeP6NLxrOkZmWhI9euQ1iYJmi2OWqkCJYe+mll7YpHBL2e+4xFlmD6qChDKrSdiC15UPJMDQYWhYU+zhYbAmyHllJwWas/GIZKvJLZZH+1jZRb2vwjkMx9pCJSEwLT03iRgEK9J5Aon1kkymK9VMTe/5jjT+/WSPXrt+M6Tc+iPUbSuXXTzxyX9xx7bmwWDRU19Rhr2Mvw+1XT8MZx4enGIq6WmIa46r8Ivn5oftNwpUXnIjM9FT5+Qtv/A8PPv1GwzWarrjY07oMuHpamOenAAUoQAEKUIACFKBAFAhsfRpkpA6YKUaCNZ0GKQqiG40jwbriIKYt1nhkbS5vlQjaOjJtUYHFYUFiZjLiM1KgahZAsUGxpEO1jcLhV4FB5QAAGDpJREFU0+7H7VedhX2n7IjX3vkMvy1bg3tvPhGG7y+YehUUywCo9nF4cN5HSIiPwxnHHwjT8EMxaxHvqIMRWA8jVAtT1MpR4nDGtGtw8tFiNEbXtiVLN+Pii89F7sgBHT6BYaowlOGAfSys9hQZbIk+Wru0ACs/WwZvuZiG2vom6m1l7zsa4w6ayHpbHRbnjhToXoEE2wgZjIcDc8if3974vMZf2GpDNpdVIt7lRJzL0aGGlpZXycL0dlvjVO/6A33+AMrKqzEwI1UGZb21MeDqLWlehwIUoAAFKEABClCAAlEusGUIZhh+OQWy7WmQ3sZi+LKAetvhlZy2KEdz1SAopi1uLedSFKiqFRZHApwpqXANSIUzIUGOzIJlGKYcexMemHEx9t9zJ3z942948d8f4bkHLoLpXwHDKIeqpkOxj5UBlxiVcPbJh8I0A4BeAzNUAiO4DtDdooSy7NFT/jYTLz66PxyOrr2Qu2nWIlz692kYOSKj3UeICLZ0dTAU6zhYHWky2BKbYRhY+fVy5H2zEiFvqM3zaHYLxh+5I0ZOymk4tt2LcgcKUKDbBeJtw6DI34Dil1l45FZvfO4OrOv2tvSXEzLg6i89wfugAAUoQAEKUIACFKBAlAu0HAWmh6dBin+iIL7hhSJGgSEyDdIQ0yD1ZtMgg/5gOOjaXNPmaouKokIT4VbyCNgTB8LiSoLF4YTVZodmS8HHX/+Ka2fOw0lH7YsVq9fh9itPx47jBsL0rYShl0BRk6DaR+HBeZ9hwYc/YmB6CnYYNwJXnjcV6ckmzEAeTL0SMIO9FnCZIthSMmDaxsFqz2w28spb68WKz/5A0S9rt15va+QAjNl/HAaOHgxVFStScqMABfpKIM46NDJyq34EV+98rA2s76sm9/h1GXD1ODEvQAEKUIACFKAABShAAQp0RKD1aZDeyGqQjdMgTaMO3upS1JWWIOCuBnQxksoAzMhqg6oKiy0e9qQh+PfXm7Dg8xVyhMRJh+2Gq6afiplz3kBaajIGpCbh6Zfex0VnHIZpJ+0D058PI1QOVbNDsQ7Buo0BGLAjpAPPvfYRaty1eHLW32D4V8EMbQbEqK4eHsFlmiLiSwsHW47BLaYUlq0rlfW2ylaXbCXwU5A5cQjGHTIByZkpHekK7kMBCvSwgMs6ODJuq378Vu98rAtu6OGW9d3pGXD1nT2vTAEKUIACFKAABShAAQp0UqBpCBYKhVC8LB+blucjWFcDq12HZgnC6tDhSrIhKTMDIWsi/KYNimpBfJwDhhqPQ866HUs//SesVgtWrFqLk6ffhd8/eRQKyoFQJUzVAkVxAIoTipYk/7+qYD0uuG4OvnlzZngqY2gDYPh7LOASk5V0MxmmdRwsjmEy2BL1eeo34VD0+1qs+PxPeEpr25yyqVpUjNwrVxaTt9lsndTm7hSgQE8JOC2ZkZpb9bW3euejJ7ipp5rU5+dlwNXnXcAboAAFKEABClCAAhSgAAW2RaCuuhYFi/NQ8P1q6H4dItSxumyIT0uAKzUO8al22FwanElO2FMSMfWcGXjuweswcexIfLf4d9z/xBt474VbUbAuHx99+TMunbYfAA0//boek3fdCRarE8+++hF++mUlnrnvXBj+v3p0BJduxsOwjIfFObJFsCWcRL2tVd+txOovl7dTb0vD2MN2QM4eo1hva1seYDyWAj0g4LCk98kILm8ovFpiNG4MuKKxV9kmClCAAhSgAAUoQAEKxJiAGNFUWlCCwiV52LisGAiZ0GwWWGwWaFYNVqdVBl4Dxw7BV7/9iX/97yskJrhgGCauPO947Dl5PL5d+Csuv30ufvv4fsAM4bzr5+GXP9ciMz0ZVouGx2ZOw+gRcTACBT1Sg2v4sOHQrRNgdea2GmyJLvV7/Fj++e8oWlIow7y2tvjMRIw7bCIGjx3Kelsx9rPA5m4fAnbLAFlUPjz8Mlxsvjc+94XKtg+gLtwlA64uoPEQClCAAhSgAAUoQAEKUKB/Cui6jnVLC1G4KB81xZUQwZd40ShCLldKHDJHDUJ8RgLiUuPh9nkRZ7cjUOuXYZgY7ZWQnthsKmCNuw6BYBCpSXEwEYQRdEMPVULRqwGzDorpwenTrsV9t03qMsjcF1di+uX3IWfMgTLYaqsAfEVxuZySWLZqM4xQpN7YlldVgIxxgzDu4IlIGZzarC1dvkEeSAEKdLuATUtpMkURME1RZF4J/85Seu5zf6ii29vSX07IgKu/9ATvgwIUoAAFKEABClCAAhToNgFvrQf5i9ag4Ps1CNYFoKjhkMuZ5IIjwQFHsguaqiKk6wjUBmSBdgMmBmSlYfDEoUgeGH7x2dq2ZTH8c84+CarS9VUJxciNO2c+iNzc3Dbbv/7PdTLcqt3kDr/ybWVTNBUjpmRj3CET4XA6us2SJ6IABbpfwCrq+/XBCK6AXtX9jeknZ2TA1U86grdBAQpQgAIUoAAFKEABCnSvgAiiyteVonBJPop/K4IZNKBqqqzRpVktgGLKhRdluGWI/4hpQoas3zVyz1yM2G0knPGu7r2pTp5N3NeaH/7CX18sR8gTbPNo1aZhzKETkLvn6BYrLXbyktydAhToBQGLmtAnReaDek0vtK5vLsGAq2/ceVUKUIACFKAABShAAQpQoJcExLTF9X+sQ+GiPFSurZCBVovqzlvci2JRkDQkFVmTR2L4ziP7pEh70B/Ess9+x7pF+Vutt+VKi8e4qRMxdOJw1tvqpccUL0OBbRWwqHGy9lZ9Da7e+hgyarf11vvt8Qy4+m3X8MYoQAEKUIACFKAABShAge4U8Hl9yF+4BoU/rIG/xtf+qRVAjIwaOH4IsnbPRsbIzF6raVW1qVJOSSxZsbHtelsA0kZnYtyhEzBgaHqv3Vv7cNyDAhRoT0BVHJGf2UiReVl7q0nR+R76XDe87d3advt9BlzbbdfxxilAAQpQgAIUoAAFKECBzgqIaYuiWHvh4jwUL10HPaDLF5WKpsg6WqYSWclMhFuKCs2myUsoNg1Ddx2BEbuMRHxyfGcv26n9i1cUYeVny+DeWA3TaKveloJhk7Mx7qAJcCX07TTKTjWOO1OAAlJAVex9ImGY/j65bm9clAFXbyjzGhSgAAUoQAEKUIACFKBAvxIQta1E4fa1SwpkkGSPs8Nqt0ZWMhOJlgKrwyoL0ou6XaFACL5aH1SrGNE1GMN3zur2aYvinvIWrpLhVqhu6/W2Rh00DqP3Gct6W/3qUcWboUDHBRTF2vGdu3FP02z7d0s3XqZPTsWAq0/YeVEKUIACFKAABShAAQpQoDcEAsEQRA0up6P10RKBQACb/tqAUG0Qml2LFJw3oQcM2Jw22JKcCBghOC1W+Gu8qFhXhtL8EiQMTsKIXUciI2dgt9S90kM6ln32Gwp/yofuC7VJ40h2YuxhO2D4jiO6PWDrjf7gNShAAQr0lAADrp6S5XkpQAEKUIACFKAABShAgT4VeHjeAjz36oeIczmwxy7jMeeuy1oNhcS0RREwPfXCu/jkmyWYP+s61JXX4JE33seni5fC5QyHYw9ceyGyklOxbkkBqjdWwVSBrCk5ePPbd2QY1tXN7/Fj14E7QC0FjKDR5mkG5KRj7CETkJ7Ve7XAutomHkcBClCgtwUYcPW2OK9HAQpQgAIUoAAFKEABCvS4QElZFY4++2a8/ewsDEhNxGmXzMRl556Aww7YvdVrf7vwd1xy08MYMTQTbz11J6o3VOB/P/yCqQfujoxBA/DQvH9j4+YK3Hbuqcj7/i+UF5Yi6AtCURXc+uQ/sJtrxy63abW3AOedeQ4yEtNbPYe4hqj/NfaQiT1e/6vLjeCBFKAABfpYgAFXH3cAL08BClCAAhSgAAUoQAEKdL/Agve/wveL/8Scuy6XJ39pwcco2lCK2676W4uLFW8qw7Qr7sHNl5+BR599Cx+8dC9qy91wl7qRMCABjkQnHnv+LQQCIUw/4XCs+XYlSvM2I+gN17K57ak7cFTiwbAoli415Ev39zj39HOQmZzR4niLy4LsvUdjzP7jWW+rS7o8iAIUiBUBBlyx0tNsJwUoQAEKUIACFKAABWJI4L+f/4QXF3yMV5+aAU1V8f6nP+CjLxfhyXuubqbg8wcw7YrZuPz8EzEoPRXX3PkkPnz5PrmPKCq/bGUB7p/3Brw+P+bOvgZxqhWrv12JklUbEfAEejTgssXbMe6IHTB8pyyGWzH02GVTKUCBrgkw4OqaG4+iAAUoQAEKUIACFKAABfqJgAifpp5xQ8PdvDd/Nuw2K8656l74A0FkpqXghyXLcOzUvXDvrdOb3fWcZ96U4dVl5x6PNYXFmPF/z+P1uXcgIc4p96usduPX31fj1Xc+ww5jsjHtyIPkCK6SNZsQ7MGAK2VEKsYcugMG5gyEoij9RJq3QQEKUKD/CjDg6r99wzujAAUoQAEKUIACFKAABTogIIrEbyypaNgzMz1FjtoSqyeuyl8Pi0XDY8++jR3HZ+Ois45udsb7n3wNX3z/i/xaMKhjc2kFJo4diTfm3tFsv6V/rsFNs/+JBXNux+qvV2DTyg09MoJLtagYtOMQjDtoBySkJXag9dyFAhSgAAWEAAMuPg4oQAEKUIACFKAABShAgagUMAwThmHgqx+W4qp/PI4v35yDjLRkfP3Tb6iuqZMjuppuq/KKmk1RFMftN2UnqKqCuS+9h59//wtP33MN1v+xFis+WQZftUce3l01uAalD0T2vqMxev9xsNvDKzdyowAFKECBjgkw4OqYE/eiAAUoQAEKUIACFKAABbYzgYuufwC/Lc9DSnIC7rn5Iuy242jZgofnLcDaok14dNYVWw24jpp2MwqLNiE1JREupx2Pz7oSo3OGydBsc95GFC7MQ8lfm3DLozO2ucj8ReddiP1PPwgjJ+VC07TtTJq3SwEKUKDvBRhw9X0f8A4oQAEKUIACFKAABShAgR4QqHHXybMmJsR1+ezuWo+s4zUgJbFFLSwxBTJ/cR6OO+xY7O2c1OVr/OlfiUcWPIbJB02BqqpdPg8PpAAFKBDLAgy4Yrn32XYKUIACFKAABShAAQpQYJsFLrnkkm0KpkQNsRtuuAHZ2dnbfC88AQUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIEoEWDAFSUdyWZQgAIUoAAFKEABClCAAhSgAAUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIEoEWDAFSUdyWZQgAIUoAAFKEABClCAAhSgAAUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIEoEWDAFSUdyWZQgAIUoAAFKEABClCAAhSgAAUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIEoEWDAFSUdyWZQgAIUoAAFKEABClCAAhSgAAUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIEoEWDAFSUdyWZQgAIUoAAFKEABClCAAhSgAAUoQIFYFWDAFas9z3ZTgAIUoAAFKEABClCAAhSgAAUoQIE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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "# importing ML model libraries\n", - "from sklearn.ensemble import RandomForestClassifier\n", - "from sklearn.preprocessing import StandardScaler\n", - "from sklearn.model_selection import train_test_split\n", - "from sklearn.metrics import confusion_matrix, accuracy_score, classification_report\n", - "from sklearn.metrics import balanced_accuracy_score\n", - "from sklearn.metrics import confusion_matrix\n", - "from sklearn import linear_model \n", - "#from imblearn.metrics import classification_report_imbalanced" + "def parallel_categories_com():\n", + " \"\"\"Parallel Categories Plot.\"\"\"\n", + " \n", + " df_para_com = df.sort_index()\n", + " df_para_com = df_para_com.sort_values(\n", + " by=\"return\", ascending=False\n", + " )\n", + "# df_para_com = df_para_com.reset_index()\n", + " \n", + " para_com_plot = px.parallel_categories(\n", + " round(df_para_com, 2),\n", + " color=\"compound\",\n", + " color_continuous_scale=px.colors.sequential.Inferno,\n", + " )\n", + " return para_com_plot\n", + "\n", + "parallel_categories_com()" ] }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 25, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "dimensions": [ + { + "label": "compound", + "values": [ + 1, + 0.99, + 0.99, + 1, + 0.99, + 0.99, + 1, + 1, + 0.98, + 1, + 0.85, + 0.97, + 1, + 0.99, + 0.99, + 0.98, + 0.98, + 1, + 0.99, + 0.9 + ] + }, + { + "label": "positive", + "values": [ + 0.19, + 0.12, + 0.14, + 0.24, + 0.16, + 0.15, + 0.18, + 0.2, + 0.14, + 0.17, + 0.1, + 0.13, + 0.19, + 0.15, + 0.15, + 0.11, + 0.12, + 0.18, + 0.11, + 0.11 + ] + }, + { + "label": "negative", + "values": [ + 0.05, + 0.04, + 0.04, + 0.02, + 0.05, + 0.03, + 0.05, + 0.02, + 0.07, + 0.04, + 0.08, + 0.07, + 0.04, + 0.07, + 0.04, + 0.05, + 0.06, + 0.02, + 0.03, + 0.09 + ] + }, + { + "label": "neutral", + "values": [ + 0.76, + 0.84, + 0.82, + 0.74, + 0.79, + 0.82, + 0.77, + 0.78, + 0.79, + 0.79, + 0.82, + 0.8, + 0.77, + 0.78, + 0.81, + 0.83, + 0.82, + 0.8, + 0.85, + 0.8 + ] + }, + { + "label": "return", + "values": [ + 14.41, + 6.9, + 6.07, + 4.6, + 3.53, + 3.39, + 2.66, + 2.44, + 2.16, + 1.67, + -0.17, + -0.26, + -0.96, + -1.74, + -2.51, + -3.19, + -3.21, + -5.06, + -8.5, + -9.43 + ] + }, + { + "label": "return_sign", + "values": [ + 1, + 1, + 1, + 1, + 1, + 1, + 1, + 1, + 1, + 1, + -1, + -1, + -1, + -1, + -1, + -1, + -1, + -1, + -1, + -1 + ] + } + ], + "domain": { + "x": [ + 0, + 1 + ], + "y": [ + 0, + 1 + ] + }, + "line": { + "color": [ + 0.19, + 0.12, + 0.14, + 0.24, + 0.16, + 0.15, + 0.18, + 0.2, + 0.14, + 0.17, + 0.1, + 0.13, + 0.19, + 0.15, + 0.15, + 0.11, + 0.12, + 0.18, + 0.11, + 0.11 + ], + "coloraxis": "coloraxis" + }, + "name": "", + "type": "parcats" + } + ], + "layout": { + "autosize": true, + "coloraxis": { + "colorbar": { + "title": { 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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "import hvplot.pandas\n", - "import panel as pn\n", - "import plotly.express as px\n", - "from pathlib import Path\n", - "%matplotlib inline\n", + "def parallel_categories_pos():\n", + " \"\"\"Parallel Categories Plot.\"\"\"\n", + " \n", + " df_para_pos = df.sort_index()\n", + " df_para_pos = df_para_pos.sort_values(\n", + " by=\"return\", ascending=False\n", + " )\n", + "# df_para_pos = df_para_pos.reset_index()\n", + " \n", + " para_pos_plot = px.parallel_categories(\n", + " round(df_para_pos, 2),\n", + " color=\"positive\",\n", + " color_continuous_scale=px.colors.sequential.Inferno,\n", + " )\n", + " return para_pos_plot\n", "\n", - "from panel.interact import interact, interactive, fixed, interact_manual\n", - "from panel import widgets\n", + "parallel_categories_pos()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def parallel_categories_neu():\n", + " \"\"\"Parallel Categories Plot.\"\"\"\n", + " \n", + " df_para_neu = df.sort_index()\n", + " df_para_neu = df_para_neu.sort_values(\n", + " by=\"return\", ascending=False\n", + " )\n", + "# df_para_neu = df_para_neu.reset_index()\n", + " \n", + " para_neu_plot = px.parallel_categories(\n", + " round(df_para_neu, 2),\n", + " color=\"neutral\",\n", + " color_continuous_scale=px.colors.sequential.Inferno,\n", + " )\n", + " return para_neu_plot\n", "\n", - "# Initialize the Panel Extensions (for Plotly)\n", - "pn.extension('plotly')\n", - "pn.extension()" + "parallel_categories_neu()" ] }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -692,18 +6881,19 @@ " return para_neu_plot" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Section 3: Panel Layout\n", + "## _**Title and Tabs**_" + ] + }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 17, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Using TensorFlow backend.\n" - ] - }, { "data": { "image/png": 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C0BDYDbwpIktF5HURiXY7lFIqeKVnZnHztCWkZ2Yz+Yr2xEQWfKR+vSrRPDMknmVbUnji6+BsxPC3ohAGtANeMca0BQ4BozxHEJEbRWSRiCzavXu3GxmVUkHk0S9Wk7glhWeHxHNa9Zgix+/TsibXn92AqQs28sWybT5I6Fv+VhSSgCRjzO/O4xnYIpHLGPOqMSbBGJNQrVq+Fw5SSqlimb5oC9N+38xN3RrSp2XNYr/uvvOb0b5eZUZ9vJwNu1O9mND3/KooGGN2AFtEpKnzVA9gtYuRlFJBauXW/Tw4cyWdG1Xhnt5Ni36Bh/DQECZe3pbI8FBufncJRzKyvJTS9/yqKDhuA6aJyHKgDfCEy3mUUkEm5XAGI95dTFx0BBMua0tYaMkXhTUrluOFoW34c9dBHpy5EmOMF5L6nt8VBWNMotM8FG+MGWiM2ed2JqVU8MjKNvzng0R2HUjnlSvaUzUm8oTfq2uTatx+bmM+XpLER4u2lGJK9/hdUVBKKW96cfZfzP1zN2MuPJ02dSqd9Pvd3qMxXRpX5aHPVrFq2/5SSOguLQpKqTJj9pqdTJj9F0Pa1+ayDnVK5T1DQ4QXhrYhrnwEN09bwoG0o6Xyvm7RoqCUKhM2Jh/ijg8TaXlqBR4b2DLfE9ROVJWYSCZe3pakfUe4Z/qygN6/oEVBKRX0jmRkMeLdxYSGCK8Ma09UeGipTyOhfhz3n9+MWat2MmX+P6X+/r6iRUEpFdSMMdz/yXLW7TzIi5e2pU5cea9N67qzG3De6TUY/81aFm/a67XpeJMWBaVUUHv7103MTNzGf3s2oVsT757wKiI8Pbg1tSqV45ZpS9mTmu7V6XmDFgWlVNBatHEvj325mp7Nq3PLOaf5ZJoVy4Xz8rB27D2cwR0fJpKVHVj7F7QoKKWC0q6Dadw8bQm1K5fjuUvaEBJSejuWi9Ly1IqMvfB05v2VzEs//uWz6ZYGLQpKqaBzNCubW6ct5UDaUSZf2Z6K5cJ9nuHSM+pwcdtTeXH2X8z7K3A679SioJQKOuO/WcvCjXt5alA8zU6p4EoGEeHxi1rSuHoM//kgke37j7iSo6S0KCilgsrny7YxZf4/XN25PgPanOpqlvIRYbw8rD3pR7O49b2lHM3y/wvzaFFQSgWNP3ce5L4Zy0moV5nRFzR3Ow4Ap1WP4clB8SzetI+nv13rdpwiaVFQSgWFA2lHuemdxcREhfHysHZEhPnP4u3C1rW4qlM9Xpv3D9+u3OF2nEL5z1xTSqkTlJ1tuOujZWzZe5hJl7ejeoUotyMd54G+zWlduyL3TF/Gpj2H3I5TIC0KSqmA98rcDXy/eiejL2hOhwZxbsfJV2RYKBMvb0dIiDDy3SWkHfXPC/NoUVDFcjDtqN/+iFXZNu+v3Tz33Tr6t67FNWfVdztOoerEled/Q1uzevsBxn6xyu04+QpzO4DyfzsPpNHz+bkcTMukakwktSuXc27lj7vvjY7GlCpI0r7D3P7+UhpXj+WpQa1KtedTbzm3WQ1Gdm/EK3M2kFAvjkHta7sd6RhaFFSRnp21jvSj2dzeozG7DqSRtO8IK7fuZ9aqHRzNOvYUfi0aylfSjmZx87QlZGYZJl/ZnvIRgbM4u6tXE5Zs2scDM1fQ8tSKND0l1u1IuQJnLipXrNy6nxlLkrihS0P+26vJMcOysw27DqaTtO8wSfuOePzVoqG8b8znq1ietJ/XrkqgQdVot+OUSFhoCC9d1pYLJsxn5LTFfH7r2cRE+sfi2D9SKL9kjOHxr1ZTuXxEvp2JhYQIp1SM4pSKUSTUP/71WjSUt3ywcDMf/LGFW885jV4targd54RUrxDFS5e1Zdjrv3H/JyuYcGkbv2j+0qKgCvT96p389vdeHhtw+gn1HaNFQ3nD8qQUHv58FV0aV+XOPFuvgaZToyrc1bspz8xaxxn1K3NVp/puR9KioPKXkZnNE1+v4bTqMVzWoa5XpqFFQ5XU3kMZjHx3CdViIplwaVtCfdjzqbeM7NYot4vv+NqVaFOnkqt5tCiofL3z2yY27jnMm9ecQVioO0cuF6do7E5NP6ZY5Nxfte0A363aSUaevma0aASurGzD7e8vZXdqOh+P6Ezl6Ai3I5WKkBDhf0Pb0HfCfG6ZtoSvbj+bSuXd+2xaFNRx9h3K4MUf/qRL46p09/KVqk5GSIhQo0IUNSpE0b7e8cO1aASX579fx/z1yTw9KJ5WtSu6HadUVSofwaRh7RgyeQH//WgZr1+V4NPrP3jSoqCO8+Lsv0hNz+TBvi38YsfXifJO0Yjg1HyKRZ3K5Ti1UnnKRWjR8IbvVu1g0k8buKxDHS45o47bcbyiTZ1KPNi3BY98vorJP2/g5u6+uVJcXloU1DE27E7l3d82cWmHun517LQ3nEzRWL3tAN9r0fCJv3enctdHy2hduyJjLjzd7ThedVWnevyxcS/PzlpH2zqV6dSois8zaFFQx3jy6zVEhYdyZ8/APqqjNGjRcN+h9ExGvLuY8LAQXr6iPZFhwT1/RITxg+JZvf0At72/lK9vP9vnnftpUVC5flmfzA9rdnFfn2ZUi410O47f06LhXcYY7vt4Oet3pfLOdR05tVI5tyP5RExkGK8Ma8+ASfO57f2lTLu+o08P9tCioAB7ZMdjX66mduVyft+pWKDQonFy3vhlI18u3869fZpy1mlV3Y7jU01PiWXcwFbcNX0Zz3//J/f2aeazaWtRUADMWLyFtTsOMvHytnqEjY9o0SjY73/v4Ymv13De6TUY2a2R23FcMah9bf7YuJeX52wgoX5lzm3mmzO3xRhT9Fg+JCKhwCJgqzGmX2HjJiQkmEWLFvkmWBBLTc+k+zNzqBtXjo9Hdg7oI47KksKKRtK+I2zddyQgi8bOA2n0nTCfClFhfHbrWcRGlfxs+mCRdjSLi19ewNaUI3x529nUiStfKu8rIouNMQn5DfPHLYX/AGuACm4HKSsmz9lAcmo6r13VXgtCAAnGLY2MzGxunraEwxmZvHdDxzJdEACiwkN55Yp29Jswn1vfW8JHIzp5fWe7XxUFEakN9AXGAf91OU6ZsDXlCK/N+5sBbWrRtm5lt+OoUhSIReOJr9eweNM+Jl7eliY1gvuQ6OKqVyWaZ4bEM+LdJYz7ag2PDmjp1en5VVEAXgDuBfTX4CNPf7sWwKc7spR/KE7RSE5NZ0ueZqmkfYdZ44Wi8enSJKYu2Mj1ZzegX3yt0v64Aa1Py5pcf3YDXp//D2fUj6N/a+/NH78pCiLSD9hljFksIt0LGe9G4EaAunW901FbWbF08z4+S9zGreecVmYO91PFFxIiVK8QRfUKUbSvd/xWZGkWDQHu/2QFHRvEMep8XUHJz33nN2PplhRGfbyc5jUrcFr1GK9Mx292NIvIk8CVQCYQhd2n8Ikx5oqCXqM7mk+cMYbBk39l897D/HR3d7+5wIcKHoUVja3Ofc+iUaNCJF/e1kXPkSnE9v1H6DthPlVjIph5y1knfLW5gNjRbIy5H7gfwNlSuLuwgqBOzlcrtrN40z6eGtRKC4LyipJsaWxNOUJCvcpaEIpQs2I5XhjahuFvLuTBT1fy3CWtS/3gEF0alEFpR7MY/81amteswOD2wdm5mPJ/RRUNlb+uTapxZ88mZBuDMVDaBwz6ZVEwxswB5rgcI2i9+ctGkvYdYdr18UFxkRKlyprbezT22nu7c/UU5Zrk1HQm/bSens2rl7muA5RSRdOiUMY8//2fpB3N4v4LmrsdRSnlh7QolCHrdhzkg4WbueLMejSq5p3D2ZRSgU2LQhlhjOHxr1YTGxXOf7zYHqmUCmxaFMqIOX/uZt5fydzeo3HQXPBcKVX6tCiUAUezshn31RoaVI3myjPz6c9AKaUcWhTKgA8Wbmb9rlTuP78ZEWH6lSulCqZLiCC3/8hR/vfDX5zZMI5eLXxzkQ6lVODSohDkJv20nn2HM3iwbwu9VoJSqkhaFILYpj2HmPrLRga3q03LUyu6HUcpFQC0KASx8d+sJSxUuPu8pm5HUUoFCC0KQWrhP3v5ZuUORnRrRI0KUW7HUUoFCC0KQSg72/DYl6upWTGKG7o0dDuOUiqAaFEIQjMTt7Ji637u7dPU6xdaV0oFFy0KQeZwRiZPf7uO+NoVGdD6VLfjKKUCjBaFIPPaz/+w40AaD/VrQYheK0EpVUJaFILIzgNpTJ67gQtancIZ9ePcjqOUCkBaFILIM7PWkZVtGNVHr5WglDoxWhSCxMqt+/l4SRLXnFWfulXKux1HKRWgtCgEAWPsIaiVy0dwy7mnuR1HKRXAwtwOoE7ed6t38vs/e3lsYEsqRIW7HUf5uaNHj5KUlERaWprbUZSXRUVFUbt2bcLDi79c0KIQ4DIys3ny6zU0rh7DZWfUcTuOCgBJSUnExsZSv3597SQxiBlj2LNnD0lJSTRo0KDYr9PmowD39q8b2bjnMA/0bU5YqH6dqmhpaWlUqVJFC0KQExGqVKlS4i1CXYoEsH2HMpgw+y+6NqlG96bV3Y6jAogWhLLhRL5nLQoB7MXZf5GansmDffUQVBVYQkNDadOmDS1btqR///6kpKQUOv7MmTNZvXq1j9KVbVoUAtT6Xam889smLutQlyY1Yt2Oo1SJlCtXjsTERFauXElcXByTJk0qdPwTKQqZmZknE7HM0qIQoJ78eg3lw0O5s1cTt6ModVI6derE1q1bAdiwYQN9+vShffv2dOnShbVr17JgwQI+//xz7rnnHtq0acOGDRvo3r07ixYtAiA5OZn69esDMHXqVIYMGUL//v3p3bs3U6dO5eKLL6ZPnz40btyYe++9162PGTD06KMANP+vZGav3cWo85tRNSbS7ThKnbCsrCxmz57NddddB8CNN97I5MmTady4Mb///js333wzP/74IxdeeCH9+vVj8ODBRb7nr7/+yvLly4mLi2Pq1KkkJiaydOlSIiMjadq0Kbfddht16uiRegXRohBgsrINj3+1mtqVy3F15/pux1EBbuwXq1i97UCpvmeLWhV4pP/phY5z5MgR2rRpw8aNG2nfvj29evUiNTWVBQsWMGTIkNzx0tPTSzz9Xr16ERf3b99fPXr0oGJFeznaFi1asGnTJi0KhdDmowAzfdEW1u44yP3nNycqXK+VoAJTzj6FTZs2kZGRwaRJk8jOzqZSpUokJibm3tasWZPv68PCwsjOzgY47pDL6OjoYx5HRv67NR0aGqr7GoqgWwoBJDU9k2e/+5OEepW5oNUpbsdRQaCoNXpvq1ixIhMmTGDAgAGMHDmSBg0aMH36dIYMGYIxhuXLl9O6dWtiY2M5ePBg7uvq16/P4sWL6dChAzNmzHDxEwQfv9pSEJE6IvKTiKwRkVUi8h+3M/mTV+asJzk1nQf7tdDjzFXQaNu2La1bt+aDDz5g2rRpTJkyhdatW3P66afz2WefAXDppZfyzDPP0LZtWzZs2MDdd9/NK6+8QufOnUlOTnb5EwQXMca4nSGXiNQEahpjlohILLAYGGiMyfdYtISEBJNzBEKwS9p3mHOfm8sFLU/hhUvbuh1HBbA1a9bQvLme21JW5Pd9i8hiY0xCfuP71ZaCMWa7MWaJc/8gsAbQa0oCT3+7DgHu7dPM7ShKqSDmV0XBk4jUB9oCv7ubxH1LNu/j82XbuLFrQ2pVKud2HKVUEPPLoiAiMcDHwB3GmAN5ht0oIotEZNHu3bvdCehDxhge/3I11WIjGdGtkdtxlFJBzu+KgoiEYwvCNGPMJ3mHG2NeNcYkGGMSqlWr5vuAPvbl8u0s2ZzCPb2bEh2pB4sppbzLr5YyYg+pmQKsMcY873Yen8jOgsN74dBuezuyD07rAZGxpB3NYvw3a2lRswKD2td2O6lSqgzwq6IAnAVcCawQkUTnudHGmK9dzFRyR9Pg0C67kE/d/e8CP+eWugsOJdtxDu8Bk33s69teAQMm8cYv/7A15QjPDI4nNEQPQVVKeZ9fFQVjzHzA/5Z+xkBaiscCPmehnrOA91zg74aMg/m/T0QMRFezt7gGUOcM53F1iK4KMdVh5cew6E32tryGl3/aQ8/mNeh8WlXffl6lVJnlV0XBV4wxHElLo/zRlHzW6PMu8J372UfzeTCqCZcAACAASURBVCeB8lXswjy6KtRqZxfyMdX+XfjnLPCjq0FE+aLD1WgJq2ay99N7STt6F6Mv0ENQVfCJiYkhNTX1pN5j0aJFvP3220yYMIE5c+YQERFB586dSylh0bp3786zzz5LQkK+h/sX2xNPPMHo0aNLKdXJK5NFYe/W9VR5Pf8vMlMiSIuswtFyVTHlqxJ6anMiKtYgsuIphMRUP3aBX74KhJRy/0PlKrGj/Z2cNv8hHmu+hYbVYkr3/ZUKEgkJCbkL5Dlz5hATE3PSRSEzM5OwsNJfLGZlZREamv+y4kSKgrdyQhktCmGxNVhY/yZ2m4rsyIwlKSOGjWnl2XA4mqTDQvYRgTwXggoNEeKiI6gaE0rVmFSqRGdQNSaZKjGRVI2JoGpMJFVjIqkSE0GVmAgiw06sWBhjuG9jAg9zKpfs/T/IvBbCIkrhUyvl3xITExkxYgSHDx+mUaNGvPHGG1SuXJk//viD6667jujoaM4++2y++eYbVq5cyZw5c3j22WeZOHEikydPJjQ0lHfffZeXXnqJLl26HPf+V199NVFRUaxatYqdO3fy/PPP069fP6ZOncpXX31FWloahw4d4osvvuC2225jxYoVZGZmMmbMGAYMGMCRI0e45pprWL16Nc2bN+fIkSOFfp6YmBj++9//MmvWLJ577jk2btzIhAkTyMjIoGPHjrz88ss88MADuT3Gnn766YwbN45+/fqxcuVKAJ599llSU1MZM2YM3bt3p3Pnzvzyyy9ceOGFfPHFF3Ts2JGffvqJlJQUpkyZku/nLqkyWRQqVqxAh6ufzndYVrYh5XAGew5lkHwwnWTn755D6SQfzGDPoXR2p2bwT/IhklPTSTuane/7xEaFOYUigirRkVSNzfkbSdXoCKrGRlLF+RsbGZbbl9GcdbuZu34fG84cRaPE22DRFDhzpNfmhSrjvhkFO1aU7nue0grOH1/il1111VW89NJLdOvWjYcffpixY8fywgsvcM011/Dqq6/SuXNnRo0addzr6tevz4gRI4iJieHuu+8udBobN25k7ty5bNiwgXPOOYf169cDx16DYfTo0Zx77rm88cYbpKSk0KFDB3r27Mn//d//Ub58eZYvX87y5ctp165dodM6dOgQLVu25NFHH2XNmjU89dRT/PLLL4SHh3PzzTczbdo0xo8fz8SJE0lMTMzNV5iUlBTmzp0LwBdffEFmZiYLFy7k66+/ZuzYsfzwww+Fvr44ymRRKExoiFAlJpIqMZHFuszlofRM9qRmsDs1nT2p6SSnZjh//y0o63en8vs/6ew7nN9+CYgIDaGKs7Wxff8RGlSNpnvfPnDwU5gzHuKHQvm4fF+rVDDYv38/KSkpdOvWDYDhw4czZMgQUlJSOHjwYG6z0OWXX86XX355wtO55JJLCAkJoXHjxjRs2JC1a9cCx16D4bvvvuPzzz/n2WefBWzX3Js3b+bnn3/m9ttvByA+Pp74+PhCpxUaGsqgQYMAmD17NosXL+aMM84A7PUkqlevXuL8Q4cOPebxxRdfDED79u2LLCjFpUXhJEVHhhEdGUbdKkXvRD6alc2+QzkFJINkj7/JqXYrJDREuPe8pkSEh0LvcTD5LJj79AmteSlVJD//XZV2h515exfOeex5DQZjDB9//DFNmzYt8vWFiYqKyt2PYIxh+PDhPPnkk4W+xvM6EVD8a0WU5nUi/O6M5mAWHhpC9QpRnF6rIl2bVOPidrW5oWtD7r+gOc9d0pqp13Rg5i1n/XsIao0W0G44/PEaJK93N7xSXlSxYkUqV67MvHnzAHjnnXfo1q0blStXJjY2lt9++w2ADz74IN/X573eQkGmT59OdnY2GzZs4O+//853wX/eeefx0ksv5RakpUuXAtC1a1emTZsGwMqVK1m+fHmxP1+PHj2YMWMGu3btAmDv3r1s2rQJgPDwcI4eta0INWrUYNeuXezZs4f09PST2io6UVoU/N05oyGsHHz/sNtJlCo1hw8fpnbt2rm3559/nrfeeot77rmH+Ph4EhMTefhh+5ufMmUKN954I506dcIYk3tpTU/9+/fn008/pU2bNrmFJT9NmzalW7dunH/++UyePJmoqKjjxnnooYc4evQo8fHxtGzZkoceegiAkSNHkpqaSnx8PE8//TQdOnQo9udt0aIFjz/+OL179yY+Pp5evXqxfft2wF6XOj4+nmHDhhEeHs7DDz9Mx44d6devH82a+f6QdL+6nkJJlZnrKcx7HmaPheFfQIOubqdRAS7QrqeQmppKTIw9NHv8+PFs376dF198scTvc/XVV9OvXz8GDx5c2hH9WkBfT0EV4MyboWJdmDXa9pWkVBny1Vdf0aZNG1q2bMm8efN48MEH3Y4U1HRHcyAIj4JeY2DGtZD4HrS70u1ESvnM0KFDjzvqpjDjxo1j+vTpxzw3ZMgQpk6dWsrJrI4dO5Kenn7Mc++88w6tWrXyyvS8TZuPAoUxMKU3pGyC25ZApJ7prE5MoDUfqZOjzUfBSgTOewJSd8IvL7idRgW4QF4ZVMV3It+zFoVAUucMaDkYFrwE+5PcTqMCVFRUFHv27NHCEOSMMezZsyffI6wKo/sUAk3PMbD2S/hhLAx6ze00KgDVrl2bpKQkysLlbMu6qKgoatcu2QW6tCgEmkp1oNMtMO856DgCard3O5EKMOHh4TRo0MDtGMpPafNRIDr7Tnudhlmj7Q5opZQqJVoUAlFkLJz7IGz5DVbPdDuNUiqIaFEIVG2vsFdp+/4Re01opZQqBVoUAlVIKPR+3J638Ptkt9MopYKEFoVA1ugcaNLH7nRO1SNJlFInT4tCoOv9OBw9DHOecDuJUioIaFEIdFUbQ8J1sHgq7FrjdhqlVIDTohAMuo+yRyR9p71HKqVOjhaFYFA+DrrdB+t/gL9O/sLdSqmyS4tCsDjjBohrCN89AFmlc61WpVTZo0UhWIRFQK/HYPdaWDLV7TRKqQClRSGYNOsL9c6Gn56AtP1up1FKBSAtCsFEBM4bB4f3ws/Pup1GKRWAtCgEm1ptoM3l9iznvf+4nUYpFWC0KASjcx+CkDD44RG3kyilAozfFQUR6SMi60RkvYiMcjtPQKpQE866A1Z/Bpt+dTuNUiqA+FVREJFQYBJwPtACuExEWribKkB1vhVia9lrLmRnu51GKRUg/KooAB2A9caYv40xGcAHwACXMwWmiGjo+QhsWwIrprudRikVIPytKJwKbPF4nOQ8p05Eq0ugVluYPRYyDrudRikVAPytKEg+zx1zvUkRuVFEFonIIr3weBFCQuC8J+DAVvh1ottplAo8m36FbUvdTuFT/lYUkoA6Ho9rA9s8RzDGvGqMSTDGJFSrVs2n4QJSvc7Q/EKY/z84sN3tNEoFjq2L4e0L4a0LYc8Gt9P4jL8VhT+AxiLSQEQigEuBz13OFPh6jYXsTPjxcbeTKBUYDu2Bj4ZDTA17lcOProKjR9xO5RN+VRSMMZnArcAsYA3wkTFmlbupgkBcQ+h4EyROg+3L3E6jlH/LzoKPr4XUXTD0Hbj4Ndi5Er6+x+1kPuFXRQHAGPO1MaaJMaaRMWac23mCRpe7bRfbsx4AY4oeX6my6sfH4e850Pc5e6BG4172/2fpO7B0mtvpvM7vioLyknKVoPv9sHEerPva7TRK+ac1X8L856HdcGh35b/PnzMaGnSFr+6CncHdeKFFoSxpfw1UbQrfPQSZGW6nUcq/JK+HmSOhVju44Jljh4WEwqApEFURPrwS0g64k9EHtCiUJaFhthfVvRvgj9fdTqOU/0hPhQ+vgNBwuORtCIs8fpyY6jD4Ddi3ET6/LWibYbUolDWn9YRG58Lcp2wX20qVdcbYhXzyOrvQr1Sn4HHrnwU9HobVM2Hhq77L6ENaFMoaEeg9DtIP2MKgVFn328uw6hO7sG/YvejxO98OTc63B20kLfJ2Op/TolAW1Whhd6T98Tok/+V2GqXcs/EXu4+tWT/bs3BxhITARa/Y3og/Gh50W9xaFMqqc0ZDWDn7D6FUWXRgO0y/GuIawMBX7FZ0cZWrbPc9HNoFn9wYVD0Ra1Eoq2KqQ9e74M9v7DHZSpUlmRkwfThkHIKh0yCqQsnfo1Zb6DMe1n8P858r/Ywu0aJQlnUcCZXqwqwH7VmcSpUV3z0AW36HAROherMTf5+Ea6HVEPjpCfh7bunlc5EWhbIsPAp6joWdK2wXGEqVBcs+tEcOdboVWl58cu8lAv1egCqN4ePrgqLTSS0KZd3pF0GdjvbU/vSDbqdRyrt2rIAv/gP1zrYrRKUhMsbuX8g4ZAtDVmbpvK9LtCiUdSL2mgupO2H+C26nUcp7juyzJ6iVqwRD3rQnc5aW6s2g/4uw6Rf48bHSe18XaFFQUDvBtov+OhFSthQ9vlKBJjsbPh0B+7fatfqY6qU/jfhLbFcyv7wAawO3fzEtCsrq8Yj9O7uUNqmV8ifznoU/v4U+T0KdDt6bTp/xULM1zBxhu8MIQFoUlFWpjt3xtmJ6UJ6lqcqwv763RwfFXwpnXO/daYVHwZC37EWEPxoOR9O8Oz0v0KKg/nX2HfZKU7NGB21nX6qM2fsPfHw91GgJ/f5XshPUTlRcA7hoMmxPtP9LAUaLgvpXZCyc+6A9fnvVp26nUerkHD0CH10JGBj6NkSU9920m11g+0haNAWWT/fddEuBFgV1rDbD7FrVD48E5KavUoDd0v3yv/YQ1Itft5ek9bUeD0PdTvYQ2N3rfD/9E6RFQR0rJNRecyFlM/z+ittplDoxi96AZe9Bt1HQpLc7GULDYfCbdgvlwyvtNRsCgBYFdbyG3W3XwD8/B6m73U6jVMls+QO+uQ8a94Zu97mbpUJNGPQ6JP8JX94ZEPvqtCio/PV+DDKPwE/j3E6iVPGl7oaProIKteCi/7PdXLutYXc45wFY8REsftPtNEXygzmm/FLVxvbwvSVvwc7VbqdRqmhZmTDjGjiyF4a+C+Xj3E70ry532asefnMfbFvqdppCaVFQBet2H0RWsD1KBsBmryrjZo+FjfNsB3U1491Oc6yQELjoVYiuZs9fOLLP7UQF0qKgClY+zhaGDT/C+h/cTqNUwVbNhAUT7NZtm8vcTpO/6Cr2xLYDW2HmzX67oqVFQRXujOvt4XyzHgj43h9VkNq9Dj67BWqfAec96XaawtU5A3o/Duu+tkXMD5ViN4EqKIVFQK/H4MNhMDEBqjSyF+bJvdWzf6Or+eZsUaU8pR+0PZ+Gl7Md3YVFuJ2oaB1HwKYF8MNYW8jqdXY70TG0KKiiNetrO/ratMCev7B1id2Z5yksKk+x0KKhvMwY2wyzZwNc9Zk94igQiMCASbBzFUy/BkbM806vrSdIjJ+2axVHQkKCWbRIO29zRfpB2812ymbntsnj/mYtGsr7fnkRvn/YNsd0vs3tNCW3YyW83sP22nrlTHviqI+IyGJjTEJ+w3RLQZ2YyFio0cLe8lNY0dAtDXWy/p4LP4yBFgNt776B6JSW0Pc5uz9kzng49wG3EwFaFJS3aNFQ3rI/CWZca6+LPGBiYH/vba+ATb/Cz0/by+I27ul2Ii0KyiVFFo1U2F9A0di2FA7vOXb8sCioWKfgohFTPbAXHsrKTLdnLGem2xPUImPdTnTyLnjG/qY/uQFu+tle28RFflMUROQZoD+QAWwArjHGpLibSrkmMgaqN7e3/BRWNLYnatEIVt+Ogq2L4ZJ3oFoTt9OUjojy9sipV7vD9Kvhmm9cPYrKb4oC8D1wvzEmU0SeAu4HXO7NSvktLRplz9JptvfTs+6AFhe6naZ0VT3NNoVNH253np8/3rUoflMUjDHfeTz8DRjsVhYVBLRoBJdtibaX0QZd4dyH3E7jHacPhM0jbJf1dc+0j13gN0Uhj2uBD90OoYKYFo3AcXivvYJadDV7fYJQf11slYJej9lrpH92q73YVdXTfB7Bp+cpiMgPwCn5DHrAGPOZM84DQAJwscknnIjcCNwIULdu3fabNm3yYmKlClBY0UjZrEWjtGRnwbQhtqO7a76F2u3dTuR9KVvg/7pAhVPhuu+9chnRws5T8KuT10RkODAC6GGMOVzU+HrymvJb+RYNj8eHk48dX4tG/n4cZw/X7PcCJFzjdhrf+esHmDbYXh534KRSf/uAOHlNRPpgdyx3K05BUMqvFdU8lXHIo0jk2crYvkyLBsC6b21BaHsFtL/a7TS+1bgndL0bfn7G7l9od6XPJu03Wwoish6IBHK2u38zxowo7DW6paCCVmFFI78tjdBIe3x7fgWjUl2Iru4fVyErrj0b4NVzIK4+XDvLdnhX1mRnwTsDYctCuP4HOKVVqb11wDQflZQWBVVmBXPRyDgMr/eEg9vgxrlQuZ7bidyTugsmd4GIaLhxDkRVKJW3DYjmI6VUCUREQ/Vm9pafQpunlvtv0TAGvvgP7FoNV3xctgsC2GbBIW/C1H7w+a32Ij1ebibUoqBUMArUorHwVXuB+3MfhNN6nPz7BYN6naHnI/aktt8nw5kjvTo5LQpKlUX+WDQ2/wazRkOT8+Hsu0rncwaLzrfb+fPdg3Bqe9vdtpfoPgWlVMllHLK9lRa0T+PQ7mPHL6poGGP7/okoDzf8BOUqufKx/NqRffB/Xe0O6Jvm2Ws+nyDdp6CUKl0R0VCtqb3lp7Cisfar44sGQHh5uPITLQgFKVfZdpw3pbftUXXYDK/s59GioJQqfSUuGlugyXlQ43Tf5gw0tdraS+N+9V+Y9xx0u6fUJ6FFQSnle0UVDVWwhGth86+wcwVkZ5f61oIWBaWUCiQiMGAShEZ45fBULQpKKRVowiK99tZ+cgqjUkopf6BFQSmlVC4tCkoppXJpUVBKKZVLi4JSSqlcWhSUUkrlCui+j0RkN3AyF2muCiQXOZbvaa6S0Vwlo7lKJhhz1TPGVMtvQEAXhZMlIosK6hTKTZqrZDRXyWiukilrubT5SCmlVC4tCkoppXKV9aLwqtsBCqC5SkZzlYzmKpkylatM71NQSil1rLK+paCUUspD0BcFEQl3O4NSSp0oES/0j12IoC0KYo0B7sh57G4iy8nVV0Squ50lLxFpLCJRbufIS0SaiUh5t3PkJSKhzl+/+G3lEJFGIlLO7Rx5iUi8iMS4nSMvEblYRE78gsde4Cwn7hSR2sbHbfxBWRRE5ArgJ+Aq4AoAX8/Y/IjIQGANcCswRUT84tqDIjJARDYAjwKvi0ic25kARKSPiOwAngI+FJGqbmcCEJGrRWQp8B+3s3gSkWEisgp4BvhYRPzieilOruXAWOz3GOF2phwi8gjwGjDU7Sw5ROQq7PKrLXBAtxROkFNZw0TkOuAG4F5jTENgqz8sfJ01kWuBa4wx5wPhQAtnmGtrmk4BuB643BhzGbALeEBEmriVyckVCVwEXGGMGQBsA+4QkTYu52oG3Ax8CXQVkYbGGCMirv4viciFwE3AdcaYi4Hy2P8D3MwmIuc7uUYaYy4CGgH9nWFu/u5z5slh4C2gmYi0zzPMjVxnAVOBu40xVxljDuSs0PpqfgVFURCRWGNlAjOMMd2MMQtFpDlwEHDlxycisR4PM4AY4BTncTZQU0RqupwL7PzJdu5/AAwCLvD1Gl1OcwyAMSYdaALkbNY/g/29nusUDLdyrcVuff4PWI3d6sMYk53/q32Ty8lypTHmN+fxBGCgG9ny5JpjjOlqjPlFRCoCfzvjiK+33vPkypl2KJAKJOEUKzfnlzHmF+B3oLkzbJSI9BeRGF/Nr4AvCiIyClgqIk+LyHBjzH4RCXV+dGuA+kAbZ1yffd48ua4wxhwE3gUuF5FdwGYgHngM6OlSrsuNMXuBFcBwEakMJACLsMXrVB/mehR4WESqOY9DgE+BxiISYYxZDywBagE+u9p73lwAxpg/nfn2KdBIRLp6ZPZ1rpx9U1uMMZ79gDUEFvgqTz65cuZXuvN8DeBrIAW70vGMs9XlVq4QZ827AvAe8A12Je1/ItLHxVwAI4C3RCQRqATchg/nV0AXBRE5F7gA6IX9UseLSLwxJgu7BgAwDTgbfLcGkE+uZ0SklTHmDewPcJoxZgRwJ7APu0ntRq7nnGaiydgtmXeBs4BHgDP5d23Km5kiReR+YDi2SLaF3O9qExAHnOOMPgdohQ9+twXlcoblbHmuwbb93pSTOc/aqC9ytXGmnbPwzdmPcArOWrkvFPE9YozZCVxgjLkcu3XVBFu43MqV5ax5G2xhaAUMAPoC69zK5WRbhp1H1xljRgHDgJpAPW/nggAvCth2+aXGmH+MMT8BLwJPAjhNSWDXVPY7+xx89Xnzy/W0M2wvkCUilZ2tB8G2/7qR6yXgOWPMJmPMf7E/wmHGmFXYzWlf7HA+im2fbwH8BpwjIjlFch6wE+gl9iiMZOw+j9NcytUAjjlo4RAwA0gVkcdE5GnslqkruZxsOb/7VsA8EWkiImPE+0fXFJrLybbf+bsX+z1W9nKmQnOJPdIuHNuGfwfwhDNuNzdzARhjXjbGLHbu78YuN3xyAEigF4XyQBXny8UYMx67CTjEY5y12J27xodthfnlOkVE+gM7gBrYrYfnsGvtC13K9QRwqogMdR7vEJE6IjIJ23Tk9TUm5zv50xhzCPgQqA0kiEiURxNNFvCuiLwKtMM2I7mRq0PO/gwRCXGKQxp2ATwS2G2M2eByLhGRutgFyFjsPqJkY8wet3M5f+NE5FnsFs4f3sxURK4oY0yak2GcMaaDMWYCkAhsdDFXfvPrOezWhNfnV044v78BzQsZ9isw2OPxpcCvHo9DsWsBYTjderiU63JgnnO/EfYfdiwQ7Wfz6zNsc1J5X+byGOcm4GWgbZ7nB2Kb22JcztU6z/NTsIc0uj2/Wns81xjbLPkMUM4fcmG3iOOBH7Bbzj793eeTq10Bw0t1GXGS32MD4HvsQQOlPr8KzOKrCZ3EDH0J+Aeo7/FcCBDp3L8U+DlnOFAXmOSNf9JSyPVyzpfrjR/fSc6vGOexV+ZbIblCnPuhzt8KzriXY4/yGeTS91hUrsHO86W+0D2JXFdi28QFqOVnufo5z1fzo1xXABc5z/v6/7Go+dXfeb6KN3IVdvO75iOPnXg54rBrPT1zNq2MMdnGmHQRaYjd9JoDPCgit2B7Dgw1xhz2w1whxm4uYpxv3E9yhRpjUp1xS2W+lSBXtpMr1nnuAPAXtlCNAY6URh4v5DrsPF8q+Uoxl3Fs86Ncj+Ac8mxs+7i/5BqDc3SUC/+PRc2vLOd5rzb75cvXVaiIqioe93Mq6G3Yk3B+Alp6DL8Peym6LkBF7FEzbwH3aK6Ay7UDOB+7htsMe9TMaM2luTSX729+cRo8gIjcCvQQkbnAR8aYbWJPnuqDPWyrJnCpiCzEHqp4AGhsjNnnvMUvIvKbsYejaq7AytU8J5eIbARaGWeLSnNpLs3lY25XJadqXoTds34O8CYwEWdHEDDW+XsZdkauwaOdDbsj2VvtgZrLd7nC/PT3pbk0V0DmOtGbX1xkR0TGYw/PekNE6gGDsVX0ehFZhG1XjsWeeZuJ7UclTcS7p8prLs2luTRXoOY6UT7d0Zx3J4zH47+xe90x9lT9r4BKItIJe/jaAmNMG2PMldgzNZs743pl55Dm0lyaS3MFSq5S58vNEiCigOfjgM+BAc7jitieKO/DOXTLY9wozaW5NJfm0lzeuflkS0FEOonIdOxZvC3k34uT5Ozo3oc9c3Wks0m1H4h2ZmC22A7uQgCMPQtRc2kuzaW5ynQub/FFx2LVsTtevgb2YC9Mci0c009LOWAWsB14VURqYTuIynTGyzKl3EWF5tJcmktzBWour/L2pgi2b5/3nfvRwHnYjqCaOc89jp2hbbGbYY9jT656GedYX82luTSX5tJcvrl5YyYOBEYDfZ3H1bBn6jVyHsdhz9h7CttB23s5wzzewxv9yGguzaW5NFdA5vLlrTRnZjVgJrZfnRHYrnFz+ocZD7zg3A/BXt/gNSDO4/UhpZVFc2kuzaW5giGXG7fSnKln4tFlArZTpwXO/dbAt0BP53Fz7N76nM7hvDZDNZfm0lyaK1BzuXE7qW4uROQq7GUlFwKLsb0B5lxzdDWwyhl1BbZf9xdEZCDQA9vfRziU/hXRNJfm0lyaK1Bzua3ERUFEBHsCxnvYng83YDt8+o8xZqeIhBpjskSkOfZ43ZyZNtXZkz8K2/nTDcaYlFL6HJpLc2kuzRWwufxKCTexcnr+awK869wPw/YD/kmecd4GLnHun+LxHvmeAHIyN82luTSX5grUXP52K9aWgnOSxqNAqIh8jb0gRE5/35kicjuwTUS6GWPmOi9LBf4RkUeBi0WkjzEmyRiTUZxpai7Npbk0VzDn8lvFqK7dgGXAK9jNrJ+x3cFuBjp4jDcS+Cmn2mKvXbsJeAEvXG1Jc2kuzaW5AjWXP9+KM1O7AFd6PH7ZmYFXA4ud50Kw7XQfAfWw1yB+gQKug1pKX7bm0lyaS3MFZC5/vhVnppYHIvm3rW0Y8KRzPxG4zbmfAHzgs+CaS3NpLs0VoLn8+VZk30fGmMPGmHTz7xW6egE511m9BmguIl8C72MP68rvOqWlTnNpLs2luQI1lz8r9iGpzrG7BqiBPXED4CD2lPCWwD/GmK3g237CNZfm0lyaK1Bz+aOS9JKajT1ZIxmId6rrQ0C2MWZ+zgx1gebSXJpLcwVqLv9TkrYm7Kng2cB84Dq32740l+bSXJor0HP5261E12gWkdrYPkGeN8akl6T4eJPmKhnNVTKaq2Q0V2ArUVFQSikV3HxyOU6llFKBQYuCUkqpXFoUlFJK5dKioJRSKpcWBaWUUrm0KCh1EkRkjIjcXcjwgSLSwpeZlDoZWhSU8q6BgBYFFTD0PAWlSkhEHgCuArZgO1dbDOwHbgQigPXYk6TaAF86w/YDg5y3mARUAw5jL+u41pf59CY80AAAATJJREFUlSqMFgWlSkBE2gNTgY7YDiWXAJOBN40xe5xxHgd2GmNeEpGpwJfGmBnOsNnACGPMXyLSEduN87m+/yRK5a/YvaQqpQB70ZZPjTGHAUQkp8fNlk4xqATEALPyvlBEYoDOwHSP3pkjvZ5YqRLQoqBUyeW3eT0VGGiMWSYiVwPd8xknBEgxxrTxXjSlTo7uaFaqZH4GLhKRciISC/R3no8FtotIOPbqXjkOOsMwxhzAXgx+CNiLuYhIa99FV6pouk9BqRLy2NG8CUgCVgOHgHud51YAscaYq0XkLOA1IB0YjO26+RWgJrZ//w+MMY/6/EMoVQAtCkoppXJp85FSSqlcWhSUUkrl0qKglFIqlxYFpZRSubQoKKWUyqVFQSmlVC4tCkoppXJpUVBKKZXr/wHIn+M6uZkb0AAAAABJRU5ErkJggg==\n", @@ -907,9 +7097,16 @@ "panel = pn.Column(pn.Row(title), tabs, width=900)" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 4: Panel Display" + ] + }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 18, "metadata": {}, "outputs": [ { @@ -921,18 +7118,18 @@ "data": { "application/vnd.holoviews_exec.v0+json": "", "text/html": [ - "
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