{ "cells": [ { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Tutorial 8: Machine Learning with `SQuADDS`\n", "\n", "In this tutorial, we will walk you through how to use SQuADDS to create ML interpolation solutions.\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Collecting Training Data from `SQuADDS`" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For this tutorial, we will be trying to predict the design space variables of a qubit-cavity system." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "from squadds import SQuADDS_DB, Analyzer\n", "import pandas as pd" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "faa412c5f85648bc902136c3051f9d6e", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Downloading readme: 0%| | 0.00/2.75k [00:00\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
cavity_frequency_GHzkappa_kHzg_MHzanharmonicity_MHzres_typequbit_frequency_GHz
06.920735163.433945102.199270-194.264031quarter4.621651
16.468747127.17554367.947060-288.056418quarter5.514262
26.96529735.66624573.162768-235.346921quarter5.039644
35.806681153.07440290.698935-160.933514quarter4.241134
45.88943997.82350484.702197-219.068857quarter4.879756
55.762119211.77848069.241372-280.304835quarter5.448084
\n", "" ], "text/plain": [ " cavity_frequency_GHz kappa_kHz g_MHz anharmonicity_MHz res_type \\\n", "0 6.920735 163.433945 102.199270 -194.264031 quarter \n", "1 6.468747 127.175543 67.947060 -288.056418 quarter \n", "2 6.965297 35.666245 73.162768 -235.346921 quarter \n", "3 5.806681 153.074402 90.698935 -160.933514 quarter \n", "4 5.889439 97.823504 84.702197 -219.068857 quarter \n", "5 5.762119 211.778480 69.241372 -280.304835 quarter \n", "\n", " qubit_frequency_GHz \n", "0 4.621651 \n", "1 5.514262 \n", "2 5.039644 \n", "3 4.241134 \n", "4 4.879756 \n", "5 5.448084 " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "seed_data_df = pd.read_csv('data/seed_data.csv')\n", "seed_data_df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we generate the training data using this `seed_df`" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Time taken to add the coupled H params: 4.568953037261963 seconds\n", "Target parameters have already been computed.\n", "Target parameters have already been computed.\n", "Target parameters have already been computed.\n", "Target parameters have already been computed.\n", "Target parameters have already been computed.\n", "Training data saved to data/training_data.parquet\n" ] } ], "source": [ "from squadds.interpolations.utils import generate_qubit_cavity_training_data\n", "\n", "training_df = generate_qubit_cavity_training_data(analyzer, seed_data_df,\"data/training_data.parquet\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see the `training_df` has information about both the design space variables (**our targets**) and its corresponding Hamiltonian parameters (**our features**).\n", "\n", "Now, we are ready to train an ML model!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Preprocessing the Training Data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's first import the usual \"suspects\" in the ML world." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import joblib\n", "from huggingface_hub import hf_hub_download\n", "import seaborn as sns\n", "\n", "import joblib\n", "import tensorflow as tf\n", "from sklearn.model_selection import KFold\n", "from sklearn.preprocessing import PolynomialFeatures, StandardScaler\n", "from tensorflow.keras.callbacks import EarlyStopping, ModelCheckpoint\n", "from tensorflow.keras.layers import BatchNormalization, Dense, Dropout\n", "from tensorflow.keras.models import Sequential\n", "from tensorflow.keras.optimizers import Adam\n", "\n", "from sklearn.model_selection import train_test_split\n", "from sklearn.metrics import r2_score" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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claw_lengthcavity_frequency_GHzkappa_kHzECEJqubit_frequency_GHzanharmonicity_MHzg_MHzcross_lengthcross_gapground_spacingcoupling_lengthtotal_length
0160.08.963333282.9854740.11946516.3462433.829124-128.9290252.250558310.030.010.0200.02700.0
1160.06.911806689.3942090.11946516.3462433.829124-128.9290240.291451310.030.010.0500.03400.0
2160.08.968642205.6096150.11946516.3462433.829124-128.9290252.281505310.030.010.0200.02700.0
3160.06.76768836.3371030.11946516.3462433.829124-128.9290239.451337310.030.010.0100.03900.0
4160.06.576639136.6788080.11946516.3462433.829124-128.9290238.337641310.030.010.0230.03900.0
\n", "
" ], "text/plain": [ " claw_length cavity_frequency_GHz kappa_kHz EC EJ \\\n", "0 160.0 8.963333 282.985474 0.119465 16.346243 \n", "1 160.0 6.911806 689.394209 0.119465 16.346243 \n", "2 160.0 8.968642 205.609615 0.119465 16.346243 \n", "3 160.0 6.767688 36.337103 0.119465 16.346243 \n", "4 160.0 6.576639 136.678808 0.119465 16.346243 \n", "\n", " qubit_frequency_GHz anharmonicity_MHz g_MHz cross_length cross_gap \\\n", "0 3.829124 -128.92902 52.250558 310.0 30.0 \n", "1 3.829124 -128.92902 40.291451 310.0 30.0 \n", "2 3.829124 -128.92902 52.281505 310.0 30.0 \n", "3 3.829124 -128.92902 39.451337 310.0 30.0 \n", "4 3.829124 -128.92902 38.337641 310.0 30.0 \n", "\n", " ground_spacing coupling_length total_length \n", "0 10.0 200.0 2700.0 \n", "1 10.0 500.0 3400.0 \n", "2 10.0 200.0 2700.0 \n", "3 10.0 100.0 3900.0 \n", "4 10.0 230.0 3900.0 " ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "training_df = pd.read_parquet(\"data/training_data.parquet\")\n", "training_df.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Although there should not be any duplicates in the training data, we will remove them just in case." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "training_df = training_df.drop_duplicates()\n", "\n", "# reset the index\n", "training_df.reset_index(drop=True, inplace=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can split the data into features (`X` - the Hamiltonian parameters) and targets (`y` - the design space variables)." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "hamiltonian_parameters = ['qubit_frequency_GHz', 'anharmonicity_MHz', 'cavity_frequency_GHz', 'kappa_kHz', 'g_MHz']\n", "design_parameters = ['cross_length', 'claw_length','coupling_length', 'total_length','ground_spacing']" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "X = training_df[hamiltonian_parameters].values # Hamiltonian parameters\n", "y = training_df[design_parameters].values # Design parameters" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, we can split the data into training and testing sets." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.15)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Polynomial features help capture non-linear relationships by generating combinations of input features ($n$) raised to powers up to a specified degree ($d$). \n", "\n", "The resulting feature set includes original features, squared terms, and interaction terms (size $ \\binom{n+d}{d}$), allowing linear models to fit more complex patterns. \n", "\n", "We will use the `PolynomialFeatures` class from `sklearn.preprocessing` to generate polynomial features." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['models/poly_transformer.pkl']" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "poly = PolynomialFeatures(degree=3, include_bias=False)\n", "X_train_poly = poly.fit_transform(X_train)\n", "X_test_poly = poly.transform(X_test)\n", "\n", "# Save the polynomial feature transformer\n", "joblib.dump(poly, 'models/poly_transformer.pkl')" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "((17268, 55), (17268, 5))" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_train_poly.shape, X_train.shape" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, we need to normalize both the features and the target values. This ensures that all data is on the same scale, which helps the model learn more effectively. We use `StandardScaler` from `sklearn.preprocessing` to do this." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['models/scaler_y.pkl']" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Normalize the data\n", "scaler_X = StandardScaler()\n", "scaler_y = StandardScaler()\n", "\n", "\n", "X_train_poly = scaler_X.fit_transform(X_train_poly)\n", "X_test_poly = scaler_X.transform(X_test_poly)\n", "\n", "y_train = scaler_y.fit_transform(y_train)\n", "y_test = scaler_y.transform(y_test)\n", "\n", "\n", "# Save the scalers\n", "joblib.dump(scaler_X, 'models/scaler_X.pkl')\n", "joblib.dump(scaler_y, 'models/scaler_y.pkl')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## ML Model Training:\n", "\n", "### Simple Deep Neural Network (DNN)\n", "\n", "We'll begin with a simple deep neural network (DNN) to predict the design space variables (`y`) from the Hamiltonian parameters (`X`).\n", "\n", "- The model consists of three hidden layers:\n", " - 256, 128, and 64 neurons, respectively.\n", " - Each layer uses ReLU activation.\n", "- To improve generalization and reduce overfitting:\n", " - **Batch Normalization** is applied after each layer.\n", " - **Dropout (30%)** is applied after each layer.\n", "- The output layer matches the number of design variables.\n", "- The optimizer used is **Adam** with a learning rate of 0.001, and the loss function is **mean squared error**." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "def simple_dnn_model(neurons1=256, neurons2=128, neurons3=64, learning_rate=0.001):\n", " model = Sequential()\n", " model.add(Dense(neurons1, input_dim=X_train_poly.shape[1], activation='relu'))\n", " model.add(BatchNormalization())\n", " model.add(Dropout(0.3))\n", " model.add(Dense(neurons2, activation='relu'))\n", " model.add(BatchNormalization())\n", " model.add(Dropout(0.3))\n", " model.add(Dense(neurons3, activation='relu'))\n", " model.add(BatchNormalization())\n", " model.add(Dropout(0.3))\n", " model.add(Dense(y_train.shape[1])) # Output layer with the same number of neurons as output features\n", " optimizer = Adam(learning_rate=learning_rate)\n", " model.compile(optimizer=optimizer, loss='mean_squared_error')\n", " return model\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, we will train the DNN model on the training data for up to 500 epochs.\n", "\n", "To ensure we save the best performing model, we have added a **ModelCheckpoint** callback that saves the model whenever the validation loss improves.\n", "\n", "Additionally, we’ve added an **EarlyStopping** callback to stop training if the validation loss doesn’t improve for 10 consecutive epochs. This helps prevent overfitting and reduces unnecessary training time by restoring the model's weights to the best epoch." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Epoch 1/500\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/Users/shanto/anaconda3/envs/lfl_qp/lib/python3.9/site-packages/keras/src/layers/core/dense.py:87: UserWarning: Do not pass an `input_shape`/`input_dim` argument to a layer. When using Sequential models, prefer using an `Input(shape)` object as the first layer in the model instead.\n", " super().__init__(activity_regularizer=activity_regularizer, **kwargs)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 1ms/step - loss: 1.2538 - val_loss: 0.2215\n", "Epoch 2/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.3658 - val_loss: 0.2076\n", "Epoch 3/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.3165 - val_loss: 0.1932\n", "Epoch 4/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.3095 - val_loss: 0.1919\n", "Epoch 5/500\n", "\u001b[1m864/864\u001b[0m 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"Epoch 80/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.2001 - val_loss: 0.0814\n", "Epoch 81/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.2048 - val_loss: 0.0773\n", "Epoch 82/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.2032 - val_loss: 0.0664\n", "Epoch 83/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 975us/step - loss: 0.1995 - val_loss: 0.0711\n", "Epoch 84/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.2018 - val_loss: 0.0858\n", "Epoch 85/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 953us/step - 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\u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 957us/step - loss: 0.1964 - val_loss: 0.0719\n", "Epoch 109/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.1930 - val_loss: 0.0703\n", "Epoch 110/500\n", "\u001b[1m864/864\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.1893 - val_loss: 0.0655\n" ] } ], "source": [ "# Define callbacks for early stopping and model checkpoint\n", "model_checkpoint = ModelCheckpoint('models/simple_dnn.keras', save_best_only=True, monitor='val_loss', mode='min')\n", "early_stopping = EarlyStopping(monitor='val_loss', patience=20, restore_best_weights=True, mode='min')\n", "\n", "# Train the model on the entire training data with callbacks\n", "dnn = simple_dnn_model()\n", "history = dnn.fit(X_train_poly, y_train, epochs=500, batch_size=16, verbose=1, validation_split=0.2, callbacks=[model_checkpoint,early_stopping])\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Training Evaluation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's look at the training history to see how the model performed during training." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "history_df = pd.DataFrame(history.history)\n", "history_df.to_csv('models/dnn_training_history.csv', index=False)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot training & validation loss values\n", "plt.figure(figsize=(10, 5))\n", "plt.plot(history.history['loss'], label='Train Loss')\n", "plt.plot(history.history['val_loss'], label='Validation Loss')\n", "plt.title('Model Loss')\n", "plt.xlabel('Epoch')\n", "plt.ylabel('Loss')\n", "plt.legend(loc='upper right')\n", "plt.savefig('figures/dnn_training_validation_loss.png')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, we can evaluate the model on the test data." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[1m96/96\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 867us/step\n" ] } ], "source": [ "# Evaluate on the test data\n", "test_mse = dnn.evaluate(X_test_poly, y_test, verbose=0)\n", "\n", "# Predictions\n", "y_pred = dnn.predict(X_test_poly)\n", "\n", "\n", "# Inverse transform the predictions and actual values to get them back to original scale\n", "y_pred = scaler_y.inverse_transform(y_pred)\n", "y_test = scaler_y.inverse_transform(y_test)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot predicted vs actual values for each target variable\n", "plt.figure(figsize=(15, 10))\n", "for i in range(y_test.shape[1]):\n", " plt.subplot(2, 3, i + 1)\n", " plt.scatter(y_test[:, i], y_pred[:, i], alpha=0.5)\n", " plt.plot([min(y_test[:, i]), max(y_test[:, i])], [min(y_test[:, i]), max(y_test[:, i])], 'r')\n", " plt.title(f'Target Variable: {design_parameters[i]}')\n", " plt.xlabel('Actual')\n", " plt.ylabel('Predicted')\n", " plt.grid(True)\n", "plt.tight_layout()\n", "plt.savefig('figures/dnn_predicted_vs_actual.png')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Cool to see that such a basic model can generally capture the trends in the data (sort of haha). Of course, we can always improve the model by tuning the hyperparameters, adding more data, or using more sophisticated models." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's see how the model performs on some different data points so that we can compare it to the scaling interpolation algorithm and the closest simulation results. First, lets load the test dataframes." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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qubit_frequency_GHzcavity_frequency_GHzanharmonicity_MHzkappa_kHzg_MHz
04.6216516.920735-194.264031163.433945102.199270
15.5142626.468747-288.056418127.17554367.947060
25.0396446.965297-235.34692135.66624573.162768
34.2411345.806681-160.933514153.07440290.698935
44.8797565.889439-219.06885797.82350484.702197
55.4480845.762119-280.304835211.77848069.241372
\n", "
" ], "text/plain": [ " qubit_frequency_GHz cavity_frequency_GHz anharmonicity_MHz kappa_kHz \\\n", "0 4.621651 6.920735 -194.264031 163.433945 \n", "1 5.514262 6.468747 -288.056418 127.175543 \n", "2 5.039644 6.965297 -235.346921 35.666245 \n", "3 4.241134 5.806681 -160.933514 153.074402 \n", "4 4.879756 5.889439 -219.068857 97.823504 \n", "5 5.448084 5.762119 -280.304835 211.778480 \n", "\n", " g_MHz \n", "0 102.199270 \n", "1 67.947060 \n", "2 73.162768 \n", "3 90.698935 \n", "4 84.702197 \n", "5 69.241372 " ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "test_data = pd.read_csv(f\"data/test_data.csv\")\n", "test_data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using the trained model to predict the design space variables for the test data." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[1m1/1\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 10ms/step\n" ] } ], "source": [ "# Extract input features\n", "X_test = test_data[hamiltonian_parameters].values\n", "\n", "# Transform input features\n", "X_test_poly = poly.transform(X_test)\n", "X_test_poly = scaler_X.transform(X_test_poly)\n", "\n", "# Make predictions with the DNN model\n", "y_pred_dnn = scaler_y.inverse_transform(dnn.predict(X_test_poly))\n", "\n", "# save the predictions for future use\n", "np.savetxt(\"data/y_pred_dnn.csv\", y_pred_dnn, delimiter=\",\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Loading the corresponding scaling interpolation and closest simulation data points for comparison." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "interp_df = pd.read_csv(\"data/scaling_interp_data.csv\", index_col=0)\n", "interp_df.columns = ['total_length', 'coupling_length', 'cross_length', 'claw_length', 'Ej', 'ground_spacing']\n", "\n", "# Sort to match the order of target_names\n", "scaling_interp_pred = interp_df[design_parameters].values" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "closest_df = pd.read_csv(\"data/closest_sim_data.csv\", index_col=0)\n", "closest_df.columns = ['total_length', 'coupling_length', 'cross_length', 'claw_length', 'ground_spacing', 'Ej']\n", "\n", "# Sort to match the order of target_names\n", "closest_results = closest_df[design_parameters].values" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Moments of truth! Let's see how the model performs compared to the scaling (physics) interpolation and closest simulation results." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "image/png": 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YGMiLL77I4sWLmTdvnlOaIvj284dIkRN4nGXLllFSUiJv33rrrU4h8R06dKC4uJj58+ejUCho1KgRhw8frjBn+/bbb5dbRbZr105+PSUlhfXr18vb4eHh/PjjjzRq1Eh+rU+fPjz//POyoiktLeXrr7/m1VdfBXC6wY2JieHhhx+Ww3lbtWpF9+7deeONN0hISCApKclJflFRkdN53nnnnU4r1B07diQiIoKjR4/SokULmjdv7rWwyF9//dVpxeOJJ55gwoQJ8nbPnj0pLS2VlfKWLVs4c+YMMTExFR5PrVYzd+5cOf+4Xbt2REdHc+edd8pjTp8+7bSPPcfczpNPPul0Dtdeey0qlYply5ZVKDMpKcnlATI4OPiSxRPt5+qY+pGYmMiQIUPkbceHH4FAcPlxp81wpHXr1rz88sscPXqUtLQ0vvzyS4KDgwGbjg8PD2fUqFHyeMcFiEGDBvHuu+/K25s3b5b1T/moHYCsrCxOnjxJs2bNyM3NdYre9Fb00g8//OC02v7GG284pVf07t2bu+66i4MHDwI2W/HKK69UWI8JbDp34cKFREdHA9CmTRvUajVPP/20POZSuv+tt95yOoeePXsyduzYCudQo9GQlJTE3r17nV4PDw+/pO4PCQnhu+++kx1grVu3JjQ0lAceeEAeI3S/QFB7aqune/fu7RRlolAomDZtGv3795df69y5MwkJCbzxxhvya9OmTXO6d/ME9957r5PMDh06EBIS4uR8X7JkSYVpau6gS5cuzJ07V3YqtWnThoyMDKdIF0cdm5WV5RSZ4+/vz7x58+RFX/uzy4gRI8jLy/PIOVfF5s2bOXXqlLw9cuRIp0Xsrl27olAo5AX7lJQUdu3aVWWpjk8//dTpu9KiRQsGDhwoR9FdygaNHDnSyTHasWNHgoODK42EjouLc6nVWt3i7Z9//jl9+vSRt9u1a0e/fv3k340v2yARwSTwOOVXch1v4O08+uijfP/99/z999/89ttvlT4olC+saqf8Sua//vUvJ+cS2IzYv//9b6fXHD3dbdu2lf9PS0vjxhtvZOrUqWzZsgW9Xk9ISAgfffQRTz75JMOHD3eq/ZSUlOTkMHrttdeYOHEiP/74I6mpqcBFwzV69Gh69OjhNQdT+dWOiubQsR6VJEkuqYiO9OrVy6Xodvv27Z0eShxvOiRJcnpAUKvVTjf5dh577LEqrqJ2dO/e3aWuSNOmTeWHSsAl3FggEFxe3GkzHGnRogVjx47l3XffZeHChbIesFqtHDp0yCVE3jGkPy4uzkmX2G/qS0tLndKy7c4Xx+vYsmWL0wqutxxMjrpfqVRy4403Or2vUqmczqWkpER2NlXETTfd5HR9gMuDgKPuz8/Pl+0fQFRUFLfccovLOTz66KPVuJqaMWzYMJfoqvLRq0L3CwS1p7Z6eteuXU7O+549ezo5DOzcc889NGvWTN4+cuRItcpQ1IXHH3/c5bV//etfTsWY9+3bd8mUwNoyZswYp4glqFrH7t27F0mS5O1Bgwa5ZBQ0aNDAaQHYm1Tn+WPYsGFO21WlySUmJrp8V6Kjo52exxznB3Cpj/jwww+7HPfhhx+utDlRbWnWrJmTcwkgKCjI6Vx92QaJCCaBxynvTa6okGjDhg0rTXNypLzitON4Ews2x0JFNG7cmNjYWNLT0wFb7YnS0lICAgJ44IEH+OWXX+QuFidPnmTGjBlywepWrVrRt29fhg8f7pLeEBQUxJNPPsmUKVMAMJlM/P777/z+++8ARERE0K1bNwYNGsSwYcMq7XLgCRxXD4BLFtEDnNI/ylPZZxAcHCw/kDmumhcXFztFeDVt2pSgoCCX/ZOSktDpdOj1+kueX3WpbIUhMDBQPidP3SgIBILa4U6bURFms5mtW7eyfft29uzZw6FDh1xuSgGnG3eAgQMHkpycDNhugo1GI7t378ZkMgG2G9077rhDruW3a9cu7rzzTqf0uNDQ0Es2UnAXjrrfarVWGsrvSEpKilO9KUcq0v0hISFO2466PyMjw+m9li1bVti1s3379pc8r5pS0XcmMDDQaVvofoGg9tRWT5e/X+/WrVuFx1coFHTt2tUpyiM5ObnS6PqKKK/DqyIyMtJlYRpAp9ORkJAgdxUrKysjPz+fBg0aVPvY1cXRoWanKh1rf16xU96JbscTOrY6lH/+qMi5Ux67ja2IiuYHcOqAXb5G1rlz5+T//f39SUxMdNk/KCiIhIQEjh07dsnzqy5VPX/Y8WUbJCKYBB6nvMOgLpE7jkrEkYKCAqft8gq5qmPYU+MiIiL44YcfuPnmm1082RaLhYMHD/K///2PW2+9lccff9ylIOqjjz7Khx9+WOFNeG5uLmvWrOGll15iwIABHsvhrojaeMirqg9VkXMIqLTdZvnPv3x3h+ocu7ZUdrzyK0QCgeDKwZ02ozwrV65kwIABPPLII8ycOZNdu3ZRUlKCv7+/UxRrRTjWYSopKWH37t1OqV3du3enZ8+e8vbOnTuRJMkphaF///5e0z/e0P1VtVkuL78y3e8YUeouKpIl9L5A4D5qq6fL65jK7usBwsLCqtzXkYqcSTUpyF1ZajC46r6KFiTcQUW6sKrImureX3tCx1aH2tig8iVHHKnsOqo7R4GBgZV2IxTPH+7l6rhKwWWlvMIrKiqqdQRPZQag/EpCVUaovDPK0bhFR0czZcoU/vOf/7Bx40a2bNnCrl27XLzw69ev5+mnn2b+/PlOr99yyy3ccsstHDhwgD///JPt27ezf/9+l7SBf//73zRo0MCl4JsnKG/0v/vuOxejXZ6qHHTVbQdup/xnVpXBcXe4aE3PVSAQXH7caTMc+fPPP3nuuefkB5GWLVsycuRIunbtSsuWLcnIyKiyxkenTp2IiIiQFxe2bNniFM7fs2dPunTpgp+fH0ajkfT0dNatW+dUP85b6XFg0/32FVJ/f3+XWhQVERERUel7NdWn5T+zyqJTq3qgqC1C9wsEnqW2erp86mr5e3JH8vPznbarujc1m80ujobS0tJLnk9lshwpf2/qbmeEnYoiPKui/HxXdg/tCR1bHco/f3z88ccuJTbKUz7S1JHa6HWtVivbnpKSEiRJqtDJJJ4/3ItwMAk8TtOmTTl8+LC8feTIEZc6DidPnmTy5MkkJSXRvHlzOnfuTIsWLVyOVZmXunx3mB07dlSYhnD27Fk5PQ5s4ZblHSBFRUWUlZUxYsQIucNabm4uGzdu5P3335cfLnbs2MGpU6ec8mmtVitnzpyhdevWtGvXjgkTJmA2mzl06BDffPONHLkkSRI//fSTVxxMsbGxTmGfkiS5hG6eOXMGhUJBkyZN3C4/NDSUoKAgWXmnp6dTVFTkshKRnJxcZXpcZasOAoHAt3CnzXBk+vTpsnMpKiqKH374wekG/VLpuUqlkgEDBsittf/44w+n9A17bb1OnTrJkU2OxWH9/PyqVSvKXcTGxsppHQaDAZ1O55ICkpaWRmBgoMv8uoPyqSxHjhzBarW6PEQ51rCqCKH7BYIrj9rq6fL365XV3KmoHqijc6J8JIher3dZPK1J9zS9Xs/Ro0ddHCBlZWVOel6n011ykdZblNexldXQK98owVuU/6xNJpPL80d2djYlJSU0bdq0xg626hATEyM/AxkMBpKTk13uFQoLC11SNx0RNqjmiBQ5gccpXw/pu+++cxmzZMkSNm/ezLx583j99ddd2kzaqexHPnToUKftb775xqX+gyRJco0kO/bV5FOnTjF27Fj69evHtddeyyOPPOKUGxsREcFtt91G586dnfa3O5u+/PJLbrnlFjp16sSQIUOcisWq1Wo6dOjgkntcPsXOU5Sf/6+//tppW5Iknn/+eQYOHEjXrl255557OH78uNvkKxQKunTpIm+bzWa5Y4QjX3zxRZXHKW94fDl3WSC4mnGnzXDkyJEj8v9ardZldbWqtvd2HNPkUlJSZD3UuHFjebHBMU3O0bnfs2fPKlOE3U35eZw5c6bTttFo5KGHHqJfv3706NGD+++/3612KSwszOlh4vz58/zyyy9OY8xms1yzqjLK232h+wWCy09t9XTXrl2dopi2bdvGn3/+6bLv999/7+TYadeunZODvPwi5YkTJ5y2i4qK2Lp1a42uqaL70EWLFjk1fOjcubNHHCG1ofy5bNiwgbS0NKcxmZmZLFmyxMtnZqP8d2TOnDkuaYvvvvsu119/PV26dOGOO+5g27Ztbj2H8jUFHTsY2vnf//4n11KsCPH8UXOujF+IwKe59dZbnUIe7ellO3bsYP/+/XzxxRdOTg+NRuPSaeZStGrVykmJ5OXlMWrUKBYtWsSRI0fYsmULjz/+OCtWrJDH6HQ62enTpEkTUlNTycrKAuDo0aM8+uijrFu3jiNHjrBz506mTJnChg0bnM7TXm8pPDyco0ePYjAYAHj11VeZOXMm//zzD4cOHWLFihW8/PLLTud8qdV2d3HzzTc7RWmtX7+e8ePHs2nTJvbu3cvLL7/Mnj17AFuIaGZmZqWFvGvLHXfc4bQ9bdo0pkyZwoEDB9i+fTtPPvnkJR/uyocC7969m927d7Nq1aoqQ5sFAkH9wlM2w9GhdPr0aV5++WX27t3Ltm3bmDRpEv/73/+cxld0w9mnT58K6w453kg7Opgc8WZ6HMCdd97p5Jz59ttveeWVV9i2bRu7du1i4sSJclem/Px8TCZTlSlytaG87n/99deZMWMGhw8fZtOmTTz44IPs3r27ymOUT5nYsmUL+/btY+nSpU7d+QQCgfeorZ5Wq9VOHeckSeLJJ59k2rRp7N+/n3/++Yd3332XyZMnO8l76qmnnLYTEhKctt955x1Onz6NJEkcOnSIhx9+mLy8vBpd05o1a5gwYQLbt2/n4MGDTJs2jffee89pzMiRI2t0TE8SFRXlFBVrMBh44IEH+PXXXzly5Ai//PIL995772W7Rx4wYABRUVHy9uHDh7n//vtZt24d+/fv54MPPpCfy0pLS0lNTb1kCl1NKW+DlixZwquvvso///zD7t27+c9//uOy8F6e8s8fx44dY+vWraxfv96l2L3AhkiRE3ickJAQXnnlFV577TX5tdWrV7N69eoKxz/44IO1StX68MMPueOOO2RFmpmZ6STTEaVSyQcffCDXblKr1bzyyitOBuyvv/7ir7/+qlTeXXfdJYfJ3nnnnSxatEgOT9Xr9S7RUo4EBgYyevTomlxerWnQoAHPPPOMk5Fct24d69atq3D8q6++6vZ2nTfccAPdunWTQ6ElSWLmzJlOK+qBgYGYTKZKVxFiY2NRKBRyisuZM2e49957AdtKV/noMoFAUD/xlM3o378/y5Ytk7eXLl3K0qVLKx1f0U15YGAgPXv2ZOPGjU6v9+jRQ/6/Q4cOBAYGOtXeUygUDBw48JLn6E5atWrF/fff71QrcMmSJRWuZms0Gl599VW3n8P999/PokWL5FV1o9HI1KlTmTp1qjwmJCSkyrqJjmnoAPv37+euu+4CoHfv3h5J7xMIBFVTFz09YcIEtm7dKreQNxgMfP7553z++eeV7lu+Pf2QIUOcoh/379/PkCFDUKvVcoRJVFRUtdPkVCoVVquVtWvXsnbt2grH9OjRgxtvvLFax/MWL7zwAtu3b5ejrDIyMnjhhRecxlxKx3oKPz8/Xn/9dZ5++mn53n337t2MHz++wvHPPPMM4eHhbj2HDh06cMsttzhFzy5evJjFixfL2yqVyqlWU3nCwsIIDQ2V64UVFxczduxYAKZOnUrTpk3des6+gIhgEniFu+66i0mTJl2y6Nldd93FM888UysZMTExfPfdd5fsBBQSEsKXX37pUsx12LBhTJ48ucquOHaGDx/uFJGk0WiYMWMGnTp1uuS+YWFhfPnll15VSA8++CATJkyoMqxXpVLx6quvVlnktrYoFAo+++yzSqO2tFotH3/8sVOkVfm0iNDQ0Errl5RPhxQIBPUbT9iM559/nsaNG1f6fmxsrFP05sGDByuMkKnIUeToYNJoNC5h+e3bt3dp1+0NXnnlFdkZUxlarZapU6fSoUMHt8vXarV89dVXFbb/Bps9/PTTT51eK6/7r7nmmkpth9D9AsHlo7Z6WqPRMHPmTLnOaWWoVCqefPJJJk2a5PJe+/bt5Yd8R+zOpQ4dOvDmm29e+iIuEB4ezhtvvFHpfXL79u359NNPr7h6PNdccw0ffvhhpV38WrVq5TJ/3ryGYcOG8eabb16yy+DDDz/MAw884JFzeOutt1zS9eyoVCreeOMNp2eyiuZn+PDhFe4vbFDFiAgmgdewr0DMnz+fv/76i8zMTCwWC1FRUXTq1Im77rqrzkWvk5KS+PHHH1m3bh3Lly/n0KFDZGZmotVqiY+PZ+DAgYwePbrStqh33303vXv35ocffmDr1q2cPHlSbmEdHR1Nhw4duO222+jTp4/Lvg0aNGDhwoWsWrWKVatWcfDgQc6fP4/VaiU4OJikpCT69evHqFGj3J6GUB2eeuophg4dyvfff8+2bdvIysrCZDIRHR1Njx49eOCBB2jVqpXH5EdERLBo0SJmz57NypUrSU9PJzAwkF69ejF+/HiXB4iKoqimTp3KJ598wtq1a8nNzSU0NJRWrVq5FDoUCAT1H3fbjIYNG7JkyRKmT5/O+vXryczMRKPREBcXx6BBgxg7diwLFiyQHR55eXn89ddf9O3b1+k4gwcPdnpwiYmJcSlm2rNnTzZt2iRvO9Zu8iZKpZK3336bW2+9lSVLlrBr1y7Onz+PxWKhSZMm9OvXjwceeMCjCx4JCQksXbqUGTNmsHbtWjIyMggLC6N///5MmDDBpS5Ved2vVCqZNWsWU6dOZdOmTRQVFREeHk6HDh2qbHEuEAg8T231dEhICFOnTuX+++9n6dKl7Nq1i3PnziFJEo0aNaJ3796MHj2axMTESmW//PLLtGvXjoULF8oNDZo3b85tt93GqFGj5PIP1eWee+7hmmuuYfr06ezZsweTyURiYiK33noro0ePdnt0v7u4/vrrWbx4MTNmzGDbtm0UFBTQpEkTbr75Zh555BE2b97sNL46C+nu5O6776ZXr1589913bNmyhXPnzlFWVkZERARdu3Zl9OjRFTZmchdarZa5c+eyYMECli5dSmpqKn5+fnTu3Jlx48bRpUsXFixYII+v6HN+5ZVXCA0NZfny5WRmZhIUFETz5s255pprPHbe9RmFZI9ZEwgEAg9hNBqrZdDatWsnp8h17NiRH3/80dOnJhAIBAIPUR3dn5mZyXXXXSdvDx8+nI8//tjTpyYQCK5yBg0aJNeha9CgAVu2bLnMZ1RzqqNjf/31V6e0uTfeeEMuMeHrVPf5Y9iwYXIqd339LlxJiAgmgUDgcf773/+yZs0amjRpQqNGjejatatLDvahQ4ec6i+JnGaBQCCo3zz88MMcPXqUxo0b07hxYwYOHMjdd9/tNGbfvn1O2+VrLgkEAoHAFUmS6NSpExEREbKOHTNmDN26dXMat3fvXqftq0nHzpgxg6+//ppGjRrRpEkTkpKSXOoN5uTkyI5GEM8f7kA4mAQCgcdp2rQper2e48ePc/z4cf766y+0Wi3du3fHarVy/Phxl1bVFaUhCgQCgaD+EBcXx44dOygoKODIkSNs374dpVJJu3btMBqNHDhwgC+//NJpn969e1+msxUIBIL6g0KhICYmhlOnTpGdnc2+fftITk7mhRdeICYmhqKiIjZt2sTChQvlfQIDA6tVL9ZXaNq0qdyhLjU1lS1btqDVahk6dChqtZq0tDRmzZrltMAtnj/qjkiREwguI5mZmXUqatehQwc++OADN56RZzhz5gzDhw+Xu1xcisaNG7NmzZpLFgUUCASC+si+fft48cUXa73/0KFDef755914Rp5h79693H333VT3VrN9+/ZO3X0EAoHAU/hCitzMmTOr7FpdnoceeoiXXnoJsHV4ri0NGzZk3rx5td7fWxQXFzNs2DDOnz9frfFBQUGsWrVKdCetIyKCSSC4jJhMJlJTU2u9f1RUlBvPxnPExMTw4Ycf8uKLL1JaWlrl2KioKKZNmyacSwKBwGexr6jWluq23r7cdOzYkddee413331X7u5UGfHx8aL2kkAgENSAhx56iKNHj/Lrr79ecuyAAQN49tln5e262CCj0Vjrfb1JUFAQ06ZNY/z48eTn51c5VqfT8dFHHwnnkhsQDiaBQOAVrr/+etq0acOiRYvYvn07aWlpFBcXA7ZuIvYue3fffbfoDCQQCAQ+wv3330/37t1ZtGgRu3fv5vTp05SUlKBQKAgNDaVly5YMGjSIO+64g4CAgMt9ugKBQFBvUKlUTJkyhVtuuYXly5dz4MABMjIyKCsrw9/fn4iICNq1a8fNN9/M4MGDUSgUl/uUvU6XLl1YtWoVP/74I1u2bOHEiRMUFhYiSRI6nY74+Hh69erFvffeS8OGDS/36foEIkVOIBAIBAKBQCAQCAQCgUBQJ0QEkxfYs2cPkiSh0Wgu96kIBAJBhZhMJhQKBZ07d77cp+LzCJsgEAiudIRN8B7CJggEgvpAde2C0kvnc1UjSVK1C1w6YrVaPXA2QpavyBOyhCx3yqqtnhLUnPpgE7wtT8gSsq4EWd6WdyXLEjbBe9Rlrq/k75CQdXlleVuekOX7sqqrq0QEkxewr0i0b9++RvslJyfTvHlzT5ySkOUD8oQsIcudsvbv3++hsxGUR6PRYLVa5XozCQkJnDlzBqPRSEBAAFFRUZw6dQqwdbaRJImcnBz0ej2tW7d2qq/QuHFj0tLSAIiMjESpVMoFoOPi4sjOzqa0tBQ/Pz9iY2M5ceIEAOHh4Wg0GrKysgBbK9/c3Fz0ej1qtZpmzZqxb98+AgICCAsLQ6vVkpGRAdiK9hcUFFBcXIxKpSIhIYGUlBQkSSIkJASdTse5c+cAaNKkCcXFxRQWFqJQKEhKSuLEiRNYrVaCg4MJCQnhzJkz6PV6EhISKC0tpaCgAIDmzZuTlpaG2WxGp9MRHh5Oeno6YOtgYzQaycvLAyAxMZHTp09jMpkIDAykQYMG8hxGRUVhsVjIzc0FbDdIWq0Wg8GAVqulYcOGnDx5Up5vQO4406xZMzIzM+X5btKkiVwYNSIiApVK5TTf58+fp6SkBI1GQ9OmTdm/fz8BAQGEh4fj5+dHZmYmALGxseTl5cnzHR8fT3JyMgChoaEEBAQ4zXdhYSFFRUUolUoSExOd5jsoKIizZ8+i1+tJTExEr9c7zXdqaioWi4WgoCBCQ0PlrkmNGjWirKxMLnyalJTEyZMn5fmOiIjg9OnTAERHR2MymeT5liQJf3//Cr+zUVFRWK1WcnJyAFvx7nPnzsnz3ahRI6fvrEKhkOe7/Hc2JiaGAwcOEBAQQEREBGq12uk7m5OTI893XFwcKSkpAISFheHv7+803/n5+U7fWcf5DgwMlL+zFouFsLAwp/l2/M4GBwdz9uxZwNbxtKSkxOk76zjfYWFhTt9Zg8HgNN/2awsMDCQyMtJpvs1ms/ydra6OsM93RTpCr9cTGxtbbR1htVpRKsU6tDeo7XMCXPn3FkLW5ZPlbXlClu/Lqu6zgqjB5AXsH0ZNDUd6ejqxsbGeOCUhywfkCVlCljtl1VZPCWpOfbAJ3pYnZAlZV4Isb8u7kmUJm+A96jLXV/J3SMi6vLK8LU/I8n1Z1dVVYmniCqZRo0ZCVj2S5W15QpaQdSXIEngPoc+ELCHLt+T5qiyB9/DV75CQVf/kCVlClh3hYLqCsYeQC1n1Q5a35QlZQtaVIEvgPYQ+E7KELN+S56uyBN7DV79DQlb9kydkCVl2hINJIBAIBAKBQCAQCAQCgUBQJ4SD6QomMjJSyKpHsrwtT8gSsq4EWQLvIfSZkCVk+ZY8X5Ul8B6++h0SsuqfPCFLyLIjushdYVitViwWC2DrZGIymbwiV8hynzxvdV5RKBQelyFkCVmCy4skSVitVtk2eFuf+aKu9rYsi8WCUqn0+O/SV3WMt/WZr16bsAu+g3hWqP+yVCqVeFYQsnxWlnAweQmr1Sq3xK2o3ay9NbBWqwXAYDBgNpspKyujtLQUi8WCSqUiICCA4uJiAPz9/VEoFJSVlQGg0+koKyuTb2Z1Oh1FRUUA+Pn5oVQqncbaZSiVSqxWq9wm2M/PD5VKRWlpKQCBgYGYTCZMJhMKhYLg4GAKCwsBW2tVtVpd4ViAkJAQioqKkCQJjUaDRqOhsLCQ8+fPExAQgMViwWg0ymOLi4uxWq2o1Wr8/f3R6/UALmODg4PR6/UVjtVqtUiSVK05tM+3fV6CgoJqNN+Oc6jT6cjLyyM7O1tuB21vp+ypltQajcZrLakLCwu90pL65MmTnD9/3istqfV6PX5+fhQVFXm8JbUkSRQUFMht1D3Zkto+hzVpWy9aUl9ZSJJESUkJRUVFWK1WAPk36C28Kc/XZSmVSkJCQggICPDYTd358+cJCwvzyLGvFlneluersgSewX4fUVJSIr/m67rTl2UFBgYSGhrq0Qd9X9UxQtaVLUs4mLyEUqmkefPm8nZcXJzT+1FRUZSUlBASEoKfnx8KhYK8vDzCw8NdjtWwYcNqy42Ojq7WuMpkVUZUVFStx2q12kpl1eS41cEdc1iTsRqNhsDAQAoLC7FarU6feePGjZ3GOr5XfjsgIMBJblJSksvY5ORkdDodOp3O6XNOSEio9LhBQUE0aNBA3o6Pj6/ynOzhk8nJyS7f2fJjHee5adOmVY51VGgxMTFO7+l0OqfxISEh8v9NmjSp8rjBwcHy/+W7I1Q038nJyQQGBhIYGOg034mJiZXuq9PpnL6nVc13cHCwPN/Jyck0a9asynOKiIiQ/6/JfJdvM1p+DkNDQ+X/y8+3fZy99ajgysD+EBEQEEBAQABKpRK1Wl0jPV1XvCnPl2WFhIRQWlpKfn4+RqNRPOQLBIJaYbcLjs8Kvqw7fVVWWFgYRqNRXqwXNkHgawgH0xWA1WqVDUZQUJD8emRkJCqVyivnIGS5X15hYSEhISEeiwop74DwJEKWkCXwHlarldLSUjmCzs7l1GdCVt1kabVa1Go1xcXFHrMLvqpjvK3PfPXahF24sqlupkPDhg1RqVRydH14eDilpaWYzWZUKhXBwcFy5LQ9YtIe8RQaGoper5fHhoSEyJHqWq0WlUolZwPYHeMmkwmlUkloaCgqlYqioiInfQa2xTSDwYDRaEShUBAeHi5HZPv7+6PRaJzGGo1GDAYDYFtYy8vLQ5Ik/Pz88Pf3p6ioCJVKhSRJmEwmp7H5+flYrVY0Gg0BAQGyk0an02GxWOQsg/DwcAoKCuSxgYGBcvR5YGAgkiTJ2Rfh4eGUlJRgsVhQq9XodDqnsUClc3ip+S4pKXGZw+LiYrRaLVqtlnPnzpGdnU3Tpk3dnukAtqj3rKwsj2c6JCYmolKpSE5O9nimQ2pqKlarldzcXI9nOtjPPzMz0+OZDklJSfIcejrTIS0tDavVSl5eXrUzHcLDw6ud7aCQJEm65ChBnbBHBrRv377C900mE9nZ2TRo0AA/Pz/5dbuDwhsIWe6VZzQaOX/+PFFRUWg0Go/IOnPmjEs0irvJLcvm8z1vEEwET/d8E6XC8ylU3rguIcuVS+kpgfuoDzbB2/KuBlmetgve0jHmtdso3X8U3d3DUTZxb9RxRXhTd3pb3pUsS9gE71Gdub4S7IKQ5V5ZvvKsIGRdPbKqaxdEwY0riPI5uGaz2WuyhSz3yvNGkTb7yosnWX5iIXuyt7IxewXbz633uDzwznUJWYL6wOW0Cd6WdzXI8rRd8Mbv3pqTj3nlRjSnMzEvW+dxeeB9fearulrYBd9APCv4jixfeVYQsoSs8ogUuSsYb6ZCCFn1T57jCpanaN/gWn5OngvAmpNL6NVksMdleuO6hCzB5aaqdIiwsDAKCwvl+j32UH6TyYTVaqW4uNgr6RAmk4nc3FyvpEOYTCaMRqNX0iGUSiUFBQVeSYdwnEOr1UphYSHFxcXExcW5PR2itLQUvV7v0cYPhm17sVeKsxw/yYm9+/FvEOHRdIjS0lKSk5O90vjB/v3wVjqEwWDwWjpEaWlpjdIhfKnxw9GjR5k6dSp79+7FarXSq1cvnn/+eae6iB999BH/+9//Ktx/586dctSJxWJh9uzZLFq0iIyMDOLj43n88ccZPny4V66lPL56Ty1kuQdfvfcUsmrPomNfExMUT2NN4qUH1xKRIucFqpsOUT5E0pvGXchyr7zKPlN3Yu9050ksVjOP/H4j+YYc1EoNc67/nSA/z4YRe+O6hCxXRDqE96gPNsHb8q4GWZ62C97QMabFv2H56x95W33LQNQDunlUpjd1p7flXcmyfMUmpKamMnLkSEJDQxkzZgwWi4V58+ZhMplYunSp3IDl8ccfJzk5mSeffNLlGMOHD5d/s++88w7z5s3j9ttvp1OnTqxevZqtW7cydepURowYUatzrEmKnHhW8B1ZvvKsIGTVH1m5ZdmM+/0mLJKZ+JBr+Kj/whpF0okUOR/AvsolZNUPWd6Wl5qa6nEZKqWafjHDADBbTfx1bq3HZXrjuoQsQX3El/WZkFV3vPG7t54867Rt2X3I4zK9rc98VVdfrXbhk08+wWKxMH/+fB566CEeffRRZs2aRX5+PrNnz5bHHTt2jPbt23Prrbe6/Nkf/tPS0pg/fz5jxozhvffe45577mHWrFl07tyZ9957z2ut7h3xVX0mZLkHX9UxQlbt+OPUMiySLU0z0a+tx9I0hYNJ4FHGjBlDy5Ytueeeeyod8+yzz9KyZUsmTZoEwKBBg+T/BZef/rEXw77/TF95Gc9EIBD4AsIu1E+kMgPS2Wzn19IzsWblXKYzEggujVqt5qabbiI2NlZ+rWXLloSFhXHkyBEAiouLOXv2LElJSVUea8WKFVitVkaPHi2/plKpGD16NNnZ2ezcudMzF+HjCJsgEHgei9XMmrQlAChQ0DNsiMdkCQfTFUxAQIBPyFIqlfzzzz9yPQlHWSUlJaxf77ni0d6cQ2/Li4iIuPSgWpJbls0rmx/ip+NzCVAH0TjA1t74UM5uskrOXmLvuuHJ6xKyBPUZX9JnV4td8BWbAGA9nQEXqipIfhfTOSx/ezaKydv6zFd19dVqF6ZOnco777zj9Nq5c+fIz8+nSZMmACQnJyNJkuxgKi0txWq1uhzrwIEDBAUFkZCQ4PR627Zt5fe9ja/oM2ETPIOv6hghq+bsytxMTpmtLuG1DfuR1Kilx2QJB9MVjDdrbXhSVps2bfD392f16tUustavX09AQAANGzb0iGxvF6j0pjy12nM1+ndlbuJw7j/MP/wZG9JX0KfR9fJ7G9NXeUwuePa6hCxBfcaX9NnVYhd8xSYASGln5P8t13WBC5H11t2H8WQ5T2/rM1/V1cIuQE5ODn/++Sfjxo0jMDCQhx56CLClxwFs2rSJAQMG0KlTJ7p27cobb7zh1GkpMzOzQr0UHR0NIBd/9ya+os+ETfAM3vjdH8s1M/G3Apac8HxXPDu+qjs9KWt12o/y/8Pi7/KoLOFguoKxd/ep77ICAwPp37+/bDQcZa1cuZJhw4Z57EvuzTn0tjx7Jx1PsDPjT/n/bg2vo4Wqk7y9IX2FRx8mPHldQtbVwb59+3j00Ue59tprad++PbfddhtLly51GpOdnc3LL79M3759adeuHYMHD+bjjz+usIbG4sWLGTFiBB07dmTYsGEsWLDAS1fijC/ps6vFLviKTQCwpl58eM5uGIqyua0Dl5STj3TqnMfkeluf+aquvtrtAsDIkSMZN24cx44d44knnuCaa64BLjqY9u/fz8SJE/n000+54YYbWLhwIePGjZOjmfR6PVqt1uW49te82WLcjq/oM2ETPIM3fvez9pbwT5aZeUesnMg3e1we+K7u9JSsc8Wn+Cd7GwDB6v7M39+Onw/mU2LyzPOcWM7wErVpSW00GjHvOYxp1SYkgxEFChRKhWzoFAoFCsB64WFfqVQiWSUkpErGKrBK1otjJQlJso3VIlFy4VxdxiqUSH5qjP27Ym2TWKOW1GDrknDdddfx2muvcfr0aTQajbz/xo0b+fTTT+XQ1/z8fCwWCyaTCbPZXOeW1EajEavVSlFRkVdaUhuNRnJzc1GpVJhMJlJTU1EqlcTGxrq9JbW9HbW7W1IbrQb2Zm8HIEQdjnReQ7gmiiRdG1L0hzhTnMbR8/tRF9jmzt0tqfV6vddaUuv1ekpKSigqKvJ4S2pJkjh58iQmk8njLantcxgZGXnVtaROSUlhzJgxhIaG8sgjj6DT6Vi5ciUvvfQSeXl5PPjgg5SVlfHAAw+Qnp7OfffdR7Nmzdi1axdfffUVx44dY/r06fLx5s2bxzvvvMOgQYMYPXo027ZtY/LkyRQXF/PYY495/fos/xzBvHozksHzxWS1VitllXwnFP5+qG/sh6pj7UOshw8fzjPPPENGRobcmre4uJiNGzcyZ84cNm7cWOtjC9yLZJUuFvgOCsQSokPZtQ3W4ycBW5qcslmTy3iGAsGlefbZZ/Hz82PVqlVMmTKF9PR03nzzTfr160dwcDCPPvqofF94ww03EB4ezqxZs/j9998ZNszW8KSqorh1KZhb1XNCVFQUaWlp8n2J2WyWnVnKQyco3bjY488JCqUCrcVKiaKS5wQkJI0a04BrCe3TtdrPCREREZhMJuBiXaUjR44QFhaG0WgkLy9PflbYuHGjfJ9ttVqxWq2ynNo+J4Dt/qygoMCrzwlarRar1UphYSHFxcXExcW5/TkBwGw2k5WV5dbnBLDdt5pMJnJz89ibGYo9ZuX73Zk80BKn+1Z3Pyekpqai1+vJzc31+HMC2Dq7ZWZmevw5ISkpidLSUpKTk93+nLDkwDzs6FSj2ZVhZhc6goLyGBKnqtZzQnh4eLWfFRSSJ0MRBEDtW1KbzWYs075DOp3hlfO8FIq4xvg/M6ZG+4wZYxs/c+ZMevXqxdNPP83999+PWq3m559/lp1LgwcPpnv37rz33nsMGjRI/r+umM1mr4Y22uV5o/WowWDA39/f7cfdkfEn7+54FoChzW7niY6vYzAY+OPMav46t5z+scPp3WQIOk2w22WD565LyKoaX2lJPW7cOHbu3Mnq1avlcHqr1cp9993H0aNH2bx5MwsXLuTDDz9k+vTpDBo0SN53ypQpzJw5k3nz5tGzZ08KCwvp378/vXr14osvvpAfHp599lnWrVvH+vXra5UvfzXbBLi67IKjLE/bBU/qGGtmDsb3ZwGgbNccafRN+FnB8N/PwWyBoED8//sECpX7ndTe1J3elncly/IVm1AZzzzzDKtWrWL58uW0aNGiwjHp6ekMHjyY++67j//+97/cfvvtGI1GVqxY4TSuuLiYrl27cv/99/P666/X+FyqM9eV6Y+yj+fB6cway/QU4lmh+rLq87OCnfQiC/csy5e3owOVLL49DKWHupPZuZJ155Umy2Ap45HfbqTYVIBaEUhRyTKKTaC1mlk6QEFQXHS1j1Vdu1D/l6t9mNLSUtSDeqCIjoDQII/+SSG6Kt9XREegHti91tei1WoZNGgQq1evllcMVqxYwY033uixFong/XBlb8qze6bdzc4MW9SA0dyZAxn38+H2Yp7/o5Cp2/syvsNXDG12u8ecS+C56xKyfB+LxcLOnTvp16+fU60GpVLJjTfeSElJCYcPH2bbtm2Eh4c7OZcARowYAcDff/8NwLp16ygpKeG+++5z0lNjxoyhrKyMtWvXeuGqLuJNm3Apu1BXmwBXh13wBZsAYHWov6RsFkNOTg6KAH+UbS503SoukaOZ3I239Zmv6uqr1S5Uxk033QTAoUOVF6mPjIwELkavNGnSRF7pd8QeQeGpGkFVYe7V8YqwCeJZ4cqTBZ7/3R/Mdk6JyyqxsifT82lyvqo7PSHrUM5uik22iKrujYYyKqSImLIC+ual4X/gqNvlgUiRu6IxmUyoOrasUwpCdcnNzfV4lfwbb7yRiRMncubMGRo2bMjWrVt55plnPCrTHnbrLbwpz37D406skpVdmTYHk8k8kH3ZIezLNmD3Rf+WauDBDoFul+uIJ65LyLo6UCqV/PLLLxXeiNrDilUqFe+99x55eXmVjrGvLto7ArVr185pnGPHoFGjRrnvAi6BN20CCLtQ32R58nfvWOBbmdBElqXq0gbrPlv9GsvuQ6haJVS4f13wtj7zVV19NdqFgoICRo0aRb9+/Xjttdec3rPXwtFqtYwdOxalUsns2bOdxthTQ5o2bQrYdP/atWs5ffq0/BrAwYMHgcsT7WW8Jo6gnp28IkvYhPolCzz/uz943vV61qQa6NrIMxFZdnxVd3pCVufo3nwxaClr0hbTp/EQmv32G/fm5FOmVKO66U63ywMRwXRF42tdDa677jp0Oh3r16/n999/JzY21uXBzd34Utel8nginDY5/xD5hhwkSYHF0tfpvRA/BR7IfnDBU2HCQpbvo1AoaNq0KbGxsU6vl5SUsGTJEgIDA2nTpg0NGjSoMCXim2++AaBr166AbVVaq9USFhbmNM7f35+wsDCvdwzyRX3m63ahvtsEO9a0C991pRJFbCNZlrJ1Imht4fzW/ceQjO5/ePK2PvNVXX012oXQ0FA0Gg2//vqrU+SR0Wjkm2++ITAwkB49ehAWFsZff/3Fnj175DFWq5XPP/8clUrF8OHDARg2bBgKhUK2FWCLnF2wYAENGzbk2muv9d7FXcDX9JmwCe7F07/7g+ft0UpWFBeq+W44ZaTM7NkKPL6qOz0lq0lQHA+2e47E4xJSTj4KQBkTibJ5nEfkiQimK5jQ0FCfkuXn58eQIUPYuHEjWq1WDk/2JN6cQ2/Li4tzv1Kwd48zW1phsNjS4PrEaLi3jZa2DTRoVLaijodydrPpzGrGtn2OALV7I5o8cV1C1tWLJEm89tprZGdnM2HChEpz2xcuXMj69evp1q2b/JBQWccgsDmZ6hLqXpvGD/b9iouLq11g1LEYaUhIiBy5pdVqUalU8ip+SEgIpaWlTsVI7QVUtVotarXaqUirwWDAaDSiUChq1PjBsaBrcXEx/v7+9OvXj3Xr1hEYGMjQoUPlYwEeKegaFhbmtYKujnPojYKunmj8oCgzEpNpC9s3Nggl/dRJEhISOHXqFEajkQbNY9EeSAGDibN/bCGod2e3FnQ1mUxea/wAtiKt3iroCnikoGv5xg/2+c7Ly7vqGj+8+eab/Otf/+Lee+/l3nvvRalU8tNPP3H8+HHefvttwsLCeOGFF9iyZQuPPvooY8aMISIigjVr1rBz506eeeYZEhMTAdtndvfdd/PNN9+g1+vp1KkTK1euZM+ePXz88ceXxYknnhXqjq/NoSOevB80mCWS8ywAqJSn0KgOU2a6kRKTxOZ0I0PiPVe3yFfvqT0pSzKbMf/2l7wddPsQj8kSDqYrmLy8PI+Honpb1vDhw3nsscdQKpUu4cqOJCcnM3fuXJfXu3TpQocOHaotz5tz6G15KSkpNG/e3K3H/DtzMwAGc2/5tX5N/QgqOoWmoU3W/EOfsTTFtnrXOqITA5qOcOs5eOK6hKyrE0mSeOONN1ixYgXdu3dn/PjxFY5btmwZkydPJioqig8++MBpf091DFIqlU6fkeNNhclkIiQkhPDwcPmBJSAggNzcXJRKJSEhIU7HKq9zHJ1ilxrr6HALDnatreY43vH/8g9S5Y9bfqxOp3PZNygoCIDbb79dtgv/+c9/nPb18/MjIiICpVLJiRMn+OWXX1zOsUuXLkRERLhEmpU/p4CAAKDiNI+6zKHj2Krm0P652gu6Nm7c2Glc+d+s43ZAQIBTfRe7c8JxbHJyMjqdDp1OR3T0xaKdCQkJLmPtBAUF0aBBA3k7Pj7eZazl8AnscUkBLRNlWfbjWCQNpgM2x07U2Rz8LjxAhYeHy8dxTCeq6FodP7uYmBjK4zje8fNo0qRJpePA+fNo1KhRlWPt2/Zrc5xvu4Ohon11Oh1RUVHydlXzHRwc7DTfJpPJ6f3y5+T4XSv/4FF+rON8l4/itH9m9jGOD7nl59t+XHsx1/pO165dmTt3LtOmTWPatGmALe155syZ9OvXD7DN13fffccnn3zC/PnzMRqNNG/enPfff5/bbrvN6Xivv/46DRo0YMmSJaxYsYKEhAQ+++wzucuctxHPCnNdXr+SnxW8/VziyfvBo7lmLBcClTSqw/hr1lJmuhGANScMHnUw+eo9tTtlmawmlAolKoUKgJ9+O0GHUiVNsUUfp5pL8dRVCQeTwKv07t2boKAgYmJiXG6QHdm/f3+FNzdPP/10jYyGoGb8t9eX/J25manb21IKKBXQJ9aPnPSLY7o3GiA7mP5MX+l2B5NA4A5MJhOTJk1i+fLldOjQgenTp1e4ujx//nzeeecdwsLCmDVrltMDa2BgoBwhUx6DwSA7SAR1Q9iFKxunAt/xTVzeVyY1hZAgKCzGejgVSV+KQhfgzVMUCKqkW7duTmltFdGiRQu++OKLSx5LrVbz5JNP8uSTT7rr9ATlEDahfpBdaiVQo6DEJNExWkdK4X6UiiysUjTZpVbMVgm10rPd5ASV81vaEn458S3XNxtJu5Cb+Tg3EtreyZCcZP5zQzMwFHtMtnAwXcFUlppRn2TNnz/faVuj0bBx40Y5DcHOunXrKvy/rnhzDr0tr/xqvTsI9Q8nKXQ4BYZ8ANpHqQnXKrE4yGoY2J4wv07kG/9hX/YOcsuyidBGVXzAWuCJ6xKyri5KS0t58skn2bRpE927d2f69OkVOoM+++wzvvjiCxo2bMicOXNcbmSbNGlCaWkpxcXFTvvb01wco0S8ga/os6vJLtR3mwAgpV2sNaaMj3GRpVAqUXVpjWXDTrBasew9irp3J7fJ97Y+81VdfbXbBV/FF/SZsAmew5O/+8HN/BnQ1I+ThRb8VAN5/s8PCNJ+ilZdzKdDpnnUueSrutNdsiRJYnXaIrJKzvLt4Wn0lToCzQBIDFWibNqIsAup6Z6g/idX+zAqlUrIqkeyvC2vsloydWXjaaP8/3VN/WRZeWVWXlpfyO0/5WM2Pw2AFSubzqxxq3xPXZeQdXVgMpmYOHEimzZtYuDAgXz99dcVOpc+//xzvvjiC5o1a8Z3331X4SqpY7c4Ry5XxyBf1mdCVt3xxO9eslqxnrrgYAoLRhEeUqEsVZfW8v+W3ZW3fa8N3tZnvqqrr2a74Mv4qj4TstyDp3/3KqWCxDA1scFh9G98E/6aHUiKQ/x2colH5fqq7nSXrIM5f5NenApAm/DO3PPPbh5P306LkvNcf10zt8qqCBHBdAWj1+u99qUWsuqfvMzMzArrfdSVTekXHUx9G6sw/7GNQmMZDYf150iOLd/6VEEMYbpglMoiNqav5Nak+90m31PXJWRdHXz22Wds3ryZQYMG8dlnn1WYFrdp0yamTZtG06ZN+fbbbyuNRBowYAABAQHMnz+fnj17yq/Pnz8frVbLkCGeK5BYEb6sz4SsuuOJ37107jwYbBWYlM0upseVl6WIaYgiOgIpKxfpRDpSXqHsjKor3tZnvqqrr2a7UB+oqvFDVFQUaWlpcqF5s9ksNy2QJAmDweCVxg95eXn4+fm5vfFDXl4ekiTh5+eHv78/RUVFGI1GuSmE49j8/Hy5mUNAQACFhYVA3Ro/SJJEWVmZVxo/OM6hNxo/mM1mIiIi3Nr4AWyNCEwmk/z9SUxMpK2iF2v5GQmJFSe+px290Sj9iIqKcmvjh9TUVPR6PU2bNvVK4weLxUJYWJhXGj+kpaUREBBQ58YPvxz7DjtDijsSWZDLneQyIqyQoLg7SU5ORq/XExcXV+3GD+Hh4dVu/iAcTAKBgN1ZW9h+bgPXhA3i0PlrAEgKUxG9eSvmdduJBBQtEhmSEMkPh8uwSApCNPdSbJnBiYIjnCpMIS6k8jx5gcAbZGVlMWfOHNRqNX379mXlypUuY3r16iUX8h44cCBbt251GXPNNdfQunVrQkNDeeKJJ5g6dSoTJkxgwIABbN68mdWrV/PCCy84FdUVCHwR5/pLrsW37SgUClRd22BeZWsUYdl9GPXgHh4/P4HAV6iq8QPYHiizs7PRarWycwVsTQu81fjB3nShon3r0vihvC2NiIggNzcXPz8//Pz8nMZeqpmDY1pdTRo/lO/u5qnGD45z6OnGD2ArhB4dHe3Wxg92Dpzfxbyzn9IyvANSwXBiQprRq8kQio0F3Np8DK2iWlNklAjxtzkk3NX4wd60wD6P3mj80LBhQ680fggICKhz44fcsmx259hscahfON222Dr9oVAQcvtQlGp1rRo/ALIj7VIIB9MVTHkFJmRd2bK8La98l5i6sCl9DRvSl7PsuAGwOZj6NVFh+WmvPMayYSc3jLyVHw7bVoeM5qGgmAHYin2PaeOegpfuvC4h6+pi9+7dmEy2aIvJkydXOOaDDz7g2LFjAJUWfX300Udp3dqW8jNu3Dg5imnjxo3ExsbyxhtvcO+993rgCqrGl/WZkFV3PPG7t550rL908ca9IlnKzq1BdjAdcpuDydv6zFd19dVqF3wdX9VnQpZ78NTvft7+En5LCyS7tCvHcn+heVhresYO4ZmEt9Co/Fh0pJRpOwsoMkr8eFsYyjp03a0IX9Wd7pD1x6llWCQzAIMs3VDrL0Qhd22DsmGkW2VVhnAweYmqQl/DwsIoLCxErVYTEhIih22azWYaNGhAcXGxx0NfVSqV/GDm6dDXvLw81Go1QUFBHg99tc9hUVGRV0Jfc3NzUavV8nympqaiVCqJjY11e+irwWAgPj4evV5fp9BXo8nIzoyNAJjMfeXvbJfs41BysYOW9VAKmk77idPFckqv5ExRGJG6WJSqdDacXkEPzTCUCmWdQ19TUlLw9/cnIiLC46GvBoOBhIQEioqKPB76qtPpMBqNmEymOoe+SpLkFGqckZFBWVkZ/v7+NG7cWJ7DyMjIaoe+Vjfs9Urmhhtu4OjRo5ccd+utt9bouGPGjGHMmDG1PS23UVZW5tXOdd6UJ2TVnfz8fJcV2boipV6IYFKrUMRcXL2tSJayQTiKZk2QTp5FOpeN9Vw2ysZ1bwDhieu6UuT5qiyB9/BVfSZkuQdP/e53njNxsqAhMIYAv19pGd7BSda2syaO59kiZ/ZlmenU0LVcQV3wVd1ZV1kWq5k1abb6V0qUNDjQiukxCQzJT6bNkF5ulVUVwsHkJaoKfbWHSIaHh8shpgEBAeTm5qJUKr0S+pqbm3vJcNaqjluT0Fe1Wi2P93Toq30OvRX6ar82k8mEXq+nSZMm8ty5O/Q1OTkZnU6HTqerU+jroZw96M2FWKVAjOZOADTUKWlzyLmwMUDMyfOMaN2KL3fbnGxhfmMptLxNriELc0QxbSK7AHULffX393ca78nQ1+TkZAIDAwkMDPR46GtycnKVnzlUL/TVjuPvqvwqRPk5rE7oa0WtfgVXFkaj8dKD6qk8Iavu2Bd63IVUpEfKyQdA0bQxCvXF4rSVyVJ1aYP5QtST5e9DKEf0r/N5uPu6riR5vipL4D18VZ8JWe7BE797SZLIKrECoFRkEKaVaKRrSkpGijxmWII/28+aaB2pxiK5/RR8VnfWVdauzM3klNkW2zsr2rA5sB0bwxNY0rAdn1qD6epGWVVRv5erfRyFm8MJhSzfkueuThQ7M/4EwGjujoTtmH1DTXDaFlGlaBiJVWN73bLzAEMbStg7j+aV9mRo3B38X59ZtIro5Jbz8dVuHr4qS+A9fFmfCVl1x92/+8rS46qSperUEruBsOw5jGSt+5OF6J5Y/2QJvIev6jMhyz144nevUCj4aHABEUH3ExLwHi3DO9jq8DnI6hur5pXeKTQK/Teh2uNuPwdf1Z11lbU67Uf5/z6Hm7I11LbgH+4HHaOd44o8eV3CwXQF480CskJW/ZNXPnKmtuzMtKXHGU195Nf6ZByT/1f1vxZN9w5cGET43v10bWSLysot86dPk5doE9kZpcI96sRd1yVkCXwNX9ZnQlbdcffv3ppaeYHvymQpgnUor4m3beQVIjkUCa8t3tZnvqqrhV3wTXxVnwlZ7sFTv/tjeftQKTPRqA/SMqKDi6ydmWuYeeBxDpzfxbKU+W6X76u6sy6yrJKVRrqmaFUBRBNBrqkbJqXNqTQkUYta6ezc9OR1iRS5K5iK0taErCtXlrflVZRyVVPOFp/iTHEakqTBbLG1YQ/WQNu/d9oGaP1RdW7NSbVEo78ACcybdzPsvg7sPGer2bXmhIGO0e7LrXbHdQlZ3pMlqB21qctnNBqJjo72Sl2+0NBQMjMzfbYltVqt9kpdPsc59HRLar1eT/Pmzetcl8/ekjo8NV3+vuojgzHl5MjfH0mS8Pf3r7BOXMPW8WiOpAKQu34rYXG316ku34EDB+QW2b7WkvrAgQNuaUl9qbp8aWlpNW5J7Qt1+a4GfPWeWshyD566Hzyad7GswjXh7V1k9Ww8iBC/cAqNefx1di1jWj9JdGCTCo9VG3z1nrouspQKJY91eJn7Yx/i1OfTmBZ18TjDEvxdxnvyuoSDSSC4irFHL5ksHbFIttpSvdVFqMw255GqezsU/n6Yw4JQtknCejAF8ovoW5BGgDqaUjOsO2nk6W4S/irvhv0KBPWZK70uH4iW1HbqS0tqd9XlA5DMFgzpNkeOIjKMkCa2mnaRkbYONMeOHyPDL5W4yCQa6WKcjivFGjAs3wQmM0Gp51ChqFNdPp1O57W6fFD/WlLbqaouX21aUou6fAKBoDKO5e0DbIWkm4e1dXnfX6VleMLdfH/0KyxWC7P3/8YTnf5FiL9wWnsavz8PEFDShH3BtnuMZiEqWkZ4N0W63n/K+/bt49FHH+Xaa6+lffv23HbbbSxdurTS8WazmTvuuINBgwZV+P7ixYsZMWIEHTt2ZNiwYSxYsMBDZ35pHG/866usMWPG0LJlS6e/fv36MWDAAN5880151c9TXZrKX9egQYOYNGmS2+VUJs+TlH9Aqg32+ktq5VHGdSqlVxMNfU9evKlU9e4sy1Jdd638umbTLq5r6gdAsUnij7R81qQt5rUtj1JozK/TObnjuoQs78kSeA9v6hdPyrua7EJ9swl2pDNZYLa1OVaUq7+UnH+ID088w7s7nmX5ie9c9lVo/VG2u+D8KCnDejS1TufibX3mq7pa2AXfRDwr1B1ftQng/t99ocHK46tzOZg1CKO5I81CWhCgDqxQ1o3xd2G1dCdPP4flx29mRUqB287DV3VnXWVJ+UVYtv7DHxEXF6GGJfpVWPvLk9dVryOYUlJSGDNmDKGhoTzyyCPodDpWrlzJSy+9RF5eHg8++KDLPl999RUHDx50WbEBmDdvHu+88w6DBg1i9OjRbNu2jcmTJ1NcXMxjjz3mjUtyovwKcX2V1aZNG/773//K2yUlJRw7doyPPvqIw4cPs3DhQo/JLn9dn3/+uUfbg3rzM3Ncua8NxcZCDuf+A0BMcBhj2sZgVZ7AlH4YAOU18SijI2RZygYNUDSJRjqbhXTqHMP6F7MGm5Pp24MnKeUdAP468zs3JNxV6/Oq63UJWd6VJfAe3tQvnpZ3tdiF+mQTHLGedK2/dKowhbmHPqZzdG/OG2zpe3+c+oX7Wj1BoMZ5/lRd2mDdcwQAy+5DqNrWPgzf2/rMV3W1sAtXNlWlTUdFRZGWlianaZrNZjnlNzAwkMLCQq+kTZeWlsqpru5MmzaZTFxzzTW88soraDQaSkpKMBqNpKWl8dlnn7Fv3z5mzJgBIKeOujNt2p4mbU+b/vTTT5EkidzcXLenTTvOoafTpsEWHZqVleWWtOmIiAj+2H+OA+eDgTsJQEUjVTLJyckkJiZSWFhIQUGB/J3NOp1D+5DmbNDbIip/PJhBN78c4uPj65Q2bT9/lUrllbTp8PBwMjMzvZI2bZ/DmqZNHzXtJsoQR+PNx9CZLayNuGhzB8aqSU9Pd0mbtn/fq5s2HR4eXu3U6XrtYHr//fdRKpUsWrRIDmUePXo09913H5999hmjRo1yCrU/dOgQX331VYU3fIWFhXzyyScMHjyYL774AoVCwb333suzzz7Ll19+yV133eXVnFmwtQ/0lkxPygoKCqJTp07ydm5uLr1790av1/PZZ5+xd+9ej8gF1+tq06aNx2RVJM+TnDt3rk65swEaHW/1/h87Mv4k3L8BCoUCy1975PdVfTu7yFL3vxbTwpUAtN+3gwZB/ThfKnGmKJYwXShKZQF/pq+sk4OprtclZHlXlsB7eFO/eFre1WIX6pNNcMSa5uhgskUwbTqzmj1Zf7En6y/5vTJLCetO/8qIxHud9le2TIBArS2C6UAyksGIwt+vVufibX3mq7pa2IUrm6rSpsH2QJmdnY1Wq5WdK1BxTR9PpU0rlUqPpE1rNBrCwsLo1auX/Fpubi5DhgzBYDDw2WefyQ/aarW60nOA2qdNO77Xvn17yuOutGnHOfR02jRcrLNT17RpO/l+0YDNMdc7piHXt2hH8+gL6dGS5JLy+0SjUWz+JQWzNYlsQzSqBjrUanWd0qbtKb/2efRG2nTz5s29kjZd0Rw6UlHa9ImCI0z787/4K7XcVtyS1oH9OK0NA6BTtJqmYX4QVve0aUB2pF2KepsiZ7FY2LlzJ/369XP6wJVKJTfeeCMlJSUcPnxYft1oNDJp0iT69u1b4c3kunXrKCkp4b777nMKIxszZgxlZWWsXbvWsxd0FdKuXTvg4pdVkiRmzpzJgAED6NChA3fffTf79tlyfI8fP07Lli354YcfnI5x7tw5WrduzS+//ALA8uXLueWWW+jQoQM9e/bkjTfekL3V4Br2WlxczFtvvUW/fv3o1KkTI0eOZMOGDfL7Bw4c4IEHHqBr16507tyZsWPH8s8//3hiOryOSqGiTWQXxrZ9llubj8Gak4/1sM1LTVgwytZJLvsoO7eCYNtNgWLfMa6/YAstkoJA1Z0AHMnbS4Y+3WVfgUAguBTCLlwZWNMu3ET6aVA0ikKSJDadWQPYam481uw/8tiVqd9jlaxO+yvUKlSdWtk2TGas+93fplogEPg+wiZcWRw8b5b/H9dhOJ2ie1Y5vklQHC0i0uTtWfuOeOrUrlpWpy0CwGAtI8iocYpeqqi4tzeotxFMSqWSX375pcKcQnv4mEp1saDVF198QUZGBl9//TUTJ0502efAgQPARUVmp23btvL7o0aNctv5Vwe7l3VZyrf8mvLtJccnhrbilR6fOL32zvZnOFFw6R/zTfH3cnvEA/J2qVnPk+tGyts3J93PrUn3V/PMq8Z+XamptroMdi/233//jdFo5PXXX8dsNvPee+8xfvx4/vzzT1q0aEHHjh1ZtmwZd999t3yspUuXEhgYyPXXX8/ff//Niy++yBNPPEG3bt3IyMjggw8+4Pnnn+fbb13nz2Kx8NBDD5GWlsZTTz1FYmIiP//8MxMmTGDevHm0atWKRx55hJ49ezJt2jSMRiPTp0/n4YcfZsOGDS6rEo7X5g3Ke+lrgyRJzN5XSodoNe12/oNCsr2u7t0Jheqi/9kuS6FWo+7dCfOaLSBJDMk8wne0BMBoHgaqWQBsTF/FqJaP1uqc3HFdQpb3ZAm8hzdtws1J9zM87qKu9aRNAN+1C/XNJoCthgP5RQAomzVGoVJyLO8AmSW2hYP2DbpxXYvr2aZfw97z2zmnP83urC1c27Cf03FUXdpg+esf4EKa3LWuhWCrg7f1ma/qamEXfJPg4OArwibYx4hnhSvHJoB7f/eSJHHogoMpzF9BkyDnOJXKZD3coTUvrLMAKrae0bqlQ6Wv6s6aytKbitiYvgqAALOanlkJfNXWFiDgp4QBzSqPHPbkddVbB5NC4dqVBGw5skuWLCEwMFCOVNq3bx8zZ87knXfecQoRdCQrKwutVusSTunv709YWFi1Q8LcicFgQKPRUGoqJqcs65LjIwMaurxWYMyr1r5FZc6F1yRJctqv1FRcjTOuGEmSMJsverzPnTvHwYMHmT59Op07d5aden5+fsyYMUP+DAoLC3nttddITk6mVatWjBw5kv/+97+cPn1a/uyXLl3KTTfdhFar5e+//0ar1TJu3Dj8/Gw/KK1Wy/Hjx5EkycUZuXHjRvbu3csXX3zBkCFDAOjZsyenT59m27ZtqNVq8vLy+Ne//kWXLl0AW0jkDz/8gF6vr9BI2D8zb1BUVFTnmgonCy3M2W8Lde1eHGGroqRSourRoVJZqt6dMP+xDcwW4nbuoEXv1hzPt5KpDydC1xSV6jQb0ldw1zWPVOgA9sZ1CVnekyXwHt60CaWmYid95k6bYD/e1WAX6ptNAOf0OMWF+kubzqySX+sbO4yioiJuSryHvee3A7DixEIXB5MiPgbCQyCvEOuxNKQiPYpgHTXF2/rMV3W1sAu+icFguCJsgn1MbRE2wTO483efXmSl0GhbiW7TQO0yV5XJ6tmkPWHav8gva4nBEsXOjEJ6NAmr07n4qu6sqawNp1dgsNjqjvXLTOCALp589YWu4LF+BPtV7sjz5HXVWwdTRUiSxGuvvUZ2djYTJkzA398fg8HApEmTuO6667jtttsq3Vev1zvlzDri7+8vF4KrLVUV7wsLC6OwsBC1Wk1ISIhceM5oNNqKK1vUhPvZ8jMVSiWS1RaKbv9hS5Ltxx6iCXMq9BcSEkKAIsi2r0KBwmGsQqm0/X9hW4O/HPml1WoxYbooU6FAZdWQm5tb4+J9ADt37pQjwewolUp69uzJK6+8Ql5eHiaTSc7xtBfvs+cinzlzhoSEBAYOHMg777zD999/zwsvvMCmTZtIS0vjP//5DxaLhZYtW1JaWspNN93EkCFD6NatG+3atWPo0KEUFhZisViwWq1y4b4tW7agVqvp3bu3fD2hoaHMmDEDs9mMwWAgIiKCcePGMXjwYK677jp69erFww8/DNhWNcoX7ysuLsZoNKJSqTCZTKSmpqJUKomNjXV78T69Xk9QUBB6vb7Gxfu25a0lPDKM/ae6ALa2013zbPntJYkxGCULppwcufijJElyAceAgAAiO7WCXQehzMhA8zlSFQ3pGGbEpLyGc6bTnNOfYv2BNVwT3q7GxfsyMjIoKioiIiLC48X77Ma/qKjI48X7JEmirKwMk8lU4+J9UVFRnDp1CoAGDRrYbuxycgBbfnxGRoZT8T77HEZGRla7eJ87VpQEnsVoNAIQoAkiUlvxYokjoX7hFb5WnX0DNEGyPLDZAcf9AjR1K4pdmV3o3bs3kydPlu1b8+bNnRZ+7O3Xi4psETY33XQT7777LsuWLWPixIns3r2btLQ03nvvPQC6devGxx9/zIgRIxg2bBj9+/enS5cuDBs2rMLz+vvvv9FoNE6dZpVKJd9//z1gu1eIiIjg8ccf54YbbqBfv3706dOHf//73xUez3EOPU1RUZFTyYDa4lR/qVkTLJKFLWd+B0Ct1NCr8WDOncykS1JfGgbGklmSzj/Z2zhddIKmwRfrUiiUClSdW2NZtx2sEpZ/jqLu1+WyXdeVKM9XZQm8h9FovCJsgn1MbRE2wTO483fvmB7XNKQYSQp2cjJVJWtky4bMulBacdNpNT3qGDzjq7qzJrIkSZLT4wCGnGnOvCbXyNs3XCI9zpPX5TMOJkmSeOONN1ixYgXdu3dn/PjxAHzyySdkZ2czZ86cS+5fVbRFbSIxHKmqeJ+9yFt4eLjs1Q4ICCAvLw+lUsmoto8wqu0jtZL7Rt8vqjUuLy9PLvRlI5DZN/xW6fiaFO9r27Ytb775JmCbR4PBQMuWLZ269mg0GrnIn+NrYCs45+/vT3R0NDfeeCO///47//73v1m7di0JCQn06dMHgP79+zNjxgzmzp3L/PnzmT17NhERETzxxBNyW1OlUolCoSAiIoKysjLCw8MJDAx08uA6FotbsGAB06dPZ926dSxduhStVsutt97Ka6+9JnePcMTf35/w8HBMJhN6vZ4mTZrI1+Hu4n0nTpxAp9Oh0+lqVLwvMjKSKX88S+a5MygI5rXev7J1XRq9C04CEHbDdSgvzEFkpM35dOLECafvrHWgH8ZdBwEYcWgbtzz7L8IC1Kw91Ycv/vnDtg/7GBR7Q4XXWlXxvuDgYKfieZ4s3nfixAn58/d08b4TJ07QrFmzKs+pouJ9lY11/L3ab7Ac5TpeQ3WK9+3fvx/BlY3dDt1ahzSE8ukRVWF3MAMEqHV8ff3qWsmsiOrYBXDtfGV3glovLLQEBQVxww038MsvvzBx4kSWLl1KQkICnTvbmhR07txZtgtz5sxhxowZLnbBkfz8fMLCwip1tup0OtkurFq1ih9++MHJLthXxO3U9d6hJrjLQSzXX8LmYNp//m/yDLZFgS7RfdBpglEqs1EpVAxPGMWcgx8BsDL1Bx7r8LLTsVRd29gcTNjS5GrjYPK249ub8nxVlsB7KBQKYRMQNqEy3Pm7P3jeJP+/+uTrDGw2nnYNrq2WrLtbJbLgQC5lFvjjpJGnrpXwU9V+LnxVd9ZE1sGcv0kvtqWQtsqPIqKsAX+F2J4dQv0V9GhSdaScJ6/LJxxMJpOJSZMmsXz5cjp06MD06dPRaDTs2bOHuXPn8uKLL6LRaOToALPZjNVqJTc3F39/f3Q6HYGBgXJry/IYDAaPtravDGeHT/2VpdPpKuzIUBtGjhzJzz//zL59+1izZo0cTWSnX79+9OvXj9LSUrZt28Y333zD22+/TceOHenQwTnty95atLxz8dChQ0iSRNu2bUlMTOTDDz/EYrGwb98+li1bxsKFC4mLi+ORR1ydft78zMo7QarL6aITZJbYVqjbNWjF9Ro9Aw7ZbhIUTaJRxLsuK5SXpWwchfKaeKzH0gg8fx5Nciq0b0GvxoOZue99jFYDm86sYWzbZ1EraxYKXNvrqg1ClqA+4U394ml5V4tdqA82wRHJaEI6Y4sEVURHoNAFsOn4Gvn9fjHDkCSJps1sjvXBcbey8Mh0yiylbDi9nAfaPINWHSCPVzaOQtE4CulcNtLJs1hz8lFGhnn9uq5Ueb4qS+A9xLOCK8ImXMSdv/tDcgSTFT/VcZLCnJtmVSUrUKPguqZ+/JZmpMgosfWMkf5xtS9A7au6syayVjlELw0925xNja7BeKF/2+Bmfmgu4cDz5HXV++WM0tJSxo8fz/Lly+nevTtz5syRnUGbN2/GarXy3nvv0atXL/nv4MGDnDt3jl69evHWW28BtsiI0tJSOdXLjj3FpbLaTZ7EcaVAyLLRrVs34uPj+fDDDykqKuLWW2+V33v//fcZOXIkkiQREBDAwIED5Ui2impoXXvttZhMJjZu3Ci/JkkSL7/8Mv/73/9YvXo1PXv2JDs7G5VKRefOnXnjjTcICQmptCaXN+fRntpUU3ZmXrzebg2vw7LlH3lb1adzhasrFclSXddV/t+8cRcAOk0w3RpdB0CxsYDk/EM1Pr/aXldtELIE9Qlv6hdvy/NVu1AfbIIjUnomWGyRAMr4GExWE9vO2aJStaoAukT145k/Chm8MIc/ThrQaYIZFn8n1zcbyfv9vnFyLtlRdbn4EGLdfWXbBG/L81VZAu9RX/S0N2UJm3ARd/3uy8wSyXkWAFTKkySExhCgdo4mu5SsYYkXHUrfHz5DTumla39Vhq/qzurKyi3LZvu59QCEGP3pnh3LH806yu9fX43ucZ68rnodwWQymZg4cSKbN29m4MCBfPrpp/j7X5zQ2267ja5du7rs9/bbb1NQUMCHH34oO44cu8X17Hmx5eLBg7Y0IHd51WuCvV6SkOXMyJEjmTp1Ktddd51TWlPPnj2ZM2cOkyZN4pZbbsFkMjF9+nTCwsKcPlM7AwYMoHPnzkyaNIlnnnmGpk2bsmzZMlJSUnjrrbdo1KgRVquVCRMmMG7cOHQ6HatWraKoqIjrr7/eI9dWE+zhwDVlZ8af8v/XhnTHsvtX24bWH1WX1tWWpWyViCI6AikrFynlNNb0TMyNo2kYMJbRrToyKG4oEdqoCo5WNbW9rtogZAkuF7Wty2e1WikuLpZr7dlXV8GWWqtQKCgpKQFsqZF6vd6pLp/95lar1aJSqdDr9YAtFbW0tNSpppzBYCA3NxetVotarXaqtWevyVbTunwRERGYTLYw++LiYvz9/SkqKsJoNGI0GjGZTE41/Oy1yTQaDQEBAXKdDZPJRElJiRx5fMcdd/DRRx/Rq1cvAgMDsVgsFBQU0K5dO+bMmcMLL7zA0KFDMZlMfPvtt4SEhNCyZUsKCwvlGnO5ubn07NmTjh078tJLLzFu3DhatGjBzz//TEpKCi+99BKJiYmYzWYee+wxHn74YYKCglixYgVFRUUMGTKEoqKiSufQarVSWFhIcXExcXFxHqnLZ/+raV0+sKVin99zAHtSsiU2mj/3r6LYVAhAx/BerNybxd8ZwcQEWCjOO0+yqZShYaPkOnHJWclERUVhtVrlOnHNOrSAFTa7U7Z9H/4DunHypC0luzp1+YqKikhOTvZKXT6w1VfMzMz0eF2+pKQk9Ho9ycnJHq/Ll5aWhl6vl0sviLp8Vx5V2YSoqCjS0tLk76DZbJZrw0qS5FR/VdgEYRPsNsE+X1lZWbW2CSdPnsRsNnPKFIRFsmUkaFRHiA9qSY5DrdbExERZn5XXUXabEKbPIUgdRLFZw/7sAGbt/Jr7Ev9V41qtqamp6PV6cnNzr1qb8Ld5HRbJFlE26FwS+WHR/GOw1ZJuooMmqiKSk21j3WUTwsPDq20X6rWD6bPPPmPz5s0MGjSIzz77zKUqf9OmTSvsNBcUFERZWRm9e/eWXxswYAABAQHMnz/fyRkxf/58tFqt3DnAm5TP2xWybPTv35+pU6dyxx13uLw+ZcoUZs+ezcSJE1EoFHTq1IlvvvnGpTsggEqlYubMmUyZMoVPP/2U0tJSWrZsyezZs+UQ2a+//ppPP/2UV199ldLSUlq0aMG0adMqdFi549pqQm1aneYbcjmWtx+rFIhknsShnUa6WCEAUHVrh8K/4vOvSJZCqUB1XVfMi23FX1f9mcbnGg1Fxmje7DuSCG3tQl+92cJVyBJcLmpTl6+4uBilUulUlwxca+I5Nqy41FjHRZny35ugoCCn9PDytfaqOm5Vdfkc6+vZxxYXF+Pn54efn5/TWLVa7XQs+zlqNBqn+nkDBgzgo48+4u6775bHREREcNNNNyFJErNnz+bll1+W7cK3334r109TKBT4+/vLcmbNmsWUKVP4+uuvnexC9+7dAZg9ezaffvopkydPdrILjvcUFc2h/XONiopyamRhp651+TIzM2tVl89eJw4grKAUu3var3kzhjXqSqfmXdl8dg2tIjry/cFIwMiZUjWRDcJpHutX4XHBORXEmhiLdCIddW4hqszcGtXla9SokdO1e7IuH0BmZiYNGzb0eF0+sD00OMrxVF0++/fDPkbU5bvyqMomgO17lZ2djVarlZ0rYHPKlC/jIWyCsAmO+iw6OrrWNiE+Ph6AnYdKAZujUq06TPuGvYiMjJRrtcKl9Vl4eDiDc3NYdhzAj03nLUzoFYpara6RTbDrM/vnczXahGhjA9S7jvGHeieDzibRaEQXZrcJY80JA42DlEREBDj9TtxhE6DiKL+KUEjeDLlwI1lZWQwaNAhJknjllVcqrJHUq1evClPbRo0axfnz51m3bp3T6zNmzGDq1KkMGTKEAQMGsHnzZlavXs0LL7zAo48+WutztRvpyqKgTCYT2dnZsoJxfN1brSzrkyx7cb4NGzZc0qHjzetylFfZZ+pOSkpKatxe8o9Ty/j8nzcpMw2gqPRVAO7IOsAT6dvxm/QwyujICverTJZkNGGYPB1KyvgnpAkvNL8RgN4xGj4YGOIyvjrU5rpqi5B1kUvpKYH7qA82wdvyfNUuOMrytF2oq46RJAnDf7+A4hII8Mf/radQKJ1Tps8UWVh9wsDW9DK+ujEctdI1pbqipinmv/7BvNjWOEQ1oBuaWwZW+7y8qTu9Le9KliVsgveozlxfCXahPskSNsGGu3TMaxuL2HDK1gEvXPco/xv6CU2CnJ2g1ZF1LNfMQytt0T1q1QGe7XaKW5u7Fle/FFey7vSGLGvaGYyfLUBCQhEeiv/Lj6BQ1yxuyJPPCvU29nX37t2YTCbMZjOTJ0/mxRdfdPk7cuRIjY45btw4XnvtNY4fP87kyZM5duwYb7zxRp2cS3XBHvYpZNn4+eefef/99/niiy944IEHqhUt5M3r8ra86nqRHdmZYcshN5ourqr0zj+F8ppmlTqXqpKl8NOg6tUJgA6FZ4lTGhiW4MddrS6ullmlmqVr1ea6aouQJahP+LI+81W7cKXbBEek3AKbcwlb97jyziWAmGAVD3cMZFLLXBfnUompmOUnFjJh3e2cLnKu7aDq2BJUtltOy+7DSDVI4/W2PvNVXS3sgm/iq/pM2AT34K7fvb3At4ISwrSFNNa5ZghVR1aLcBUxwbZaTmZLO346vhaz1XSJvVzxVd1ZXVnmVZsBUKBAPbRXjZ1LNZFVG+ptitwNN9zA0aNHa7Xvjz/+WOl7Y8aMqbBNpeDyc+TIEb7//nuGDh3KQw89dLlPp95htBjYm70NSdJgtPQAINhsoH1xBqo+t9X6uOo+nbGs34HSauXrw0sIuPNxFH4aThYm88epZWw5+xvv9/uGBgENL30wgUAgqAHCLrgPKfWM/L8yPqaKkTZKTBKrTpRxssDCc92DWH96ObMOfAjA8hMLGd/xVXmsQheAslUC1oMpUFiMNeU0qhbN3H8RAoHgqkbYBPeTXWIhq8S2KKBWHaVlRJsKGwJVB4VCwYikYP73j20x41xxR/46u5brYm902/n6OtbkU1iP2+oYKiLDUHVrd5nPyJV6G8F0NVBR2t/VLOvll19m7969TJkypdqhpN68Lm/LK5+rfSn2n99FmaUUo7kTkmQLiexZcApVWBDKNklV7luVLEVYMMpOrQBQ6kux/G3rErTt3B/8emIBuWXZbDqzutrnWdPrqgtClqA+4cv6zFftwpVsE8pjPXlxNVPfNISJ6+7g28Ofu0Qjga12xRO/FfDxzhJ+OmbgVIGFgU1HoFXZbMuG9BUUGwud9qltNzlv6zNf1dXCLvgmvqrPhE1wD+743dujlwDUqiO0DO9QJ1nXJ/ihwFahx2AazNLk+TVukuSruvNSsn44OoOZ2ydzJvCCfR3am2fX6/nuYCnZJRa3yqoLwsF0BWPvqiBk1Q9Z3pZn7wpSXZLCWvNY+5cJ0Vwsjt4n/yTqXp1QqKpWBZeSpe5/sVujZeMuJEniupiLqxEb01dW+zxrel11QcgS1Cd8WZ8JWXWnrr97a9qFCCaFgu2aw5wpTmPJ8dn8fvJnfjxcyqy9JZwpst3AlpaWOrVB/uFIKYGaIAbH3QKA0VLG2lNLnY6vbNsc/G0PfJa9x5BMZqqDt/WZr+pqYRd8E1/VZ0KWe3DH7/6gg4Mp2P9kpQ6m6spqqFPRuaEGP1UufupNnChIYf/5nTU6J1/VnVXJMljKWH78W1YH7+bla1dT2kjHniYt2JVh4ss9JXy8s2bn6cnrEg6mKxjHtpxC1pUvy9vy7C0wq0uYfwTXx99JibEbAH5WM11LzqHqWbGhqIksZdPGKBJsHQqkzByKD6WxN6shoRpbeHJa4XHSCo5V6zxrel11QcgS1Cd8WZ8JWXWnLr97qcyAdNbWpljROIrNWWvl9/o0uYGFh8uYs7+U0b/mU2iwUlBQwM3N/Qm4UGhh1QkD+WVWbky4W95vZeoPWKSLK6oKPw3K9tfYNsoMWA+7Rka5+7pqg6/qamEXfBNf1WdClntwx+++oU5FmwZqNEr439B3aduga4XjaiLrzX7BvNHvBEHa2SgUJpalzK/ROfmq7qxK1pYzv1NsLQagR1ZTQoYO4mDORRs7LKFmncw9eV3CwSQQXEUcOm8mt8wWhtq18Ay6dkkognWX2Kt6qPtfC0CZQsVduwN4+69iMotuR5Jsedp/1iCKSSAQCATew3o6Ay6kKBTEB3Hg/C4AGgXGkl/WguwL9Td6NtEQ4m+7dQz2U3Jzc1tDB6MFlh4rIyaoGV2i+wCQXXqOXRcaS9hxTJOz1CBNTiAQCASXh5Ettcy4IZTf7o4gKlCNSqGq8zHDtUr6NBlMVIAtTWt31haySkQjgqpYffhb+f+hhm4oO7bi4Y6BLLwljEc6BNArpmYOJk9Sb4t81zesVivJyckAJCQkcObMGYxGIwEBAYSFhVFYWIharSYkJARJkigtLZX3Ky4uxmw2o1KpCA4OJj8/H4CAgAAUCoUc4hYaGoper5fHhoSEkJeXB4BWq0WlUqHX6wEICQmhtLQUk8mEUqkkPDyc3Nxceaxaraa42OYlDQ4OxmAwYDQaUSgUTmP9/f3RaDROY41Go+yhj4iIIC8vD0mS8PPzw9/fFlKfm5tLUFAQJpPJaWx+fj5WqxWNRkNAQACFhbYcU51Oh8VioaysDIDw8HAKCgrksYGBgbInNjAw0GUOi4qKsFgsqNVqdDqd01ig0jm81HyXlJTIcxgaGipfm0qlwmQykZqailKpJDY2lry8PPR6PWq1mvj4ePn7EBoaSkBAABkZGQDExMRQWFhIUVERSqWSxMREUlJSkCSJkJAQgoKC5Mr/er0evV5PYWEhCoWCpKQkUlNTsVgsBAUFERoaypkztrSHRo0aseZYGWBz+PTJP0l2l1hKk5PR6XRERERw+vRpAKKjozGZTPL3JzExkVOnTsnf2aioKE6dOgVAVFQUVquVHK2CRiGBaAtLaFt4ju2hcRQZtag1nVGrdrP+5HJGNL4flVLN+fPnAYiLiyM7O5vS0lL8/PyIibEVlk1OTiYiIgK1Wk1WVhYATZs2JScnh5KSEjQaDXFxcaSkpAAQFhaGv78/mZmZAMTGxpKfn09xcTEqlYqEhASn+Q4MDOTcuXPyZ19UVOQ03ydOnMBqtRIcHExwcLA8340bN6akpET+/jRv3txpvsPCwkhPTwegYcOGGAwG+fuTlJTEyZMnMZlMBAYGEhkZ6TTfZrNZ/l2V1xGO892gQQMkSSInJweA+Ph4MjIyKCsrw9/fX86pTk5OJjIyEqVSSXZ2doXzHRsby4kTJ+TfiVIp1hyuZCIiInxWnpBVd5o3b17rfaW0iwW+tzU4hVRoczb1i72B1ScurrjfmOjvJOvOVloWHy3DKsGSY2Xc2zaAmxLvYXfWFgCWpy6kR+OB8v7KFs0gKBCKS7AeSkEqNaAIuJhq5+7rqg3elOersgTew1f1mZDlHtz5u9eoqi7sXVNZKqWa25s/wPH8g9ySOJrowCbV3tdXdWdlslLyD3PccByAZsVhtLlupNzptWmIirEdAt0myx0opJpW1RLUmP379wPQvn37Ct83mUxkZ2cTFRXlVJAuLy+P8PBwr5yjkOVeeZV9pu4kNTWVhISEao1dljyfhNBWvLMxnvRSJUrJyqKs34h+7r5qdYKorizzn7swL1vHhrAE3k4cBEBM8D8YFf8G4M1eX9EhqrtbZLkDIesil9JTAvdRH2yCt+VdDbI8bRfqomOMMxfLKWv/GbGX48WHAXiv72KeWBOKwQIhfgqWjgzHT6VwkvX6xiLWnzICMKmnjuFJfjy5biRn9bYuN58M+IFmIS1kWaaf1mLZvBsA9T03ou5etc7xpu70trwrWZawCd5j//79WK1WdDpbRHlFi0xpaWlYrVZiYmJQq9XyIiqAWq32+EJ0aGgoWVlZaDQajy9EFxUVYTKZ5PtpTy9EA6hUKq8sRDvOodVqJT09HaVSSVxcnEcWoiVJIjQ0tNoL0WVlZS4LowVleTQIiaJBZFSVC9GHDh1Cq9VWvhDtsDB67tw5DAYDWq0WgqPZdOQc3SJNREZGolAoqlyITk1NpaSkhNjYWK8sRNvn1RsL0QcPHkSr1bosRK848TkbymwRwWPPXsdNj0zh7NmztV6ITktLo6SkhKZNm1Z7ITo8PFz+vl7KLogIpisYb/r+hKz6J89iqV63gJzSLOYe+hizJY680lkAtCvOJLJ322q3Ga2uLFWP9phXb6ZXwSkCLUZKVH5kl7QnJNAfhcLAn+krLulgqq4sdyBkCeoTvqzPhKy6U9vfvWSVsKbZbo4zI8yycyk+pAXHcppgsNgeOIcm+ON3YQXbUdbdrbWyg+mHw2XclOTPTYn3MHP/+wAsP/E9Ezq9Lo9XdW0jO5isfx+CSziYvK3PfFVXC7twZaNUKp0iCuLi4pzeT0hIIDs7G61WKztXwBY1HxIS4jS2fJSMVquV/7/UWHumAdicQY5oNBqn8Y7/l3ealz9u+bF2Zxrg4vCPiIggNzcXPz8//Pz8nMaGhYVVKcfuEKrOWMc5tGchVDa2JnPoOLaqOTSZTISEhMiLDuW7epWPMHHcDggIoGHDhvJ2UlJShWOTk5OJjo4mOjpafq+8o9nxuEFBQTRo0EDejmoSx4I9H3Mg5W9ahLflxWs/JMjv4vVHRkZiST6F6Z2ZNI4OI+Lhu+TGQeXP3/Fzbtq0KQCvbSxiw6ki/JRBjOgcTrCfbV/Hz86e3eB4vvZMB3D+PJo0aeIy1hHHz6NRo0ZVjnWcw4YNGzrNd2JiYqX76nQ6oqKi5O2q5js4ONhpvrVardP7zZs3p9hQyNYDf4ESAsxqBvd9BEmhomnTpk7PcVXNd2xsrMs5JCcny2Mcv/8VzbcduyPtUggH0xWMn5/3cimFrOohSVKVThlvXlt1W53uyrR5vI3m3vJrvfVnUHUZWNkutZal0Pqj6tEe/41/0z8vlVUNWmK0qMA6CFSr2HpuHePaT8JfHVBnWe5AyBJcLmqTNm02m72WNh0aGiqnbXpjtdpsNmM0Gr2yWq3RaCgoKHDLajUgH7ei1WrHObRarRQWFlJcXOyR1WqDwVDjtOmysjKKT5yiUaltHjfFnZO/o70aDuHnQ/mA7cGxV2QZycnn5Hmyp02HBwTQNjKQgzlWUgssbEjOp1NYX7TKzzBLZtQKNadPn5ZXqxs2aYg5RIe6UI/l+EnyT5/lvME23xWtVhsMBq+mTfv5+ZGZmemV1WqTyURycrLH06bT0tIwGAzk5eWJtGkfoz7fU/uqrKqeFbx5XVD3+8FxqwtIL56AWrkPtfJLdJpglzHmVZuQcgvQ5RZg/mU9mtsHV/v4DQJsOsZohQ0njdzU3A+LZEGjrDrK11fvqSuStX77bAxKWye/fvq26Nq2ZeHhMpYdK2NYoj+3tdASEVBzXe3J6xIOpisYRw+4L8jav38/33zzDTt27CAvL4/o6Gh69erFuHHjZE92y5YtmThxIk8++aRbZLrruoxGI1OmTKFdu3bccsstHpdXHcqvzFTGzgsOJoPpooOpX0IgCv/qG7nqygJQ9euKZdNuhuYms6pBSwA0ipGYWYVG6Ud6cRpJYa3dIquuCFmCy0VVq9X2Vc3w8HB5VTggIACz2YxSqfTaarX9gb6ifd2xWm23CTt37iQ3N7dCm9CjRw8nm+CO1Wqz2ex0XRWNvdQcVmYTqppDT69Wl5WVodVq0el0NVqtDks5i70J9Y7wVLgQdNUy8iY+K7J9zvGhKnokhKJQRALIsuzcazHw2kabU/HXUyoGtohhUo+PSAi5hhD/CtIRe3TA8vtWFEDQiTOE9e8mv1V+9TQpKanSz8MTq9X2a/PGanVCQoLTtZU/J8fvZfmIlpquVjt+ZtVZrbanyAmubMSzQt3x5rOCNz8vqNv9YJHRyslCKxCJgsa0jGjn4jiTSsqQ0i5GtVg2/Y0iJvqSqc92hiX4s+OckSHxKkqtv/PkutncmDCKEYn3Vrmfr95Tl5dlNVtYk/krXLhVu7HjgygUCn5LNXCm2MrsfaUMjfcnovJ1+2rLcidiaeIKxr5S6wuyFixYwD333ENOTg6PP/44M2fOZNy4cezYsYM777yTI0eOeESuu64rKyuLefPmYTabqxznzc/MvipaFWXmUvZl78BijcRstTl1EktyaNq3zSX2rLksO8rIMJTtWtCuOIOGhiIAMorjeLLTl8y6fnWVzqWayqorQpagPuFN/eJpeY424fnnn+ejjz7yik0A91xXfbUJFWEv8J3nV8p5hS3CrWV4B3aeC5PHDE/0d3qwKC+rX6wfjYNst5Q7zpk4kW+mY1SPip1LlOsm93fV3eS8rc98VVdfzXbh6NGjjBs3jh49etCtWzeeeuopTp486TSmrKyMKVOmMHDgQDp27Mjdd9/N1q1bXY5lsViYOXMm119/PR06dOCWW25h5crL1yVXPCvUHW8+K3jbjtfld19okEgMy0eBHo36MC3DO7iMsR5LkzuQ2jEv+g3ryeqlUrWKVLHg5jAGx2ex8Oh/Oas/ya8nFmCxVm1bfVV3lpeVvWszpdgijFuXxdKsfT9S8swk59lSnts0UNM0pHZd/Tx5XcLBJPA4f//9N//3f//Hfffdx+zZsxk2bBg9evRg1KhRLFy4EH9/f1555ZXLfZo+yd7s7ZisRozmXvJrfVUFKBtGelSuuv+1KIHBubZ0BQkFWcUdUV8i5FUgEPg+5W3CzTffTJcuXYRNuEzY6y+Fm3XMGbyGF6/9kJEtHpW7xykVcH1C1Z3eVEoFo1pdXJn//nBZleOVDSNRxNoihKT0TKxZOXW5BIGgUlJTU7n33ns5fvw4jz32GOPGjWP37t2MGjVKTosEeP7555k9ezaDBw/mpZdewmQy8cgjj7Br1y6n473//vtMmTKFLl268MorrxAREcGzzz7L8uXLvX1pPoV4VrjyiAlW0SfuRyKD7yDQfw4tw12jkqxHUuX/DQ0vLChYLBjn/IxUUHRJGQqFAoVCQbOQ5nSOtmVaZJWcZdu5de65iHqMZLEQ9sdRPtt2M88d6Ms9rR5HoVCwJvViZ9dhl7DNlwvhYLqCcUwpqM+yZs2aRXBwMM8995yLrIiICCZNmsTgwYPlmheOZGVl8fLLL9O/f386dOjAnXfeyR9//OE0ZsuWLYwaNYrOnTvTrVs3xo8fL9dhsMtau3Ytd9xxB+3bt6dPnz68/fbbTvLKysp44403uO6662jXrh033HADs2bZCmKnp6czeLAtn/jll19m0KBBlV6rNz8zx/D9ytglp8f1kV+7rl3NW6RWR5YjioQYFE0bMTQ3WX7NUSG6U1ZdELIE9Qlv6hdPyitvExxledom2GVdrTahPFJJGVKmzbmjiInGPyCIXk0Go6I7GXorAN0ba2gQ6Hy7WJGsm5K0BGlsUU6/pxrIKbXK75WaS/jr7Fqn8U5RTLsPV3qO3tZnvqqrr1a78Mknn2CxWJg/fz4PPfQQjz76KLNmzSI/P5/Zs2cDsHXrVtauXcuLL77Ia6+9xn333ce3335L48aNeeedd+RjpaWlMX/+fMaMGcN7773HPffcw6xZs+jcuTPvvfceRqPR69cnnhXq17OCt+14XX/3R3P3oVBYUSsMtAhv5/SeJElYjthqtuGnQfnwHSiSbGmMFOoxzlmKZKo6EsmR25LGyP8vTZlfZZMMX9WdjrIsOw4g5eSjkpT0iOhDhw7DsVglfrvwPKVSwOBmta/p5cnrEg6mKxhf6C4iSRKbN2+mV69ecv2L8rKGDx/OhAkTnGppAJw/f54777yTXbt28eyzzzJt2jRiYmKYMGECv/zyCwCnT5/miSeeoF27dkyfPp3/+7//IzU1lXHjxmG1WrFYLPz6669MmDCBxMREvvjiCyZOnMgvv/zCE088ISuvd955h40bN/LSSy8xa9YsBg8ezAcffMCSJUuIjo7m888/B2D8+PHy/xXhzc/MXgi3MqySlV2Zm7BKOkyWTgA0NOm5pmu822WVR6FQoL7uWpoaCmiltxVkPZ5nISXPZmiKjAVuk1UXhCxBfcIXumlVZBPKy/KkTQBYvnz5VWkTKsIxjUEZf7EWz6oTF491Y6LrCmlFsgI1Cm5pYRtrssLPx2xRTL+kfMsjv93Ah7te5ETBxRQXVedWcCHrzvr3oUofJrytz3xVV1+tdkGtVnPTTTc51aVq2bIlYWFhcsrVr7/+ikajYdSoUfKYwMBA7rzzTg4ePEhaWhoAK1aswGq1Mnr0aHmcSqVi9OjRZGdns3PnTu9clAPiWaF+PSt4247X5Xdfai7hZOFxAOJCkghQOzvHpLNZUGhrFKJs3hQDEn4P3Arhtjp50qlzmJf8Xu1uqiGarqilFzBbEkjOP8ih3N2VjvVV3WmXJZnNmH//S35dfUM/APZkmjlfapvPnk00hGlr78rx5HWJIt9XMGVlZQQGBvL9oVJ+OFJ1uHl1eL13EF0aXUxR2p1h4q2/bEU5b46z8tC1F5V2iUli9K/58vbdrbTc06bmFcTy8vIwGAxOht1+XZdizpw55ObmsmbNGrkIZf/+/Rk7diwffPABI0aMYN++fZSVlfHYY4/JnthGjRrxxx9/UFJSgsFgYMqUKfTr148pU6bIx46Pj2fs2LH8+eefDBgwgB07dtCnTx9uuukmwFZY1t7Vxc/Pj9atbXWD4uLiaNOm8vpF1b02d5Cfn+9ULLQ8yfkHyTfkAIG0Mn+PtnQQ1zTUolTXPFf3UrIqQtmxJfy6gSG5yRzR2QrOzj+Yilo9jX+yt/HpwEXEBDVzi6zaImT5Jvv27WPatGns2bMHg8FAUlISY8eO5bbbbpPHlJWV8fnnn7NixQpyc3Np1aoVzzzzDL169XI6lsViYfbs2SxatIiMjAzi4+N5/PHHGT58uJevyrs24e5WWq5vdFGfedImQPV0pztsgk6n45NPPrkqbUJFWC/UX7IorGjibQWzS0wSG07ZbjyDNAr6NnVdIa1M1p0ttfxwuAyLZHMw3d82AD+VlhKz7Xu14sT3PNn5DQAUocEom8dhPX4KKScf6VQGimaNXY7pbX3mq7r6arULU6dOdXnt3Llz5Ofny0XiDxw4QEJCgstvtW3btvL78fHxHDhwgKCgIJdC7o7j+vTpgzcpKyvjlzTFZbcJ9jHiWaFqu+BNmwC1/92brRLH8g5ixbYwc01F9Zcc0uOULRNtspo3wO+h2zF+tgBMZiw79tuKfvfrWqW89ScNvL6pGBhGgJ+eINV0lqV8S9vIivfzVd1pl2XcuofssnNEEYSydSLKC/bZKT2ugsWf2sjyBMLBVA/QmySyS6yXHngJTFbJZdt+3JJyEYyS5CxTb6qe97k8KpXNmVEbj/2OHTvo3LmzS4eTW265hZdffpkTJ07QsWNH/P39ufPOO7nhhhu47rrr6NGjBx062BThsWPHyMjI4LHHHnMqutetWzeCgoLYsmULAwYMoEePHnz//fdkZGTQv39/+vfvz4QJE2p1zVcKOzL+BECpKGFk1iEGZpvwu+8xr8lXqFWo+3Zh4JrtTI/tiUWhZNuZQLTav1AorGxMX8m9rcZ77XwEVwcpKSmMGTOG0NBQHnnkEXQ6HStXruSll14iLy+PBx98ELDV21i/fj333XcfiYmJLF68mEceeYR58+Zx7bXXysd7//33mTdvHrfffjudOnVi9erVPPvss1itVkaMGHFZrtEbNqG8zvcVm5CSkkJWVhbjx4+/6mxCRUhpZ7Fi5bnuK0gqzWRgxm2c1/eg9MLUDI73w19VcbvtiojWqRjczI/f0owUGCRWnzBwQ+JNzD/0GSXmYjadWc2/2jxN6IXi38oubbAePwWAZfchlBU4mAQCd5GTk8OBAweYMmUKgYGBPPTQQwBkZmbKOsIRezfGs2fPyuMqSispP87bXAk2oaIx1eVy24Wr+VmhMtamGflweyxW3iHQf2GF9Zcsh0/I/ytbJ0C+Ld1aGdMQzT03Ypr/KwDmZetQNGqAqoXrorKdaxtr8FOC0QpG02Ak//+xM+NPzhSnERMU796Lu8KRjCZ27lrERz3W0im3CXf36kFLoMzsvPjTJ7b26XGeRjiYrmDsLWd1GgVRgXXPZtQoFS7b9uNGhjh7QRUKZ5k6TfVvMB0JDQ1Fp9M5GV3HVroAJSUlmEwmp7a5AAUFBXJLUkfs3tbCwkKaN2/Ot99+y4wZM1i8eDHffPMNISEh3HfffTzzzDNyWOabb77Jm2++6XKsrCxb+tarr75Ko0aN+OWXX3jrrbd466236Ny5M2+88QatWrWq9vWWvzZPUr5NdXm6Rvel+MxJ/s7dSufcJig7XIMyNLjKfWorqzJUvToS+vtfdC84zdawZhSbtKg1ndGo/+bP9FXc0/Jxl5antZVVG4Qs3+P9999HqVSyaNEi+UFg9OjR3HfffXz22WeMGjWKffv2sXbtWl5++WXGjh0LwG233cYtt9zCO++8w08//QQ419t47bXXALjrrrsYPXo07733Htdffz1+ft4z8N60CTqNwkmfedImgLPu9KRNyM/PB65Om1AeyWrFeuosh8KyyQrQk3X+T6xqJWcLOsljKkqPu5Ssu1sH8FuakUitArUStOoAhja7nWUp8zFZjfx+8ifuvOZhAFQdWmJe8juYLVj2HEZ9y0AUKufvtrf1ma/q6qvZLtgZOXKkXNj7hRde4JprrgFAr9c7pezasbeULy0tlcdVVEOn/LjaYLVaSU621a1MSEjgzJkzGI1GAgICiIqKIi0tDavVSnBwMGazWZYVGhqK6mQhkRdq7CsVCqwX7n3t91f2e2HH91zGAlhM5ObaIpZCQkIwG0rl4wZeCGzKzc1Fq9ViklTyewqFAiQJhamUvDwD4eHh5ObmAuDv749Go6G42Hbc4OBgjEajnJ4TERGB1WolMDCQU6dOYTKZKCqyFYc2Go2YTCYMBgOlpaUEBQXJ12IwGDCbzeTm5tK6dWsMBgMWi4WyMlskl90upKen07VrV+bNm8f06dNZtGgR33zzDcHBwYwcOdIpfboyu5CRkUFubi7jx48nOjrayS506tSJ5557jhYtWsiy9Xo9ubm5hIaGyvZMqVTKNs0+h1arlcLCQoqLi4mLiyMvLw+9Xo9arSY+Pl7+PoSGhhIQEEBGRgYAMTExFBYWUlRUhFKpJDExkZSUFCRJIiQkhKCgINnGNmrUiKysLAoLC1EoFCQlJZGamorFYiEoKIjQ0FDOnDkjjy0rKyM/P5+tqQEYLFqgG7CICHNjDAYDp0+fBiA6JBRN6hkUgCk0CL+IUDT6QpKTk23f2bZJFHa+hpA9x8AqYZy7lIyRA7CE6IiPj+fcuXMYDAa0Wi2NGjUi81QaHcJ07Mr1wyKFYjR3xV+zk5+PfcPtDR+mtLQUPz8/YmJiSE1NledRrVbLdrtp06bk5ORQUlKCRqMhLi5OrrMVFhaGv78/mZmZAMTGxpKfn09xcTEqlYqEhASn+Q4MDJR1RePGjcnMzHSa7xMnTsi/x+DgYHm+GzduTElJCQUFtlIgzZs3d5rvsLAwuXtbw4YNMRgM8n1JUlISGo2GzF/X8nv4ASQF7Ik8S5fSLBoXFvLHSZO8+NM/TkPmmdNOOuLUqVPyd1+SJHJybA6/+Ph4MjIyKCsrw9/fn8aNG8tpv3l5eSiVSrKzswFb9F12drY837GxsZw4YXMkhoeHY7VaUSovff8pHExeoirDERYWRmFhIWq1mpCQECRJorS0FJPJRFRUFMNjTVzfSEKlUhEcHCx/EQMCAlAoFHIButDQUPR6PWazGZVKRUhICHl5tpbDWq0WlcoqK/yQkBBa6MqYNUC68EUxkptbJo9Vq9XMGmBT4sHBwRgMBnJzc1EoFDU2HD169GDbtm3k5OQQEhJCbm4uGo2GoKAgTCYT8+bNY9q0aSxevBiwGeiioiJCQkI4d+4cubm56HQ62XDYfxRqtZrc3FwSEhL49NNPOX/+PHv37uXXX3/lq6++IjY2Vn4Yeeqpp+jUqRMqlYqAgAD5fKOjoykrK6OkpIS7776bcePGkZKSwoYNG5gzZw7PPfcc3377rawoTCaTfO0VGY6srCw0Gg0qlQqTyURqaipKpZLY2Fi3G47S0lISExPR6/UVGo7woEY8cKA9D5xqgAIFxs6tKDx/3kmRnTx5ErPZjE6nIyIi4qLhiI7GZDLJ3x+1Wo1SqaxQkUVFRWG1Wp0UmaPhiOrahqFHktkaZlu58GcUVv4msySdg1m7CTc3cjIchw4dIiAggIiICI8bjtLSUpKSkigqKvK44VCr1SgUCkwmkxxS7Tjf9hulinRETQ3H4cOHCQgIIDIystqGo7pG40rGYrGwc+dO+vXr57TKrFQqufHGG9mzZw+HDx+ust7Gxx9/TFpaGvHx8VXW23jhhRfYuXOnV9MhCgoKCAsL4542AbVKQ7gUXRpp+PmOiw6R/Px8wsLCAFt9Hcf36kLfvn3Zvn07BoMBf3+bA8N+bQA//vgj77//vmwT7ISGhsrfZUfsr9mdOR06dODzzz/HaDTy999/88MPP/DVV1/RqlUrmjdvDsCLL75I9+7dXY5lfwDw8/Nj/PjxjB8/nrNnz7J+/Xq+/PJLnn/+eVasWFHta3W8Lk9z6tQpmjWrfIW4PNK582Aw8Vezi+3a20bczPJjtjvY2GAlbRtUfJtYlayWkWo+GBBsW5G+EP10Y/wofk1ZgBUrq9MWcVvzf6FWalAE+KNsnYR1/zEoLsGafBJVS+f0o5peV13xpjxflXWl8uyzz+Ln58eqVauYMmUK6enpFToUyuO4EFZ+UayycTVFqVTK+gls9tqRhIQEsrOz0Wq1aDQa2SGWn5/P2M7hjO1ca9HluOhA65MQyjKHn2N+vvGiTQCW3Vl5ik5ERESl2xqNxslRFx4eTr9+/dixYwdWq5WIiAjy8/Px8/PDz88PnU7H3LlzneyCv78/arWaiIgICgoKZFtiTz+z24VmzZoRHBxM586dmTFjhpNdmDt3Lp06dZLvF6qyC/bznzBhAhMmTHCyC5MnT2bFihXy85j9nhpsz0WOKJVKeQ5NJhP/z957x7lRnfv/7xm1Vdnee3Xv2BhsY7ABF3oPGGJCSEggQBJuchOSkBt+ubn5hoQklARubgIEHBIIvdvYFBeMwbh3W+vtfb1V2l2Vmfn9MavZ1TZvkeRdoc/r5Zel1dF85jxzdM7Mc57n88TExJCcnIzBYCA93T+Cs/d46PvebDb73ef0dSD72paVlZGbm6tF2QH9Ujx7H9dms5GUlETl8RZAQkDh+/PXMCdnAYIgaG2lfcfwdDv7omZP0e4fex8r+ZYr8XS+inz0JEKni4wPdmP87i0Ien2/zaKioiKuM7n5YrPqXPRKqzEZdrKl+l2+OuMeMk2Zfm3Lyso0G8fExGif+dJeB7Nh7+uRlpY2ZNu+Nuxt74KCgkG/a7VaSU5O1t4PZe/o6Gj/NDWPl66je9g/S30mTDGmcenc6xAFkW0NbYAHgNUFUeSk+s8Rfc+/9wZXX1kCnw19bXpv6PWNBux93OFGaUYcTCHCUAuHb4KJj4/HYFC3CMxmM01NTYii6PfDgf6Ttm/nBDhtW98EDP4/sqamptMuBkMdd6iF49vf/jY33XQTf/vb3/jxj3+MwWDQ2re2tvLCCy9QVFSk5bCbzWaio6NZuHAhzz33HJ2dnVp7i8XCBx98QHJyMjNnzuS5557j2WefZcOGDaSmprJy5UoWLVrE+++/T1tbG4WFhSQmJtLY2Oj3IFhfX8+PfvQjbrrpJrKzs1mzZg033ngjt99+O5MnT2by5Mk0Njby0ksvkZCQoDnMep97Xxv2/tzj8eB0OsnIyNBsF+iFw263Y7VasVqtAy4ccmUdm9qiSLSmMi1GwTpjEjZB8JvI8vLyhjynxMREAOx2+5DnC/4TWe+FQ15m5tzPnsHmdeHQm2jumkOMNQpB6OKTuvf59uyf+B3HbDb7HTuYC4fdbsdisWCxWIK+cAzHhr3HVt+by5EsHH1tOJyF48CBA0x0iKLIm2++OeBNvs95p9PpJqzehm+XdaLz3X777bz//vs88sgj/PjHP/bjamho4Omnn/ZbE3w4++yzee6556iqqvIbx2+++SbJycnk5uby97//XVsTjEYjixYtYubMmbz33ntUV1ezcuVK4uPjqays5Bvf+IZ2jN5rQkpKCldddZW2JmRkZHDLLbdQVlbGSy+9BPSkdJwOobxmHo9nRO3l0io8gsTnyapTPEpnod11Fr4b2EsLTYM+MJ+Oa3Gf0P1UayZnp13AZ7Ufcaqrnh01H3Je5ioAdPOnqw4mQNp1uJ+DaaT9GitCyReuXOMVV111FQCXXHIJ3//+93nhhRf46le/isVi0aJPesP3N5vNBjDsdqFEKOeYYHL1XRd6cwV7XViwYAGJiYkhWRdCvY6P5nfv8irYm9V0xbxYPStyL+7Xxk9/aWr+gFyCKGJYeznuR9ahNDSj1DTgeeE9DLdeOeDacm6GgViTQKtLweVZTHRUNEszlyPJ/SvRhevcGbX7KG/HHtTery78CqIg0tQps7NGPY9Uq8iclLG7cILZr4iDaRyjr1NnonLNnTuX733vezzyyCMUFxezevVq0tPTOXHiBE899RQul4tHHnmk3/e+/vWv8+abb3Lbbbdxzz33EBcXx+uvv86OHTv49a9/jSiKnHvuuTz88MPcfffdfPWrX0Wn0/HCCy9gNBpZvnw5UVFR3HffffzXf/0XOp2O5cuX09bWxhNPPEFdXR0zZswgKiqKGTNm8Kc//QmDwcCUKVMoKSnhtddeY9Uq9QbY57j49NNPKSwsZM6cOSG3Y1+cTiTQvW03j2UvpsVgJl3v5QVFLWkZDK6hIKYkEjU1jwuaS3gneSpuWYckLUevf49tVe9z+8wfYhB77BZK8cMIV3hBEIQBU6g6Ojp45ZVXsFgsTJ8+fcLqbYRyfgkmX9814eqrryYqKorKysqgrwk6nY67776bX//611+6NaEv5LJq9iXU4jSopdUXpl3AmunRzEz28m6xi1X5g0cnjGaOuazgJj6r/QhQxb59DiZxWgFEmaDLhXzgOIp7JYLxzKwJoeYLV66JgMsuu4z33nuPw4cPk5GRMWB0pC+C2rcOZGRkDFgprm+7UCLyrDCxnhVCvY6P5nd/rMmL1J1JOX2AKFZFUZCOdusv6fWIhdmDcgnmKAy3X4v70XXQ5Ubedwxp0w70Kxb1a2vQCVyYa+S14y4kRc9Nk1/mhqnJ/dqNtl+jRai4lC4Xpn1H+Pgs1bYGwcBFOapTfFOpC59E2sp8E+IYoiV9CGa/Ig6mcYyB8sEnKtddd93F9OnTef755/nDH/5Aa2sr6enpLFu2jDvvvLNfdA+oqVf/+te/+P3vf8+vfvUrPB4PU6dO5YknnuCiiy4CYOrUqfzv//4vf/7zn/mP//gPJEli5syZPP300xQUFOD1ernhhhuwWq387W9/48UXX8RisXDWWWfx8MMPaw+jv/zlL3nkkUd4+umnaWhoIDExkeuvv57vfe97gLor9fWvf50XX3yRzZs388knnwy4SITymvmii/qiw+Nge+l69MUttOSqob6FKVHoxNFPRoNxDRe6Cxawct3HVJtiuFhs5OhkAztqweFpZU/9dhamXRAwrpEgwhX+UBSFBx54gIaGBu6++25MJtO40NsYDUI5vwSbr/ea8Otf/zpkawLAmjVrSExM/NKsCYNBKalie0pPetzSrNUIgsDsFAOzU4Z+CBoJV61DYn+DlxV5C8iJLqK83c7R5n3YWw5TFDcdwaBHN3sy0ucHwOVBPlyMbm6PzlWo57Nwnau/jOtCa2srX/nKV1i6dKmmo+eD06mWV/c5Dt588026urr8sgIOHToEwKxZqsDxjBkz2LRpExUVFX6bGX3bhRKRZ4WJ9awQ6nV8NL/7Q409EUMDpUkrNY3QqkqNiEXZ2obAYFxiaiKGWy7H8/SroIB3/VaEjGR0M4r6tV2Vb+K142rWyLZKIzcMInkYjnOntPkLPo8pxtG96bM4cwUx3QUx1veuHpcfGO3PYPZLUJReam8RBAW+1JPBFh6Px0NDQ4OWg+vDQGlrwUKEK7B8g13TQGKglCuAT6o38vAXP0aRrZxVfROd8au58NwsVgyxGz1aruFCURTcv3sGpbYRgANfn8KvS1Tdg8UZK/jPBQ8FjGskiHD14HTz1ESEoig8+OCDvPDCCyxcuJCnn34ag8HAzJkzufDCC3nsscf82peVlbFy5Uruvvtuvvvd77Jq1SpsNhuvvPKKXzuv18uMGTO4+uqreeihhxgpDhw4gCzLmvNqIF2+iooKEhIS/HT53G43KSkpOBwOTWtvbLp8Ou0hKyYmRtP+82nK1dXVYTQaNV2+3lp7LpcLt9s9Kl2+5uZmFEXBaDRiMplob2/H7XZrc2fvti0tLciyrGmOtLW1Afjp8oGaMtra2qq1tVgsmlaaxWLRbOgbF3q9HkmS0Ov1WK1Wv7bAoDY8nb376vL1tqEsy1RWViKKYlAEXZ1OJ0VFRYPq8vUWdBU7ukh47k3uXPIaLp2ERWfjmdWbqK6oHpYun6IomEym0+ryPVdi5uP6KAQUfje3lRLPx7xQ/mcA5sdewN2z/wtBEGjfe5jkN7cB4C7Mon7VQk2X7+DBg9r5hELQVZIk4uLiQiLoevDgQcxmc9B1+UpLS3E6neTk5Axbl8/pdCKK4oRfEy6//HIaGhp4++23tfR2t9vNTTfdRElJCR999BEHDhzgm9/8pl/hh46ODq688kri4+O1FKji4mIuu+wy1q5dy89+9jNAHS+33HIL1dXVfPDBB6O65xvO+ht5Vgg/rjP5rDAUHtjSzsflqpPjBwuPc81k/2gj74ef4X1brVStv/oi9OfPHxaXd9OneN/dqr4xGTF+fy1iqr+TQ1EU1rzZQmW7jAC8ck0cKdb+qYfj/Z56pFA6unD96i/8fPrb2GPUufz/nfcMUxPmUNLiZe3b6hozJUHHU5fGBYQzmM8KkQimCCIIM+ys2QKAIDpZfaqYBdfFIaaO3rkUCAiCgO78BXj/vR6AGXtlYpLjaXM3s7N2M05PO1bD6CrcRRDBQPB4PNx///28/fbbzJ49myeffFK7gRsPehvjXZcPVKHr3u0DpcvXt7JaQkICTU1NfoKuPvQVyO7L0zvE+3RtfTvHvuo+Q7UdiQ17tx3KhsEWdD2dLl/vttLBE3ycVIVLp+psLMlciVFnHJEu33B04rIdHch1nYDAF640vjH7ZrY3b+C8zJWsyL2WuO7d2djzz8X18V5oc2AsraYwPRPBql4vq9UaMl0+X99SU1NDIujaVy8vWLp8vvExEkHXcNDlA7Uy2K233sqaNWtYs2YNoijy6quvcuLECX71q18RFxfH0qVLWbp0Kb/73e+oqakhPz+ff//739TW1vKb3/xGO1ZhYSE33ngjzz33HE6nk7lz5/Luu++yZ88e/vjHP4Y8/SmCCIKBQ40+bZ5OPq58pJ+DaSD9peFAd9G5yFX1yPuOgcuN5+lXMX5/LYK5Zw0VBIGV+Sae3t+JAmwsdXP9FPio4m3SrNnMTTl3LF0bt/B+vJMSfa3mXMqLmcyUeFXKYUPv6KVBKruON0zskkFhjoFSMyJc45cr1Hy9HyB8kGQvu2rUXQWzV8/MpPn9dgcCxTVS6OZPB5v6MCjus7M06UIA8mOn0NTVo30QCK7hIsIVnujs7OSuu+7i7bffZuHChTzzzDN+zqCR6G0Mp12oEM7zWYRr7BjJ717ukx4XJV7HXRtaeeNEFw736UVoh8t17ZQoUiwi35htZs10Mya9mUeWvcgNk79JnKnHeSKIIrp53bkQkoy0/9iIuQKFcJ2rv6zrwvz58/n73/9ORkYGjz/+OI8++iixsbH89a9/5frrr9faPfroo6xZs4a33nqLhx56CKPRyFNPPcWCBQv8jvfzn/+ce+65h+3bt/M///M/tLS08Nhjj3HppZeGumtA+M5nEa7AYKS/+4YOiYYONbnJoDvK1ET/SBWly4VcokZlColxCMk9ju3TcQmCgOGmSxAy1HZKQzOedW+h9BE+763/906xg29uvIy/HPh/vHjsL6Pu11gQbC7F0YG09Qs2ZZzQ/rY673oEQUBWFN4vUaPJdAJcnBs4B1Mw+xWJYBrHCJfKEF8WrlDzeb39qyoca96PQ1ZTU2Y3pWNavKBfm0BxjRSCQY9u8Vzc73/KXms6JcVn8ePzbuXcTH9R5kBwDRcRrvCDx+PhnnvuYdu2bSxfvpxHH33UL0oHmLB6G+E8n0W4xo6R/O69ZZU0x6spgwnGJPbXZ3CgwcuBBi+5MTrmpg69/zhcrkSzyEtXx/lpAA5WmU43fzrS5i8AtZqcftHcEXEFCuE6V3+Z1wVfpbGhYLVaeeCBB/ppNfWFXq/n3nvv5d577w3kKY4a4TqfRbgCg5H+7g/30l/S644yOd7/Pkc+UQ6S2gdxar7ffD4cLsFkxHD7Nbj/+Bw4O5GPluB9dyuGy3u0WDOjdcxK1nOgwUt5m8i05Lk4+Jijzfs42rSPqQlzwmru9H70Obg8zG5OpyLFS1VUE+dnqQ7reqeMb/k8O91AgjlwsUHB7FckgmkcI5QCshGuicfn02bojc9LNwLgdN1MjGcFnmmByRkeiGs00C+Zx/vJk/nxpEvY7EllZ1VsvzaB4hoOIlzhh8cee4xt27Zx4YUX8vjjj/dzLgGsXr0at9vNCy+8oP2to6ODl19+mdmzZ2upKKtWrUIQBL8HE0mSeP7550lNTe23sx1shPN8FuEaO4b7u1e8EkJ5Pb/etYrfHf8K35rzC5q71B3rDJvI7GGUPx7JHDPcAhNCZipCihrVpJysRGluGzFXIBCuc/WXeV0IZ4TrfBbhCgxG+rvvLfBt0B3R0rR8kI+c1F6L0/xTh4fLJSbEYvjaVfg8J9KHnyHtPuzXZmWvKKZ4423a6zeK142IKxAIJpfS5kDathuAc5rzuLPgv/nTha9i1qsZH2k2Hf++Oo4/rYjh67MDKxAfzH5FIpgiiCCMsLPqIyQ5kQ7X1/lnNOz/0MH/ru7vxDlTEKKtnJ8bxWNeCY+oY/vJDu45O3rQHe0IIhgJ6uvreeaZZ9Dr9Zx33nm8++67/dosWrQoorcRwZcaSnU9dO9c5qTNpCh9CQsvUzjeJNHskgNS/ng4qO+o5r2Sf1PeXszPz31c1eo7azre9arYt7TnCPoLzwnJuUQQwZmGLMua8PxAou6lpaWa0LzX6/UrWtDW1haSwg9ut5umpqaQFX5wu90hK/zQ2toaksIPvW0oyzJtbW04HI6gFH4ANUqlvr7+tIUfQNWp21vTBahrQGxUFe5GBXudqu8XHx+P9+Bx9ICiE2mJt9LcfY4FBQV0dnZit9uHLPwAaiGCGpOAfsls4rfuA8D1wns0uJzETC1CEATypVPohFgkReBQQzqJ1gTapSY+q/mIHYe3YfZE09TUFLLCD3V1dUEp/KC8sxmjR12PdYvn4tSBXNlCp8XtV/ihoLvwg90e2MIPzc3Nwy78EB8fjyzLiOLp45MiVeRCgOFWkUtKSsJo7Ck9ONyLGAhEuALL53a7aWxsDGplCEmS0Ol6KitUtRRzz5Yb6HRfjqNLLZn69VlmvjHHMtghRs01FshV9Tz7j91kuNpYbGjH9uPbQYCTrUcoiJ2GLMsB4zodAtmvic4VDlXk1q9fr5ULHgx//etfOf/883E6nfzxj3/k3XffpbOzkylTpnDfffdxzjn+D7Rer5cnn3ySV155hebmZvLz87nrrrtYtWrVqM9zIqwJoeb7MnAFe10Y7u/eu+ULvK9/CID+uhXol8wLGldv1DslXj7WRUmLxO8ujOEHm2/mZOtRAB5a+hyT42ciNzbj/vVfARDSkzH959dDOnfC+J+rQ8UVDmvCRMFIqshFnhXCh+tMPCsMBa+ssOrFU7gkAVGoZUXh//Lzcx/vOffaRty/fRoAcXIexju/MmouUB173hfXI33eXVAgLhrTfbciRKs6VT/Z3MbWClVw/Nopn7K15r8AWJ13A9+c8aNxO3cOF0pLO67/+T+QJDAaMP3sW8iWqHHdr+GuC5EUuXEA38V1u91+f29vbw/ZOUS4Asvnu5bBnCR8Ow4+fL73VQBcniXa387PNhII9OUaC8TMFG6JbuGCllIMDaf48LOn+M4HV/HDLV+lpO1YQLlOhwhXeGH16tUcO3ZsyH/nn38+0KO3sX37dvbs2cMLL7zQz7kEPXobH3/8Mfv27eP1118fk3NpONDpdAiCoO3a+nCm5rMIV2C4XC6XGqUTpHVhuL97R2mvFIe8jCFajp2rN+7/uJ1/Hu7i02oPBxs8XJLX83Dyzsl/qeeTFI+Qq56TUtOAXNMQ8vksXOfqL+u6EC6IPCuEH9eZeFYYCiUtEi5JjV4aMD3uaO/0uP7V40Y6xwiCgP76FdqcT0s77mffQPGq1U1X90qTa+laTJROTRH7sOItjpUdGRHXWBCsudO76VOQJN7LPMaRxTawWfy4mruCq9cVzDUhkiIXIpwu9LW1tRWHw0FSUhJ6vZ6uri48Hg9RUVF+oZg2m00Lu4uKikIQBC3EMyYmho6OjgHDNk0mEzqdTgvbjI6O1jhEUUSSJO1hxmQyodfrtTBZm82mhaoKgkBcXJwWUjtQ297hrPHx8bS0tGihr0ajEYfDgcvlwmq14vV6/dr2DmeNiorSJmKLxeJ3jnFxcbS1tQ0YJms2m1EUxc+GDodDC321WCx+bYFBbXg6e/cOH46JicHhcOB0OnG5XERFRWlhhVlZWQEPfXU6nSQmJuJ0Omlra+Oz2s3IZiseaS4AyVEKmVFu7PZSQA197erq0sZEYWEhZWVleL1erFYrCQkJWihmSkoKHo9Hu86KolBeXj5gKOaAoa81NZoN0tLSKC1VzyExMRFBEHBMziTJrn7fcfgotclquOjH5W8zX16B2+0mISEh6KGvTqeTpKQk2tvbgxL66nK5NHsrikJZWRkejweLxeIX+prSHfrqCykfa+hrc3MzbrcaXjvc0NdQR8dEMDhEUcRsNtPe3o7X68VsNiOKIi6XC4/Hc/oDBAih5Atnrq6uLjo7O+ns7MRisQTtd9b3wXMw/I/haVwLXCw+lc/ymDhGUwtxuFy9cd3UKP7fp+q9wotHunhgyWqeO/IY7e4Wtldv5Gszvk9CVDK6s6bhLVPnXGn3EdxTRucEGy1G07cIVwTBhiiKfvevRqNR24gI17kzXLl8z1RtbW1BXRNgZL/7Q34C30eYHL/C73P5SIn2Wpzqr780Ui4fBL0e49evxvWH56DNgXKyEu/rH2C4fiWLMo3YjAIOt8L2SoXrp1/PhrJ1uKUuNte9zfSCmSPmGw2CMXfKTa1In+2n2djJ84V7kdjDzO07+VrqjwDVuXTNq81MT9Rz3ZQoLsoLXPU4H4K5JkQcTCGCKIoUFfUILvtEZH2YOnUqra2tmgMI1Hxf30Mk4OeMAbR8Zh96i3X1bdtXKd7nOPDB6XRqpTP7tvU9IPvQu2z3SNt2dHTQ0dHhl988WNveQni+BdWHxsbGQdv23h0YyIa+/Oy+bWFoGw5lb985+foWHx9PbGysn7ZQenq6X/ve46Hve7PZ7FcCvbCwsF/bqqoqrFYrVquVJI/COVWpNCYv4JSo/qyX5ZmxWCx+x7XZbCQlJWnv8/LyhjynxMREQPVyZ2ZmDtk2Pr6nVGnvilsDtY298DzcO4+iNDSz5Fgs65L1SHjZVv0+K2Z8heysnt9HTEyM9jojw/9Bo+9xo6OjtddpaWlDtvXZ0GKxYLFY/OxdUFAw6HetVivJycna+/z8/EHbRkdHa/Yejg0TEnrKdvedI4ayd1ZWlt9nSUlJflyxsT06XIOdgy/sNYLxgdjYWIxGI21tbdr85ttsCBVCyRfuXKIoEhcXp21qBAPDOXZNzVHsVtVpv93QwN/fc5Ju7eSqSVFcPTnqNN8eGVdfrMgz8Zc9HTR1KWyucPOdTgsrc6/hlRPP4FW8vF/6CjdNvRPd3Kl43/gQZAVp92HMc/o/yAQTwbxGXxauCIID31re+5443OfOcOayWCx+92fBwEh+970dTEbdMSbH36e9V1xu5JPqBirxMVpBhtFy9YYQY8P49Wtw//mf4JWQtu9FyEzBuGguV08y4fQorMo3kWy5kY1lzyMjs715A9+Q7sOoC7zjpS+CMXdK728HSeajrJNIoqpWNCVhtsb1QakLrwz7G7zMSvEGxcEUzDUh4mAaJ/BFBsXExCBJamig7wEjFIhwBY7PF20QbPR2ckif7OGSqil8YVzO0W6/w9KswPW7N1cgIIgCwnnz+eTD42xKKEJyXAC279PsaqRWLCObnNMfJAAIdL++jFwRBAeCIGCxWDCbzciyjCzLZ2Q+C8e5OtRcUVFRiKIY9GIGw/ndbz3+uvY6TfcVdnconHBLHGjwjMjBNJo5xqgTuHZKFH/b14mswEtHu7h5xg28Zn8OWZHYUPYK1026HUO0FXFSHvKxEmhuI6kjdFF7EL5zdWRdmPiIPCuED5dOpwv5s8LpcLjbwSQKEstzJmEx2LTPZHu5qhUE6KYVDLiejWWOEXPTMdywCs+/1OIs3lc3IaYlcee83huoGSzKuIhPqjfSJXVwouUgMxLnj5pzuAj03Ck3NCN9cRBJkPkgQ83EEBBYmXstcXp1UzraKJIXq6O0VWJVfnCcaMFcEyIOpnEGURS1CaesrKxf1EKwEOGaeHzl5eUUFRWhdHapaQSCyOcxauRQjFEYVqnpkXIFEvqzZ/CX4/FUmWIQJIV4ORmd2MD6E69wdsbSgHINhmD068vGFUFw4dPs0el0YT2fRbjGjuH87re1bPYVCKJWd4H290sLh+9cGi7XQLh6UhTrDnbikuAtexe3z07h3PQL2V69kRbXKT6p3siy7MvQzZ+uOpiA9q1fYJrcX+8jWAjXuTqyLoQPIs8KEa7hYri/e0VRWDM9ioMNXlySwn8s+IXf5/KRXvpLUweej8c6x+jOnolcVYe0ZRdIMu6/v4Hp+2sR4nsyGa4p+hoZtlymsjAkziUI/Nzpff8TkBX2JFbTZFIzlxakLiXFkoHdbqeoqIhVBSZW5hspaZUoiAuOuyaYa0LEwRRBBBMc0ucHwe1hT0wWnTq1CsWSLCN6MTSlpkcLMcrEyphOnnHFoAgCsmc1OtM6DrZ9Rpe3kyh9JJw/gvDF6XT5BtLc8oXWD1RuFhiR5lZ8fDwGg8FP46ypqUnTicvNzcXpdGK324mLiyMqKspPJ86nG+jTOOutE2e1WrXyvhkZGTgcDr8Syb01zmJiYqiqqsLpdOJwOOjs7PTTOCstLdV04uLj4/00ztxut5buXVBQQEVFhaZxlpSU5KcTJ0mSltasKAoVFRWaTlxqaiplZWWavaEnDTs3N5e6ujrN3hkZGZSUqI6PhIQEdDqdn719qdIGg4Hs7GzNhvHx8RiNRj+duGDo8vn+DVSSulVsoEJQ+fNaC9klqhVGE40S0e1lKKmh0eVblR/Lm3Y3nV54cX8LFyRfzvbqjQC8VfxPioQ5uCwiGXodglciyl6J/dhxEpKTJnxJ6t66fIWFhVpZ72Dr8o2mJHVEly+CCL48EASBy4uiuHwAf4OiKMhHu/WXdCLipNygnYf+iuUoNY3IJ8qg3Yn7mdcw3nMzglF9vimMm05h3HRt/p5okGsbkXcfBmBjTo/TblXeDf3aCoIQNOdSsCEoiqKc6ZMId4y21GtLSwtxcXFBOKMIVzjwtbS0EBsTS9kfH8bR1sgb8VfyXtJUAH59QXTAKsj5uILRr6qqVm78SA3JjZFrMMbeiiDA98/6FRdkXRpwvr4I17E4Gq5ISerQYSKsCaHmi3AFn2vdwUd59eSzAMxo+E8+Nq0E4NaZZr411xJQrqFQ3ipx81stAKRYRF68Kpb7t32Vk61HAfjNeX9nSsJs3M+9ibxX/ZvhG9eimxGaXf/xdM3OJFdkTQgdxmLr8TyGIlxnlitQfHL9Kdy/eQoAcVIOxrtuChoXgOLsxP3H51CaVMe9OH86zmsv4cNyN0dPSfxssW3CXjP3s28g7ztGrbmd+855B4BUSyZPXPQGoiCO+34Nd66KbE2MY4TS9xfhmnh8iqIgnyhjg3kXD5z1Ae8nqaLWJh0sTDcEnCsYyMyMZZaiLiBtYjpeeRIAmyvfDQpfX4TrWIzsG4Qnwn0+i3AFj0tRFLZVrFffyAInTYu1zy4pGLm+w1j6lROrY0mmukbVd8h8XO7hsvw1AMSZEmnqUqNrdPOna9+RdoeuJPV4uWYTmSuC0CFcx1CEK7R8iqLwSdX71Dmr+n3ndNXjRsp1OghWM4bbr4XuqCV512F+8lYNf9zZwXsnXZxs8WpcXd5Obc0IFgLVL7mqHnnfMQA+yC3T/r4q9zpEQXXJVDtkTraERnA+mGNxYsZd9cL+/ft5/PHH2bNnDy6Xi8LCQm677TauvvpqrU1DQwN/+MMf2Lp1Ky0tLaSmpnL55Zdz99139xN1e/nll/n73/9ORUUFaWlp3Hrrrdxyyy0h7pWKU6dO+VWKinCNb65Q8506dQrLJ/vZnViFV5qKRBygOpei9IFNjwtmv1ZPsnCgO9JV6LoUrI+yr34HzV2NxEclDf3lMSJcx2Kox30EoUG4z2cRruBxHW8+QL2nOz2uZSE79ap466xkPdkxuoByDQc3TjPzSZUq3v3ikU7+vHIFOlHH4vSLMejU+zJxSj5YoqCjC/mQHcXlRjAFX4h3vFyzicwVwcgxmrRp3/ecTmdI0qbLy8s5depUyNKmDQZDyNKmHQ5HSNKmfTYMRdo0qBWxPR7PgGnTNpuN2NhYKiur2H7Kwat1/4MotDMnZjFfzfo+hYVq2nTc7oP4VPoqrXq8dnu/tOmCggIqKys5derUiNOm09LS/MasIAg0drRiXn4WiRs+A+CC4j0czFY3Rt7ZX8M50VXsL93GxzVvU2SZwVez7gtq2rTb7R5z2nTq+zsxAG7Ry0ep6nnpBQMF0mzsdjuFhYU8t9/BtiaF/GiZ/1psQ2itAoKXNg2MaI4Ybur0hHYwFRcXs3btWmJjY/nmN7+J1Wrl3Xff5cc//jHNzc18/etfp6uri6997WtUVlZy8803k5ubyxdffMH//u//cvz4cZ588knteM8++yy//vWvufDCC7nlllvYsWMHv/zlL3E4HHz7298+gz2NIIL+0LV3UF6yi/qznbi6enajlwYwNS4UuPCsFB450YhH0NHpuYBE5a8sybkIj+w+06cWQQQRRBAW2Fq1oedN16XQXRxoNNFLgcC8VD2TE3Qcb5I42iRx5JSuX1q0oNehmzMF6dN94PYgHzyBbv6MM3K+EUQQbIii6Ce4m5PjX023rxivz1lot9vJysoasm1sbKz2OjMzc8i2MTE9gsrp6el+n1mtVr/2vV/3LXleWFg4KI/FYiElJUV7X1BQ0K+t3W7HZrNhs9n8ql3l5eUNef6JiYna69zc3CHbJiQkAKoNs7Ozh2zbO5VoJPbOyMjw+6yvDaOjo7XXfe3d97h97Z2amqq9H8ze9m5nUG975+f7i3SbUvP562ctwKtEGd5m2pQu7fu5GZm4alRHBXHR5J49z6+CXG97m83mQccH4OfgHpa9i4rwyCLSxk9Z3lxCgyWWS66YyaSCbI4cb2fbyfU4vW0caPuMmAyL5vAb6ri97Z2WljZk2942TE1N9bP3QGPWB6vV6jdm8/PzkStqcNtVjb19mS04hU4AlmSuYM7UswBwSQq7W9XfUW2nSFZ8FObkgccsDH+OgIHHrE8fEoY/R/gcaafDhE6Re+ihhxBFkZdeeok777yTtWvX8vzzzzNv3jwee+wxnE4n//jHPyguLuaRRx7h/vvvZ82aNfz+97/njjvu4MMPP2THjh0AtLW18cgjj3DRRRfxxBNPsGbNGh599FEuvfRSnnjiCc1jGEr0nUQjXOObK9R8GVXN7EqsQlHA7T0PAFGAxZmBdzAFs1/RRpElsepOdpcYzR0N/8V35/1/pFgyTvPNsSNcx2Kox30EoUE4z2cRruBySYoXg6xDLxk5alZvZo06uDB3dOvFWPslCAI3Tet5IH3xSOeA7fzS5HaFJk1uvFyzicwVQegQrmMowhU6vsONPSlZotjAlPjZ2nvZXg5eCQDd1Hw/59JouEYK/arzEGcUEeft4ltlO8h56TWULheTCiZzWYGqBSUj89bJ5wPO7UMg+uV97xPt9bln38Rvzvs7y7Iu55K8r2h/31HlpkNSXTPnZxsxBzgbpS+CORYnrINJkiR27tzJ0qVL/TyKoihyySWX0NHRwZEjR9ixYwfx8fFceOGFft+//PLLAdi1axcAH374IR0dHdx8881+P561a9fS1dXFpk2bQtArf/hCISNcE4MrlHyK14u0Yx+7E6uQ5BwkWfU2z07WExcV+J91sPu1em7PDshHnfHIdaeCyudDuI7FUI/7CEKDcJ3PIlzB57oj8y7+95OrubT467Tr1GSHpVlGbMbRrReB6NeFuUaSLSr/tkoPFW2S9lljZy3FLYcR8rKQolUBcvl4CUq7c8y8p8N4uWYTmSuC0CFcx1CEK3R8ebE60mwfo9cdxqg7xKT4mdpnWvU4htZfGi7XSCGIAoZbLkNIVZ8TlLpTeP75DrU1NazKux5j93q2qex1HO62gPPD2Psll1YhH+2uGBcfg/7c2UxJmM33zvolUxJ6nHnrS1za61X5wY8uDuZYnLAOJlEUefPNN/nRj37U7zNftJFOp+M3v/kN69atG7SNXq9mCR48eBCAmTNn+rWbMWOG3+ehgOJy437mNWwvbgzJzRRAV1dXSHjCmSuUfPL+47R5WrDHnMLlXaL9PZCV43oj2P06N8tErKg+XGyPzaF1y56g8vkQrmMx1OM+gtAgXOezCFfwuZSSKiySgSNRZ2t/u7Rw9DewgeiXXhS4for6cKAA/z7aicvbye+++DHf3nQFT+z7FQjgLOoO7ZcVpG6B1GBivFyzicwVQegQrmMowhU6vvxYD+geIt76PQriHVgNPWlk8pFux4goIk7OHeQIw+caDYQoE4bbrwGzumbJB+0YtuzBZojlwuwrVG6pkw1lrwSFf6z98r63TXutX7EIQd9foajVJfNpty5hollgflpgizUNhGCOxQnrYBIEgezs7H45hR0dHbzyyitYLBamT59OUlISkyZN6vf95557DoD58+cDUF9fT1RUVL9yfSaTibi4uGHnHAYCSk0j8oETRFU14N34aUg4TabQ6TCEK1co+byf7GFPYjWKAG5Pj/7SeUFyMAW7X3pR4OJub71H1PPxyU46WhvZUvkesiIHjTdcx2Kox30EoUG4zmcRruBzyWXVtOij+CxW1b1IMgssGMMNbKD6dUWRCXP3vfa7xS46vUbqO6qRFYmTrUc50rQX78webRFp9+GA8A6F8XLNJjJXBKFDuI6hCFfo+Oyth5EUNU3OLz2uoQnlVAsAYn4mQtTQxwpm38TkBAxrr6TZYObF1Fn8oGMam7aWcWXBLQiomUfvnPwXHinw+q1j6ZdkL0c+oQrGK4kxiAsG1hH8sMyNt/txZ0WeCZ0Y3PQ4CO71mtAi332hKAoPPPAADQ0N3H333YMa7l//+hcfffQRZ599NgsWLADA6XQSFRU1YHuTyURn58D6AMPFiKpDmHSY9DpEr4T0xSHq5hXRJXmDWh0iMzNTO79gV4fo6urCbreTlpYW9OoQiqIgSRLV1dUhqQ7h61tQq0O0dyGWVLF7hqq/ZDJsIU2XiYiZDJuuX3WIqiq1AkFaWhpdXV20tLQAaNUhfPZOSEigokIVoOtbHSInJ4fy8vIBx+yoqkN027v3mJ0bE8UrqJocLySn8sLmy3DjoeuUhwLr9KBUh1AUhY6ODtrb28dcHcJmsxEXF+c3Zl0ul2bv3NxcysrKtDGbmJjoZ+9AVofwjcORzBHDrQwRwZlDXwHQcOKLcAWHq6mrAZshBqW0io/iC5C6SyGvzB/bDWyg+hVjErmsMIqXj3XhkuBNu4vL8m/i0T0/B+Cdkhe4b+7/IKV/gVLTgFJajXyqBTExLiD8A+FMX7Nw4IogdAjXMRThCh3fsaYD2usp8bO01yNJjxsu11igm5pP1bLz+espNbhk/aFKLp6UwTnpy9lR8yHNrka2Vq3nwpwrA8o72n4piuIXvbRpSScff3Irq/NuYGnmaqL0PTqEG072So8LUfGNYF4vQVEUJWhHDyEUReHBBx/khRdeYOHChTz99NMYDP1359544w3uv/9+EhMT+fe//62pzd9+++0cPnxYE/3ujfPPP5+cnBz+8Y9/jOrcDhxQf7izZs06TcseeF54D+lz9Xv6my5Bv3D43x0N7HZ7P/X5CNf45PP8ewOdn+/mW0texaWTiDUm8NSqDXhlEZMuOB7vUPRLURRueb2J8u6s0ATbV9GJdazIvYbvzPl5UDjDdSyOhms081QEo8NobR2O81mEK7hcv9/1E3bXbWNBZQq7hf+hxKxWtll3eSz5caPfYwxkv6raJda82UJBnI6vzzKzOFPgW5suo8V1ClHQ8ZOix5lbDd53tgCgv2Qp+hWLAsI9EM70NRsvXJE1IXQYi63H8xiKcJ1ZruHwVbRJ/O3Af7P/1JsAPLb8ZbKjVWeS+/9e1rSDjD+8DTEjZdDjDIcrEJBkmRv+WUs9JkRF5sXKd2n92nR+8oVa7T07upBHl/17SDHykWK0/ZKOleD5y0vqm5R4/nPheiodqtPu0WUvkROjRudWtUvc+EYLAFlmiX9dmxzQ8x8MwXxWCIvtao/Hww9/+ENeeOEFZs+ezZNPPjmgc2ndunXcf//9xMXF8dRTT/mVMrRYLIPmIrpcLmw2W9DOfyDozp2jvZY+3RdS7gjGL5TOLqTdh+nQeTinMZcYQxzzU89DJ+iC5lwKFQRBYPWkHm++17UCgE+qNuKWXIN9LYIIIoggggHQ5e1kZ+1mOrxOdsQbNOfStETdmJxLgUZmtI5nLo3lmUtjuSDHhEFnZFXudQDIisSnTe+jmzdNay/tPkyY7I1GEEEEEZxR/N/eDj4ouZdT7f/EJOaRacsDQHF71ApyALE2hPTkM3eSvaATRVZOVTWiZEHkI5IoePOkltpX0V7MnobtZ/IUgf7RS8cuSNCcS9MTz9KcSwAbeol7L052hcS5FGyMnzuMUaKzs5N7772XrVu3snDhQp588skBnUGPPfYYf/7zn0lNTeWZZ56hsLDQ7/OMjAw6OztxOBx+3/eluKSkDO21DTSE3HTklATE+iaUsmrk6vrTeo7HgsTExNM3inCdcT5p5yFwe4gjijust2FefQld3o6gckLo7Lgyz8T/7VXTUWXXKpSof9DhdbCrbhuLMi4KOF+4jsVQj/sIRo4RpU13p0R6PB68Xm+/lMhgpE3n5ubi8Xiw2+1BT5uuqqrC4/HgcDiCnjbt63tFRUVI0qZ9Ngxq2rTNRnV1NR6PB6fTidPppK2tjb1tn+CS1I0zW/vV0C3RtyC6Hbu9cUxp0/Hx8QFNm1ZONVJ8qmfMTmYBOuFpJMXLjuZNXNx4PTnZaegqalHqTlG+YxdpZ80KeNo0gM1mo66uLuhp04WFhdo8EOy06dLSUu36RdKmwwvhem8R4QoN38FGVbNIUWxMS8hA7E6jlosrwKvqMumm5g/L6RGqvq2eZOYfR9Xz3pRQyLXH3uSK9HlUm8pZnXcDBbHTTnOEkWE0/ZIPF6OUq2uKkJ7M+/rPtc9W592gvVYURUuPE4BLiqxjO9kRIJjXa0KnyHk8Hu688062bdvG8uXLefTRRwfUXfrTn/7E448/Tm5uLk8//XQ/YXBQU+d+9KMf8eyzz3Luuedqf9+9ezdr1qzhV7/6FTfccEO/7w0How19bd/4CYb3PgFAt2QehutWjIp/OGhtbSU2NjZox/8ycAWbT1EU3A89hVKv3nAevfVGLDmZTIrXBd3bHUo73vXuKQ6oXSTOeg8G3THOSVvO/Qt/H3CucB2Lo+GKpEOEDqO1dTjNZxGu4HP9z2ff44u6rQAsLH2AT6IX4jSaeeP6eGJMY3MchKJfj+x+gM2V7wJw95z/YllVLt6XNwKgW3Y2hiuXB4X3yzI+TofImhA6HDhwAFmWsVrVh8uROBQTEhLo6OgIyabD0aNHMRgMIdt0yM7ODsmmQ0JCAk6nMySbDseOHcNgMIRk0wEgOjoaQRD87O1zgrsNNr61Vc34mRrj4b/P82KQo2hpaSF22z6i96sO+1OrzkGcPXnITQefIx4Imlar0WgkMzOTkpISfrHfRlmHeu5PHX6Z7K5mPNcvx5mXHfBNh5iYGBRFGf6mg9OJ6W+vYWxUx23JJTN4oPNBZCRijPH8pPDP6AU9qamp7Kt1cf9n6jPc/DQ99+TWIwhCyDYd0tLSRjRHVFZWIoriadeFCR3B9Nhjj7Ft2zYuvPBCHnvssQHT4rZu3crjjz9OdnY2//jHPwaNRFq2bBlms5l169b5OZjWrVtHVFQUF198cdD6MRjqMxLINOjB40XadQj9FcsQjMEpW9jQ0BCym5xw5Qo2n3yiXHMuCYXZPFttZOfBVlKtIo9dHENmtC4ovBBaO54d5+RAkxVRkTG4poPlGLvqttLubiXaGNhzCNexGOpxH0FoEE7zWYQruFzt7lb21qtVaOPdFr5Xepx7bTWUf/dbY3Yu9eUKNA41ethd6+Wy/DWag+mdkn9x4YJn4NUPQJaR9hxBf/kFCEGIsPkyjI8Ixh9EUfTTQ8nJyfH7vK9WSnx8PDCwjkrf972ve2Zm5pBtY2JitNd9RYANBoNf+96vzWazX9u+mSK921osFr/nsYKCgn5t7XY7NpsNm81GcnJPelZeXt6Q5987KiM3N3fItgkJCcDwbNi7ynjfQIWh7N1bjgX62zA6Olp73dfeQ52T2WwmNTVVez+YvX19623v/Px8ADaXuwAHAGdnx5CeYAFUB4XrpY9QAESBjPPPQTBHDXhOfaNgBhsf0DNmQXVgDtXX3vYeaMwurqmgrEx9Jv4goYjbq3dhen0b0ffcjDjEOfS2d1pa2pDn0NeGve090Jj1Iaq4Ck+3c0nISuVATjXyMQmAFbnXMHXSVK3tjiMCoEYwrco3ISjCkDb0jVkY/hwBA49ZX3Q1DH+O8DnSTocJ62Cqr6/nmWeeQa/Xc9555/Huu+/2a7No0SJ++9vfArB8+XI+/fTTfm0mT57MtGnTiI2N5Tvf+Q6///3vufvuu1m2bBnbtm1j/fr1/PCHP/S7SKGCYjKgmzdNFfvuciPtPRp0se8Ixi+kT3YDUGFpJf6cizlwXJ1Yu7wKqdbwCWM/O8GNLTaJpa/8k7cTD/OuBbyKl+3VG1mVd/2ZPr0IIogggnGPT2s+wNtddnpRXTYiIvq8dKYnBWeTKlB4cFs7m0rV1IfzsqYwOX4Wx5sPUNp2gsNdR5g8LR/5UDG0OpCLK9BNyj3NESOIIIIIIhgIhxq92usZST0uAflUC0qDGpkk5GVqzqXxhHMT3fy73IKkwAdp07iteheiV8L9zGuY7rsVISa02sk+KLKCd32P9pKwahHvl30PABGRlbnXap95JIUPu9c7kw6W5ZioLgvt+QYLE9bBtHv3bjweDwC//OUvB2zz29/+luPHjwPw3HPPDdjmjjvuYNo0NVfzW9/6lhbFtGXLFrKysnjwwQdZs2ZNEHpweuTk5KAzWLRqctKn+4LmYOrrBQ0mwpUrmHxKcxvyQTV088mZn1NWvZmc+NuINVxPuk2PfgzlpoeDUNpxSkEOs4xGvNXTOW9rMe9mHwNgc+W7AXcwhetYDPW4jyA0CJf5LMIVfK6tVeu114vrVSeMmJvZ7zuB4AokpifqNQfTGydcXJ6/hle9Lq4ovJnJ8TPRnWVRHUyAvPtIUBxMX4bxEUH4IFzHUIQr+Hy9HUzTezuYjpzUXuum+kfqjJYr0JhVlM3ZtV3sqPZQh4mDk2Yx+8QBaHVQt+55Ni5zYdKb+cqUO8bMNZJ+yfuOotSq6X1CbgZ7Eqo4Vaym5c1PPY8US09E245qD21uValoabYRi0EIm7E4YR1Mq1ev5tixY6dtd9VVV43ouGvXrmXt2rWjPa2AoqGhgYycDIT0ZJSahqCKfTc0NPQLiQsWwpUrmHzeHftAUThl6qDEoubUWvXr+ePF3wxJNZ0zcc10i+aSt/FTMp0xVFnbONK0lzpnFanWwJ1HuI7FUI/7CEKDcJnPIlzB5WrqauBQ4y4AYj3ziOvMALoQ8zOGPsAouAKNywpNfFTu5rJCEyvyTRjEleQzUwvvV2YUgckALg/S/mPor7sYQR/YW9lwHx8RhBfCdQxFuILL55UVjpxyAyJR+maKWw+SYL4AAPloidZOnJo/Zq5goKGhgZX5SeyoVoNNPpixiNkNpbjamvmP9KfpLPZg1lu5rOAmrIbo0xzt9FzD6ZciyX7RS/pLzmN96W+196vy/LWce1ePW5VvGhFXIBBMrvDJqwlDdHZ2IggCusVztb9Jn+4LGleoEK5cweJTvBLSjv0A7E7qyX2dZj0LICTlLM/ENRNsFvQLZrC4roB0RwI3m67BrLcEhSsUCFeuCEKHcJjPIlzB5/qk6n0UVT2DNue9rJm1hp8VrqQrLXWor4+KK9CwGkWeXBXL5UVRmHQCoiDS1dWlfS4YDYizJnefhAv58MlBjjR6hPv4iCC8EK5jKMIVXL6SFgm3pLoBFPbS6lJT4hSPF9muikUTbUXIHH5QQ6jteH62EXP3/sLHNTLKrddgEqNYXK9G5nR6nWwsey0gXMOBvPtwT2phQRZKYSYWQzSioCPVksm8lEVa2zaXzCeVarRufJTA2emGEXEFAsHkijiYxjGMRrWmsO6s6dAt7i3tOoTi9gSNKxQIV65g8ckHjkO7E4A9ea3a3+cknDvYVwKOM3HNqh0Sf0pdwPOxv+TCknu4cmcK0YbACpSG61gM9biPIDQIh/kswhV8LpPeTKolE6+UQ72YjSyInLLEYLEE7lzOpA1183pKUEt7jgSdL5gIV64IQodwHUMRruDy9U6P0+uOMCVhNgDyyUrofs7UTc0f0SZ2qO0YpRdYlqNG/jg9Cp8K8RhuXM2lFVO0dm8dX4dHHttz83D6pUgS3ve3a+8NlyxFrzPwnwse4q8r3uX7Z/0KUehxu3hkuGpSFHEmgYvzTJrUSbiMxYiDaRzDFxIumE3o5nYrzneLfQeLKxQIV65g8Xm37QGgS/Ry0FiKy7OIKPF8FhSeH3CuwXAmrlm7S+GVCoFWg5mNiZNQmlo1HapAc4UC4coVQegQDvNZhCv4XCtzr+XJi97kv7Lu4+bavSS7HayyOoLCFQqkpmeiKArHmvbzh10/5SPzfrCp0azyITtKp+s0RxgZwn18RBBeCNcxFOEKLt+hxh6nS7SpnExbHgDy0Z6oUHHa8PWXhuIKBnxcvtQygA0nXejmTyf73IuZ36imfjV5T/HJ8TcCwjUUpM8PopxqAUCcnItY2FMlLyEqmakJc/zaJ5pFvn+2ldevi+f22T0VGMNlLE5YDaaJBlmWsdvVh+P8/Hyqqqpwu92YzWaSk5MpL1fDEZOSklAUhVOnTuF0OpkxYwa1tbXI2YmkfK4ey/nRZzQkmElMTEQURRoaGgBVrKuhoYHOzk6MRiNZWVmcPKlOFPHx8RgMBurr6wG1PGRTUxNOpxO9Xo/H49G81HFxcURFRVFbWwuo5QpbW1txOBzodDry8/MpLi5GURRiYmKwWq3U1NQAajlOh8NBW1sbgiBQWFjIyZMnkWWZ6OhoYmJiOH78OFarlbS0NDo7O2ltVaNyioqKKC0txev1YrVaiY+Pp7KyEoDU1FTcbjfNzWroYUFBARUVFXg8HiwWC0lJSZoNk5OTkSRJ69/MmTOprq7G5XIRFRVFamoqZWVlmr0BGhtVQbbc3Fzq6uro6urCZDKRkZFBSYmai5yQkIBOp/Ozd2NjIx0dHRgMBrKzszlw4IB27kajkbo6VdgtKyuL5uZmzd55eXnaeIiNjcVsNvvZu62tjfb2doxNbaSUqDbYm92KW/bgdH2bts5Mrn6liX9easHT1eFn75KSEiRJwmazERsbS1VVFaCW4+zq6qKlpQVQS5qWlZVp9k5ISKCiogKAlJQUPB6PZm9FUTCZTAOO2eTkZGRZ5tQpVRsqLy+Pmpoazd5paWmUlpYCajlTQRA0e/cds5mZmRw8eBCr1UpSfDy50VDdLpPk6cCLgGfTduosIgaDgZycHIqLi7UxazKZ/Ozd0tLiN2Z729tisVBTU4PT6WTSpEm0t7fT3t6OKIoUFBT4jdno6GitLGd6ejodHR1+Y7a3vePi4vzGrMvl0uytKApGo1Ebs4mJiX729nq9NDU1jWiO8Nm7trZWG7Pp6ekcOnQIq9U6ojlClmXEIJT8jiBwOHnyZL8ytOHCF+EKLJcgCMxtFJlVvYuvVe9GvOXyoHEFC0dPeXnhSCdH6zv4zUUO7t92GwBlbXbOn3sH8rY94JWQDhwPaAGUL8P4iCB8EK5jKMIVXL79DV2ocSYeZiRatOgaTX9JEBBHWEThTNhxXqqeJLNAY6fCjmoPzV0ycZedzxV/380u/gHAG/v/j/Pzr0Q0jS5i53T9UrxevBt7opf0q5cO+9h6USDa2BMlFi5jMeJgChFEUfS7iH2V2/te4Pj4eOx2O3q9nqysLJTMTNzbD6HUNGCqa6LAEoMYHw+oD8w+9BXr6nvcmJgY7XV6err22m6392vb+73ZbPb7rLCwcNC2FouFlJSenN2CAn8PuNVq1drbbDaSk5O1z/Ly8oY8/8TERO11bm7ukG0TEhKw2+3odDqys7OHbBsXF6e97uvR7du2t70zMvxFU3v3DSA6ukdYrre9BzpuX3unpqbieWkDUvff9k/pQOrMQZLVa5xlkYmPsUGMzc/e+fn+gny9j2uz2TSnGgzf3na7fVhj1oeR2LvvmO1twwfP95JqETA98iYKCpVNJ9jZ1MgNC76HIAj9jtvb3mlpaUOeQ1FREXa7HYvFgsViITW1R5+k75jt/V2r1eo3Zoeyd3R0tGZvu90+rDHrw0js3XfM9h2Hw5kjDhw4QAQRRBA+UEpVx7gOBVPBxBN3/tMuJ3vrvYCeGkc2U+PncLR5H+Xtdo5MlpjSraUq7z4MQaqwG0EEEUQQbmhzyVS1qw4lvWhnWqKadqw0taLUqZuXQm4GgtU86DHGC3SiwMp8E/883IWkwIdlLq6bYmbWjXdR+Nb7FFvqKY1qZM8rT3DWmu8FRbdW2rEfWtoBNepLzMtgV902ZictxKD7cqYmRxxM4xi9HyB9Yt/eVzYCqti3eN2KoHAFG+HKFWg+pdOFtOswALJJxy7lMC7vau3zJZmGgHGdDmfqmk2KV6co7/nzeXbXb3k75yjUwuSGRcxPXRJQrmAjXLkiCB0m8nwW4Qo+BKusVdpUZBm5vLsoRKwNIT5m6C+PEKHo143TzOytV2/aXzjSyQ3TbuLoLrXQybvODUxNnIZyqgX5RDlKmwMhxhYQ3nAdH5F1YXxjNJkOoG4cV1ZW+kUx944aD1SmQ25uLm63G7vdHvRMB1/fHQ5H0DMdQN2Eq6ioCEmmg8+Ggcp08EXe97a3zWbTIu8tFgv19fV+9v74UCVgBcCgP0p0VxJ2u530ikZ03eOxJSWWFEUZdqZDQUGBNoaDnelQUlKC2+2mqakJvV7PNH0joG6kvnXMwRxdFQaDgatmfZM/FP9a/btrI1Pfm0fN5EzN3sPJdPDZsK6ubuBMhygzMRu343NbeS6Yz4HST/nV/u9i1cXw1el3M4UFfpklL+xpYE68h0lZKX6ZDoWFhUiSpG1+BzPTobS0VPu9jGSOGG62g6CEosb5lxy+yIBZs0a2w9bW1uYXcaR0unD9f0+o4mtRRky/+A7CKMP9TscVTIQrV6D5vFt34X3tAwCKl8TzgOFJmh2P45VVPa5nLtYzKS2woteD4UxfM8Xt4ZPHf8LvJ30IwNLki/iPRb8LClewMN65RjtPRTByHDhwAFmWsVrVG7zh3ih4vV6KiooGvFGAwD9MHDt2DL1eH5KHCa/XS1ZWVkgeJhITE3E4HCF5mDh+/Dh6vT4kDxPv1P6Dj5veJNsyl+Suu7l122ekuh10FmVxauXCgKZNJyUl0dbWFtS0ab3ByI/3RFPlkAH4/WKJvxz/Ks3uRgQEHhF+SspHapp0+9K5JF29Ysxp0773siwHPW26sLAQu92OIAgheZjwer2kpqYOe45wOp2IohhZE0KAsay/4/3eIsJ15rgG43tmfwdP7VcriEWbf83LVz6I1RCN+6lXkQ+p86LxvlsRs9P6HW+kXMFCX67b3mnB3iyRaBZYd3kcMSYRSfbynfWXUe9V57vf7lxNwZpvoJteONhhh8XVG97NO/G+8REA4qxJGL9+DU/s+2+tet2ds3/KqrzrtfZHGr3csb4VnQA3zzDz7bn+1bHH+1gc7lwViWAax6ivr/e78D6xb+nzA6rY975jAdMd6MsVTIQrVyD5FEVB+mSP9t47M4/sqsU0tKnOpUnxOgRHAz6PfbBxpq+ZYDQwc8rlGDpr8ZgO81nDFjq9Tsx6a8C5goVw5YpgdBhr2vRQbQORNg2g1+v92gcrbdqXrmqz2YKeNg2nTwmHwKVN97XhWNOmfehr78LCQvaf2AHAidZMdnfmsWFmHndXfMoNM9KIH+Q6jiVt+nQ2DETa9I1dXfxhp1pF9f0aM5cW3MjzR/+MgsIHqcdY030bG1NaG5C06d59C3baNNDvnIOVNu37jcWPQFohkjY9MRCu9xYRruDxHWhwa69zYpxYDdEoXgn5hLrRgs2CkJnKSHEm7fjtuRZ0AsxPM6DrrsimE/VcMfU2njr4O6LdJuqiHGT/4y2E769FTEkc7NCn5fJBcbnxfvCZ+kYA/arzcHra2VL5HgBmvZXzsy71+86GErUohaRApq1/JFC4jMWIousEg25Rjwq9tH3vmTuRCIIK2V6OUq/uXAoFWcyZsoJlmQ9rny/N/nLl9D6y08mNjlk0dv0PimLAjYdPKzad6dOKIIKQQa6qI27rXuTq+jN9KhGMQxxvPkCTRx0bOuUa7e8zHHWIeRmDfW3c45JCE1adGsG0qdTNvJRrMIjq+repcT2ubNVholTUInevmRFEEEEEEQwMRVE41Kg6mAShhVlJ6vogl1SqGTKAODUfQQy8VlEwsSjTyMIMo+Zc8uGinKu4c9bPeKL9P1hwKgu63Hiefi0g1UelbbvB0QGAOGcqYkYyH1e8g0vqAmBZ1mWY9f4RSldPNnHLjCiyokUuyAnfZ7mIg2kco++OH4CQk46Qoe4EK+U1yFWBedgYiCtYCFeuQPJJ23qil/TnnQXA1sqeHYel2cawteNAXK0uGacX3IINt3chAJuPvhwUrmAhXLkiCA08L72P7cBJ3E+9iiLLIeEM1zEbjlxbqzYA4JUyaelSI7nyOpuY5GkZ1U706RCqfpn1AldNUstQSwpsLDGxNFPVIuzwOvhkRqvWVtp9OCCc4Tg+Qs013rB//37uuOMOFixYwKxZs7j66qt5/fXX/dr84Q9/YMqUKQP+a2tr09pJksRf//pXVq5cyezZs7nyyit59913Q9yjHoTrGIpwBYevsl3G6VGVlibFy1yYcwUA8pGTWhvdVP8ozNFyBRPD5TLrLazKvw7rzVchpKnRo0p9E57n3xr2vdRAXEqXC+9H3eXdBQH9qiUoisL60pe0Nqvzbuj3vbxYPXfNs/KvK+OINvZ3w4xHG44GEQfTOIYv9743BEHwj2LasS9oXMFCuHIFik9paUc+dEJ9E21FnDWJdrfM7lp1ZyHdKlIUpwtbOw7EtarApL1WulYBcMB9mFMdY3Ownul+hQNXBKGBEN2dDtrchny8LCSc4Tpmw41LUiS2V6sFQDzeVdrfV546gZidhqDXDfbVUSOUNrwgyYm++2719RMuLsq5SfvsPfETFEGVEpV3HyYQsqLhNj7OBNd4QnFxMWvXruXYsWN885vf5Ec/+hFms5kf//jHPPPMM1q748ePk52dzW9/+9t+/3qnBD/00EM8/PDDnHXWWfz0pz8lISGB++67j7fffvtMdC9sx1CEKzh8aVaRv6yO4bsLLNw2K5fpifMAkI+q2oIIIE4ZnYNpPNmx0+u/FggmI4ZvXAuWKADkwyfxrt82ai5p8xfQoUYqifOnI6YmcujULiodqh2nJ55FTszgWk+DVbMbTzYcCyIOpnEMp9M54N91Z00Ho1pBTNp1CMXlHrBdILiCgXDlChSf99O9IKsTo27RHBpcdXxa6UbqniuXZhsRBCFs7TgQ14I0A4lR6mTslM9GVqJRBIUte/8ZcK5gIVy5IggNdGfP1F5Ln4dGGyVcx2y4cR1q/IJmVyOKIiBJqt6DqMhc1FSMmJd5mm+PDqG0ocnrZEWeusngcCscacxleoL6UKTTGWifrGppKI0tKOW1Y+YLt/FxJrjGEx566CFEUeSll17izjvvZO3atTz//PPMmzePxx57TLPL8ePHmTVrFldddVW/fwaDes9dWlrKunXrWLt2Lb/5zW+46aabeOqpp5g3bx6/+c1vcLvHfj8+UoTrGIpwBYfPoBOYkWTgK1PNnN8tt6E0t6HUqoUWhOx0BKu533FGwxVMDMb1QZmL+z5o44bXmnFL/k4mMTGOtjXncTRO7au0aQfS3qMj5lI6uvBu/qL7oAL6FYsBeO800UvDwXiwYSAQcTCNY+j1A2uw+8S+AU3sO1hcwUC4cgWCT/FKSDv2q29EAdeCQr7zwdU8svsjrY1Pfylc7TgQl14UuDhffcCQBT0uzwUAbKlZH3CuYCFcucYz/u///o8lS5YM+FlTUxM//elPWbx4MTNnzuSKK64YdAf65Zdf5vLLL2fOnDmsWrWK559/PpinPSDE6YXIUd2/gQMnUJydQecM1zEbbly+9DiPNIdOryrevKCtikRvZ9AcTKG24VemRWnv/32ki1umfZf/Xvx//HHZiyTMWah9Fog0uXAbH2eCa7xAkiR27tzJ0qVL/UTbRVHkkksuoaOjgyNHjuBwOKiuru4nnt8X77zzDrIsc8stt2h/0+l03HLLLTQ0NLBz586g9WUwhOsYinCFjk/yRS8BumkFQ7QcO1egMBjX9ko3O2s8tLgUPq3qcfhKspfH9/yCu0/eyRPz9iAJanqc54X3kKvqRsTl/XgndKkaTrqzZyImx9PU1cBnNeqzWqwxgXPTL/T7zrYKN+sOdlLrlEbVr2AgmFwRB9M4Rt+KOL2hWzRXex0Ise+huAKNcOUKBJ984Di0qx5lceYk9rkO4JUF2rvU6IVYk8CsZH1AuEaC8cC1uleaHF2XAFBqqKe0ePQ3dOOhXxOda7xi8+bNPPbYYwN+5na7+drXvsYbb7zBpZdeyk9+8hOsVis/+MEPeOmll/zaPvvss/zsZz8jOzub+++/n6lTp/LLX/6Sv/zlL6HohgZBr8OwsDuKSZKQdh8JOme4jtlw4vJIbj6t+UB97b1E+/vKU2qadbAEvkNtw0nxehakqVEkVQ6ZBudUZiYtUGUD5kwGnZoGKO09iiKNTaMsnMbHmeIaLxBFkTfffJMf/ehH/T7zpYfodDrsdjuKomgOps7OTuQB9FkOHjyIzWbrVylwxowZ2uehRriOoQhXcPgONO7kH0ceZ2ftZpyedgDkoz36S+LU0TuYxoMdV3ZvRqfbRDy9fsI6UU+Lqwmv4qVBOcXOc7pT1Nwe3E+/htIt1n06LsXRgbT1C99BteilD8rfQFK8AFycezUG0eB3jH8f7eQvezu4/rUWSlq8I+5XMBBMroiDaRyjuLh40M+EnLSAin0PxRVohCtXIPi8n/SIe+uWzOPz2s24vfNQUKsQLMk0ou+ukBCudhyMa1K8nsI49SHCwWSmN87nvoNLSPli9CkR46FfE51rvEFRFP7xj39w99134/F4BmyzadMmjh8/zne/+10eeOABbrnlFp577jny8vJ45JFHtAeLtrY2HnnkES666CKeeOIJ1qxZw6OPPsqll17KE088EXIthar0OO21tDP4aXLhOmbDiWtPw6c4Pe3IihmX5zwAbF4Xi1vLERLjerS7AowzYcMbe0UxvXikS3stmKMQp3dHnrQ7ke1j0ygLp/FxprjGCwRBIDs7m6ysLL+/d3R08Morr2CxWJg+fTrHjx8HYOvWrSxbtoy5c+cyf/58HnzwQTo7e6JF6+rq/CKhfEhJUe/Hq6urg9ibgRGuYyjCFXi+khYvT+1r5F9HdvI/n93Pseb9KF6pR9fRakbITgsIV7AxGNf8NANPrIzh31fFcXGeye+zqwrXaq/fTtkHOd19bW7D8+wbKNLA0UW9ubwffQ4u9d5Sd+4chAQ1avj8zEu4pug24kyJrMy91u/7dU6JPXWqUykrWiQvdnBdxPFgw0DgyxcvOwHglRV21nh45YSVac4OvjHH0q+NT+zb+4oq7Cnt2Id43YpQn2oEAYRc3YByshIAITURpSCD3e9/gtt7u9bGlx73ZcWqAhNP7FZ3GXJa17Cw8QtoOY5yWQeCrf/vJIIvH2688Ub27dvHeeedR3NzM3V1/UOfKyoqAPzS54xGI4sXL+af//wnp06dIjk5mQ8//JCOjg5uvvlmP0HGtWvX8u6777Jp0ya+8pWvBL9T3fAmxiJkp6FU1KJU1iFX1SEGoUJYBBMHVoONeSmL2VEVg6So68Oy5pMYFQkhNzjRS2cK52YYyIvVUdoqsb/By+FGD9OT1F3ikhlGUg57MEsGpN1H0I1SpDaC8IeiKDzwwAM0NDRw9913YzKZNAfTgQMHuOeee7DZbGzevJl//etfFBcX8+yzzyKKIk6nE6u1v9M2Kkp1fvZ2Ro0Usixjt9sByM/Pp6qqCrfbjdlsJjk5mfLycgCSkpJQFIVTp05p36usrKSrqwuTyUR6ejqlpaUAJCYmIooiDQ0NAOTk5NDQ0EBnZydGo5GsrCxOnlSjV+Lj4zEYDNTXqxvW2dnZNDU14XQ60ev15Obm4nQ6sdvtxMXFERUVRW2tusGXmZlJa2srDocDnU5Hfn4+xcXFKIpCTEwMVquVmpoaADIyMnA4HLS1tSEIAoWFhZw8eRJZlomOjiYmJoaqqiqcTicOh4POzk5aW9VqkUVFRZSWluL1erFarcTHx1NZqd43p6am4na7aW5uBqCgoICKigo8Hg8Wi4WkpCTNhsnJyUiSpG0SKYpCRUUFLpeLqKgoUlNTKSsr0+wN0Nio6vbk5uZSV1en2TsjI4OSEjXFLCEhAZ1O52fvxsZGOjo6MBgMZGdnazaMj4/HaDRq9yhZWVk0Nzdr9s7Ly9PGQ2xsLGaz2c/ebW1ttLe3I4oiBQUFfva22Wyas9Pr9VJfX09bWxvra6L4omYhsBBb1B+IdafQdbwEoVvLVy7M4lTTKVpaWgAoLCykrKxMs3dCQoJ2/5SSkoLH4/Gzd2dnJ3a7vd+YTU5ORpZlbczm5eVRU1Oj2TstLc1vzAqCoNm775jNzMykpKQEp9NJU1MTer3eb8yeOnUKS0cH5Z0GcnJyNCdKXFwceaapZEblU9VVQnHbUXYuW8NZLzej63AhF1dw6rnXaFk6l9jYWCwWizZmJUmirq4OZ10DaVt3IQKKTqSiMA1rXR3R0dG013Sy2HgpVy/+Gi6nG3u1XRuzL+6uRUGdIy7O1mnnlJqaisvl8rO3z4YWi4XExEQ/e3u9Xm3MjmSOyMvLo7a2tt8c4XQ6aW5uHtEcIcsyonj6+KSIgylEGMnC0eKSuf9jGUkxYu/oYkVCE27XAAtHQQZRBj2Cx4tn5wHkVYtpbG0Z1cIRGxurnV+wFw63243dbictLS3oC4fb7UaSJKqrq0OycPj6NpqFo+u9j7F1j5eOWYV8fvA92t0OXF41/NIoKuTpW+joUBcOt9uN0+nE6XT62bukpARJkrDZbMTGxlJVVQVAWloaXV1do1o4YmJiKC8vH3DMBnrh8NkwISGh38Ix29yMgBEFgU0pU7m14gsEr0Tbpu2IF53jZ++Wlha/Mdvb3r6Fw+1209HRQXt7u99C3XvMRkdHawt1eno6HR0dfmO2t73j4uL8xmzvhSM2NpaysjJtzAZz4fDZcCQ3l8NdNMY7qqur+eUvf8lXvvIVbr311gHb5OXlAXDy5ElmzuwRzy4vL8dkMhEbq+5I+dIdercB/3SIUDqY4uLi0C2chbdCnZulzw8iXhM8B1NcXFzQjh3hCgxmJM5nRuJ87tpwigPdz7Zaelx+cPSX4MzYUBAEbpwaxUOfqWnkLx7p4paZx3j64MMca97PbVkLWVVWgLz/OMp1KxCMhiGOenq+UCBcucYrFEXhwQcf5J133mHhwoXcddddACxdupTo6GjuuOMOLBZ1s2r16tXEx8fz1FNPsXHjRlatUis0Dlb96XSfnQ6iKFJUVKS9z8nJ8fu892eg3teDev/qu5cdrK1vTQP1nn6otjExMdrr9PR0v88yMzP9uHp/t3elPaCfnlXvthaLRYv6AvWevm/bxsZGbDYbNpuN5ORk7TPf+j3Y+ScmJmqv+6YA9W2bkJAADM+GvX8/fSPihrJ3Roa/o7+vDaOjo7XXfe3d97h97d07mm4we/v6lpKSQnVVC6BG6WRGt1GYNQnP25vxxe2YZk7GkpTkd34jsXd6evqg4wN6xiyo9/RDHbe3vQcas42Njdr16z1m+9q773G/Mv2b/HH3zwDY4trEkm/+CPefXwBJwnbgJHHTJqPv/k5fG3q2H0TyqtbSL5lHwdxZA/NEo41ZRVH4vMWKz+6XTraSYetpGx0d7Wez09nQ12cY/hwBA4/ZxsZGrc1w54jhRmlGHEwhwkgWjjhgUWYb2yo9NHYq1OlTOLtX5Ervtp5505A+P4Do9qI7VEzmObMHPS4MvnA4HA6/CbzvdwO5cOTk5GCzqa6UYC8cPgfDSCaysSwcvfsGw184lC4X+hOqYwKjgbgLF1FT/AReaRqKov74z8k0kp0eo33X4XBgtVqxWq1+9u6rDdCbx2azjWrhcDgcfhwDtQ3UwtHXhr3H7Mz8DBacbGNnjYcaxcRBWxqzHLWY9hzDdPkyonvxpKX5h/kOtFA7HA4sFgsWi8VvoR7oZscHq9XqN2aHsnfvheN0vzEI3MLR14bDWTgOHAhNZbJg48MPP8RoHDrS76KLLmLp0qX87ne/IzY2loKCAt5++222bdvGXXfdpX2/vr6eqKiofg9mJpOJuLi4kKdDREVFoZs3De8bH4JXQtp9GP0VFyAESajRtysfCkS4Ro9qh8QB1YdMttLBtA71TbD0l+DM2XBlgYm/7O2gxaXwcbmbKyaZOdasFsbYkHuSFWX5iC438uHinmIoY+ALNsKVazzC4/Fw//338/bbbzN79myefPJJrTrcBRdcwAUXXNDvOzfffDNPPfUUO3bsYNWqVVgsFrq6uvq18/2t97obKoTrGIpwBZ7v4rxKdjf8C680mdnJ6r2pfKRbf0kAcerYIj/Hox2r2iUsBoH4KHUDdXHGxaw78jiNnbV8UbeVqunfI/36FXhfVIsGeV95HzEt0a9ARlRUFEpLe4/msdGA/qJzh8V/olmitFV1Ls1O1pNhGzw9biT9CgSCyRVxMI1TrC4wsa1SzfFcf9LF2ekDPzDpFs3VSlZLn+5D38fBNFzU1tb2e4ANFsKVayx80s5D4O7O6V0wAyHKxM7aLbi8K7U252f5j4FwtePpuFbnm9hZo9pqY9E8Oiv/jx3JFdyzexGWhWcFlCuQCFeu8YbTOZdArZxxzz338N3vfpdvfetb2t8vv/xyvve972nvnU7noAuwyWQKeTqE0+lkxowZdBVmEXWsDJydePYfpzxG7XOg0yGKi4uxWq0hS4fwhYeHIh0iKioqJFGtPhsGMx3i7YoenYkVTXYEQNbrKOloo5DUoES1KoqCyWQKSVSrz4a+qNZlyR28XmlGUmDTMRuFlhkUdxyiRmxkf0Itc5vS6dyxF6Uwc8RRraCmQ8TFxQU9qtUXcWw2m0OWDpGTk/Oli2oFNXXt3nvvZevWrSxcuJAnn3xyWM4g3yZbR4eamp+RkTFgpTjfPDqQPlOwEa73FhGuwPO1eXZjNr4HvMe0xAdQWttRatS5QMhKG7PUxHiy44kmL3/Y6eRAg5dvzDbz9dlq3/SigcsLbubvh/4AwJvFz3P3OT9HqapH2rYbJBn3M69juu9WhLhojSt370no1mjSLZmn6Ru+duLveGQPF+deTUJUcr/z2HDSpb32CZCPpV+BRDC5Ig6mcYrFmUYsOpkOSWRLhZsOj4LF0D/01if2rVTXa2LfYmbKAEeMYLxCURSk7b3EvRfPo8pRSrWzDJ1Yg9VYTZcng8VZX279JR/OzzFi/hw6vbBRl8DnMz5HEDycs/sVzj973phC1CP4cmDr1q3ceeedJCQk8MADD5CWlsb27dt54YUXUBSFhx9+GFEUURRlXKVD2O129Ho90cvPwXOsW5Rz12GK7rjer22g0iGsVqtf+2CmQ9jt9pClQ9jt9pBFtfa1YaDSIVKzkznRcpC8xFw2bXcAIKCwovoQAPr8TAonTQKCE9Vqt9tHFGU5lqjWvjb8xrk23nutmQVpBi6ZFkOXdDu/2fkDADbkFjO3KR19cSUmUT/iqFZf31JTU4Me1QrqdR3sNwaBTYfwpe/Dlyuq1ePxcM8997Bt2zaWL1/Oo48+isnk/6B32223IYoiTz/9tN/ffc423/idMWMGmzZtoqKiwm9MHzqk/u5mzZpFBBGMV/iiPQGmxM9GOlKivR9r9NJ4Q6xJ4GCDKqy9ocTFbbPM2j3bipyr+fex/6PD6+Djyre5Zep3iL1qOUpNA3JxBbQ7cT/zGsZ7bkYw6NG1OZE+67adyYB++UIAXFIXr9qfxeFp5TX7szyzaiNR+p57I6+ssLFUdTAZRLgw98vzHBceWxNhCKNOYHmOOhA7vbClwj1gO5/Ytw/Sjn2j4ut7gxFMhCvXaPlkezlKnbrzKBRkIWYks7N2CwBm49vcddYeXr02nliT/881XO14Oi6zXuCCHPXm0KNE4faqYapbjPuQ7eUB5QokwpVrIuLxxx9Hr9fz/PPPs3btWlasWMEvfvEL7rvvPt555x02bNgAMGg6BIDL5Qp5OoTvuopFuRCvOobkoyUoLe1B5QsFIlwjw/aaTfxyxz3c/O73qXaoVQ/nWVwke9RICyE3uH08kzaMjxJ5+Zp4Hloew5wUAwvSzifZrDrr9sZWUmNuA0lG2n8sIHzBRLhyjSc89thjbNu2jQsvvJDHH3+8n3MJVAfn9u3b2bOnZ7NPlmX+9Kc/odPpuPTSSwFYtWoVgiDw3HPPae0kSeL5558nNTWVBQsWBL9DfRCuYyjCFVg+RVE41qQ6SSx6G9nRBchHexxMumkFA35/NFyhwOm4Uqw6zkpT42gq22UONXq1zywGm1bpzSt7eL/sVQSdDsPXrtLurZSKWjwvv4+iKKQdqQBJXWd15y/QIr22V2/C4VGjV89JX+bnXAL4otZDU5cCqIEjMabTu13Gkw3HgqA6mNxuN5WVlVpoaQQjw6LEngebDSWuQdvpzpoO3WKW0q5DKK6BnVFDwRfeHQqEK9do+bScXlTROFC94ma9Gn55dtoFJJr7/1TD1Y7D4VqV37MLIHsvAWBfQg3NW7cEnCtQCFeukWI8rAvHjx/nrLPO6hcRcN111wGwY8cOQI1G6ezsxOFw+LXzpbn01SULNnzXVRAFdGd3C48rCtIXh4LKFwpEuEaGrVWqXkRTxyLtb8s7ehzswdRfgjNvQ5+eBoBO0HFp/o3a+w2Zqsi5tPtIwPiChXDlGgmCuSbU19fzzDPPoNfrOe+883j33Xd54403/P7V19fzwx/+UBP5fvTRR1m3bh233norH374Iffee68WwVZYWMiNN97Ic889x09/+lP+/e9/841vfIM9e/Zw//33a5pOoUS4jqEIV2D5XjhSR50zD1mJZlL8TAQZ5GOlaiNLFEJO+uAHGSFXKDAcrt4pae/3eY6+rGANudFFfGfOz7m6SC0II9gsGG+/RnumlncexPv6h+BbS8wm9MvO1o6xvvTf2uvVeTf04++dHreq4PTpcTD+bDhaBCVFrq2tjQceeIAPPvgAWVY9fllZWcyYMYOZM2dq//cOFY+gPzJ17WTYEql2yOyq9dDQIZFs6S8OJphN6OZNRfrsAHS5kfYeHbEWU98HqGAiXLlGw6e0tCMfUMvjEm1FnDUZgBunfItrJ32d4837ybTlDvjdcLXjcLjOSjWQZBZo7FRweuZjMsWC2Mr25i1c3nAZYnLCaY8xXK5AIVy5hovxtC6YTCYkSer3d995KYq649S7Wty55/YIOp6pdIje11V39kyk97cDIO08gO6icwKeHhquY3aiczV1NXCocReKYsLtXQaAxSCwpLTHoSLmBtfBNN5seHHO1bxw7H9xSV1sTi/lKyWzsRRXoDS3IcTHnPb7I+ULFMKVazgIxZqwe/duPB5Vs/GXv/zlgG3++te/cv755/PPf/6TRx55hHXr1uF2uykqKuKhhx7i6quv9mv/85//nKSkJF555RXeeecd8vPzeeyxx7Qqc6FGuI6hCFfg+Lyywv/tFfHI/w9RqGHylK0oZdXQpTpAxCl5CAHQWxtvdlyWbeT3nztxS/BBmZt75ysYdOp9UpI5lT8ue7HffZOYmYrhpkvwPPcmANLWXfha6JedjWBWdTlPth7lePNBAPJiJjMl3v+5u8OjaNlH0UaBczOG53webzYcLYLiYHrooYd4//33EQSBpKQkHA4HFRUVVFRUaKkHoOY0z5o1i9///vfBOI0JjRpnBe83vkB+3EqqHYXICmwscXPzDPOA7XXnzlUdTIxO7FunG1rVPpAIV67R8Hl37ANZfZjVnTsbQa9+v9Ul09wlMCNxfsC4xoLxxqUTBVbmm/jn4S4URFzeZZiNb7AtpZRLtu5GvPbigHEFCuHKNVyMp3VhyZIlbNiwgaNHjzJ1ak+lqRdffBFAcyYtW7YMs9nMunXr/BxM69atIyoqiosvHt44CxR6X1cxMQ6xKEdNsW1oRimpQijIGuLbY+MLNiJcw8cnVe+joABurpi0A7d3NTadQvTO7lTrlAQE68D3CoHCeLGhJKs38TtrRM7PvIyN5a/QpfOwOe0kl1RNQdpzBP2F5wSML9AIV67hIBRrwurVqzl2bHipkpMmTeLPf/7zadvp9Xruvfde7r333hGfTzAQrmMowhU4vpMtEh5Z5Y031zA9YR7SFyd72kwde3qcjytUGA6X1SiyNMvIB2VuWl0Kn1V7OK9XVfbBNuV0c6ciV9cjbdrR62BmdEt7nsnWl76kvV6dd32/Y22ucOPq3se8KNeIUTe8DcDxZsPRIigOps2bNxMVFcW6deu0Hd6SkhIOHTqk/Tty5Ajl5eVUVFREHEx90OZq5t4Pr0NSvMQY7IBqnw0lrkEdTEJOGkJmCkqVT+y7DjFz+NUs+opSBhPhyjVSPkWSkD7t1swSBfSL5mqfbSp188edTnJiRO472zpgFcFwteNwuVYXqA6mWcl6Orw62iQ4EXuKqt2fkHvJedouQyC4AoFw5RouxtO68B//8R98+umnrF27lptvvpn09HR27tzJ22+/zeLFi1m9ejWgCuF+5zvf4fe//z133303y5YtY9u2baxfv54f/vCHfqK6oUDf66pbOEvTHZM+P4AYYAdTuI7Zic61tUp9+BYEhZumnUV2tA35ZCXu7s2K3uWVg4XxYsOfbWnXKu7+YsktbOQVADZknWBV1WSk3SN3MI2Xvk1kruFgPK0JExnhOoYiXIHje/14j+TKLdPOY26KGdeRv2t/C5TA93i04+oCEx+UqZFE60tcfg6mvpAUCZ2gOl30q5eiVNcjH1YdcfrlCxGi1DQ3p6edLZXvAWDWWzk/69J+xxpNehyMTxuOBkFxMHV0dLBkyRK/9IH8/Hzy8/O5/PLLtb+Vl5dz8ODBYJzChEaMKZ65Keeyq24bbZ795MV2UNpqobhF4kSzl0nx/S+bIAjozp2D95WNgBrFJF6/sl+7wVBcXNyvClCwEK5cI+WTD5yAdicA4oxJCHHRSLIXr+xha4V6w1zeJvtpTYyWa6wYj1wFcXpeuSaOVKuO1+zZPHdY/fu2+GKyPt03rIeK8divicY1XIyndSErK4uXXnqJRx55hBdffBGHw0F6ejp33303d955p19p7m9961taFNOWLVvIysriwQcfZM2aNUE9x4HQ97qKsyfDqxt7UqOvuQjBFLgqJeE6ZicyV42zghMtPWH52dHqzrNcWqW1EYKsvwTjx4YX5Jg0B9PhU8nMST4Xo2hk5d4kBFAfEGobEdOSBvz+SPkCjXDlGg7G05owHiDLMna7HVDtUFVVhdvtxmw2k5ycTHm5upmQlJSEoiicOqVGLCqKgtlspqurC5PJRHp6OqWlpYBa9VEURRoa1FL0OTk5NDQ00NnZidFoJCsrS6uUFx8fj8FgoL6+HlAjx5qamnA6nej1enJzc9m/fz9Wq5W4uDiioqKora0FVLHg1tZWHA4HOp2O/Px8iouLURSFmJgYrFYrNTU1gKpt6HA4aGtrQxAECgsLOXnyJLIsEx0dTUxMDFVVVTidTgoLC+ns7NS0YoqKiigtLcXr9WK1WomPj6eyshKA1NRU3G43zc3NgFr5saKiAo/Hg8ViISkpSbNhcnIykiTR1NSk2d9kMuFyuYiKiiI1NZWysjLN3gCNjY2AWq20rq5Os3dGRgYlJapYdkJCAjqdzs/ejY2NdHR0YDAYyM7O5sCBA9q5G41G6urqAPW+pLm5WbN3Xl6eNh5iY2Mxm81+9m5ra6O9vR1RFCkoKPCzt81mo7q6GlBF6HdVJeCTXZ6epKfs4BFSq9TrrGQkU1xXA3Vqpc2uri5aWloAVXOsrKxMs3dCQgIVFRUApKSk4PF4/Ox96NAhzGZzvzGbnJyMLMvamM3Ly6Ompkazd1pamt+YFQRBs3ffMZuZmUlJSQlOp5Ps7Gz0er3fmD116pRm75ycHOKd5UTrY2n3inxS6Wbf0WKseoWsrCxaWlpwOBzUuivY1fUhZU0nuSv3QeLi4rBYLNQunkGsDiRBhKk5tNvtiKLIET7HJalOu4WJF6K4wV6qXqv09HQqmjrYVSsAAhk2EWt7JfZWCZvNRlxcnN+Y9Wl6+ux98OBBzGYzFouFxMREP3t7vV5tzI5kjsjLy6O2trbfHOF0OsnJyRnRHCHLst898mAIioNpUndp3NMhJyenn8hqBCpW5FzDrrptAESbtgDqjvr6ky4mzR/4sunmT8f71sfg9iDtOoz+imXDftjwaY6EAuHKNVI+7yc91Up056ni3gcav+D/fX4fsYa7mRS/jE6vlcK4gUMYw9WOI+FKtaq2WZq5mnWHH0NBYVtaKddt24XugrMRdENPguO1XxOJa7g4E+vCunXrBv0sKyuLhx9+eFjHWbt2LWvXrg3IOY0Ffa+rYDSgmztNrR7q9iDtO4Z+YeB0ocJ1zE5krm1VPalD52eu1l7LpdXa61BEMI0XG16ca+TzaiOXFppYkGZAUh5FLxrwunfhPfYBANKuw4iXnR8QvkAjXLmGg8izgj9EUaSoqEh737fPvT8DtAhau91OVlbWkG1jY2O1130rR/VtGxPTo1mWnu4v/Gy1Wv3a935tNvtnWPR1ZvZua7FY/Ipk+ETUe7e12+3YbDZsNhvJycnaZ3l5eUOef2JiovY6Nzd3yLYJCapep91uJzs7e8i2cXFx2uuR2Dsjw9/h39eGvTXG+tq773H72js1tSdTZTB72+12ih16QEYvwqQEPfpSCU93O/30Ir/j2mw2zakGI7O32WwedHwAflHfI7H3QGPWbrdr16/3mO1r76mTi1jV6uTlY114ZCjXZXJFkZrhkJaWhqIo/HnzzyhtU4tDeBOcJCeqc1Ph9GkwfRp2u52ijHRSUefRP370n9rxr512KxaLxe/8d5eKKKhFC1blmygo8I8U6nv9e9v7dDb09RmGP0fAwGPWbrdrbYY7R/gcl6dDUKrIXXPNNezcuROn0xmMw38pMD/1PGIM6kWv63wKfXfq5qYSF1554JsEIUoV+wbApe5oDxe9f5zBRrhyjYRPrmlAKVa90kJKAmKROkl8UbcFt+yiwfUHvjn3MM9dHjdojnC42nE0XEnmVGYlqZUd6swOSr0VyMMoUT3e+zURuIaLyLowdgx0XXXn9DiUpM8PBJ0vWIhwDQ9bqzagKNDW+SNcnkvo8CgoitITwWQ2IaQkDn2QAGC82NCgE/jFedGcnW5EEAT0oiqkqps7FUR17ZR2Hx6Rc2W89G0icw0HkTUhMAhlwaRwHa/hygUgmmMob1NF9CfF6zHpBKQjvfWXApcmNV7tuLpXilrfquyCIHBlYc8G4hvF/Tcme3PVdlTS1KVG+0xPPIucmP5Rob05eleyGw7Gqw1HiqBEMN1444289dZb/OQnP+Hhhx/GaAxcyP5ExWhCX8+KXsrHTW+iCC1kWMood+Zyqkvhzd1lzI7zDhj62lSUSZxP7Hv7XkoTLcDpQ1+TkpK08wt26GtzczNtbW2kpaUFPfRVkiQSExOprq4OSeirr2+nC33N3HVCGxudcybhcTqpqalhe6W646oT9MQ40qgsKxk09FWSJKxWK06n08/eJSUlSJIaihkbaQcLKQABAABJREFUG0tVlfrgMZbQ19TUVMrLywccs4EOffXZMCEh4bShr8XFxQDExMaRZ7kZk1jADZ+1kO2Mo/ODT6mNNmhjtneoscVioaamRrNTe3u7X6hx7zEbHR2teezT09Pp6OjwG7O97T1U6GtaWhplZWXamA1m6KvPhiMJjx9u2OtoEVkXxg6r1drvb0JOOkJqIkrdKZSTlcj1TYgpw6uiOBq+YCHCdXqUtZ2gor0YrzQNl2cFf9oNn9e08/BcGRzqbqmYm4EgBraa4EAY7zYUoq2Ik/KQj5VAcxtKaRVC/vA0ysZ73yYC13AQWRPGDlmR+eHum0iMSibdlkOGNZcMWw7p1hwybLnEGuMDWl00XMdruHIBVLiioDteqbbjHRocy4g+Vqp+aDYhBLDi6Hi145QEHbkxOsraJPbWe6lxSKTberJDzstcxT+OPE5TVwOf135MtaOcDFtPdFBvrnRrNk+t3MCWqvdIMftHnAEUN3spblHVvWck6cmOGZmQ9ni14UghKEGKmW1vb+f666/HarXyne98h/PPP/9Lu3gcOKA6fEZa0nrH4W08ZP8uAFbd1ZQ23w3Aijwjvzhv4B0LRVFw/+FZlO7cWuMPvjYssW+73d4vtC5YCFeu4fIpXS5c/98T4PKA0YDpF99BMJsoazvB9z++EYA5Sefw4OInx8wVKIxnrpMtXn78cTs1DpnLCo38x7aXUWpUh4rxu19FHEKPZDz3K9Rco52nRoLIuqBitLYe7Lp6P/pcTY8GdBedi2EE6UCj4QsGIlynR31HNW+dfJ43jsfR1HEtAD9dZGVVczGef74DgH71eehXLg4I31AYzzZs6ZKJNsp8+sk6Nha/xHcPLyZm4UIMw9SlHM99CyVXZE0IHUZr68bOOu7YeMmgn1v0NjK6HU83Tb2TdGv2oG2Hg/E8XiNcA+N3H1XwRpUabJBo/QMvz/k20p9eAECcMwXj164KGNd4tuOzBzr4675OAO6YY+Zrsyx+n7964u+sO/IYAKvzbuDbs38yKi5JVthd52FDiZu5KXouLzp9waHeGM82hOHPVUGJYKqsrOSOO+6gvLwcRVG49957MZlMTJ06lZkzZzJz5kxmzZo1rsQGxyOSjGnMTFrAwcYvcHjfwWq4E6dHx5YKNx0eBYuh/67EWMW+Iwg+pC8Oqc4lVN0swayGT+6s3YJXykFRLCxIveBMnuKEQoZNR6tL9ZN/XO7hu0sXoPu3Wt3Bu2UnxrzALZ4RjB6RdcEfo4lqdTqdeL3efhFr5YkW0gUBQVHwfr6fsknpIApjFnR1Op3Y7faQCbo6HI6QCLoqikJFRUVIolp9NgyMoGsHyy3X8bWrc9i4r5QdjWZmmCXcX5TjuxtwpSXQVF8f9KhWRVFCFtXqs+HpolorxDSe3t1MfZeOSwv/zsbmf0ECbE4r4dK9MZxaNBNHZ8eQUa2giuLW1dUFParVJ2Bst9tDJuja3Nw8bqJaI2vC2OH0tJFizKTJU4dX8fb7vMPrwN5yGHvLYdZMvcvvs0+qN/LOyX+RYctVI566o57SrFmYdCN7KI5g/OJ4e08cyZQEGY6Vae/FaQUDfSUssTLfpDmYNpS4uHWm2S+6b1Xedbx0/G90SR18WP4mN025k1jTyCsF60SBs9ONA1b//jIhKBFMd999Nx988AFRUVFMmjQJp9NJWVkZkqSGjPkuqMViYfr06UMKsYYDRrsz0dHRwa6mLfxh908BiNY9zMnmOYgC/HZ5NOdmDDx4lS4XrgefALcHTEZMD37ntGLfHR0dWCyWIdsECuHKNRw+RVFw//ZplDr1RtD4w9sQM1Shwx9vvZVd1Svo8lxKfJTCHy+Ko2iAioHD5QokxjvXbz51UN8hsyrfxLIMEeXXf1FTRkQB08++jRA/cJ7xeO9XKLmCvVsdWRd6MJY1YbDr6n7qVeRD6gOz4Y7r0QXgxnG8j9kIlwrX7/+OUlWPIghE/c93tVLKwcR4tOFPN7ezpUItR/2dszp4ya5uLqR0WvnjZ5dh+uYN6Kaf3lkxHvt2Jrgia0LoMBZbd3R0YIoyUt9ZQ42znGpHOdWOMvW1s5yGjhp0go4XLtuOTuy5p/zHkcd55cQz/Y4nIJBkTiXDmku6LYdJcTO5MOcKjWu8jtcIV38oisLKF+vo9BoQhGbuPOt9rl9vQ6lQNy9Mv7gLITZwGl7j3Y73vN/K3nrVEfu3S2KZmuj/jPX0wYd56+Q/Abhpyp3cOOVbGpcpykiH10m0MZZgYrzb8IxGMO3cuZPY2FhefvllTSW+s7OTw4cPc+jQIQ4ePMjBgwcpLS3liy++CMYphAUcDgfnpC/HZojF4WlF5kXunLeQ1fkWkiyD7yr5xL6lzw6oYt97jqI/d/ZpuUI1oMOVazh8cnGF5lwS8rM051JzVyPHm47g8v4XAJ0egezoofN2w9WOo+H60blWxO6b0YaOGj4+p4FPW7bxwN7l6LbuwnDl8oBxjRbhyjVcRNaFsWOo66o7Z5bmYJI+PxAQB1O4jtlw4lK6XCjVajSKnBQXEucSjE8b3jgtSnMwbSyJZk7Suexr3EG92cmexBrO3nV4WA6m8di3icY1HETWhMBAva4ppFuzSbdmc1bKEr/P3ZKLxs46P+cSQIuracDjKSg0dNbS0FnLvsbPqEuu1BxMvjH0zME/oKCQYcvVIp8SopIRhcBFvIXrbyOUXBXtMp1etfCBQXeUKebJKBW7ARAyUgLqXILxb8eV+SbNwbT+pKufg+nygpt5p+RFZEXi3ZIXubroVky6KBwOBwdaD/OHXT9hSeZKrin6GtnRwYn+Gu82HC6C4mCSZZnFixf7lSA0m83Mnz+f+fPna39zOp0cOXIkGKcQFmhrayMlJYVbpt2N1RDNOWnLMOqGd/OoWzRXdTAB0o59p3Uw+bhCgXDlGg6f9Mke7bX+vHna61112/BIU1EUNRxzYYYRk35oYcZwteNouMReYa6vFz/Hu9JbEA2fJ1eybMd+9KuWDBjFN977NRG4hovIujB2DHVdxWkFYLOAowP54AkURweCbWw3DuE6Zical6RIbCx9lbPTlpNoTvL7TK6ohe5A9M6UOEIlDzoebTg7Wc+0RB1HTkmcaJZYUfAN9jXuAGB91nHmH8pDcblPG9E9Hvs20biGg8iaMHbIikJ9cxu2+OQhWhmJM2XT4fFPWLl9xn9x85QfUOOspL6jnIbOMqqdZWoElLMMh1uVckg29zhl29raSE5OZmP5u3R4OvyOZ9BFkW7JIs2aRbo1mzRrNjOTziYxavAxF6X3v3/zSAoeteAZza3h+dsIJdfhxp60Sb3uKEX1S7X3YgCrx/kw3u24PNfIIzuduGXYVOrinvkW9L2KYqRYMliccTHbqjbQ5m5mc8U7rMy7jra2NjY0vIRbdvFRxVssyVjZz8HU5VX4r63tLM8xckGOaUAZm2D1a7QIJldQHEzTpk2jq6vrtO2sVisLFiwYE9f+/ft5/PHH2bNnDy6Xi8LCQm677TauvvpqrU1XVxd/+tOfeOedd2hqamLq1Kl8//vfZ9GiRX7HkiSJp59+mpdeeona2lry8vK48847ufTSS8d0jqOFLzx4dd71I/9udhpCZooaNl9eg1xVN6TYdyCrTJz23MKU63R8Sms78oHu6nHRVsRZk7XPdtZtweXtEWY9P/v0ubvhasexcl2QdSnvlrwIwNbUUpbVFiB9fgD90vn92k6kfo1XruEilOtCuGKo6yrodOgWzED6eCdIMtLuI+jP7z/mA8UXaES4BsfBxi/4y4H/xyNfFGPRX8ct07NZlW/EZhRRSqu0du70xDFzDRfj0YaCIHDTNDO/2OYAYE/NJNKt2dQ4KzgYX0eFvpGCgyfQzZ8REL5AIFy5hoPImjB2tLoU7twZDzsHjkYaHpJZkpnBQ8t79FoVReGG15uodcJbx2Xumqv+XRAE2twt1LXfgctzcb8j1bQMdPzBz+3Zy4wUxvdE0bxpd/HHnU4ALLpYHo71MDvFMIo+jQzh+js80ODSXqfbmrAcr6fbfxeQKOe+GO92jDaKLM4y8kWNh6XZRjo8CjEm/+NcVbiWbVUbyLLlE9OtwXTKU8eehk8BSLVkMi9lUb9jb6lws73Kw/YqDwcbvfznObZR9Gr823C4CIqDac2aNfzsZz+jsbFRE8wMBoqLi1m7di2xsbF885vfxGq18u677/LjH/+Y5uZmvv71rwPwgx/8gI8++oibb76ZgoICXn75Zb75zW/y7LPP+i1aDz30EM8++yzXXHMNc+fOZf369dx3333Isszll18etH4MhtMJG0qygigMPEAEQUC3aA7el4cn9h1KEcVw5Todn7RjP8jq1K47dzaCXk2BUxSFU50NuDy3qZ8JsDjz9AtquNpxLFxeWaGpYzJI3wfdIxyJq+eUyUnSll3olpzVr3z3ROnXeOYaLkK1LoQzTndddQtnqQ4mQNp5YMwOpnAdsxONa2vVehQFOj0X43Al8MedThamG7AZQS6t1tqlnT1viKMEFuPVhhfkGEm1itQ5ZT6t9nDH3Nt5/eT/B8CGrON8a9eR0zqYxmvfJhLXcBBZE/wxmsIPbR4BiBszt7PDyalTHr/CDwIJgIIiQ2lpKbm5uSiKQn15I/MSzmNH3ZhpuW/zTSSZPcTrUkgyptHiXgEsIC2qi1XpEunGKBoaWoJe+CE/Pz9khR8URQlg4YeeQgS9C23YbDaqq6v5vNIIWAGZfJOE53AxOkA26jnp7cRWWxuwwg8FBQUYDAbsdnvQCz/47N3U1DRk4YecnByKi4sBiIuLw2QycVVSPTenKRTkZNHSXE99r2Ilqr2N/GjGH5iZOp+62jrsdjsH3Nu1MbsgejmiIPYr/PDR8RZAzTI6O64Tu71WG7MjKfyg1+tDVvgBGFHhh/j4+GEXfwiKyHd7ezv//d//TWVlJU8++SSxscERxPrWt77Fzp07Wb9+PampanSOLMvcfPPNHDt2jG3btrF//35uu+02fvKTn3DbbbcBqqjVlVdeSUxMDK+++iqgTp6XXHIJt9xyCw888ACgRjTdcsstVFZW8uGHH466dOpoxftOnjxJQUF/D7O9uYP1JxU2lrh4aHlMvxxSH0Yi9j0YVzAQrlxD8SmShOu//xfanCAImB7wF54+2eLl1rfVBXR+mp5HLz79byZc7TgWrh982MZn1WpYd7z1G+h15awpnsOVFdMw3H4NupmTAsY1Uox3rmALuoZqXZgICPSa0BuuR9ahlKvVsIz/8TXErMEjVwPBFyhEuAaGR3Jz24aLaXWl0+J8AoBZyXqeXBWLIiu4fv44dHaBzUL11y6hIEROhPFswxcOd/Kn3Wr6zqUFIgear6BL6sAo6fjzZ1eT+MB9Q6aPjue+hZIrsiaEDqO1dZtL5j/fr8dsHls69IwkPXfM9T/Gf3/SzqlOBZtR4Ffnq1FGvjG07mAnu2o9/Y6joOCWXLikLtxSF4lRKQi9dJnqOiqpdVZq76PNv0MnntLeuzyL6HRfTZz5CL+bdTlFhePztzERuLq8CitfbERWRHRiCT+Zuo9l/1BtLc6ajPHrVwecMxzt6JK6uH39SjokB3rRwN9WrB+wupyiKBxq9LK10s2351r8Uj9HgvFuwzMq8r1w4UJSU1Opq6vj6quv5rbbbmPlypWkp6cHjEOSJHbu3MnSpUs15xKAKIpccskl7NmzhyNHjvDWW29hMBj4yle+orWxWCxcf/31/PGPf6S0tJS8vDzeeecdZFnmlltu0drpdDpuueUWfvjDH7Jz506WLPEXzgs2ZFn2e3+gcSfrS1/mk8pYGh3fBtRSi4M5mFSx72lIn+0/rdh3X65gIly5huKTD5xQnUuAOLOoX1Wzrd3CpABLs4bnyAxXO46F69wMg+Zg6vJcjE33NNtSS7miYirS5i/6OZgmSr/GM9dwEYp1IdwxnOuqWzgLb7eDSfr8wJgcTOE6ZicS1+767XR4HXS5eyKQLylQd0mVhibVuQSIuRnIgd8vHBTj2YaXF5l4+kAnHR6FTWUy1079Ch9U/B23TuLj1GKu3nsU/XlnBYxvLAhXruEgsiaMHTEmkf+c5qCoKC3gx/75kv4C0L4xtHammbUzzSM+ZkNHPMWttdQ41Ap31Y4capwCzS41WsVk+BST4VNmJi4AJXTyJOH4OzzW5EVWVOeeQXeUolob0O1gmhZ4/SUITztur95Eh6SmXS/JWDGgcwnUzKGZyQZmJo8tpTNcbBgUB5PVatXC+GpqavjNb37Db37zG5KSkpg5cyYzZ85k1qxZzJw5k4SEhFFxiKLIm2++OWB6mC98TKfTcfDgQfLz8/uppM+YoYZIHzx4kLy8PA4ePIjNZiM/P3/QdqF2MEVH+0/uW6vWs716I4pgQyfcgSCIdHmHvqHULZqjOpgA6dO9gzqY+nIFE+HKNRRfb3Fv3ZL+N7a9HUznDUN/aSiuYGCicF2cZ+JPuzqQFJCkS1CUZ6iwtVJubSG3WOinRTZR+jWeuYaLUKwL4Y7hXFfdvGl4X/8QvF6kXYfRX7EMwTC6pT5cx+xE4tpWtR5F0ePyqpUwjTq4MFddI+Re+ktiXuaE6lcwuWxGkSsKTbx4tAu3BJJ0PfB3AGrMbUi7Dw/pYBrPfZsoXMNBZE0IDCbSGEq2pJNs6e9A7PA4qHGWU+2soNpRRmJUCtFRE6df45Grok1CABTgpqlLyPxoi/aZbmpwImQmmh3b3TL76r2cN8TG/pP7fqW9Xp13w5g5T4eJZsPBEBQH0xdffEF5eTkHDx7Uyo0ePnyYhoYGPvroIz7++GOtbXp6Oh9++OGIOQRB8Ks84UNHRwevvPIKFouF6dOnU1dXx+zZ/Z0qPtX06mpVv6Curs4vEmqwdqFETIx/lMvFOdewsew1RMHBlOS/8bsLfkysaeg8SD+x74pa5Mq6AXe0+3IFE+HKNRifXNuIXKzm0AopCYiTcrTPJEWisQOONkkATE7QkWbVjZorWJgoXPFRIudkGNhe5cEtxeGR5mDU72Vbahm5J+Pxbv4C482XBYRrpAhXruEiFOtCuGM411UwmxBnT0befRg6u5AP2dHNnRo0vkAhwtUfnd4OPq/bgtt7Doqipg8tzVLFvQE/gW8xP2PC9CsUXDdMjeKlY13ICmwqjeLb837GjDdLSa+QUKhGPtWCmBgXML7RIly5hoPImhAYhMMYshhsFMZNpzBuuva3zs5Ojp7y8urxLmYm6blyUlRQuCE8bNgXlxdFsTzHyN6aDiZbUxAqVK0nIT0ZIS44joWJZMfHdzl59VgXXhleuSaOlAGevX667XY8shoAkGxOZ0p8f3+CrCijTocbCBPJhkMhKA4mUEWicnJy/CqwVVZWcujQIe3fwYMHqampCRinoig88MADNDQ0cPfdd2MymXA6nZjN/cM4o6LUiaqzsxNQy6Barf0L/PZtN1qMRrzP6XQyY8YMTZgryhhDbnQRZe12GrpeorxhFTnRhacV5rIWZhBfpQqgNW3YQssF88jOzqapqUkTk/N4PFo0WFxcHFFRUX5icq2trTh6CaH1FpOzWq3adczIyMDhcNDW1oYgCBQWFvoJocXExHD8+HGsVitpaWl0dnYGVbzP6XQyc+ZMqqurQyLe5+tbb/G+uC178dUSaJ6cRVdZmSbet6H+32xusAJfBWCGxUFnp2lY4n1Op5OioiKcTqefvXuLyQVKvE9RFEwm04BjNtDifT4bJiQkjFi8r66ujrkWA9u7Le7yrMSo38snaeWsOTkbZfdhGhfNxJySRE1NDU6nk0mTJtHe3u5n777ifT4Hc3p6Oh0dHX5jdrjifYqiYDQatTEbTPE+nw0TExOHLd43XOG+seBMrAvhhKqqKoqKik7bTnfOLNXBBEifHRi1g2m4fIFAhKs/dtZuxi110eXpSY+7tNCkvdYEvkURISuNqvKyCdGvUHCl2XQsyzHyYZmb5i4FlMvInr0Xb4W6iy/vPoK4on8loNHyjRbhyjVcRNaEsSNcx9Auew3371Md6wfqXVxRZApa1atwtaHVKJLqqSWhzI2nO+FFnBqc9DiYWHa0GQQ83RliG0vd3DKjv6/grJQlHGnaC8D1k24fcPz9dW8nu+s8rMo3sbrAhMUwtjE6kWw4FILmYBoIWVlZZGVlsWrVKu1vgYoMUhSFBx98kHfeeYeFCxdy1113Det7vQfLkCWgxzipiaLodxFzcnL8Pu97gePj47Hb7ej1erKysrS/r/Bey98O/haAz1s+YFbWWX7CiJmZmf2Oq2Rl49pxCNwebPYqEr96FYLJ6Jfnbrfb+51D7/d9nXR9q5H0bmuxWLTIL6CfgJjVatXa22w2kpOTtc/y8vIGPS6oDgofcnNzh2ybkJCA3W5Hp9P1i3br2zYuLk573dveA7Xtbe+MjAy/z3r3DcBmMOI68bb6xmgg9ZJlCOYo7bhPVh2koeM2rf3Vc9Iwm/WYzWa/iLqB7G2327FarVitVj97903z9Dsfm82vWstw7W2324c1Zn0Yib37jtm+NuztYe9r777HjY6OJjtP4dnSZpweBY/3fBTlURxGD5XWNnKcccQeLceQn6vZ0GKxYLFY/Ozdd8z25rFarX5jdih7R0dHa/a22+3DGrM+jMTefcdsXxuebo6AHuG+UCOY68KXFWJhDkJCLEpTK/LxEpTmtn66bxGMf2ytWo8sx+L2LgQgySywIE3Vd1A6ulDqVCezkJmCYAx+Ke+JhpumRfFhmbr7/MKRLi5dPBXeUR1M0u7D6C4+N6QloSMYHiJrQgQAncphbMZEHO7JVLTDrlovC9Ij89xoIB09qb0OpoNpImFlvonXjndxUZ6JczMGHldXF91Kl9RBW4uDi3Ov6fe5rChsKHFR3yFz9JSX5bnGMTuYwgVBcTC1tbUNO+yq7wPjaODxeLj//vt5++23mT17Nk8++SQGgzpYLBYLXV1d/b7j+5vNZhtRu1AiLa2/aN8FWZfy7OFH8MhuPq54l7XTvgsYaeqSB02tGo7Y90BcwUK4cg3EJ+06DC71Bld31nTNuQTQ2FmHvaUSjzQHgAybSEHc8NLjBuIKJiYSl0kvsDzHyNvFLiTFxLLM33NHXgG6Lf8AZKTte9FfdC6C0TCh+jVeuYaLUK8L4x2jiWr1er14vd5By832jliLLswgtqkVFKjfsAXX4tn9ys32LkndN6o1NzcXr9eL3W4PelRrVVUVXq8Xh8MR9KhW3/tQlaT22XCkJam9eje767bT5bkS363awrhOykpbKCgooGrHLnxbBXJWCna7Ha/Xi9PpDElUa0pKCuXl5SGJavXZcKRRrdkmE5OivZxo11PaKrGhxsvi9EQMNQ2UOe1YPtuFJymO2NhYLBaLNmbj4uKoq6sLelSrb+MoVCWpvV7viEpSBzuqNbImBAbhem+Rl1aIcOIvwM8BeOV4Z9AcTOFow19/9n0QBPLNU8g85kEAMBkQ87NO883RYyLZMTNax2vXxqMTB3cI6UUDX512Lw6HA1HoPxfurfNS36GGQZ2TYSA+auzz5USy4VAIioPpnHPOITs7m+nTpzNjxgxmzpzJjBkz+i0kf/3rX5kzZw4LFy4cNVdnZyf33nsvW7duZeHChTz55JN+zqCMjAxtIe0N3w2KL2ohIyODnTt3nrZdKNHZ2dnPsWUzxrAo/SK2VL1Hu7uTn2w+yeHGVArjdPxp5eAlXk8n9j0QV7AQrlx9+RRF6SPuPc+v7Re1W7p3ptWf4dJs44h2U8PVjoHgWl1g4u1iFwDlrTOxJsXgnjMFec8RcHaqIq/nzplw/RqPXMNFKNeFiYDRRLU2NDT0i2odqG1sbCxKQjKuL46AAnHF1RhvvAxBEPq17W3/vtWbEhMT/aL1ghXVWlRURENDAzabLehRrQANDQ0hi2rta8Peopp97d37uJ1eJ9+c9Z88srMnvXHN/FTy49T1ItUlI3X/3ViUq9kwVFGtDQ0NIYtq7WvDkUS13jbPyM+2qBWA3q8zo5zVxuuN79Bi7OJ/65eQcO6Cft9taGggNTU16FGtoI6dwX5jELioVt/48LUZD1GtkTUhMAjXe4s4IYlzMmQ+PHkKWUlkW4WbOqdE6jB1SkeCcLPhvw45+Kj0XHS6w5REbeIah/rbESflIegDbz8fJpodh3IuDYdrQ4lLe70q39Tv89FgotlwMATFwRQTE0N5eTnl5eVs2LBB+3tmZiYzZsxgxowZFBQU8Prrr/P666/zzjvvjIrH4/Fwzz33sG3bNpYvX86jjz6KyeR/gWfMmMGbb76pahhF9USPHDp0CIBZs2Zp7TZt2kRFRYXfjVDfdqFEa2ur342HDytyr2VL1XuAmwMNAh0ehb31XmocEum2QaKYTiP2PRhXMBCuXH35lJOVKLXqrqyQn4mYmeLXdmfdFlyeC7X35w+zetxAXMHGROOanaInzSpS65T5otZDY4dMwgULcO85AoC0ZRe6c2ZPuH6NR67hIlTrQjhjJNdVSIhFLMpFPlGGcqoF5WQlQmH/whiB4hsrIlz+MOutFMVdi9OtRsZMS9RpziUApbQnZUjMyxwT12gwUbjOyzKSYROpdsjsrPGQUWihwewEYGP1W3xFvgyhz0PGROnbeOYaDiJrQmAQrmOotbWVywtuYHvFO3S4b0VB4I0TLr4113L6L4+CK5xsuLGsjU7PCvCsIFt4UPt7sNPjws2OQ3G5vAof///snXd4HNXVxn+zfaVV7725dxsw2KbaGNtUEwimmQ5JKCEkJPARIARIAgkhgST0biAUO3TTDe4GG/duyZKsYvW+2joz3x+jXWmttpJ2V6tl3+fx4x3tnXnvPXP33plzz33PEWWHSoRW6DMT3VC5/AV/cvnFwfTdd99RVlbG7t273QJ9e/fupby8nPLycr744gtAifDoSYDbWzz55JOsW7eOuXPn8uSTT7q3xXXFwoULWb58OW+99RbXXHMNoGSaW758OVOmTHGvCC1YsIAnn3yS1157jd///vcAiKLIG2+8QUpKCscff3y3aw8XJibMIC0yi6PmMlB9BFwHwBfFNq6e3PPAKwgC6llTcS7/EgBx0w5UF5/VY9kwfAPn+q3uz5pjopcsznZ21G7D7rwLgBi9wKTEgEqihTRUgsBZeXpe221BkuHLEhuXTUhDzEtFXVyFXFWHdLAE/LeQE8YxCNS8EEYn1DMnIx1Stn45v9+FboAOpjCGF58Vda6OLsrvXCCTJQnpSIeDKcYU1tfqA2qVwCXjDPxzSzsAzY7FCPKzyAJ8Eb+bC4tK0I0Oa5IMB8JzgicGs23adV55eXm/26ah7y2R3mybNpvNAds2bTabGZMylQzTMxxquBzQ8P4hM2dE1yBIvt02LctywLZNu2w40G3TRqPRw969JQMyRUVT2qw4zVXCUSbXdT7olkeoyQW/bJvOz8/HYrFQWFjo923TxcXFmM1mGhoaBpUMyGXvpqYm2traaBM1HJRSiLZWMSpK7LZtWhTFbtumV2wtx+xQ3rlPSVdRVqLwDHXbtMuGgdg2bTabB7RtOi4uzuut04Isy3K/pXyEI0eO8M0337B8+XIOHTpEfHw811xzDTfddNOAr1VTU8PcuXORZZl77rmnxxCvWbNmkZyczA033MDGjRu58sorycvL45133uHgwYO88sorHo6jP/zhD7z11ltcdNFFTJs2jZUrV7Jx40b+8Y9/eGS4GChcYca+jIL636FXWLbvSdIjTmJH1UMAZEWpePP82F63WclWG7YHngK7A/Q69A/cjKD3jcc1DE/ILW3YHnwGJAlMEejv/zmCptOBtOnoKh7c8A4tlj8BcE6Bnv+bFVxbmkY6jjSLXP5REwBZUXZmZT/D9xWreGztfGIdBlTj8tDd9NPhrWQQwR/jlDfw5bwwUhAoW8t2hzLmW22g0ypjvsE3Ydxh+BdOSebC/zXSaJXRquCDi+KI1isPdVJFDfa/vwKAaupYdFdfMIw1DX60O2Qu/7CRkzN1XDLeyLJNP2OLVVkA+rXtMk756W+HuYbBifCcEDgMl61HAj4sep0nNkdgc54GwP1zTJzlo+1IoYq/fPd/rK84giRH8Y8d8eS0xSKkJKC/6/rhrlrQYUeNg19+2YIow4I8HffNier/JOB337SwocIBwJNnRjMj9cchQO/tWBXQkIns7GyuvvpqLrvsMu666y727dvHxRdfPKhrbd26FYdDubEPPvhgj2Wef/55kpOTeeKJJ/jHP/7BRx99hMViYezYsbz44ovdopLuu+8+EhMTWbFiBZ988gl5eXk8+eSTHpksAomSkpJueggunJl9AVOTZlIQO4Fbv2hme42TslaJffVOJiT23Mm7i33vQ3PS1H65fI1Q5erKJ27coTiXAPVJUz2cS6CknwYdalU5opTJKQPcHteVKxAYiVzZMWrGJ2jYV++krFVHW8luNGozm3JrWHgoG2l/MWVbd5I1Y0r/F/MBRqINAwFfzguhjoHeV0GnRT1jPOKG7WB3IG4/0E1/z5d8Q0GYqxP/O/QKdueJNFqVbdVzMnVu5xKAVFLh/qzK7dQgCvZ2DRdXhFbg3cVxaNXK4ts5k65hyxbFwbTS9jUnO+/wmKNHUtuClWsoCM8JA0N/91WWZZBkEEXluVSUlM+ihCx1fkaUPL6XjymLJFFbVU1ifPwx5TuvK4tS/zzu73rnQZSwadWYrrmQedkX8PKu31DbpjiYlu83+9zBFGq/w6LmbWg1NRgEPVltygKEanx+P2cNHSPRjuMTNBi1Am12mdVH7PxmptwtE9yxXI1Wie8qFR9EcoSKaSm+c6eMRBv2hGHZk6PT6fjDH/7AvHnz+Mc//sFDDz004GssXLiQAwcOeFU2MjKSe++9l3vvvbfPchqNhttuu43bbrttwPXxB5xOZ6/fRevjiNYrYo0L8/Vsr1HKfl5s79XBBKCe3VXse4fbwdQXl68RqlwuPlkUcW7cofxBENDMmupRRpRFtlSvQ69tJFr/Aw/N/orsmIF7vkPVjr7kWpivY1+9cj2r40xM6udZl1XJwkPK1ljj1gMQIAfTSLVhoOCLeSHUMZj7qp45WXEwAeL3uwbkYArVPhvMXEfbjrBs35M0t98HKA6mRfmeL1NSaXf9pcFwDQUjjcvlXAKYmjaHDDGJCnUt+6NrKNy+itHHd0oGjLS2BSOXLxCeE/qGbLbgWPElCSXl2NQaZA8HjdjpVBIln3HGAoHqRTrA8e7nRNx8KfNzc3h7bzGilMfeeplDDU5Gx/vuFTaUfod1lmrqrcqWsQJnOiqUxQl/6y/ByLSjTi0wN1vHh4U2rCKsKbOz8Jg591iur0tsiB37v+bn6VANIEFTfxiJNuwJ/ss/2g9iY2MZO3Ys33zzzXBVIegRGRnpVbkzsnXoOrbYflViwyH2vutRyFTEvgG32PdAuHyBUOVy8Um7C6FFyVqjmjiqmz5GZVspVqeiBzEt+SRGxxvRqwc+OIWqHX3JNS9Hj8u0TucCZFlFkVRCZYxi/8iDR5DNFp/x9YWRasNAIjwv9I3B3FchKxUhVdGQkEsqkGrq/co3WIS5FKyr/AJJjsLuPAmAOIPAiemeCxBycUcEk0aNkNGZrCOY2xVMXIIgcHbqYvfxyuK3/MrXF0KVy1cIzwm9Q9pbhLR9P9qmNuT6JmhqhVYzmC1gtStyGD50LvkdahXotGDQg1p5qZGLypD2Heac/CUYdR+6i6444NvntlD6HR5o3On+PLqm4/1Dp0WVn9nLGb7DSLXjgi4Opa6Z4Xrj8kf2uN64/Al/cg2rqnBkZCStra3DWYWgRteUs30hQiswLdnC90eNNNtkvqt0cHIvW64Use9pOJcr4okusW9vuXyBUOVy8YnvrXYfq48R9wbIisrn1YWr2Fn3PSbt4MVZQ9WOvuSKNaiYlaFlXbkDhxSDQ5yOTvMD66ea+emaCASniPOT1WgvWegzzt4wUm0YaITnhd4xmPsqCALqmZNxfqi8oInf70Z17ml+4xsswlzKVpa1FZ/hFHMRBCuyrOOsXD2aLlnO5Faz8jJJh/OwS8rpYG1XMHGZ7RIfF9lY33opRsdrWLQ21mt3cnVLFbHRqT7n6w+hyuVLhOeEnqEam4uQk45cXac4ZNQqUKsRVCrls+v/ju+Uv7vKdXzuKCMcU5aOsoJa5XHslEQ0HQ4gX/KgEjz0Y8UdB3C8+gEAzo9Xk33nNcxMa2VNqQ2npOfLEjs3z5A8tg4PBaHyO2yxSTz9QzzttovRabYxuk55x1CNzu4m1eEPjFQ7TknSkGZScbRN4oeOzNOJEZ19qyvXkWaRffUiAGPi1OTH+tauI9WGx8IvvW3u3LlMmjSJSZMmMXHiRCZNmkRMTIxHGavVyu7duxk9erQ/qhASKC8vZ9SoUX2WOdi4m6d3PMyBplhAEYz+rNjWq4MJQD1jvPKyYXcg/rAXzXmne8XlK4QqF0DVzr2kFioq/kJSHKrROd3KyLJMs03HzFTvXvJ6Q6ja0ddcC/L0rCtX9krbHGei0/zAOuMeLtbOQ3CIiJt2IuRmoJnpX3HNkWxDXyA8Lwwdg72v6uMm4Px4NUgS4pbdaBadorw4+IlvMAhzQWnLIcpaD6PTwOzsP3N2zr+7Pbz2tj1uoFxDxUjlenB9G+s7hFnnGZaykxdwqCQ+3/IiS+b+3ud8/SFUubxBeE4YGoRoE/rbr6SwsDBg97UkQFyqKWOwpcShr25ErqpD3LKHB2b/nSd0FlYcsGIT4dPDNpaM9012wVD5He6rd1LSnAv8DEl+j1EtShY01Tj/6y/ByLWjIAgsyNPzyq6umac7+1ZXrs+6RC/5Q2x+pNrwWPjFwVRZWUllZSVffvml+28ZGRlMnDiR8ePHYzAYWLlyJXa7nd/+Npy9YyiI0ydQ2nIInUZArWpGlGJYX26nxda7Z18w6BXh102dYt8kjrzQ6WCEac9h92f1nOkIXVaeXShuFrnq42ZGx6m5dLzRIzQzDN9jdqaOyUkaTsnUsathK/sbocZWxeHz8yhYoaSAdS7/AlV6EqrM1GGubegiPC8MH4SoSFQTCpB2H4IWM9KBYtQTCoa7WmEcg7UVn7s/n5Z5Jqdld58bpOIuAt856d2+D6NvXDDa4HYwRcctxNj8CnOqc5mpjYO5w1y5HxnCc0IYvUEQBJpnTSb5/TUAOD9bh37aOC4co2fFASsA7x208tNxBp/q34x07K3r1NSZabMT7VDmkEDoL410nNXhYAJlC1xXB5MLkizzZYeDSSXAmbnh97fe4BcH0zfffMOuXbvYvXs3u3btYs+ePZSXl1NeXs4XX3zhLpeUlMQ777zDvn37mDx5MpMmTUKvD82bJUkShYXKy2xeXh4VFRXY7XaMRiNJSUkcOaJEvSQmJiLLMvX19TidTpxOJ1VVVVitVvR6PWlpaZSUlACQkJCAThXBmMipHDBvR6f5Gov9JzgkWLG9iqtPSOXwYcXhERcXh1arpaZGEX7LPG4CbFL26Vq+/Z7km5e46xcbG4vBYKCqqgpQJvzm5mba2tpQq9Xk5eVRVFSELMtER0cTGRnJ0aOKlzw9PZ22tjZaWloQBIGCggIOHz6MJElERUURHR2N0+mksLCQ1NRULBYLzc3NAIwaNYqSkhKcTieRkZHExcVRXl4OQEpKCna7ncbGRgDy8/MpKyvD4XAQERFBYmKi24ZJSUmIokhDQwNOpxNRFKmsrMRms2EwGEhJSaG0tNRtb4C6ujoAcnJyqK6udts7PT2d4uJiAOLj41Gr1dTW1gJKppO6ujra29vRarVkJqUQsV+pg6zVYBmXS3WHTTMzM2lsbMRsNvNxZQSg51CjyOGKGmqjDBiNRg97t7S00NraikqlIj8/38PeJpOJyspKnE4nZrMZs9nsYe/i4mJEUcRkMhETE0NFhfJCkpqaitVqpampCYCCggJKS0vd9o6Pj6esrAyA5ORkHA6H296uPtpTn01KSkKSJOrrFW2X3Nxcjh496rZ3amqqR58VBMFt7+zsbGpra7FYLOh0OjIyMtz9Iz4+Ho1G4+6zWVlZ1NfXu+2dnZ1NUVGRu8/q9Xqqq6vd9m5qanL32acX5FFYWIjaOJb9jcrD7MfSJq6dcDzRe0vAKdL+/HJql5xJ3oRxHn02KiqKykolaiAtLY329naPPtvV3rGxsR591mazue2dnJxMaWmpu88mJCR42NvpdNLQ0DCgMcJl72PHCJcNExISUKlUHn22q70zMzPdY4QkSahU/pPlC88LQ0dKSkr/hXqB+sTJioMJEL/b5ZWDaSh8A8WPnUuWZdZVKg4mlaBmdvr8Hst5RjB5OpiCsV3BxnVShpalE42clacjNyae1r9cja7ODIIZuaUNIdo0YtsWTFzeIDwn+Aah2ofipk9EdagCaU8RNLUirt1K7rwTOS5Vww9VTspbJTYfdXBi+sCzMB+LULHhni4Opuv3Kc9zcmIsqoRYv3F2xUi2Y3Z0Z+bpwkaRokYnBXEaD65dtU6OmhVds+NTtR7b6HyFkWzDrhBkWe5dEdqHKC0tdU8iu3fvZs+ePVgsiqfQte9WrVYzatQo3n///UBUKWDYtWsXAJMnD2wLTn19PQkJCf2W21j5NX/d8lsc4iiazE8Dyn7SpxbE9Hme7fFXkTtEvi3XXUDcpLEDqt9g4W27RhqXc8M2nMsV54X6pCk96vo8uvlOKlqmUN12GhWtJpYvjiXVpO5WzhuEqh39yWVxtnPt52diE62YtNH8bdrrxL39DfIRVxhxHtobLu4x8myoCHYbDnacGgp+rPPCrl27kCTJLbDorUPRbrczZsyYPhcdenUoajQkv/wJtJqRVQLtv7wMbWy0hwO3oaEBs9mMRqMhJyeHffv2odPp/L7o4Gp7dna23xcdAGJiYrBarX5fdMjKymL//v3odDri4uLQ6XQeTnDXooNGo8Ea3czda69Hlk1MjhvN3cf9o/uiQ1MzGS98iCBKOKMjqbpygceig91uJycnJyCLDjExMVgsloAsOhw4cACdTufTRYe8PGXRIfq7PUT/oGQkbpozhbapo4iIiECtVnss8vhj0aGgoICDBw+iVqv9vuhQUlKC3W4nLS3N60UHs9mMSqUKzwkBwFDm32B/thgKV5xDxv63l0GWwaBH//ub+LrGyQPr7QDMSlfzt7mxPuEa6TaUZZlz3m2kxS4To5ZYvvllBMAxcyJRl57jc76eMNLtuOKAhX9sVpIAXT7BwM0zIj24Ht3UxkeFSgTT/XNMftkiF+w29HasCpiD6VjIskxRUZHH6sW+fftwOp3s27dvOKrkNwx24vB2X7VDcnDjF4tosjXQZH4Bp6To/rx9QSwZUb07L5wbtrvFvtsm5JF4w08HVL/BIpD7xQPFJcvKJChXKQ/Jut9cjSrD0zNsdrRy9WfzEGUnKREZPDz7fRIjBudcgtC0YyC4/vHD71lT8SmpEZksTbuTWRnTsT3+KrQpk4r6rNloF57sc95gt+FwOJiOxY9lXvD3nNAbHB99i/jN9wBoLpiL5rTj/co3EPzYuV7Y9VfeO1RIc/uDjE9o4fbj85iU5Jk9TjpyFPs/lwGgmjEB3ZXnDorLFwgVLqm6HvujLwKKaLr+jqtCpm1D5QrPCYHDYBcdQIk+joiIGPiiwzEOxWN3OvS06LBz504iIyMDsuhgNpspKChAWvEluh1K9K36tON5PP4rPjmyFElOJj+mjt+PU6MWhrboIMsyBoMhIIsOu3btci+Y9LXokJub695ZEhMT0+9Oh/W7i7lruyLqfRINPLz1PQCqzj6JiCnj/L7okJ+fz549ezAajX5fdCguLsZsNpOVleXTRYdt+4r41dYYRFkgwQB/m9qISgBRFImIiuW61SosogqjBp48rhmt4PtFh927d2M0GgOy6GA2m8nOzh7QGFFeXu7VwsOwZZETBIFRo0YxatQoLrzwQgCcTicHDx4criqNWGhVWs7IOpf3i15Dr/0Sp+0GAL4otnHtlIhez+sq9h1xqAzZZkfQDz3U9McIubjc7VwScjO6OZcAttVsQJSV8NXjU04dknMpjMGhsNGJ1f4LFuVcw41TRlFUVIQQG4V26Xk4nnkHZBnxiw2ostPCGjXDgPC84F+oZ052O5jE73ehPvU4j8w9YQwPRMnJ+sovsdp/BmjZV59Ag7X72p9U0kV/KS+j2/dhDBxyUjyl2fkkVexntbQa8w81nBSzeLirFUYHfkxzgkql8nAAZmdne3x/rHPQlQGqsLCQzMzMPst2FU/PyMjos2x0dGd247S0NI/vIiMjPcp3/Ww0emrWFBR4PkN1LRsREUFycrL7OD8/v1vZwsJCTCYT8gVnYttbDA4n4rptXHTbhaypfRyVUEWcyciYUW97zGNdIzJycnK6Xbcr4uPjAcWGWVlZfZaNjY11fx6IvdPTPbcyH2vDqKgo9+dj7X3sdY+1d9ctTq0R6UAbAAUNinMMrQZnZgrJycke9s7L89Rk6npdk8nkdqqB4pzoq05d7W00GnvtH+CZtWwg9u6pz7qkNMCzzx5r72Ov29XeqameuqvTxxdwUlUL6ysc1FuhxZTD8WlaCgsLadcnoFa3gChzapaO8aO791kXIiMjSUpKch/3Ze+oqCgPe/dnQ1ebwfsxAnrus4WFhe4y3o4RLkdaf/Cf4MYgoNFomDBhwnBXI2hw7IDbF87MUSZevXYVoOwP/bzYRl8Bai6xbwCVw6mIfQcAA2nXSOCSJRnnl5vcx5o503ost7lqjfvzzNRTh8wbanb0N1dVm8g1nzTzSZGRdWVJHlzq0Tlozum8J443PkbqSAXuK4SCDYcD4XmhE0O9r6qUBIQO3R75aK17i7S/+AaCHzOXIKi4Y8bDjI4zYdSYidELzErXdivn4WDqQeA72NoV7FwfHLJy+YdN/DLpVO48fjWvjd7GBxVvk5AR6xe+nhAKdgw0wnOCJ0K1D7m4hNgo1Kd2RNuKItlrqpmc5ECjruBIayF76n/wGVcg4C+uH6pa3J93xXwKgGpUNvljApeBMRTs2DXx0ucdgt75+fmMTdDwwUVx/OlUE5eM8032wp4QCjaEIHMwheEJV1icN8gw5TAhYQZqVS1a9Q4AylslD8G3nqCeNdX9Wdy4Y3AVHSAG0q6RwCV+tRHpgBIeK0YYUE3trmXllBxsrt6CU8zDqDYxPmHGkHlDzY7+5ko1qZmUqARtHmkROWqWPLjUZ8xENbljIrbYcLzyPrLd4TP+ULBhGMMLX9xX9QmdYc3i97v8zuctfsxcKkHFlKQTeWbBQj69JIunzopBq+4eWSaVdKwc6rQIaUndvg+2dgU71946JxVtEmZZTVzzxQA4EXl350t+4esJoWDHMIYXodqHunJp5p4IkcpLvbR1L4tiFrm/+6T4LZ9y+Rv+4tpZa+34JDG9RdmepRqXHxJtCyTXnAwdkVpl/v32iA2rU3Zz6dUCp2XrGZvgvw1goWBDCDuYghoOx8BebudnK1FMBu1XAIxP0GAX+z5HlZWGkKmEWMplVUjlVQOv6AAx0HYFM5e4pxDn5+uUAwEa5s5A0HQfePY37KDRMplG83PUt73MdxVDlz4LJTsGiuvyiUZ+fUIkH1wUR7pJjd1uZ2ftdzhEO4IgoL30bIQkJVxUrqjBseLLPqMAB4JQsWEYwwdf3Ff19HGgVcYoceteZEfvixCh2meDmUujEsiJ6b59Wm5qhaZWAFQ5aQjq7o9vwdyuYORaMt7g/nzYsAgkxe7ralZic1r8wnksQsGOIwE7d+7kxhtv5Pjjj2fy5MksXry4m0i41Wrlscce44wzzmDq1KksWbKEjRs3druWKIo8//zznHXWWUyZMoXzzz+flStXBqgl3RGqfagrl2DUo5k/y318wgaJOL2yrei7yjV8Uzq0d5eRbkOrU6ayVRnP1KpSJrYoWl6q8Xkjvm2B5tJrBM7IVuRiLE5YU2YPiXYFmivsYApiRET0rp/UE2alzyNWn8Bp2Rr+cHIZzy+KYUZq9zD7Y6E+KbBRTANtV7BySTX1ON74GDr8D5pFp6Ie13O44eaqNdgccwAwO2KJ0g9d9yRU7BhIrlOzdPxkrIEYvYrDzft5tuyP/GHjL/jyiCKGKBj1aK+9EHTK70bavNtnv4lQseFIwnPPPcecOXN6/X7FihVccMEFTJkyhXnz5vH4449jtVq7lVu+fDnnnnsuU6dOZcGCBbzxxhv+rHav8MV9FQz6zihLiw1p9yG/8nmLMFff6Lo9TsjpWX9pJLZrOLnyYzXMTFPG+lpVJNkN5wHQKrewsuQdv3Aei1CwY7CjqKiIpUuXcuDAAW644QZ+97vfYTQaueuuu3j55Zfd5X7zm9/w0ksvMW/ePO666y4cDgc33HADW7Zs8bjeo48+ymOPPcaMGTO45557iI+P54477uDjjz8OdNOA0O1Dx3KpZ09DiFd0YlQHyzjTNBerfR51bS9x31ot++v73rExEC5/wh9cBxqcyB2v9Fr1fka1JCIkxqJKjBvxbRsOrmO3yQm60GhXILnCDqYgRlfRL2+gVxt49syPuXvmw8zPneb1eeoZ490v1OLWvcg2+4B4B4qBtisYuWSrDcdL74FVsZVq6ljU807skU+WZb6rWo/deQIA0XrcW7WGglCw43ByybJMUdteAJYffBGbqDgWVKmJaJcsdJdzvvcVUql3onZ9IRRtGMxYvXo1Tz75ZK/fP/XUU9xzzz2kpaVxzz33cOKJJ/Lss89yzz33eJR79dVX+f3vf09WVhZ3330348aN48EHH+TZZ5/1dxO6wVf3VT2zyza573rfJheqfTaYuFYceokXdq6ipKm5z3Ie+ku53fWXvOHyJUKF67IJnVFMzeKFCB0LRu8deoV2R5vfeF0IFTsGMx599FFUKhXvvvsuP//5z1m6dClvvPEG06dP58knn8RsNrNx40a++uorfve733Hvvfdy+eWX8/rrr5OWlsaf//xn97VKSkpYtmwZS5cu5ZFHHuHSSy/lxRdfZPr06TzyyCPY7f59fu4JodqHjuUSNBo0Z5/iPp67OQpBMCDJijD2u/vNPuPyJ/zBtbvG5v6cIBYT7dCj6ljwHultGw6uqckaUiIVF8l3lQ6uXqPn96tb2Vrl/+iiULFh2MEUxHClGxwIdGp9/4WOgWDQ0zaqY0XU5kDc6l+x78G0K5i4ZEnG8eZK5BolVaSQmoj20kUIgtAjX0VbCUeakwBl//gpmXrUqqFHMI10Ow43V0HseCaaTgSg0VbH5yXL3d+pp49HfepxyoEoYX/1A+S29iHxhaINgxGyLPP6669zyy239Br+W1JSwlNPPcWiRYt4+umnufTSS/nzn//MVVddxSeffOJOa9vS0sI///lP5s2bx1NPPcVll13GE088wdlnn81TTz3lThcbKPjqvqrysxASYgGQDpUgN7b0WC5U+2ywcFmc7bx94EVe25XGlR/buXNVM6LU85Zct/4SPQt898fla4QK1/GpWgpila1xhcZ0xtWeAUCro5mPD//Xb7wuhIodgxWiKLJ582ZOOeUUj4xbKpWKRYsW0d7ezr59+/joo4/QarVccskl7jIRERFcfPHF7Nmzx51C/ZNPPkGSJK644gp3ObVazRVXXEFtbS2bN28OWNtcCNU+1BOXatp4t6xH7BEzp0W1ItCCVr2ZpMjBR5sPd7uGis1VTe7P48w1AKjG5/uNrzeECpdKEDivQM/cHB1j45X5YXWZfUhRct4iZGzotyuHERSQZZk9dQ5abFKf5cwTOlMoipsCI/Y9UiF+vbFzW0nHlipBr+u1/M6677A7T3Yfn5LVe9kwAoP99U7+/n0b22rvR5aVENH/HXoFaxfdDc15pyPkdaT1bGrFsewjZKnv31EYw48lS5bw0EMPceKJJzJx4sQey3zwwQc4HA5++9vfeqQ3vvzyy/nFL37h1t1atWoV7e3tXH755R7lli5ditVq5auvvvJvY/wEQSWgPmGSciCDuHn38FboR4rvq77FbB+HJCcDKgSEHhcfZLsDuULJ+CckxyNE+i+DzY8NgiB4aDFZ7T9FJSv34IPC12i19x1ZFkZwQ6VS8eGHH/K73/2u23euBQK1Ws3u3bvJy8vrtmXENYfs3r3b/b/JZOqWdvzYcmH4B4JKQHPu6e7jRbviiI+6igTT/cQY9gxfxYYZBzrWugTamdFsA40GVUHW8FZqhOOaKRE8eEoU83L1RGslBGB+Xvj9zVuEHUxBjKSk7llivIVdtPHiznWcv6KMn33WwtelfYftxk4cEzCx76G0a7i5xL1FOD/rFPXWXnkeqg5R6N74zsq+BJ2wAAC9WuYEL3SxvMFItuNwc31SZOW9gzaaHToyI28GoNnewMrit91lBLUa3dXnQ5QiligdKsX56bpBc4aaDYMVlZWVPPjgg7zwwgtERkb2WGbLli3k5eWRkaFEblqtVpxOJ3l5efzqV79i1KhRQOfLwqRJkzzOH66XCV/eV/UJk6DDlyF+vwu5h8iZUO2zwcK1tuIzrI757uOFBT1HIMvl1SAqzm1Vbs/6S/1x+RqhxHVmrp4Eg/Jj2BI9iuOrlJTo7aKZD4qW+ZU7lOwYjBAEgaysLDIzMz3+3t7ezooVK4iIiGDChAlUV1eTmpra7fzk5GRAmVcAqqurPSKheisXSIRqH+qNSz0mB9VYxcE3usLAjcbzeG7+J1w27hc+5/IHfM1V2y7SalcWHTTqA4xtSUBVkIXQIX0yktsWDFyXTzDy+llanl0YTVJE9wQcvkao2NB/efbC8IAkSRQWFgKQl5dHRUUFdrsdo9FIUlKSO0wtMTERWZapr6/H4XAQGRlJVVUVVqsVvV5PWlqaO1Q3ISEBlUpFbW0tANnZ2dTW1tLW3sYjhbdRZ42h0foMAB8fNDMv1U5NjRI6mZWVRUNDA2azGY1GQ1RUFA0F6cSVK6uk1jVbqJw5DoCMjAyam5tpa2tDrVaTl5dHUVERsiwTHR1NZGQkR48eBSA9PZ22tjZaWloQBIGCggIOHz6MJElERUURHR1NZWUltbW1pKamYrFYaG5WVghHjRpFSUkJTqeTyMhI4uLiKC8vByAlJQW73U5jYyMA+flK6k2Hw0FERASJiYluGyYlJSGKIg0NDTgcDkwmE5WVldhsNgwGAykpKZSWlrrtDVBXVwdATk4O1dXVbnunp6dTXFys2FtWY1j2kVujQThrNtUxBtoLC9FqtWRlZbnbFhcXh06no7q6moMtalrs0QBMinFwtLyU3Nxcd3+IiYnBaDRSVVXltndLSwutra2oVCry8/M97O1qj8PhQKPRYDabPexdXFyMKIqYTCZiYmKoqFC0O1JTU7FarTQ1NQFQUFBAaWmp297x8fHulJXJyck4HA63vWNjYzly5EiPfTYpKQlJkqivrwcgNzeXo0ePuu2dmprq0WcFQXDb29VnLRYLOp2OjIwMtw3j4+PRaDQefba+vp729na0Wi3Z2dnurUyxsbHo9Xqqq5X+m5mZSVNTk0ef7WrvM9INvHdQuY9Hms5Erf03CFZWHHyJhbkXU1VW4+6zUUsWILz4HoIsI369ibbYCOpTYt19tqu9Y2NjPfqszWZz2zsuLo7S0lJ3n01ISPCwt9PpdK+oejtGuOx97BjhsmFvY4TL3pmZmRw+fBhQxiiVauSvOaxatQqdru9VpuLiYsaOHcv69ev561//yv79+9HpdCxatIj77ruPqKgoAGpqajAYDMTGxnqcr9friY2NDfjLhCiKtDtkIrRD32IrxEWjGpOLdKAEuaEZ6XAZ6lHZ3fgChR8bV4u9ia3VO7A5lMgKk07g5Mye+62HwHcv+kt9cfkDocSlUwv8ZKyB53dYkBAQbUvQSD+gllXoHf4dE0PJjiMFsixz7733Ultbyy233IJer8dsNmM0do8MNBiU6DaLRYluNpvNPS5cHFtuMBjMewIozzTl5eUDek/o6RkgLi4OrVbb63tCTk6O+9kiNjYWg8Hg8dzqy/eEiooKHA4HarW6x/cEYWoeyQeKERA44xsdVRm1aLMNg3pPAOUZsqysbMjvCfHx8ajVag9719XVuZ9be3tPAOW5tbGx0W1vb98TfmjUAUqfNKgOkGWOwVmQyZGOcyMjI7HZbH5/T8jPz6e6upra2lq/vycUFxfjcDgQRdFv7wkRERHuPhsZGUmCykZhYed7Wdc+GxUV5X4eTEtLo7293aPPevueUFBQ4Lahv98TSkpKcDgc7md/b8cIb98VBNlXObjD6BW7dikiqpMnT+6npCcKCwvdK+kDxb+3/5GvSj+g0fwM2VEJXDYhg0X5eo9tHsdyFWRmYXvgKbA7QK9F/4ebEQwD13TqD0Np13BxyVYb9ideR65WfqyqKWPQXn1BN3v2xPfvH8y8tU8RkL53tomF+b6x6Ui0YzBx/e6bFjZUKBo9k5PXUWX9IwCXjf0Fl4y90aOsc/UWnB+sUg4MOnS/ugpVcvyA+ILdhoMdp4IZS5cu5fDhw6xfv97j71OnTiUxMZG6ujquvPJKpk2bxpYtW3jttdeYPn06y5YtQ61Wc/3117N7926+++67btc+9dRTycrKGlRGucHYWpZlXtpYxopyE/8+K5r82KGvD4nb9uFY9hEAquMnorv8HI/vg73PjmSuL0pW8I8tW2i13gnA4tF67jzR1OM17C+9596WrfvddahSexbmDIZ2jVSuZpvET/7XiE0EnSzy68onmNmgJ+6Ek9BefJbfeIPZjqE4J8iyzAMPPMBbb73FzJkzeemll9BqtUyaNIm5c+d2SwxRWlrKWWedxS233MIvf/lLFixYgMlkYsWKFR7lnE4nEydOZPHixTz66KMDrtdQbB3MfcifXPY3P0HaomyLU889EdXZp7KxwsGBBifXTx1YdqxgatdA8a8fWnl7n7JLZZL4OP/cEYPu7hvcz6gjuW1hruDj8nasCkcwhSjmZ1/I10c+IC7yNjLjJnJ2wUv9niMY9KhnjEfctFMR+962H82sqQGobXBDlmQc/13pdi4JKQluUe9+z5Vl1pYpA79agNkZvtkeF8bQ8fPpEWysaEJGoLBhDiZjHAiNfFC0jLPzlmDSRbvLqk89Dqm0Emn7frDacbzyPrrbr+xTeyuM4IXdbqe8vJz777/fLdY6f/58oqKi+Ne//sXXX3/NWWedhSzLff7OvRkDesNAV6vf39fKy4cjAZn/W9XI/RObiY4Y4mp1dgoavRaVzYG04wBHZ0/C7HS4V6vNZjOFhYUBWa02m820tbX5PaoVlHE5UKvVLhseu1q9+uinWB2Xu/vDwnx9z6vVskxGcTkCIOm1lJibySexx6hWs9ns/ufv1WpZlgMW1eqyoT+jWiMiIjg9ycrnVQbsgpofIs7nzOrVODftQH36CZS0NPpltdpisVBYWBiQ1Wqz2UxjY+OPLqrVBYfDwd13383HH3/MlClTePrpp9FqlWeyiIgIrFZrt3NcfzOZTAMqF4b/oV14Mrbt+8EpIq75gTtUk9neICMgszBfT0aU/7czBQNMWjWpEQJV7TL37klGSDAidJHuCCOM4UA4gikAGOzKhCiKqNWDGyBlWeb2by+hrFV52HryjOVkReX3yyWVVWH/x2sACJkp6H999aD4+8JQ2jUcXM4vN+L8dK1yYNCju2MpqqSeo1e68jlEO79d8yBbKu4A4LhUDU+cGTOkuvTG5W+EKtdfNrTyyWHFATgmYTuNjt8CcNu0B5ibfb5HWdlmx/7PZZ1RbNPHo73yXK+dDMFuw1Bcre4tgmnGjBlYLBa2b9+OXt8ZUVhRUcHcuXO58sorue+++7j11ltZt24d27dv73btE088kenTp/PMM88MuF6DsbVNlPnZp00UNilaPGfn67ln9tBfZhwrvkRcvw0AzU8XeCwqBHufHalc9ZYarvv8WurblLk2O1rFG+fF9jiWSPVN2P/0HACqcXnobvrpgLj8hVDkarFJLPmgiVa78lj89L73GW2pR3XcBHRXnOsXzmC2YyjNCRaLhdtuu421a9cyc+ZMnn76aQ9n0OLFixEEgffee8/jvLVr13LDDTfw+OOPc84553DLLbewefNmvv/+e49yhw8fZtGiRfzmN7/hpptuGnD9hmLrYO5D/uZyfPgN4rebkZG5b2Y+m5xzAbhknI5fHh/lUy5fwR9c4u5D1Lz2KXFOK+o509Fe1KntN9LbFuYKLi5vx6rQWZoIQQxF30MQBObnXOg+/qr0fa+4VFmpnWLf5dVIZb4X+w6kbslQuRRR7w7nkgDaK8/t1bl0LN+e+h/YWxfrPj6lF32NwWIk2TFYuc5ObkbfMbYebpjKmNhF/HnOS92cSwCCXof22sXQEbUkbduHuHar11yhasORiNTUVCIjIz2cS6BEU4CiswFK9I3FYqGtrc2jnCsKwSXsGgjo1QI3jzZj7Ig7XnnYxqeHbUO+rnpm50OC+P0uj+9Ctc8ON9f6yi+wOOa5jxflG3p1VMvFnfpLfQl898blL4QiV7RexTWTO3V4nsmZhQy07NzO65v/Rk277+sRinYMNjgcDm699VbWrl3LGWecwQsvvNAt0mjixIkUFhZ2i07as0fZguV6mZo4cSLNzc3uSLPeygUSodqHvOHSzDsJjHoEBKLM7wHKguFHhe1Ynd7HTwRbuwYKad9h4pxK31WN88xwONLbFuYamVxhB1MQw2Yb2svDaZlno1Ep4b+rylayqaKdT4u6h/Yey6XuuoK9cceQ6tAfl78xFC6ptgHH6x9DxxylWXgK6gkFXvNtrl6D3THHfXxKlm8dTCPFjsHMFYmVJeOVFwqnLGAQ7mZ8wrRey6uSE9Bedrb72PnhN0jF5V5xhaoNRyImTpxIa2ure/uMC66XhrS0NHc56J4tbrheJuLVVu6c2Skw+/fv2ihpdg7pmkJmCkKakklELq1E6ojQg9Dts8PNtab8C6x2RddHQGZBH6mPpdLOB8C+BL574/IXQpXrJ2MMJOsVMewdESm8kx7N7Sd+xIqj/+Wdg8/7nC9U7RhMePLJJ1m3bh1z587lX//6V7eFBYCFCxdit9t566233H9rb29n+fLlTJkyhexsJQHCggULEASB1157zV1OFEXeeOMNUlJSOP744/3foGMQqn3IGy4h0qg4mYDzKtLQa78FwOLU8FWJ93UNtnZ5C1Fy0mitQ9yvbNtGrUZ1TLKOkdq2MNfI5go7mIIYrqwUg0W0LpZZafOQZYEjjX/jzm8sPPFDOzaxu1e/K5d6+njQK44pcdteZKtvO+BQ2xUILtlqw/HSe9DRdtXk0ag7JjFv+GRZZkPFLpzSGABGxwmkRPo25HEk2HEkcF0xwUCsXoke+LrUzr66vl/Y1VPGoD5jpnIgSdhf/QC5pa3Pc1xcgUIguUYizjvvPACef97zhfHll18GFD0mgNNPPx2j0ciyZZ6pypctW4bBYODMM88MQG07US2W8WXZ9ZyZq2yTs4pw/9q2Aa3UHgtBEHqNYgrVPjvcXOfm/RVJVpyYx6fpSO5jbnBnkBMEVNlpA+byF0KVS6sWuGJU5xzwScJZICn355sjH1HRVupTvlC1Y7CgpqaGl19+GY1Gw8knn8zKlSv54IMPPP7V1NRwyimncMopp/C3v/2Nv/zlL7z11ltceeWVVFVVcdddd7mvV1BQwJIlS3jttde45557eOedd7j++uvZtm0bd999t1vTKZAI1T7kLZf6lOMgNorxTcnkOle5//7ffU14qwITjO3yBoea9nPdF2dx+5g3+DL9EKqCrG7aoCO1bWGukc0VdjAFMVJSUoZ8jTOzFyMIMhr1AQDa7DIbK+x9cgkGPerpE5QDmwNx274h16M3Ln9jMFyyLON461NPUe/LzkZQ9a+14+IrbTnE0bbR7r+flu37H3Gw23GkcEXqVFw7pXNbxH+2mpFlGVmWKW0p7PE8zdmndq4StZixv/Yhcj8poEPVhiMRp556Kueeey7Lli3jjjvu4K233uL2229nxYoVXHbZZUyYoIx/MTEx3HzzzXz11VfccsstvPvuu9x+++2sXLmSW2+9lbi4wAlpbq/ZxBOH7qGoeR9NjjvJjVHGo8NNIk9sMQ/p2urjJoBaeRwQt+xx9+VQ7bPDzbWxonN7zqI+sorKVhtypSLGLKQm9pvVdbjbFQpcAOdNTGRKkrIX1WIwMevoyQBISLxz4DmfcoWyHYMBW7duxeFw4HQ6efDBB/nd737X7d/+/fsBeOKJJ7jsssv46KOPePTRR9HpdLz44ovdopJc+nwbNmzgT3/6E01NTTz55JOcffbZPVXB7wjVPuQtl6DVoF10CgICF1YKaFTK+05ps5Y9/SwYDpTLF/Al193fmmhs+w+HhSuR6b49ztd8/SHMFeZyIexgCmK4stoMBZMSjyc1IhOD9kv33z7rQbfjWC5/bpPzRbv8ySV+/R3SzoPKgUGP9toL+32wP5Zvc/UabI7Z7r+f6uPtcV25AoFQ5zp/lIHMKGU43F7j5PW9O7lzzRX8ds2V1Ftqup0nqFVol54HMcqLony4HOfHq73iCgQCyTVS8eijj3LnnXeyd+9eHn74Yfbt28ddd93FH/7wB49yN910E/feey+HDh3iwQcf5ODBgzzwwAPceOONAa1vfsxYotRKkoDS1l3kxT2PoSPw5aNCG18WDz7SVDBFoJrYkaq21YzUEW4fqn12OLksTplVpcq9itAKfc4NUpmSRQ5Alde3/lJPXP5EqHIBHDlyhFuPi2DpRCP/vTCeK83ZRNmVZ4C1FZ/1uvAwGISyHYMBCxcu5MCBA33+O/XUUwGIjIzk3nvvZcOGDWzbto233nqLE088sds1NRoNt912G99++y07duzg/fffZ8GCBYFumhuh2ocGwqU6bgJCWhInV+cSo/7E/fe397X4nGuo8BVXi02irj0KpzQGh3Mio1sSUY3vnsxpJLYtzDXyucIOphCHSlCxeNRVXDb+eOINyoPqxgoHTVap7/MCIPYdjBD3Hcb56RrlwCXqndy7qHdv2Fi5GYeoOOlSI2XyYn4c6VJHKrRqgZ9Ni3Afv73PRFHTQRySneWHXuzxHCEqEt3VizsjP1ZvQdy+PxDVDcNLLFu2rFsGORc0Gg033ngjn3/+Obt37+aLL77guuuu61FseenSpXzxxRfs2rWLTz/9lMsuu8zfVe+GaH0c12bdhUGt9NPdDW9zcvZm9/d//a6NIy19R9H1BY9tct/t6qNkGEPBmiN2LB2L6nOzdRg0vUfGyiXeC3yH4VtMSNTys+kRmAwaos6ay/lHxgMgI/PW/oFnjgwjjDD8B0GlQnPuaRgkDQvryhAExbG0pkyksZ/3nZGKOouEXl0OSBhUB8jWZiEM4n0ljDD8Ac1wVyCM3pGYmOiT6yzIvRiAFouZN/daEWX4utTGRWM7twX1xKWeNRXnu18AShSTKivVJ/XxVbt8zSXVNuJ4/aMuot4n9yvq3RNfo7WOg43NqIR6JDmZ07ONXqeyHyhXoPBj4Do9W8eERA1765w0WWOJU52LRvMhX5W+x09GXUNSRHf9E1VuOprF83CuUCIEHW99ipCaiCq1extC1YZhBA6TMqfz68Q/85fv70BGZkf9PcxIfYutVQlYnHD/2laeXRiDXj3w8UY1Ng+iI6HFjLS3CLnVHLJ9dri4Pih6nTd3TwOUsWRRQd+RsVJJF4HvnL4Fvo/l8jdClasnPtW08Zy16iQ+se2nSW9lU9Uqipr2UhA7wedc/kR4XghuSJJEYaESHZeXl0dFRQV2ux2j0UhSUhJHjhwBlPsoyzL19YqMQ1xcHOXl5VitVvR6PWlpaZSUlABKZlSVSkVtrbLVNjs7m9raWiwWCzqdjszMTA4fPuy+jlarpaZGidrOysqioaEBs9mMRqMhJycHh8NBYWEhsbGxGAwGqqqUxeeMjAyam5tpa2tDrVaTl5dHUVERsiwTHR1NZGQkR48eBZTsrG1tbbS0tCAIAgUFBRw+fBhJkoiKiiI6OpqKigocDgdtbW1YLBaam5sBGDVqFCUlJTidTiIjI91tB0jJSEaVm8bZFa28l/gp7Y4liLKalzeVc+kYDYmJiW4bJiUlIYoiDQ0N7raXlZVhs9kwGAykpKS4oztcv5u6ujoAcnJyqK6udts7PT2d4mIl6jc+Ph61Wu1h77q6Otrb29FqtWRlZbltGBcXh06ncycbyczMpLGx0W3v3Nxcd3+IiYnBaDR62NvZWkJ05LVIcgSjm9OwpF/C0aIioqOjMZlM7gxhJpOJmpoaD3sXFxcjiiImk4mYmBgqKpTFjNTUVKxWK01NTYCiOVZaWuq2d3x8vDsZSnJyMg6Hg8bGRgDy8/ORZZnCwsJufTYpKQlJktx9Njc3l6NHj7rtnZqa6tFnBUFw2/vYPpuRkUFxcTEOh4OGhgY0Go1Hn62vr3fbOzs7m6KiIgBiY2PR6/Ue9m5qavLos13tHRER4e6zUVFRVFdX09raikqlIj8/36PPRkVFue2dlpZGe3u7R5/tau/Y2NjOPpuS4s5K7LK3y4YREREkJCR42NvpdLr77EDGiNzcXKqqqrqNEa77N5AxQpIkVKr+45ME2VsFtDAGjV27lNXggWYcampqIjY21mf1ONzk5KqPlQ4/PkHD84ti+uSSrTZsf3wKbA7Qa9H/4Wavt4r1BV+3yxdcss2O/YnXkauUAU01aTTaaxZ7pbt0LN/m5m94asdDyDKcnnknPx2zhIwo30cwBaMdRzrXjhoHt3yhrHxFaNuJMCxBEKzMz7mQm6fe1+M1ZFnG8d+VSFuUzGJCcjy6Xy3t9lsJdhsOdpwKY+AY6pzwXuGrvLb3CQA0qlhw/pejbcp60YVj9PxmpqmPq/QOx8erEVd9p1z3/DNomzY6qPvsSOKSZZnrPr+KQ3WPAypSI+HdxfG9Lj7Ikoztvn+BxQqmCPR/vKXfhYpQt2Gg0BNf1bYint3wDduzngJgRvIc7jvpX37h8hcGyhWeEwKHodg6mPtQoLmksirs/3iNBybvZZ32b4CKWL2d9y9KRdPH83ywt6snbKz8mr9u+S0A55eO56ozHkA9aXS3ciOxbWGu4OXydqwKb5ELYri8t75CfqyG0XGKo2NfvZMjzZ3bKXri8pfYt6/bNVQut6h3h3NJSElAe7l3ot498W2pXqtcR4Cz8yf7xbnk4goUfixcU5O1nJKpZIFpd0TgdF4KwKojH1FlLu/xGoIgoL34rM5U7zUNSn86xncfqjYMI3Bw3dfFBVdxeua5ADilJvS6e9GplP723kEb35QOTo9JPXOS+7P4/S7qOla0AoFQ/X24uA407qSidQqux65zCvqObJVrGxTnEqDKSfcqCjbUbThcfG/vs3DF/li+jLmQyPZpAGytWc/+hqHrU4ayHcMIDEK1Dw2GS5WVimr6OC4sj8Oo2gJAk03HhgqHz7kGC19xHWjc6f48ui2pM/GMn/i8QZgrzOVCeItcgDCY0Fez2YzT6ewxrA0GHvraIjZgEvYDivj08l31nJ/agkajcYfkAR6hr9qseFI2KW1o//Z76lNjhhz6ajabKSwsJDU11fvQ15QU7Ha7RyhmWVkZDoeDiIiIXkNfzWYzoihSWVnZa+iret12tDuUrBPodTQsmoW5vGxQoa9ms5lzY65mWvRsDrbuhDo9hfWFAw59bWlp8QjF7GpvV+ir2Wx2//N36Kssyxw5cqTHPuvr0FdX/4iPj/d76KvZbKa9vZ3W1la3vX8+PYf15Y1ICESrT6FdfgURJy9s+Tt3HP9wr6Gv0eeeTPSyT8BqR9p5kPbP12E5frzb3rIsU1pa6u6z/gx9ddlwIGOEt2GvYQw/BEHgF1N/z1HzEQ407sTs/IGs2HcoalgCwCObzIyJ1wzYua1KTkDIy0AurkCuqkNb0wjdF0TDGATWVnyGTr0bUfM1knQ6C/vIHgcghfWXggY6tYCtYz1O3XYDRNxKpFNPbVsl4+Kn9n1yGGGEEVBozj6VyY8c4O5DdfyhQ+Xifwesfkm2M1yQZZkDNVvdx2PjJ/tkh0kYYfgK4S1yAcBgQ18dDgdardZn9Xhz/1O8vX8F9W3/BdSkRqp4Z3EsKkHok8v2+KvI5cqLu+6Oq4asxeTrdg2FS9x3GMcLy926S9rrf4LalU1pkHxOQYOxD+FWXyGY7BhqXK/vsTAqTs2kRCu/+Pp82hwtqFDx5NzlZJhye72euKcQx4v/Uw4EAe3PL0E9OqdPLn9gMFzh7RCBw65du5AkicjISMB7h6IkSeTn57sdijZVO/8ovIsmax0Xpt7InraLWNMh25Mb6eSZhbE0N9QNSG9D3ryH+G+VB9fWCbk0nz4jIHobkiSRnp7u90UHUBzQtbW1AdHbKCwsRBZk/lT4C1odTWgELf9X8AIT8kf3uegQ+fkmVFuVqGH5xp/QEh/V76KDJEluJ72/Fx2ysrKorq4OyKJDUVERKpUqIIsOrrZaLBa3vbNz87jq/VrGRTu4Zt9qvnd8xdyj+djmnED0/JOHpLdRUlKCKIoB0duQJImkpCSvFx3MZjMqlSo8JwQAQ5l/g/3ZYji4HO99jWPtD1wz4adUGqIBePO8WLJ7SbgzUtrlwsoiM3/97hBq9T4y5M94KeUWNGfM9BuftwhzhT6Xt2NV2MEUAAx24igvLyczM9Nn9ahpr+TnX51Ho/lhHKIyEP1rfjTTU7R9cjk3bneLfatPmor2kqGlY/V1uwbLJdU1Yv/Ha2BRtpNoFsxBs2DOkPiOlJVzy3cRZJjUnJmr4+Jxxv5PGiSCxY6hzrXi0Eu8vu/fAJySsZBfH/fnPss7Pl2L+OVG5cAUgf7XVyPERgVdu45F2MEUOPhyTihuPoDFaWZCwgzaHTLXrWyivFVi8Rg9tx0XOWDBb9lqw/bAU2B3IOm1GP94K4LO/w87wf77GApXna6cP266GYCT0uZy1wmP9Xue7dEXkavrQaVC/+fbvboHoWzDQHH1xueUZDQqAansKPZ/LFP+GBWJ/p4bEfSDj4wIZjuG54TAYSi2DuY+NFxccls7tj89x7sxY3g280QALh5r4FcnRPqca6DwBdcf11XyZYkSsTTH9hh/OfvXqDpkGvzB5y3CXKHPFdZgCgFYrVafXi85Ip0pSSdi0H3l/tvnh239cqmnjwe98nArbtuLbB2cvocLvm7XYLhkmx3HS++5nUuqSaNQz589ZL5dtU4arTK765xsq3YO+Xp9IRjs+GPgOjvvUqJ1sQCsr/iCOktVn+U1C+agGpurHLS1Y3/1A2SnGHTtCmPkoaf7mhczlgkJMwCI0Ao8dEoUfzzFxJ0zTYPKJicY9KinjgVAZXMg7To0tEp7iVD9fVitVtZWfOY+PiVjYb/nyO1WxbkECBnJXjv4QtmGgURPfC6BYFVWGqopY5Q/tpoR123zOZe/EJ4XQhOh2oeGwiWYItDMPZEF9QfRScqz+EeFbbQ7eo6pGCntcqG0WVm8FmSZSxtjEXrIXOxLPm8R5gpzuRB2MAUx9Hrf76edn3Mhes0GBMwAfHPEjs0p98nla7Fvf7RrIFzdRL2T49Fefs6gRL27orj5AF/XrSQ10gLAKX7e7z3cdvyxcBnURqYm/I4xMZfw2GlvkGjse4uooFKhvfI8iFPCsuXSSpwfrAq6doUx8uDNfR0dr8GgWU1pS+GgedQzO1emxO93Dfo6A0Go/j5UWhXfHqnGap+HXh3PcSkn93uOVFrZef4A9JdC1YaBHs/649MsPJlGrZFWtY66Nd/yv30vdEvq4CsuXyI8L4QmQrUPDZVLfepxSDEO1B2L6nZRYm+d3S9cA8FQuaxOmaJGRRQux9rIpOypfSaBGEltC3OFDlfYwRTESE9P9/k1Z6acRozeiE67DgCzQ2Zdub1fLvXsTiFLcePQMqf4o10D4RJXfY/URdRbe92FPhHH23h0FcXWFxDV53PLcZv8Lig43Hb8MXDVWyR++VUL/ztwAq3WX5AbPcar6wqRRnTXXAAaZb+/uH4bqUebhlpdrxFIG4YROPR3XyVZ4s39T/PYD3fz5+9/RbNN0cupaBVxSt6/AAv5mQiJsco1C0uRGpoHXWdvEUy/e1+iWlNMo+V8Wq13U9W8jKq2/qORPAW+va9rqNow0ONZX3w2UeaNukiunryEh0fl86tpy1l26Cm+q/rG51y+RnheCE2Eah8aKpeg15F45llMsq4mUv888abLQPjeL1wDwVC5DjQ4EVEcSuPNtajG5fuVbyAIc4W5XAgpB9Nzzz3HnDk9a+g0NDRwzz33MHv2bCZNmsR5553Hxx9/3GPZ5cuXc+655zJ16lQWLFjAG2+84c9q9wqXkKgvoVXrOCPrPAzaL91/+7zY1i+XKjMVITMFALm8Gqms721CfcEf7fKWS9xfjHPlavex9opzUCUn+IRrS9Ua9+cFeTOJ0PpX6Hs47fhj4YrRC9RbJAB21jr5ocr7bY+qrDQ0P5nvPnYs/wKpsmZwFR0gAmnDMAKH/u6rQ7KztVpZPKhpr+SvW37LyiIz13zSxLPb2r3mEQShM4pJBmnz7kHX2VsE0+/el1h5YBV253EAROkEsqL7f+ySSwYXwRSqNgz0eNYXX6tN5tVd7bSjZlvESZhRIlrf3PsfRFn0KZevEZ4XQhOh2od8waU+YTIXm5OI0L+DStXCJ7te9huXtxgq1566zufQ8e21qMbk+JVvIAhzhblc0PjtygHG6tWrefLJJ4mJien2nd1u5+qrr+bw4cNcdtll5OXl8dFHH/Gb3/wGi8XCT3/6U3fZV199lT//+c/MnTuXK664gk2bNvHggw/S1tbGz372s0A2yW+Yl30B7xe+jkqoQZKT+a7SwZKU/p0h6lnTcL77OQDixu2osvrXkggmSHWNOJZ95M4Yp1kwB/Uk3+Tgrm0/SnGLEhU1KnYC8YaexfbCGFnQqAR+Pj2Sp7aa+fn0CI5LVYZMURZps7cQo4/r+/yTpiCXViJ+txOVU8Tx8vvofn0VgtEQiOqH8SODXm3g7pmP87s1S2m01bGrtoK1JWYkWc1/91mZma7lhDTvIivVx0/C8elaBBmc3+9CPX/2kLcR/xhxecaVTEov5ZMiC2fmzEDVx1YGAFmSkI50OJhiTAgdW23DCA4kRqi4fKKRl3ZakAQ1QtstEHMPZeZiNlR8ySmZI+u5KIzggSRJ7syGA8kaKEkS5eXl3bIGgpKl0dusgb1lFnVluszJycFsNlNYWBiQzKJms5m2trahZRYtLyNr9HySGtdQazSz3bKdjbu/ZULWdI/MorIsU1ZWFpDMoi4bxsXFodPpPDJd9pVZ1Gg0UlVVxTf7rUCawhfVSHFlRa+ZRQGcTic1NTV+zyyan5+PxWKhsLDQ75lFi4uLMZvNNDQ0BCSzqCiKVFdXe2Ry7dpno6Ki3PZOS0sbUmZRlw0DkVnUbDbT2Ng4oDFCkiRUqv4XykZ8FjlZlnnjjTd45JFHcDgcJCYmsn79eo8yK1eu5I477uDXv/6120lkt9s577zzaGtrY+3atahUKlpaWjjttNOYNWsW//nPf9x7Wu+44w5WrVrFN998Q3x8/IDrONjsEA0NDYPi8wb3rLuOzZUzsNgvA+CG8XDNcX1H8shWG7Y/PgU2B+i06B+4eVBby/zZrt64ZJsd+5NvIB9VfkCqiaPQXnuhz16YPi1+h6d3vIhaVculY3/OkrE3+eS6fWE47Phj5JJlGVFWnE2SLLGx8iv+e+AZkoyp/GHWU/1yyA4n9n+9gVyuTGqqiQVor/2JX1/WB2PDcMagwMHfc8LBxl3cu/5GHJKddtuFmG03c3aBnjtOiMSo8b7fmf/zJuoi5UFI+4slqEf3vVI6FATb7364uKSKGux/fwUA1dSx6K6+wG9cQ0GocnnDZ3HKXPZBI3UW5fE5JuI36DQ7STNk8q8z/4da5f3abTDbMTwnBA5DsXUw96Fg4JJlmRWv3cEbccoug/n6RVx9xkNE6jpfkkdSuxa8WYxZikagnUcSP2XOwr7fN0ZS28Jcwc/1o8kit2TJEh566CFOPPFEJk6c2GMZl/ev6/Y5nU7H7Nmzqaurc3v4Vq1aRXt7O5dffrmHYNrSpUuxWq189dVXBBJqtdpv1z4z+0IM2q/QqMqZn1fGyRn9cwkGPeoZHWLfdgfi1sGJffuzXT1xybKM4+1P3c4lITke7RVDF/V2QZScfFq8hoa2N2loe5426wKfXLc/BNqOP1YuQRDcGYREWeS1fU9S0VbC9tpN7K3vP4OQoNWgu2YxslFxxkp7ihC/3jS0iveDQNowjMDB2/s6Jm4yt0y7HwCj7j1iI+7i7IJdA3IuAUjTx7k/i9/5V+w72H73w8U1WP2lwXANBaHK5Q2fUSNw47QI97FovhVZFjhqLefb8k98yuVLhOeF0ESo9iFfcQmCwPw5P0flSKLN+gv+W3sTb+xq8guXNxgKV227iFlSolo16gOMH3+aX/kGijBXmMuFEe9gqqys5MEHH+SFF14gMjKyxzK5ubkA7hAvF44cOYJer3dvq9u9W9GZmDRpkkc5l+PK9X2g4ApX8wfmpJ/Jb46/gc9+Opo/zJkGbXVenaee1UXse9PgxL792a6euMRvvkfa3kXU+1rfiHq78NaBZznYoGyJE6Vc1EJgtscF2o5hLtCqtFwy5kZESbnH/z3wtFfnCfEx1M07ng5dRpyfrUU84L+9z4G0YRiBw0Du62mZZ3PR6GsRBNBqtvK3LXdR0VYyIL7qhEiIULZzSjsPIlv8l9I2mH/3g4FNtCLL8oC5BptBDkLPhsPB5S3fwjw9o+KUh/M2IQ+bYx4Ab+99Bofk8CmXrxCeF0ITodqHfMkVM2ocxzsnYbFfgIyJ/+1v80h8MVLateNop5ZiDEXEZfefeGaktC3MFVpcI97BtGrVKpYsWdJnisZ58+Zxyimn8Le//Y3Vq1dTVlbG008/zbp167juuuvQ6RRNipqaGgwGA7GxsR7n6/V6YmNj3fsrQwF6jZHTs87FoI3ov3AXqDJTEbIUUcuhin0HAvqyapyfdIpva684B1WKb0S9AXbWfsfyg8uw2M92/+3UbP9mjwtj+HC4yclnhafTZH4JSYpjd90WdtVt9upcW3YKmoUdKcplcCz7CDkA2bnC+PHi8nG3MDP1dADanW386btf0WZvobxVZEeNFy/BanVn1KrTibhtv/8qG0JosNZyz7qf8ZP3vmdZSRn17d4LrMvFHRFMGjVCRoqfahjGUKFWCdw6o3NR0265AVnWU2uv5uvS94evYmGEEUaPWDJzCTrNJsCGjk20NbQNd5UGjE2HytyfR6lb+nz3DSOM4cSIF/l2OYf6gkaj4dZbb+WXv/wlN93UuVf13HPP5fbbb3cfm81mDIaexXf1ej0Wi2XQ9RyMeJ8kSTidzh6FucC34n1ZWVnu+vUn3pd10lScHY6ltlWbUF88f0DifS5bpKamDk28r6wMh8NBREQEiYmJHmJyoijSXFxG8hffQ4fMWMvx47DHGklxOHwi3hebGs3ft9xDm+16RElJE5oV4USsLaFeHJx4n8veLS0tHmJyPYn3SZKE2WzGbDb7XbwvMzOTI0eO9NhnfS3e5+of8fHxfhfvkySJ9vZ2WltbvRLv+19NIhsrRcCA2baUKOOTvLz9H/wi549ERUX1Kd6XlZVFhUZD9N5UjKVV0G6l9dm3qbnwNJLT03wq3uey4UDGCG+F+8IYPmRnZw+ovEpQ8asZD/F/a6+ltLUQs6OFDwvreGWXE50KXjknlsSI3u95dnY2akMU4rqtAIjf70Ize9pQmtAnV6DgT64jLUU8tOl2DjcuxeYYxdft4Nzcxp9O638xR241I9c3ASBkpSJoBha+Hio2HE6ugfAdn6ZldoaWDRUObEICavtFROrf5N39z3FG9nno1f0ncwhlO4YRGIRqH/I1V37eTKZuu4nDxr8T5bTSukYm9idL/MLVF4bCtbuhM4PcCcndk1r5mm+gCHOFuVwY8SLfXbF06VIOHz7cTeR77dq1/PznPyc+Pp6bbrqJ1NRUNmzYwFtvvcWiRYt47LHHUKlUXHfddezdu5dNm7rro5x66qlkZ2fz+uuvD7hegxXvq6ysJD19YBoMg8Xq/YVsb41lbm4Mk5O0fZaVbXZsD/xn0GLfgWhXd1Fv3wsri7LI377/hI8PKdpeOhU8fJyd2WPTfMbRFwLZP8JcChqtEks+aKLdIQMicZE3olGXcf9J/2Z68myvuGSLFfvjr7lfJNUnTUF7iW8zDw3GhmFB18Bh165dSJLk3tbtrUPRarUybty4AS86VDSXsrzqWe444U88vFrNjiZlYWZygsCvRjWgFnrOGLRnzx4MBgNpK75FXa04P6suPZOUyeN9njHIarWSm5vr10UHlwPXYDAgy7LPMwa1Rtby6A/3UdN2B3bnSQAIyNwzsZWZ2dH9LjqUf7mGxE+V5w9pzjQqpyoLF94uOlitVvLy8gKy6GA0GhFFMSCLDvv27cNgMARk0QFAq9ViMBi8WnRwRKbws1U2JFlALVuIjbqaWMnGdaP/wNikyf1mDNq/fz9arTYgGYOsVisZGRleLzqYzWZUKlV4TggAhjL/BvMzU7BxbSv5hor33uHkiiwM6NDddT2qpLgR0S6nJDPvjSpEQYdKOMpLZzoZlTLNb3yDQZgr9Lm8HatGfASTN/jXv/6FRqPhjTfecHvr5s+fT1paGn//+9+ZP38+ixYtIiIiAqu1Z40Jm82GyWQKZLVpH0BY/WBRZ6nmr99/wIayiwAwO2z9OpgEvQ71jAmIG3e4xb4Hsqrt73bJsozjnc86Rb2T4tBefq7Ps3Y1WGDtkZMBxUd7y3ERJKsbfcrRFwLRP8JcnogzqLhigoHnd1gANWbbdcRE/JE39z/NtKRZfYYru7gEowHtNYuxP/k6OJyIm3YiZKejOWnKUJrSI1cYwQuVSsWoUaPcx8euJHX9DpQo1MLCQjQaDZmZmX2WdekKguKcyMjIYOYExQH65/kS137STE27xK56mbXp6dwwVYmuSUvzdI4bDAZGjRqFc3Yzzve+Vq5X1Yx2phGj0ehRtqCgoNc6RUREkJyc7D7Oz8/vVrawsBCTyYTJZCIpqVPHzqWh2FtbExI6tzzn5OT0WdaVLaWwsLDbd8ced90q742915Z/xj82/52GtgdwSuMB0Khkbiows2h6nrtsVFSU+/Ox9k6xSogdn/Wjcz14jEYjKSmdW+Z6sndhYSGRkZFERkZ62DsvL69bWRdMJpPbqQbe29sbG8bFxbk/Z2Vl9Vm2q70zMjy1p1z90IXo6Gj352Mfjo+9bld7p6am9lnWdVxYWEhOTo6HvXvqsy6cP1rg/YM2RMFIWu0dPHpgJ1FTx6Hq4OtaNioqysPeWq3W4/ve+ix4N0a40FOfdaVGh+5jRE/Xdb1IhBHcCOZnpmDjmp57BpPGaxHLNgASzpVr0F19wYhoV2FJE6KgLA7p1QfITTrfr3yDQZgrzOXCj2I/xMGDB5kxY0a3yfmiixSniitiKT09HYvFQlub575c14pT1we2QECr7dvR4wsYNRGUtr6JgBmANWU2HGL/QW1DEfv2d7vEbzcjdWiFSDoN2ut+gmD0nag3gCjJPLS+jWabYqtTMrX8ZIwhIPfMhTDX8HAtGW8k0ag4kuzOk3E4J1LYtIct1Wv6PK8rlyojGe1PO7MNOv/3pU/1zAJpwzACB1/c1xi9igdONqHu8IW+usvC5qP2PvnUMyZAR7YRccseZFHssfxQEOy/+94gyzL/O/QKf9vyJPVtj7mdSxFaeHxuDHNS+7lAF3gKfA98BXOk2jCYuAbDd/2UCCK0yg9qr+FEKnVJOFauwZsNAqFsxzACg1DtQ/7i0px+ApgisKg0fFAh0Fp0dES0a/P+Tv2ldG0NGpV31xkJbQtzhR7Xj8LBpNfrEXt4IJYkCcD9ENBbtrg9e/YAgd86cuyKnz8QqY3i5IzTiNC/RaT+KW49fgtadf+RPt3Fvo96zenPdokHSnB+vNp9rLvct6LeZkcrBxt38/oeC1urlb3QSREq7p5lQhCEgNwzF8Jcw8Nl0AjuiA+ANttNyDK8feC5Pl8ojuVSHz8R9ZzpyoFTxP7K+8jmweu89cUVRmjAV/d1TLyTMQnfAkr85UPr26i3SL3yCZFGVJM6oiXa2pH2He5WdqgI9t99TxBlked2PcJLuz+h0fwEoqREjSQaBZ46K4YZqVqvuWSniHxEcTILCbEI0QOPmB6JNgw2rsHwxRlULJ2oRPRJgopnM2YiF1d49TsJZTuGERiEah/yF5dg0LN2znyWTL6MJ7Ln8NGqg90i/vyJwbZrS31n8MOkRO8dA6Fwz8JcI4/rR7FFbs6cOXz++efs37+fcePGuf/+9ttvA3DSSYpWwumnn47RaGTZsmXuvwEsW7YMg8HAmWeeGdB6Hz58uFsItD9wZvaFrCq7DoCNR0s4t2BBP2coUHcR+xY37kCV5Z32kL/aJdU34Vj2oVvUWz1/FiURanzFJMsyz+z4E9+WVdJk/jugQiXA/XNMxOgVX22g7lmYa3i5FubreXufleJmEac4gfzo2/jVjNP73CLXE5fmgrlI5dXIpZXQ2ILj9Y/R3ngRwhDFtgNpwzACB1/d1zf3/4da23/RqiNxiCfQYJV5cH0bj8+NQt1lK3FXPvXMyUg7DgAgfrcL9aTRQ65HV4yE3/2x2N+wnQ8Li2hpfxwZxemcE63i7/OiSY1UD4hLrqwBp7JoIeQMTn9hJNow2LgGy3fJeAPvH7JSbZbYEpPJ5qgM8r9YSXnsJE5MP8OnXINFeF4IbgwmGZDrPJfEhz+TAeXk5LBr1y4iIyP7TQbkC10+s9lMQUGBX3T5VLki7bXKdrN3NMmcvGoDwrhcn+vyZWdnU1dX59aJy8rKctswLm4AyYAiTRy1J4MeVLKDk/PGUl1d3a8uH4DT6SQ+Pt7vunz5+fns2bMHo9Hod12+4uJizGYzWVlZAdHlE0WR2NhYr3T50tLSaG9v9+izXe3dny6fy4aB0OUzm81kZ2cPaIzwNiHQj8LB9Otf/5qNGzeydOlSLr/8ctLS0ti8eTMff/wxs2fPZuFCRWA3JiaGm2++mb///e/ccsstnH766axbt47PPvuMO++802N/eyhhXPxUknUZ1Ngr2NuwjYq2EjJMuf2ep54xHueHq8DWocN0/hkDEvv2JWS7A8fL70O7oqGlmlCAZsHJcLjIZxxfH/mANRUbaG5/Brkj+O/qSUamp4TDzn9s0KgEfjE9gt992wpAZctiUiJiB3wdQaNGd/UF2B5/VYkMOVCM84sNaBee7OMahxFGJ5aM/RlbazYgy3+l0fwMkpzAD1UOlu22cM2UnrOdqcbmQowJmtuQ9hUht7QNKsomlFDRMolWy1/c88HkJA2Pnh5FtH7gDmKppML9WZWX0UfJMIIRerXAz6ZF8OB6Jcrg0fwpGKKvR/uDhmcTPiFaH5rPj2H4DoPR5QNFM2ygunx9le2qcXasTlxkZGSvmmEjSZdPatyNVr0ThziFOm0yJTv2csq8OR6Le0PV5XPhWJ24Y23Yly6fq5zzQAkL64rYa0qGmChmZZ8C0K8uHyj9Izk52e+6fKD0gb405Xyly+fqHy6NukDo8qWkpHityxcZGenRZ/uy97G6fP3ZcDh1+QC3I60//Ci2yGVmZvLuu+9y2mmn8fbbb/Pwww+zc+dObrnlFp599lkPT9xNN93Evffey6FDh3jwwQc5ePAgDzzwADfeeGPA6x0oh5YgCJyefp77+MvS97w7r0PsG3CLfXsDX7dLlmUcb3+mrADTIep9xTkIKsFnXGWth3lu119ptdyBJCsDzJQkDVdP9pxQA+mEDHMNL9esDC3TUxQffXmrxIeFPScI6I9LiI1Cu/Q86Ih+Er/YgLincND16osrjJENX93XSG0U98z8J9F6iSjjn6FDWvqlXRa2VTt65BNUKtQnTFIOJBnxh70+qUtPXP7GULlkWebNvRYeXN+GJCvPD6dkafnnvOhuziVvuTwcTIOMYBpJNgxWrqHwnZmrY3yCErnWpE6nTZyPVbby3qFXfM41GITnhdBEqPYhf3KNiZtEXuw29/HbpjTELXv8xtcVg2mXfKCYy6t38HDRlzw60dH/CUPkGyzCXGEuF0LKwbRs2TLWr1/f43eZmZk89thjbNq0id27d/Pll1/yy1/+Ep1O163s0qVL+eKLL9i1axeffvopl112mb+r3iN6qpu/cFrGIjQqLQ5xNO/uS+BXXzV5dZ561jT3Z3Hjdq9ELX3dLnH1ZqRtHc4tvRbttRciGA0+47KJVh7bcjct1rnYnacCEKUTuP9kE5pjMtMF8p6FuYaXSxAEbp4e6T5+eacFs13CITkQ5e6ab31xqUfnoDnnVPex481PkOoGn5EwkDYMI3Dw5X1NN2Xz2+MfxaDdQ4R+GQCSDA+sa6XRKvXI53YwAeL3u7wa773FSPjd72/YwVelH/KvH9p5amtn9pXFo/U8fEoUek33LbLeckklHauCOi1CWlLfhXvBSLBhsHMNhU8lCNx6nDInpEmt6FC2J6w8/DYN1lqfcg0G4XkhNBGqfcjfXJdPGIsgKNuNdkaO4ugXW5DtA3PeDAaDaZdbz00QUI3J9TvfYBHmCnO5EFIOplCDa59oINDeaOOk1DNos9xGs/UctlSJFDU6+z1PlZnSKfZdUYNc3n8mLF+2SzxYgvOjTlFv7WXnoErtDDX0BdfLux/ncJODNuvN7r/dfVKkW2OjKwJ5z8Jcw881PlHDvBxlgG6yyTy8cQe3rrqQNeWfDphLfcZMVJPHKAcWG45XPhj0w04gbRhG4ODr+zol6URumPRbInT/RaveCkC9RcmQKclyNz5VUjxCvhJmLVfXI5d6n9yhPwT7737T0VXcv/5W/rLRyTv7O6MVb5hq5DczIz20qwbKJTe1QpOy3VaVk4agHtyjWbDbcCRwDZVvarKWR0+P4vWTtZxXrWhw2LGz4sCLPucaKMLzQmgiVPuQv7lOy5xPrGEVALKg5t2IVMS1P/iVEwbeLrmxhcL2Q+yOrcaWm4gQaez/pCHwDQVhrjCXC2EHUxhunJlzIQbd1+7jz4ttXp2nnjXV/VncsMPn9eoNUkMzjmUfeYh6q6eM8SnHhsqv+KzkQ1osvwcUfanFY/Sclj08WlNhBB9+Nj0CTcdIurYsmaNtNt4+8BxOaWDOIUEQ0F62CCFJCVmVK2twLP/Cp1EiYYRxLBblXcKivIuINj7iXs39/qiDN/b0vOVTPbMzm6r4/a6A1HG48cnht3j0+7upbfsDNudpAKgFZaHhmskRfYr7e4Ou2+OEnLD+0kjHnEwd+vwMFhsXoReVhagvSv9HbbvvHLJhhBHG0KBV6zhvtA7XFvFPE8dh+Xqzz7L5+grOvYf5b1Y7D09dzbU5/6a0ZWgSCmGEEQiEHUxBjECmzczMzGRy4glkRu/HNdh+UWxDlPp/uVVPHw96JYpD3LYP2dq3Y8oX7VJEvd+DjolANT5fEfX2IVdNeyX/2f4gMnrUKkXfKT9WzW0zIns9J9D3LMw1/FzpJjUXjTF0HBlot11NdXs535R9PGAuwaBHe+2FoFOE46UtexA3bB9wnQJpwzACB3/d1+sn3cmU5AKijY8Ayva4F3a002jonhlUPXWsu3+K2/b5bEtBMP7uJVnilT3/4IXdfwXBiVa9GwC9Gv5yWhTnjjL0cwXvuDz0l3IHp7/kLZevEKpcvuRLWLiQheXKopcTJ+/ue85vXN4gPC+EJkK1DwWC66LR56DXbADAoorm24gUnF9t9CvnQNt15EAV3xr+QF3r+7TbbiTDlNP/SUPgGwrCXGEuF34UWeSCAYNJP2q1Whk3blyPqQXBt+lHdTod7e3t3Jz9G5bJKjbXQp1F5qOtpSyYmNJv+lHLqAxMe4rB7qBp9XfUF6T3mn60qKjInZZyUOlHZZnsTfuRK5S2iHFRCJecRVFHxrikpCREUaShoQGr1cr48eOprKwccPrR5448RLuzDZUAp6Z8Sk7UiRyXCmUlRW57H5t+tLCwEIPBMLD0ozExGI1Gj3SvLS0t/aYftVqt5OXlYTab/Z5+1Gg0Iopij33W1+lHXTaMj4/3e/pRq9VKfn4+ra2tQ0o/ekqkxEeaGNqdAlbHWRh1/+Pt/c8xyXgi5hZFqyUiIgKHw+FOmdtX+tGcn56F+MYnADje+xoxJZ4yHN3GCJe9jx0jXDYcyBjhberRMIYPjY2N3bLM+AIalZbfHv9X7lpzFe2GdRQ1nIoow8MbLbx2vpGYLsLVgl6Heto4JXrJZkfaeRD18ROHXAd/tW2wXHbRxhPb7mdD5Zfuv101SUuTxcAZOTomJnqXPdQbLrf+EoMX+PaWy1cIVS5f8qnSk5kadxmvt2kwGF/i64qPuHDstaSZOjP/hLIdwwgMQrUPBYIrwZjMcWkVbFAexXgzbRTz132D+pTjUMXH9H3yIDGQdslOkS31rZAGYCTRGIVGNbDM1aF2z8JcI4NLkMP7L/yOXbuUbQSTJ0/up6QnCgsLu6Uc9Be6cn1TauO+tUqq3QV5Ou6bE9XXqQBI5dXYH38VACEjGd2vr+5128BQ2+VcvRnnB98oB3otutuXeugu+YqrpPkgj/1wN07Jwd9Pe5NIbf92GK57FuYafq439lh4epviTNJpNhETcR83Tb6bRXmXDIrL8cEqxNVblIPYKPR3XIUQ1Xv0XFcMpl2DHafCGDh27dqFJElERir309tFB7PZzMSJE/226HC46hCCTcdj+2PY36KsP81NsfLL6XoMBkOnE9whIDy/AgBbZhIxv76226LD0aPKdqD09HTa2to8nODHLjpUVFRgNpspKCgY3KIDSsrgsrIytwM3MTHRwwnuWnQAJQucwWDoddGhzdHC49vvpqi9DJVgRoWKC9Nu4LTUc0hPT6e4uBhQ0gWr1WoPex+76LBr1y533XtcdGhuIeOFjxAkCUdsFNWXzx/0ooPZbGbUqFEBWXSQZRm9Xh+QRYfdu3e76+PvRQcAURSJjY0d0qKDKIoctkXx8DY1EgJa9XZiIn7LrPgzuCjtF2577969G6PR2O+ig7djhMvePY0RZrOZ7Oxsr8cIs9mMSqUKzwkBwFDm35H6zBQsXHvqtnLzFzKilAvAs/veY/T4VHRXnusXvoG0SzxUyrIPV7AsIxuHOI5FBXv4v5OW+I1vqAhzhT6Xt2NVOIIpiKHRBO72dOWananDpBNos8usKbPT7pCJ0PatMeES+5bLqtxi30JWz17RobRLPFSK86Nv3cfHinr7isspycQZRvHYqW9Qb63xyrk0FL7BIMwVXFwXjzWw4oCVmnYJQWhDljUsP/Qic7PPR682DJhLc+5pSEeqkIvLoakVx7KP0P7sEq8EgANpwzAGB5VK5TGxZ2dne3x/7KQfFxdHSUkJGo2mW1jzsWVjYjpXXjMyMvosGx0d7f48PkfJEveXTJFrP2lmYrSdu05LI1Kn8jhXlmXsSXHItY3oy2uR6psoKCjolSciIoLk5GT3cX5+freyJSUlmEwmTCYTSUmdWdRyc3P7rH9CQoL7c05OTp9l4+PjASgpKSErK6vHsjXtlTyy9Vccbkmn1fIXEk1/4Z5ZV3JcysndyrrQ1d7p6endvuvahqiozrkkLS0NySJil5RtiYYxuR7X7vrZaDSSkpLiPu7J3iUlJURGRhIZGelh77y8vB7bCmAymdyRvOC9vUtKSrzqsy70Zm8XYmNj3Z+P7bPH2rBrnz3W3sdet6u9U1NT+yzrOi4pKSElJcXD3j31WRciIyM9+qzL3jmizEuFTZS3SkhSOpIcz+HGHWTNykCvMbrr17VtvfVZ8G6McKGnMaKkpMRdxpsxwvUiEUZwY6Q+MwUL14SE6aRG/IuKtlwA3k8az2+2rkc6/QRUmSl9nzwIDKRd0v5iJP0WoiNeB+D07Mf8yjdUhLnCXO5r++3KYQwZxz7oBYpLrxaYm63jw0IbFiesKbOzML9/UWv1rKk4y5QVV3HDDlRLenYwDbZdckMzjtc+VHJpA+oz+xf1HizXq7ssfFho5Q9zopiR6v1+5+G6Z2Gu4efSawT+b1Yk0ToV7xV9z3dVThqstXxRsoLzCq4YMJegVqO7+nxsf38VWs1IhUdwfroW7bmn9XtuIG0YRuAQqPuaFKHm5XNigDr+9P0NXD/pTgpiJ7i/FwQB9czJOD9ZA4C4eTeqhd018AaCYPndtzlaqGhJpsVyP6CmzfoQScb4XssPhQuOEfgegv6SN1y+RKhy+ZJPqxa49bhIiqvaiVr9H1RyHmfUjkF3qhNifcvlDcLzQnBjMFIaoNzX8vJyv0tp5OTk4HQ6KSwsJDY21jOqNSOjXymNgUa1ArS1tQUkqvVvpy/huk9lrKLAN3EF/KxiM5p3PqXu/JP7lNLQ6/UDjmp12dAbKQ3Ljv0cyq539xF9SzSF7YVeR7WCspBRU1Pj96jW/Px8VCoVhYWFfo9qddm7oaEhIFGt6enpVFdXDzmq1WQyERsb69FnbTabh70FQaCwsDAgUa2gbJMbyBjhrZxGeItcADDStsgB3Ln6cTaVXQ3AtGSZf5/Ve5SQC7LNju2Bp8BmB50W/QM3Ixi6O6YG0y7Z7sD+rzfcukuqcflob/gJQj+dfCBckizxVel7xBvO5tdftyPJoFXBO4tjSYpQe3WNYA9tDHMFhquk+SB3rL4UgBhdPM+c+RHlJRWD4pIOl2N/6i3oiHLQXrO4X8dqeItccGMkzAkVbaX835praXU2EW9I4m+nvk68oTNKQ25uxfbgM0oWz9go9Pf+rN/xuC8E0+9+S9UG/rDWTrNtMgvydNx9kgmtenCZ4vrjsr/0HtLuQwDofnddnxG5Q+XyJUKVy198jg+/Qfx2M6Asxml/usBvXL1hoFzhOSFwCG+RG36uDxpSee+gkqToF2WbuKh2D9qf/RT12Lx+zh44lzftkptaMT/0H64/eQV2tUhyRDrPnvlxv+cNls8XCHOFPpe3Y1VY0TWMHjE1SYdKUDy3O2qgtl3s9xxBr0N9XMcqt92BuHWvT+oiyzKOdz53O5eExFi0S88d0stMT/ig8DWe3vknlu37DZMSlfZeO8XotXMpjDBcyI0Zw+z0+QA02xv4tPjtQV9LlZ+J5vzT3ceO/65Eqqnv/YQwwvABko1pJGiV7QEN1loe2PAQz2xrwbUmJcREoRrX8eDd1Ip06MhwVXXIOHad7fjU2bx9wRzuOCGC388evHPJG153BJNRj5Cc0PcJYYxYaOae2Jlt97tdSLWNw1yjMMIIoysuHNOZFfTDpPFIgPPj1cheZNP2B8T9h9kZ7cCmUt5BxsSFHb1hjByEHUxBjK575APNNT9nMQbtVwDICHxRbPPqOuqTpro/ixt3dHtw74mrP4hrfkByOat0WrTXXohg7D899EC4DjTs5I39TwFQ1vodN00v5v45Jq6YYBxQXYfznoW5govrp6N/ht1xDnlR/8ecjLOGxKU+5ThU08cpBzY7jpffR7bZey0fSBuGETgE8r5q1TpunfggScZUbI4T2Vb5a17f42D5fqu7jHpm5wOv+P3Q9FqG43cvyzJv7PsP/9nxGEeanR5lTDotF401ouolWcVAuXqC3NAMbUpiAFVOOoLKf1y+Rqhy+YtPMEWgOf0EyvXRfBWbx5EvP6Cs9XBI2zGMwCBU+1CgufJjNUxPUZRjKgwxbI5OQ66o6Xz/8CGXN5D2FfNCxsnUtX5AY9t/yIg83q98vkCYK8zlQtjBFMQwGgfm3PAlV2pkJlNTat3HHx5q8uo6LrFvQBH77tBk6ourLyii3t+4j7WXnY0qLamPMwbOZXa08vjWexBl5QXjotHXMS35RM7K06Me4AP/cN6zMFfwcNmcMn9YG0+z5Vfsq52HQZ06JC5BENBeshChY/uMXF2P4+3PenTgQmBtGMx47rnnmDNnTr/lnE4nP/nJT5g7d26P3y9fvpxzzz2XqVOnsmDBAt544w1fV9UrBPq+pkSn8X8z/4lOpUNGEUtetqcaZ8eKrmriKIhU6iTtOojcbu31Wv0h0L97h+TgyW33886B5SzfO4ubPqui2tx/pO5guHqDXNypv6TKGZr+Un9cvkaocvmT7/n4yVw/4SL+mjOH243v8uIPfwlpOwYr+poXHn/8ccaOHdvjv5aWFnc5URR5/vnnOeuss5gyZQrnn38+K1euDFQTPBCqfWg4uJIiv3X/7Z00Rfze8elaZIezp9OGxNUXZFFEOlTCUW02oEGUMpmePM5vfL5CmCvM5ULYwRTEcInnDRfXBaNORaPeA0BFm55Djd4NsOpZnlFM3nD1hG6i3vNOQj11rFfnesslyzJP7XiYylYBSY5iXPw0Lh37swFxDITPlwhzBS+XXiMwKk4Ja261y6wvtw+ZS9Dr0F6z2L3NQtq+H3HtDz2WDaQNgxWrV6/mySef9KrsM888w549e3r87tVXX+X3v/89WVlZ3H333YwbN44HH3yQZ5991pfV9QqBvq9VVVXkxYzh/05ajFH3LjrNGgTtlfxQvRoAQaNGPaNjW7RTRNy2b0hcgUJxxWEe3nQbXx/5gab2f+KUxtPmMPLAurZenbaDRV/tkkor3Z+FvIxey/mCy9cIVS5/8gkaNaKgQhK0tNmuY0fLD2woWuUXrp4Qnhf6nxcOHjxIVlYWf/3rX7v96/oy9uijj/LYY48xY8YM7rnnHuLj47njjjv4+OOBa+QMFaH6WxwOrnMLUtFp1hNl/AtRcf9RvmxsQVy/zedcfUEuqaRO1NCqjgVgSnIko2IH9v4zED5fIcwV5nIh7GAKo1ecmHoGsYYN7uMPD7X0UboT6unjO7UGtu1Dtnq3va4rZLsD+yvvg9kCKKLemkVDy1LUE74s/R/rK9bSYnmQJvNzLMj+M2pVOLliGEPHjVMjmJ6i4T9nRbOoQNnSOdSXV1VyPNrLznYfOz/8Fulw2ZCuGWqQZZnXX3+dW265BYfD0W/5vXv38swzz6DVart919LSwj//+U/mzZvHU089xWWXXcYTTzzB2WefzVNPPeXO5hHqODHtDG6cqiXa+BAqoZ1/bv09xc0HAd9ukwsE6izVPFVyPz9UN9BofgJRUtK5JxoFfjMzEmGIW+IGArf+kiCgyu4562oYoYOlE43E6pX+ZXOejsM5ni8qXve5UzOM7vB2Xjh48CCTJ0/mggsu6PbPNUeUlJSwbNkyli5dyiOPPMKll17Kiy++yPTp03nkkUew23vfvh5GcGN68kwmJL+CQbuKA4ZiSk1NADi/2ohsGXyE7kAh7jvMvsjO3RpTkgzhd5MwRhTCDqYgRkbG0Fc0h8KlVes4K88EKJPxF8VW99aIvtCf2Hd/7ZJlGce7nyOXK6kkhYRYtFcOTtS7L67SlkJe3P0YbdabEaVsRCmR13cbkIbwsDfc9yzMFTxcqSY1/5ofw9RkLQ7Rzm5xA7eu+gkttqGJu6qnjEE990TlQJKwv/ohckubR5lA2jDYsGTJEh566CFOPPFEJk6c2GdZu93O3Xffzcknn8yECRO6fb9q1Sra29u5/PLLPRwPS5cuxWq18tVXX/m8/n0h0Pe1K99Px1zHqZkLAbCKFv7y/a9osTehykhGyFTEwOWyKqTK2h6vNRAuf6G05RB3r72aI+ZEms1/R5bjAciNUfPMwhhGxfn+Ab63dslWG3KHrYTUxB4zrvqKyx8IVS5/8kXqVFw/NcJ93Gb7OYWOQrbXbvIL37EIzwt9zwttbW1UVlZSUFDQ57U++eQTJEniiiuucP9NrVZzxRVXUFtby+bNm31a9/4Qqr/F4eASBIGz85a4//7F1I75rN2K8+vvfMrVF6T9xeyLTHYfT0wc/NwU6vcszBWcXGEHUxCj637v4eI6r+BsdBplUDU79Gw56t3KzLHb5Lqu0PXXLnHtD0g/dBH1vu5ChAjvRL2PRW9cNqeFv/9wNy22WVgdiwAwauD+k6OGJOoaDPcszBV8XP898DSvHvgnleZS3i96bcjX0yw6BdXobOWg1aw4mcRO/ZhA2jDYUFlZyYMPPsgLL7xAZGRkn2X/85//UFVVxYMPPtjj97t37wZg0qRJHn93vaC4vg8UAn1fu/IJgsAt0+5nVKzS9qmJi7l/jcChBqdnFNPmwUUx+bttO2u/455111PRMpnm9j8ho7zoT07S8NRZ0aRG+idbaG/tksqqoGNeVPlge1xfXP5AqHL5m++8UXpyopVHb6c4AZvzVN7c/s+ARDGF54W+54XCwkJkWXY7mCwWC5IkdSu3e/duTCYTeXme6et/DPPCj4HrjKxzMWqUPrJOv5tmvfJsJa75Ablx6HXqr11ycytyZQ17u0QwTRiCg+nHcM/CXMHHFXYwBTFaW1uHnSsrKp+CuEL38aojR726niqjd7HvvtolFh7B+eHgRb2PRW9cHxf/l5Lmdtosv3L/7dcnRJIdPbSXjGC4Z2Gu4OM6O+9S1OiwO6ezsvhtmqz1Q7qeoFahvfI8iFWEl+Xicpwffev+PpA2DDasWrWKJUuW9LvVaefOnTz//PPcc889JCcn91impqYGg8FAbGysx9/1ej2xsbFUVlb2eJ6/EOj7eiyfXm3g/2Y+zmVjHmdl4cVsqXJy39pWbJPGgVoZO8Ute5CdAxfL9mfbNlet4cGNt1FnPptW692A8rB+SpaWf86LJlrvv0eh3toll/hW4LsvLn8gVLn8zadRCdwyo9PBYbbewCFLCZur1viN04XwvND3vHDwoLLtd+3atZx++ulMmzaN4447jgceeACLxeIuV11dTUpKSrfzXfNIKM8LPwYuoyaSMzLPx+6cQm3b77htyjnKF04nzs/W+ZSrJ4gHShAR2BupRNhGapuJ0g8+AcWP4Z6FuYKPK7yhM0CQJInCQsVRk5eXR0VFBXa7HaPRSFJSEkeOHAEgMTERWZapr6+nvb0dp9NJVVUVVqsVvV5PWloaJSUlACQkJKBSqaitVUI4s7Ozqa2txWKxoNPpyMzM5PDhwwDExcWh1WqpqakBICsri4aGBsxmMxqNBkEQ3PWLjY3FYDC4xb9+UjCKN21rOCNJz2kpYwAoKipClmWio6OJjIzk6FHF8ZSenk5bWxstLS1EjkonrsOx1Pj5Gpznn050dDTt7e0UFhaSmpqKxWKhubkZgIKEZGwvvYfKtQ3vtOMojlRDYSEpKSnY7XYaG5XtRfn5+ZSVleFwOIiIiCAxMdFtw6SkJERRpKGhgfb2dkRRpLKyEpvNhsFgICUlhXHSbHCciIzyoHdSgo1RUiMORw7V1dVue6enp1NcXAxAfHw8arXaw951dXW0t7ej1WrJyspyty0uLg6dTkd1tbLNLzMzk8bGRre9c3Nz3faOiYnBaDS67Z2RkUFLSwutra2oVCry8/M97G0ymaisrKS9vR2z2YzZbKalpQVBECgoKKC4uBhRFDGZTMTExFBRobzIpKamYrVaaWpqUuxdUEBpaSlOp5PIyEji4+MpK1P0fJKTk3E4HG57C4LAkSNHeuyzSUlJSJJEfb3iNMnNzeXo0aNue6empnr0WUEQqKur67HPZmRkuG0YHx+PRqPx6LOu34VWqyU7O5uioiJ3n9Xr9R72bmpqoq2tDbVaTV5enoe9IyIiOHr0KO3t7bS3t9Pa2uph78OHDyNJElFRUURFRbkfGNPS0mhvb3f32VGjRnnYOzY2lvLycgBSUlKw2Ww0NTVxqFWN1foizfZU4G6W7fg3N02728PeTqfTrenj7Rihm3ccye+vAVFCXPMDjSY98aef5LbhQMYISZJQDWIbarBBp9P1W8Zms3H33Xdz6qmnsnjx4l7Lmc1mDIaeoyf1er3HS8dAEexzQk5OjrsfHTsnLMicyccHzDTbVJS3Svxtt8hteWlEFpaD2UL71j0cjVcihLrOCa4xquvvKzo6moqKCtrb22lra/OYE0aNGkVJSYl7jIqLi/P4fXk9J0RnYXP8CrNtgdv+Z6Y7uDy9kdqqFlJSUigtLXXbG3CPUTk5fpoTDpe761KplcmC8JzQQ58N9Jzg+m1WV1f7bU5IsjQxIdrE3hYtkpyGxX4By374O5PPnElFeYXb3oOZE1z27mmMaG9vp7Gx8Uc3J4B384LLwbRr1y5uvfVWTCYTq1ev5r///S9FRUW8+uqrqFQqzGZzj1FQrrlisPPCYOYEF8rLy4d1TsjIyKC5udnj9+XNe8KwzQld3hNAGc/KysrcY9T8rJ/w+u7TEKUCKoH9scmMa6rBuXk38pzp1KhEv70n6DfvpCwiFklQtk2rhD001UcNak5w9auamhq/zwn5+flYrVYKCwv9PicUFxfT3t5OQ0NDSMwJXe1tsVgoLCwkIiKChISEIb8nuOztizkhLi7O63lBkMPqgn7Hrl3KloHJkyf3UzK0INvs2B54Cmx20GnRP3BzrzoTst2B/d9vunWXVGPz0N540aB0l7zBM9vMvL5HEezLMKl46ewYInWh8SAVRvDhi2IbD65XdJLUqiJSon7FM/M/IN4w+Og8F5zrt+Fc8aVyoNOi+9VSVKmJA75OKI5TS5cu5fDhw6xfv97j748++ijLly/n448/dq9EX3LJJdTV1bFqVWdWp+uuu469e/eyaVN3jZRTTz2V7OxsXn/99QHXKxRsXdEqct3KZswO5RHi0rSD3PDJWgBUEwrQ3XDRcFbPDZso8/D6Nr450rm9+8apRq6aZAyooHdXyJKM7b5/gcUKpgj0f7xl2OoSxvDgUKOT6z5pQkZAoI1409X87vh7mJN51nBXzY1QGKd6Qm/zwurVq9m+fTs33ngjERGdWll//etfefHFF3nyySdZsGABCxYswGQysWLFCo/znU4nEydOZPHixTz66KMDqlOo2nok46bPX2Jv7QUIQgNXRR9k6TdKplnV+Hx0N17sF05ZlLDd/y9ejk/hjZT5AExOWcXT83/qF74wwhgovB2rwm/UQQyX13WkcnUT++7QVTqWS5ZlHMu/8Imo97HoqV2bj9p5o8O5pBbggZOjfOZcGun3LMzlH5yZqyMn0gmAKBXQajuZ5Qdf9Mm11bOnoTq+Q7TU7sDx8nsc3rffJ9cORWzbto1XXnmFm2++Ga1WS0NDAw0NDTidTiRJcq/YAkRERGC19pw5xmazYTKZAln1gP42+uPLiFJz10mdq/hvH81hU0Y0ANK+w92E54fCNVBYnO2YHa202iV+83WL27mkFuD/ZkVycsTRgDl0emqXXNugOJdQtsf5qi6hOHYGmitQfKPjNCzKVxbcZEy026/k2z1v+5Uz0HYcaTjttNO4/fbbPZxLAJdffjmAe6Ght3nB9bdQnhd+TFxXTx5DlPHPJJiuwJK+yS1JIO07jFh4xKdcLshHKsFiY0d0vPtv05L71pIcCp+vEeYKc7kQdjAFMQIZXDYQLlmWvcomBz2LfR/LJa7birRFWRlAp0V77YUIkUav69NfXV34qOgNttcc5OH1bbj++rPpEYwfgnheX3z+Rphr5HCpBIEl2Z1h82bbtXxR+jG17d5pmvUFQRDQXnwWQrqi/yDXNhL31ZZw6utesG7dOiRJ4pFHHmHWrFnuf3v27OHo0aPMmjWLhx56CFBC+S0WC21tns4SV0hzb9pN/kKg72l/fGdk68iJ3aqURc9DabOp04ogy4iuMd1HXN6i0VrHfetv5IEND3DL581sr1EcuwY1PHJ6FOcUGIZ9jJG66i/l+i6Ly3C3KxS4Asl307RI9IIiIm2znc9Pt50+KP0ybxGeEwaHhIQEANrb2wFlXnBtJ+kK1zadnvSZ/IlQ/S0ON9estNmcnR/FvSf9nVtn/BHtolPc3zk/+nbQ9evrPHGfstWuRO/S5bNzckb2oHi84fM1wlxhLhfCDqYgRnR0dFBx1bXb+NPGnSx8Zx9PbS3z6roeYt+Vith3Vy6p8AjODzq3pGgvXYQqfejbhlxwcW2r2cCLux/nN6uKqbcqP6iZaVouHT+47HT98QUCYa6RxXVSVgQnpWsBkORkWq3n8O6hF3xybUGnRXvNBWBUVsSNxZWIG7f75NqhhsWLF/Pyyy93+1dQUEBiYiIvv/wyN9xwA9B7VqA9exTnSaC3MwSyv3rDJwgCT82fTYRWmQ9sUga3TxyHU5AQv981oIcXX7StvLWYu9ddw4EGM9+V38DhZuXlPVYv8OT8aGZl6HzG5S164vIQ+M71jcB3b1z+QqhyBZIvMULFBR2JyCRBzQumiYibdviNL9B2HGm45ppruO6667r93aU/kpWVBSjzQnNzs1sbxYUfw7zwY+JSCSpum/4Ax6ecgkpQoTpuAkJH0iG5rAppxwGfcbkg7T9Mq1pHmyoNAK36MGPixw6Kxxs+XyPMFeZyIexgCmIEMszWG66vjnzJp0UZmB0pfFFs9/rlQT1rmvuzuHG7m0tubMH+2ofQEQ2lnnsi6mnjBl75PmAymWiw1vLPrfdhsf8Em/N4AOINAvfONqHy8TaJYLtnYa7g4vrF9AhcPa7ddjlflXxLlbm8z/O8hSoxDu0V57qPpUODD+EOZWRlZTF79uxu/0wmE3q9ntmzZzNq1CgATj/9dIxGI8uWLfO4xrJlyzAYDJx55pkBrXugt154wxejj+SvZ6QgCEqEXrXqVB4Yp0OuaUAu8T6b0lDbtrd+G/+37lqqzUdpsdyLJCvRZWkmFU8viGFCotZnXANBT1ySyy4qlXsBxl9c/kKocgWa74pJESTolGegDbE5/LCuENlm7+eswSHQdhxpiI2NZcOGDWzbts39N0mS+Pe//41arebss88GYMGCBQiCwGuvveYuJ4oib7zxBikpKRx//PEBrXeo/haDjavWIlNx5hnuY+cnawYVcdgbl9zShlxezQ/RMe6/JUXUolVpeyw/VD5/IMwV5nIh7GAKYgQy1ak3XOcVnIZOo6zQWMQq6nvRJjkW6unjQK+sHIvb9nO0pFQR9X7lfWhTQo5VY3PRnH1KH1cZHMorynli633UWxIx2653//3e2Sbijb7v/sF2z8JcwcVVEKdhUUGn7kaS4X6MmqHtr+8K9YQCtFedT3tBBpozZ/nsuj9WxMTEcPPNN/PVV19xyy238O6773L77bezcuVKbr31VuLi4gJan0Cnv/aWb1pyGjdMbXcfbzJewptZzYjf7/I5V09YX/klD2z8BW2OFgRBZlzSm0RoZMbEq3l2QQxZ0WqfcQ0Ux3LJ7VbkaiWzi5CRjKAb2stDX1z+RKhyBZqvseYoNx3X+ZD/TPxUDn37IXbR5nOuQNtxpOHOO+8kKiqKG2+8kSeeeIJly5Zx1VVXsWrVKm677Tby8/MBJdPTkiVLeO2117jnnnt45513uP7669m2bRt33303Wq3vftPeIFR/i8HC1WyTuHdNKz99v4l/N8SgGqVsWZPrmxA3DjzisDcu6UAJAJviOqNKxsYPfQtTsNgxzPXj4vKd+EwYIY9IbRSnZu1ka+2jqFVH2VP/MKdlnt3veS6xb3HDdrA7iDhYhmNHMXKZkm5TEfU+zy8Z476t/4DttbtotTwNKJP+5RMMzEzvP2VtGGH4AzdMMfJViQ27CAfrJ2F2RBPTc3LFQUE9bRwNJg3xGYHVBwpV3HTTTe4opjVr1pCZmckDDzzAZZddNtxVCypcPWkMW6v28ENVKmDktZQLGVf8P2bZ5iLo/TPeyrLMh4ff4JU9j7v/NjXpJH53/IMcaTGQHa0mQhtc2dmk0s4HOl/qL4UxcrEwT8+7u8wUtsGhiERub/2eWwotnDt26XBX7UeFzMxM3nzzTf75z3+ybNky7HY7o0aN4tFHH2Xx4sUeZe+77z4SExNZsWIFn3zyCXl5ee4sc2GEFkxagR01bYiyju+POqmadyrJhUr2WOcX61GfMLHXDNkDgbhf2Yq5P7Lz2e2k9IFnBA4jjGCAIIdV//yOwaYfNZvNREb6LrrBF1x767fy+/WKPsmkhON5aM5zXl1fqqjG/vdXAZD1WgSbQ/lCp0X3yytQpfv+ZXh/ww5+v/4GmtrvxOZQtrKMT1Dz1FkxaNX+eekIxnsW5go+rme3tbNsj7KlaH6ujj+cHOU3Lm8RTpMcOIyEOWEwfFanzE/fL6LRqkR2mdSf8UJuKpmz5vmcS5RFXt79OB8f/i82xzz02m+Yl30uv5j6ezT9bCkYzjHG8elaxC83AqBdeh7q6eP9xuVPhCpXoPlcXFuOOvjV1y0AqIQa8ky38Nw5n6DX+CbhSVcubxGeEwKHodg6VH+LwcR11co3ONywEIB5OQ38vmQf0jYlW696/iwPAfDBcMmShO3+fyO3W1k0fQlOwYQgNPL+T2JIMA5NlzaY7BjmGvlc3o5V4S1yQQxXquxg4hofP50MUy4Au+u3UNnmnc6LKiMFIVsRrXM7l3CJevveudRmb+HxH/6PdvtpbudShFbggZOj/OZcguC8Z2Gu4OO6YqKBGL3SD78ssbO/3uk3rjBCB4G+rwPlM2gE/nlmNmpB0ZBpExfy3oEav3B9XvIuHx9+hzbrr2m13k2y/mlumXp/v86lwXANBcdyddWl8nUE049h7Aw1PhfX8WlaZiUJxEqFRBsfpkVoYuWB1/3CFUZoIVR/i8HEtXRCBqDMa2vKDIgLTgG18gotrt6C3NLWx9n9c8lHjkK7lQp9NE5B2TJbEOscsnOpNz5/IcwV5nIhvEUuiNHS0hKwNNjecgmCwJnZi3l17z+RZVh+8Gt+OeNarzjUJ03FeaQzLbv6jJk+F/UGZdvEf3Y8SK2lCq3aQYy+iGZbAb+dGUlGlLr/CwwBwXjPwlzBx2XSqbhmspEntii6NX9cX8jJ2e9yy7T7fM4VRugg0Pd1MHwFsTruOMHIY98r4qcfCqdzfmkDOTnxPuWan3MRX5YcYHOrsoCwry6ffQ0iExP7Xzcbrt+9LElIRzocTDEmiPVt5OKPYewMNb6uXH84I5aajwq5U70PGXiv8FUWjLmMCK1vhFjD80JwQ5IkCgsLAcjLy6OiogK73Y7RaCQpKYkjR5QF3cTERGRZpr6+3n2e3W7HarWi1+tJS0ujpKQEgISEBFQqFbW1tQBkZ2dTW1uLxWJBp9ORmZnpzpIXFxeHVqulpkZZFMjKyqKhoQGz2YxGoyEnJ4ejR4/S0tJCbGwsBoOBqipF6iIjI4Pm5mba2tpQq9Xk5eVRVFSELMtER0cTGRnJ0aPK8396ejptbW20tLQgCAIFBQUcPnwYSZKIiooiOjqaiooKzGYzERERWCwWmpubARg1ahQlJSU4nU4iIyOJi4ujvFxJlJKSkoLdbqexsRGA/Px8ysrKcDgcREREkJiY6LZhUlISoijS0NAAKO8NNpsNm82GwWAgJSWF0tJSt71nxEwmSreGVvupOKQIXimq5uIJeUTtKgK7g/p3VtJ0+gzi4+NRq9Ue9q6rq6O9vR2tVktWVpbbhnFxceh0Oqqrq4n+fi/RQIKjnd9GHGZ/fAbTc/Lc/SEmJgaj0ehh75aWFlpbW1GpVOTn53vY22QyufV1nE5lAbOrvYuLixFFEZPJRExMDBUVSmbT1NRUrFYrTU1NgKI3Vlpa6rZ3fHy8O3ticnIyDofDw97V1dW0tLR067NJSUlIkuTus7m5uRw9etRt79TUVI8+KwgCdXV1PfbZjIwMiouL3f1So9F49Nn6+nq3vbOzsykqKgIUEX+9Xk91dTWgbIltamry6LNd7R0REeHus6IoIsuyh7279tmoqCi3vdPS0mhvb/fos13tHRsb69FnbTabh71dNoyIiCAhIcHD3k6n091nBzJG5ObmUlVV1W2MMJvNaLXaAY0RkiSh8kLSJuxgCmIIPs5w5iuu07PO5dnt5Zht5/Pu3gSummAn1tC/xoZ6+jicn62DljZF1PucU4dS5V5R0nKIzVVrADBprfzjrGwO1Udxcpb/dZeC9Z6FuYKPa/FoA+/ut1LZJlHWksQnReWcnXeAvJihpaTtiSuM0ECg7+tg+RaPiWXXrmI+t0RjUeu4f4OF5zJl9H1Ejw6US6vS8vDJv+ad/eUs253MvbNNTEzsP3ppMFxDQVcu+WgddETwqnIzfF6PH8vYGUp8XblMOhWRZy1mztv/Y11yMa1COx/teZkl027zOVcYwQeVSuXOYArKi15XdP0OcCeZKCoqIjMzs8+yMTGdmckyMjL6LNs1dXlaWprHdyaTiYKCgh7PNRo9t3N2LXds2YiICA9np0tAvWvZoqIiTCYTJpOJpKTOSJ7c3Nw+65+QkOD+nJOT02fZ+Hhl4aOoqIisrKw+y54zGt5S8hzxeaXAzy5eiP3g82CzY9pfSvx581B1XK+rvdPT0z2uc6wNo6KisH20ARkwSk7OnzeOC2Jciw+edTjW3ikpKe7j3uxdVFREcnKyh73z8vJ6va7JZCIxsVP7aSD2joiI6LV/AB6JUfqzd2xsrPtzT322qKjIff+69tlj7X3sdaOiOhd2UlNT+yzb1YYpKSke9u6pz7oQGRnp0Wf7sndUVJSHvfuzoavN4P0YAfQ4RhQVFbnLeDtGeCsMHnYwBQiDXZlwOp09eh3BtysT+fn57vp5szIRo5lCq1WZeF7YvoPFiUoH7Xdl4qaLaNi1H0tuGqnt7X5amUjh7in/4Om9D3Fe6tUk6pOwU0lhYc8rE4DbU56Tk0N1dbXb3unp6RQXFwN4tTIhyzKFhYUeKxOg/LAbGxvd9s7NzfXJyoTZbMZsNgdkZeLIkSM99llfr0y4bBgfHx+QlYn29nZaW1sDsjJRWlrq7rMJCQksTmvhqUPK6rTZdiPPb/k71+X8bsgrEy4bDmSM8HZVIgzfINjnhJycHHc/Gsxq9cX5ZvZtETlijKPVKrJ592H0uhpOGD+rx9VqgLa2tl7nhFq5guT4FORG5bHFNSecYtQyaWoTx2XFefy++lqtzsvLo6ysrNfVavDPnGDYX4QrhlbKSObo0aPhOSEI54T09HSqq6sDMidoNBoKCws7V6urj7LAeC4b5H8jAv8r/oDxxlOYOGrykFerARobG8NzQojhWMdCmMs/XEvHn8aK/QdxiKOpsySyo11m8twTcX66FiQZ5ydr0F134YC55LZ25PKOpEfpyQgxvo1sDTY7hrl+HFxhke8AYLDifcXFxd28nv7CQLk+OLSVv32nrAykmap5d/EEv3ENFPvrnWRGqdCrnZQfqQiYDSG471mYK/i4ZFnmhk+bONAgARBleIwn513J6LiJPufqD2FB18BhJMwJvuA78OJnLDMncGvZer66wMwHTR/yx1nPMCFh+oC4Nlet5rEf/g+9ajpnZPyRa6cMLbPOcP3u7W9+grRFWQL/f/buOzyqKv/j+Ht6SU9ILySE3pQmFlBBBeu6uioqYi9r17Vh2f25rmvbdbHiWhEQdRUUG3YsiAhio0gxkEA6IT1TMu3+/hgzZNIISWYyM3xfz8NDZubOfO6c3Nwzc+4p+hsvQD0wo6un9ior0CI1K9h5HdYLVjt/ff2ffGM8BZWqjkuHbGDOxNsDktUVqROCpzdl3d/H68GUdfPK1/m+7AQAxiZX8PSxQ2h+8Hlo8M5lo7/+fNR5WV29RLss9/rNOF/9AIDFx5aRPnoyIxIPJT++bxaACMVylKzwzZJJviOA2+0O2axT8w8hwdgIQHlTKuVN3X9+IN/XXquHW1c2cMkH9WyrUQW1DCG0f2eSFXpZKpWK6ybsm1/D0nwxr2x5ISBZIvyF2/ls8KRB3FP0BT+mbGFZzTJcHicPf38re6ztu1h3lvVR4Zs8tO4WmppHUVg9lxc3qHjvN3uv9qu//u6VQm/PIbQaVJmpnTyjb7ICLVKzgp3XUZbLYGCT8WpcniE43ZNYtquQuuaagGSJ8Nffx+vBlHXlIYegUnlXe9xYlUStR4N25hTf4873vmR//TbaZrm3envEbo0y8JZDx3MblvD8hkcOYO+7ForlKFmRnyUNTCEsOrpvJnYMRJZGreHs4fvG835S2BywrO5YVfIRr2/9L/PWN1HXrFBu8bDkV1tQyxBC+3cmWaGZNS5Vx5GZWlQ4MOg+5+eqdWyt+SUgWSK8hdv5TD0yH6JMHFORx+ha71wH9c313P/dLdhc1i6zPIqHxb8+ybMbH8TqmEa99X4UzAB8XNiMpxedr/vj715ptKBU1wGgyk5Dpe37BSdC4XwW7lnBzusoS6dRce0k73wYWvVvuFQNrNy4JCBZIvz19/F6MGWNSBpBRswPACjoeGljIZrDxqBK8c6LoxSV4dn4W7ezFI+CZ5u3gWlFWjqN9rnUNC1Ezf6H2nVXKJajZEV+ljQwhbDWE26FYtaMXIPv548Lm/fbat+brK6UN+3mmQ3/5H/bn8PuuY/RA9QMMKm4Y3J0UMsQQv93JlmhmXXTpGhuPOxnoo0voFbZeHXr/IBlifAVbuczlVaDZuIoNIqaGzcfyQCGUm99iC17j+OxH+/Bo3g6zHK6HTz+419Z9tsCrM3n0GifS8uUkUdn63l0eizqXkxY3B9/955d+3ptqXMzO9u8T7KCIVKzgp3XWdbxg83MTSpkguev3L41kVN+6H2PN6kXIlMoHK8HU9b5I5IAb921qjgGj0qF9tRjfI+7VnyN4vZ08mz/LKW4Aiw2ALbE75tQfVJaUrvn9VSolqNkRXaWNDCFsJaJOEM1Ky1aw6Ep3g/9uxs8/FhRH7Cszjg9Th794U5sLu/455xYE0/NiOepGXHEG9VBLUMI/d+ZZIVmVka0hjMGn0B6lHdVjY17v2fT3vUByRLhKxzPZ5rDvOP09W4jVbUP43SPw+Y4g1XFTr+G1JYsi7OR+767jq9KPsLSfA2W5it825wx1MA/pkZj0PZuNaz++Lv3FO7L7Ou5l9pmBUOkZgU7r7MslUrFKSeM44GiszhsbzbKtiI8BbsDkiXCWygcrwdT1sn5Uzg0xTu0qNqmZU2pE/Wowah+n3tJ2VODe+2GbmV5tu70/RwX8zFmwwL02lUclTXkQN9Ct/ICTbIkq0VENTA999xzHHXUUZ0+vmzZMk4//XTGjh3Lcccdx3/+8x/s9vZzOSxdupRTTz2VQw45hJkzZ7JkSe+7Jkeq43L3HUKP/bAu6Pmv/PokO+q3AJAelcOVY+eiVavIiun74QdCBJJGreWcoVf6br+6dX63ewUKEarU6cmostPQKx7OL/UO/VSr9qJSNbDst5f4uuRD37ZV1nLu/OYSNu79hUbb3dgc+4YJXHGIib9MikKjDs+l1v17MAWmgUlEFpVWg3bmvs+0zhWrpE4Qop/p1Dpmj9q3VPxb2+2oVCp0p7XqxfTxapRmx35fq2X+JbfKQ7X6C6IMr5Kf9Bwp5pT9PFOI0BYxDUxfffUVTzzxRKePz58/n7vuuov09HTuuusuJk+ezLPPPstdd93lt93ChQu5++67yc7OZu7cuQwfPpz77ruPZ599NtBvoZ20tLSQz5o+0IAK70m0qH4wVdbqgGW1tb5yFe/seAWb4zTUqlhumfAgJm1UQLK6Kxx+Z5IVullTs04k3TyMZsfF7Gn8M27FFbAsEX7C9XzW0ovptL1buVJXxrUTN6DXelcieernv7O9dhNpaWmsr1zFroZK6q0P0uzyfljXqODOI6K4aIwZVS+GxbUW7L97xeVG2f37MtSJcahiAzPvQaidz8IxK9h5+8tSTxiJKjWJX83J3Kodw6b1Pb+QJ/VCZAql4/VgyZqcoSMj2vsVel25k90NbtS5majHDPVu0GjB/VXHvdBbshSLDWW398JDSY4Ku8c7VG5YQt+u2hjK5ShZkZulDdgrB4miKCxZsoSHHnoIp9PZ4TZFRUXMnz+fk046iXnz5qFSqTj33HOJiopi0aJFXHvtteTn59PQ0MBjjz3Gcccdx9NPP41KpeK8887j5ptvZv78+Zx99tkkJiZ2mBEIdrs9aJN99TQrzqAnL6GMnbW5KEocL2/6ntsOOzEgWa1V2/bw5E//h915Ik32G9ByOQ5XervtglmGwc6TrMjLUqOm3voYDXYtDXbYVgOjerAie7CPexEc4Xo+04wfgeudL1C5XJyz6Uv0Z/6ZvbatfLb7bZweB8/8cj93jnqCCSl/wuMch9PtrWeNGvjH0TEckanv9T60Fuy/e3NNI7i8jcWqAM2/1JIVSuezcMwKdt7+slRqNZ8dfhwPFscAcPOOT1k4LJXM2Nw+zxL9y+PxUFBQAEBeXh6lpaU4HA5MJhPJycns3u0dIjlgwAAURaG62ntBNyYmhrq6Oux2OwaDgfT0dIqKigBISkpCrVZTVVUFQE5ODlVVVdhsNvR6PVlZWezc6R2mlZCQgE6nY8+ePQBkZ2dTU1ODxWJBq9UycOBAdu/ejV6vJz4+HqPRSEWFt+E8MzOT+vp6mpqa0Gg05OXlsWPHDhRFITY2lqioKMrLywHIyMigqamJhoYGVCoV+fn57Ny5E4/HQ0xMDLGxsb73npOTg81mo77eOwXH4MGDKSoqwuVyERUVRUJCAiUlJQCkpqbicDiora0FYNCgQRQXF+N0OjGbzQwYMMBXhsnJybjdbmpqvKszxsbGUltbS3NzM0ajkdTUVHbt2uUrb4C9e/cCMHDgQCorK5maqPC/Ju/CE4+t3sQ1Q6JImjIW46bfUCkKjs+/wz1xJNV2K1arFZ1OR3Z2tq8MB5TVYPy9Q+KG1AbfcZDkzqCoqIjc3Fzf8RAXF4fJZPIr74aGBhobG1Gr1QwaNMivvKOjoykr8zZemUwmrFarX3kXFhbidruJjvbOVdsyVCotLQ273U5dXR0A+fn57Nq1y1feiYmJFBcXA5CSkoLT6fQr79LSUjQaTbtjNjk5GY/H4ztmc3NzKS8v95V3Wlqa3zGrUql85d32mM3MzKSwsBCHw0FaWhpardbvmK2urvaVd05ODjt27AAgPj4eg8FAZWUlAFlZWdTV1fkds63L22w2+45Zs9mMxWLxK+/Wx2xMTIyvvNPT07FarX7HbOvyjo+P9ztmm5ub/cq7pQzNZjNJSUl+5e1yuXzH7IGcI3Jzc6moqGh3jnA4HKSnpx/QOcLj8aBW779/Utg3MM2aNYtffvmFKVOmUFtb6ztwWnvnnXdwOp3cdtttfldAzz//fKKionxdjleuXInVauX888/3227OnDmsWLGCzz77jHPOOSfwb+p3dXV1vhNbKGfNGpbGg995f/5yt4pbJyldXmnu7ftyK24e+/EeamyxNNmv9b6m3UyFxc2IAf6HdDDLMNh5khV5WSqVirOGx/HoOgsaFfy618WoAbqAZInwE67nM5XJiHrMEDw/bQGLDeXXnVw5di5lTUU0OZq4aMQ8tpQ38XiBjlq7t3Ep3qDikWkxjOzB8b8/wf67jy+r891W5wWugSnUzmfhmBXsvO5kTZmcjWF3Gc0qM3bXCTyz+hnuP+megGSJ/qNWqxk8eLDvdk5Ojt/jrR8D75c9gIKCgnaPtb3dejLfzMzMLreNjY31/Zye7n/hVq/X+23f+meTyeS3bX5+fqc5ZrOZlJR9w8AGDRrUbtuCggKio6OJjo4mOTnZ91hubm6X+5+UtG+C7IEDB3a5bUunge6UYXx8vO/nrKwszoir4Y3dzSjo+aEmkYyBmZh1apxHHIL7259RO12ov/iejD+d4Pc6LWXoWPcBLVOBr43LxmUfhEZdxFFDp5ObkNvhPrQt79TUfZP/d1beBQUFZGZm+pV3Xl5ep68bHR3td544kPLWaDSdHh+w75gFb2NQV6/burw7OmYLCgp8v7/Wx2xGRka7bVuLiYnx/dy2B09n5d1yfLQu746O2RZRUVF+x2xX5R0TE+NX3vsrw9YdXbp7jgDvMdt224KCAt823T1HtDSk7U/YD5ErKyvjvvvu44UXXiAqKqrDbdavX09eXp6vwOx2Oy6Xi7y8PG666SZfwW3atAmA0aNH+z1/1KhRfo8LfzMHZaDTNAJQbx/L95U/BzRv2faX2Lj3FxpsdwFGAP4w2MC0gYaunyhEGDhtsIEzhxpYfGo8Zw837f8JQoQBzeR93f7d6zaiU+v489h/o1b+y51fGXhgcwx7rN6P2xnRav57YlxAGpf6g6co8BN8i8gVZ9Rwcbbbd3t13ZEU1mzrxz0SQmRGJzAg6nv02q+JNv2N3Q3e74jaGUeC3lt3udf8gqeqpt1zFY+Cp2X+JYOetdV/oNbyLHWWZ8mLHRa8NyFEgIR9A9PKlSuZNWtWlz1mCgsLyczMZPXq1Zx++ukccsghjBs3jttvv53Gxkbfdnv27MFoNPq1mgIYDAbi4+O73WrXV9q2RodqllatYlKa5fdbel7ZvD1gWS6Pk7UVX9BkvxK3x/s6eXEabpjYceNiMMsw2HmSFZlZWrWKvxwWTU6chiZHA0u2PM26iq8CkiXCSzifz9SDB0KC9yqjZ2shSl0jr/2q4/tyD40OBYvb+3FkaKKG/86MC+hCDcH+u/cU/f7ZQa9DlZ7c9RN6mRUskZoV7LzuZs2akkO84v2i6nQfwmOrPghYlggvoXi8HgxZKpWK68ZDnPkf6LW/8GHR/7z3x0ajOXaSdyOPB9eKVe2ylNJKaLICUDh0BAreC+SpUVZ0mr4dEh7q5ShZkZkV9kPk9Pr9/yE2NjZSVFTENddcwwUXXMB1113H+vXrWbRoESUlJSxevBiNRoPFYsFoNHb4GgaDAZvN1te736Vdu3a165oYqlkXjs7j21Jv+Wzak06To4FofWyH2/YmS6vWcUruc6wtbgZAr4G/T43G2Mmy1cEsw2DnSVZkZ1VYSrjlq/OxuprIjslnQuoUNKrufekO9nEvDlxP5tuwWq2MHDmyw7H00PfzbWzcuBGz2dxn823E5mcSu74BFIU9H3/NWUdNZF2Zjgqrd5j6+BQVt45xUlO6kxoCN9+GWq1Gp9Md0HwbLeWdkZFBYaH3ynNiYiIajcavvPfu3es338bWtesZVOe9kOXJTGZHobf8s7KyqK2t9ZV3X8y3YbVayc/Px2KxBHy+DY1Gg0aj6fCY7ev5NjZv3ozZbCYxMTEo822Ad9hCMObb2Lx5M0ajsVvzbVyUZufx32eB+Nkync9/+oiBMYO7Pd+G1WolOzu72+eI7s61IfpXKH+OifSsqVkzWbjlMRoddXxb9ikXj7qZBOMAtMdOwv3tz9BkxfPLNjy7ylEPTPdlZf22r8PCtvRB4D398adhE/vg3fgLh3KUrMjLCvsGpu5wOByUlJTwt7/9jdmzZwNwwgknEBMTw5NPPsnnn3/OjBkzUJSu5w7qzQo2PfkyYbFYcLlcQfky4XQ6ffvXky8ThrpyYnRuGp0DcLhHsWDdMk5OP7rDyfvq6+spKCggLS3tgCfv21FRx8MbY2npfHdujgWjtRmHueMvExaLBbfbTVlZWVC+TLS8t4SEBPR6vd+H277+MmGxWHz/Av1lQlEUdu/eHZQvEy1lGIwvExaLBavVSmNjY8C/TCiKwq5du3xfgPf3ZaJ5r5sBunR2OYvYXj2a19e/yuSEI7r1ZaKlDA/kHCFfJoKrJ/NtFBQUoNVqOxxL31pfzbdhNpv7dL4NT8IAHOu3ABC/s4yUc1J4eJqbJ36wkKxq4o5jM9BpVEDg59s4kPkfDqS8287/EFdv9f2syx/o99y25d3b+TYKCgqIiooiKioq4PNtFBQUdPm60HfzbbQ9DoMx30ZqampQ5tswGo3dnm/jrONHs2zJL5SQjduTzWuF3/PCmfsWVenr+TY2btyICH0uV89Wm5Ws3mfpNQZOyDmDtwoW4FJcfLJrGbOGXYXKaEA78yhcyz4FwPn+l+ivOReVSoXL5cK9pdD3GlsMSYD3IsuoNvPI9oVwKEfJirysg6KByWQyYbPZOOuss/zuP+OMM3jyySdZu3YtM2bMwGw2Y7fbO3yN5ubmXq2+0ZMvE+Xl5UH7MlFeXt7lh939fZkYMmQwJzcU8z/vdwdW1ai47ijvB7K2H8xSUlJ8Wd2dvE9RFDwKLPpBi+X3P4ijs/VccWSir+Gvow9m5eXlaDSaoH2ZaP3ewP/DbV9/mSgvLw/al4n9HR/Qd18m2pZhIL9MlJeXYzabMZvNAf8y0Z0ybP1lYuDAgRzdfBePf6/Bo6TzVuk7nDshF43ae9ru6stE2zKULxORobN5BsMlT50Uj3pwDp6C3ShVtSiFpeQPyuLx4+MoL7f+3rgUeMEsx6jqfasDqXMDO/9SUN9XhGYFO+9AslQqFXeOT+baH723t9mO44fiH5iQPaHPs0T4CNXj9WDJOjH3LN7+bQk211G88PMojs1qJjXKgObwsbi/Xu+t63YU49myE83IfKI1WpRd3ouWqtQkfm1UAQo6NQxJ6Puv5eFSjpIVWVkHxeXqtLQ0by8bg/8k0C1fni0W7/xBGRkZ2Gw2mpqa/LZr6YXQ+kt8MLT+shkOWecMzwA8aNQVZEbH4vA090lWYf025n5zEU/9WM7Pe7yNSylmNXMPj9pvr7JglmGw8yQr8rMmpo5CUbznncqmGby/87OAZYnQFwnnM81h/pN9BzKrM8HMMlbW+n4O9ATfkVqGkXDc91XWISMzGa3aCoCixPHvNQUByxLhIZSP14MhK9mcTrx+Lo22u7A5R/DMz94J+FUaDdqTj/Zt53r/KxSPh/i9jfD76uUNw/LY3eBd3GJIohZ9AC6yhEs5SlZkZR0UDUyjRo2isbHRN3ymRcvwlJYr/Z2tFrd582YAxowZQzC17F+4ZKVGafjXNDsfnp3LvOlnYtB0PJ/VgWTZXFYe/eFONlXBm1u9LftqFfzflGhiDfs/fINZhsHOk6zIzxoYp+WYnJYJ9E28+EsjLo8zIFki9EXC+Uw9digYvXMnun/eitLsCFhWZ4KVpTicKGXeIb6qlERUUYFdFTISyzDYWcHO60nW3UcNRYX3Al6x42i+2fFzwLJE6Av14/VgyLpw9EDAu9LjD+X7Fo9Sjx2KKsf7HVOp2It7/WYsP232Pf5N8r5e92pVYFYqD6dylKzIyTooGphOO+00AJ5//nm/+xcsWAB452MCOPbYYzGZTCxevNhvu8WLF2M0Gjn++OODsLfh7YjMbMy6vuty98LGhylurKbRdifgneD4kjEmDkmJjOWrhdifWw4biEbl/TJRYzuGN7d93s97JETPqfQ6NIeO8N5wOHH/ErnLrSsllag83ivV6tzM/WwtRPdk5yYzRfvr77f0fPh9TJfbCyEC65isQ8mMfYc481/Q6K6npNE7x5JKpUJ32rG+7VwfrsK46/fODnod3zsV32O58R1P0SJEODoo5mA6+uijOfXUU1m8eDHV1dVMnjyZNWvW8NFHH3HeeecxcuRIwDtPyTXXXMOjjz7Ktddey7HHHss333zDRx99xK233uo350kwBHNIXihmfVn8AZ/vfo9G2//h+X2Y0KEpWi4c3f2rwMEe1hiK5ShZ4Z2VYFRz2pBmlm83ABoWbVJx1lBHl0vZBvu4F8ERKeczzeQxuL/7BfAOk9MeNiYs/hYPlKeo1PezKsDzL0F4nM9CPSvYeT3NunP6RDZ+0ESdzsRXrng27Kxn7KC4Lp8j9UJo68liQOCd7qOkpCQoK4u6XC4KCgr6bGXRlsVp2i4GVFpaisvloqmp6YAXA+rJyqIti670ZjGgP2aoKHdncXzWDdgr3RRUFngXAzJpMA1Mw7SrAuqbaFkL2JWTxraafUPiDktJ9C0+01eLAYF3HtM9e/YEfDGglrlLCwoKAr4YUGFhoW9hnGCsLBoXF0dlZWVQVhZVFIWCgoJuLQbU3XNEZyuLulwuamtrD+gc0d0FgVSKoij73SpMzJkzh507d7J69ep2j7lcLhYsWMDSpUspLS0lIyODc889l0suuaTdPD6LFy9m8eLFlJeXk5WVxYUXXsh5553X4/1qmTz3QIfYVVdX+62QE0iByPqttoGNVT9z5tCj/e7vTlZZ025u+ep8am3TabLfCECsXsXLp8SREtW9pdq7m9WXwv13JlmhmWVzKZz65i6a3d4r1ReOWc+Vh8zs06yenqfEgQuHOiGQeYqi4HjkJZRK74cf/dzLqdUoYfG3eCAcL72NZ9NvAOhvvxR12oD9PKN3wuV8FspZwc7rTdaypb8wz+5d4GGkqolnz8/pcl7KA82SOiF4elPW4XK8HsxZnoq9OP61wDf3EoDmzBM4flcSbiUKtaqOz2ZlodcauniVnomkcpSs/s/q7rkqoobILV68uMPGJQCtVssVV1zBxx9/zKZNm/jkk0+49NJLO6yM58yZwyeffMLGjRv58MMPe9W41BstrcLhllVldXP28m1c8oGTp36sZXfDjgPKcrodPPrDXJocKTTZr/bdf9cR0QfUuNSdrL4Wrr8zyQrtLJNWxfmj9n0w+bxoCF1dGwj2cS+CI1LOZyqVyn+y7+83hc3fYncpirKvB5PJgCol8B8YI60M+yMr2Hm9yfrDjMEMtNcB8KsSzXs/l3a5vdQLkSlcjteDLWuv1eP7WZ02AM1ho/0e357ubVwCiDOWBKRxCcK/HCUrPLMOiiFyIrgSjGoamr09LRyuyby/802uOfT6bj9/8ZYn2FG3lUb7Y4B3GNCfhhmZkt35kCAhIt1Fo3P5oKCEPVYzpY1xfFXs4NicwHwgESLQNBNH4frgK/AouL/fBEPS+3uX2lEUBdwecDjB4URxOH7/2YXy+3377nf9/vPv99ns0GQFvKvHqdR9vzqQOLjpYqO4OqWRuQ3xADz2ayPHj3Fh1spHeyH6y8pdzfxvi53COhdvnRlPtN57YVw7cwruH7eA04UqbQBfNdQC3gamvDhHP+6xEH0voobIhaqedn3t7jjHvtDXWf9ZV8O7BYUYdJ+SZF7Fyye+hV5j2G/W9xVf8cC6mwFQKTlEa/6LWmXk2RPjMPRg+c5glmGw8yTr4MtaXeLgji+9K5Rkxah55bR4tB18ce1JlgyHCJ5wqBOCked48S08m71zHmgvOxPtqMEH/BqKp3UDkLNbPyvNDlTOto1Ezt8biRx+9+Pp/Uck7cyj0M48qtevsz/hdj4Lxaxg5/U2y2218Ye3vqOesYCLSwf9wqVHzuiTLKkTgqc3ZR1Ox+vBkPXAt3Ws2OldUe6MYSXcMukQ32Pu7UW4125Ae+xhXP1rIZurhgJwxaG/cdHow/skv61wLUfJCs2s7p6r5DJHCCspKSEnJycss66bkADqR1lV9iE2N6wt/4KpWSfuN6u0aRcqVCgoXD72PGYMTKXOrvSocWl/WYEQzr8zyQr9rCMzdRyaouXnPS5KGj2881szfxpmDEiWCD2Rdj7TTB7ja2Cyfvg15opqFGebRp9mJzg7bzDC5Q7Y/vUFj8mAetLo/W/YB8LtfBaKWcHO622Wxmzi6qR6/lO/iijDi3xfYeUiz3Q06vYf76VeiEzhdLweDFljUnewYmcuAB/v1PGXiYpvOhbN0FxKjWpystPYvWbP78/wMC0nt0+yOxKu5ShZ4Z0lDUwhzOEIXpfJvs7Sa1TMyD2DVWUfAvDp7rd9DUxdZf1x8IXkx49gdemnnJR7DiqVigHmng8tCGYZBjtPsg6+LJVKxTXjzVz5UQMAz/xUzTE5cQwwRfd5lgg9kXY+U48YBNFmaLKiL9uLq+yrgObtl1YDeh3odah+/9/3s04Hhjb3637/ufX9Oi0qvR4M3ts7qyoZnNj16l59JdzOZ6GYFey8vsg65fhTWfPG6fyqKacCWPnTK5ww4eKAZInQE27Ha6RnnTJoHE+uX4vVORSrM5WPC3dz4qCBflkWp4tGRyoAek0pObGH9ll+W+FajpIV3lnSwBQkPVl+1G6343K5OlxaEPp2+VGj0ejbv75aftRIPOlROZRbdrNx7/ds2vUT+SnDsdvtFBQUkJaW5rf8aO6gfJ5eXc5xKQmcnnIJzc3NvV5+1G6343a7KSsr69XyowCJiYloNBq/8t67d69vOczs7Gzfe0tISECv1/sth1lbW9uny4/a7XYsFgsWiyXgy48ajUZ2797d4THb18uPtpRhYmJiwJcftdvtWK1WGhsbA778qNFoZNeuXb5jtqfLj2YMGMDIxD38WpOC3WXkn9/+zC3Dcv3OES1leCDniGAPQznYhXqdMHDgQN9xFNAlqSePQfX52u4VmlqNR6tB0WpQGw14tBpcalC0WkxxsVhdDtwaNVqTEWNsLPXWJhStlqjEeDwaDY3NNhStFq3ZhKLT0Kx40EdHkZyRzu7yMlCre1knZP9eJ1jQoSM7JRt7WbHUCWFUJ4B3UZhgLUntcDj6ZEnqM5LP41f7fwB4Y9cCBg84GrfT43eOsNvtB7QktdQJ4cFkMklWCGWpVWqOz7Pz7nbv7UWbKv0amEwmEz9UVNPyFTwtuqbPsjsSruUoWeGdJXMwBUFPx1Y7HA70+uBMbB2orLd/e5mXNr1Ls+so5ozSM2fk9e2yHO5m9BoDz/1sZdEmGzmxav4+NYYhCb1v/wxmGQY7T7IO3qwfK4u54VMdoENFM0v+EE1ObGyvsmS+jeAJhzohWHmK24Nn605cTRa0JlPHvYdaftYe2CqinQnXv3vJCo5wfG+K2819r/+Jn2N2oyg6pkbdwy3Hn9arLKkTgqc3ZR2Ox2ukZ9XbGzltWSUeJQFws+Q0IwPjYn1Zy3e6eWK9dxGIPx/q5ILRaX2W3VY4l6NkhV5Wd89VcmkihLVcnQrnrC1Vp1FreR5r88Ws2LkNl8fpl9XgqOOGL87itS2vs2ybDYDSRg8Od9+0ewazDIOdJ1kHb9b41GyGJG4GQMHAP77dFrAsEToi8Xym0qjRjBpMcVIUmrFD0QzPQz0oC3VWKuqURFTxMajMxj5rXILw/buXrMjL66sslUbDeYOvpNl5BDVNL/F2xZF8V9oUkCwRWsLxeI30rDhjDKOSd/5+S8PTP/3ql3X2MCOvnx7P346K5oS85D7Nbiucy1GywjdLhsiJgBqfFs2Knd4POVWWSfxQuZoksgDvEtBP/XQvldZS3vjtEU4f5mB92R+YPtDAqAG6/txtIULeXYcP59IVFhSi2LJ3IBurahmTnNDfuyWEEKIfDJl0Erm/bWUD3t4Q/1pdytKzh/omGBahrSfDplueV1JSEpRh0xaLJfDDpmNjKS0txWKx0NTU5DeVxuDBgykqKvIN401ISOj1VBrg/T5SXFzcp1NpnJZsZuMeN6BhbWkyv+0sJD/XW4Y7duwgISGBIwboqSwvppHADJsGcLlc7NmzJ+DDpgcNGoTNZqOgoCDgw6YLCwuxWCzU1NQEZdi02+0O2rDpljLs7bDp1ueI3NzcDqdWsFgsBzRsOiEhodtDp2WIXBD0tOtrfX09cXHBmRw0UFlWp8KpS/ficKsxaJy8froevVNDXFwc7+98jRc3/QuAWH088479H9G6AWjVoO6jD0TBLMNg50mWZF332Qf8UjESs+FVzh0RxyWjr+txlgyHCJ5wqBOCnSdZkhUKWcHO6+usgh9XcvnWKFSqWlJ1L/Py6S9h1Jl7lCV1QvD0pqzD+XiN9Kwz3/6KPRbvKqIXjSnhikMOkfOZZIV1lgyRiwAejyfss8w6FdNyvMuoN7t1bKqKwuPxsKNuCwt/fcy33Q3j7iPRmIxeo+qzxiUIbhkGO0+yJOvOwyeQEns5ZsMyPt71KnX2fVc0ReSR85lkSVZk5fV1Vv64acxQnuMI5zzmbs5G9/NO32NSL0SmcD5eIz3rT0PNvp/f+c0FwC97v+OmL87hmV/uZ3vtpoDkthYJ5ShZ4ZclDUwhrKVrW7hnnTjI4Pv548JmSveU8OgPd2Jz5tBou55T8i5mQuqUgGQHswyDnSdZkpUZncZJeTMBaHbbeavg5YBlhaPnnnuOo446qsPHqqqquPPOO5kyZQqjR4/muOOOY968eR0u27p06VJOPfVUDjnkEGbOnMmSJUsCvesdkvOZZElWZOX1dZZKpeLmw+7krz9PZ3h9Ms6PvkFxuQKSJUJDOB+vkZ41a8Q4DFrv8LM6ey7baxy89VsTm6uO4b2CCkobywOS21oklKNkhV+WNDCJgBufqmOAydsraU2pk/+VvkZZ0x4abfdgd/6BL4vmUGlx9/NeChGezhxyCXq1txH346KlVFqq+nmPQsNXX33FE0880eFjdrudiy66iA8++IBTTz2Vu+++m0MPPZT//ve/3HjjjX7bLly4kLvvvpvs7Gzmzp3L8OHDue+++3j22WeD8TaEEOKAmIYMRjNskPdGbQPN327A4pDeSy26uvBgt9v597//zbRp0zjkkEOYNWsWa9asabed2+3m+eefZ8aMGYwdO5Y//OEPrFixItC7LsKMVq3168W0fLuDbQ3Z2Bzn0mD7O9kxMvxURCZpYAphubm5EZGlUauYkef9AuxW4PsaA43263B7vJN9GzQqEo2BORSDWYbBzpMsyQJINCZzUt45eDzxNNlv4JqPXWRkDwxIVjhQFIVXXnmFa6+9FqfT2eE2r7zyCjt27OCxxx5j7ty5nHfeeTz66KNcccUVrFy5ku+++w6AhoYGHnvsMY477jjmz5/Peeedx+OPP87JJ5/M/PnzfZMtBouczyRLsiIrL1BZ2pOnogCr43K4uCCBx9fVB70cQ1FXFx4AbrnlFl566SWOO+447rjjDpxOJ5dffjnr16/32+7hhx/m3//+N+PHj+euu+4iMTGRm2++mffffz/Qb6GdSDheIznrotGDMP2+pNZHO5tpdOQDoFPvYXBCWsByW0RKOUpWeGVJA1MIa5m9PhKyZubtGyZnab6QZqd3WI9JC/dOiUGnCcwqJ8Esw2DnSZZktfjj4ItI0D1FvX0GlVY9r/y4N2BZoW7WrFn84x//YPLkyYwaNarDbb777jsSEhKYPn263/2nnnoqAD/88AMAK1euxGq1cv755/utxDRnzhzsdjufffZZgN5Fx+R8JlmSFVl5gcpSZ6dhOWQkD+ZNpUQfy4dFLtb+VhGQrHDQnQsPa9as4bPPPuP222/nnnvu4fzzz+eVV14hPT2dBx54wLddUVERixcvZs6cOTz00EOce+65vPjii4wbN46HHnqow2HWgRQJx2skZ0Xp1b6pQhweMOlfJ9b0f4xJ/S5gma1FSjlKVnhlSQNTCGtubo6YrPwELYMTvIebosT67r/lsGiyYzUByw1mGQY7T7Ikq0W8IZE7Dx8KeBttXb/PuXEwKisr47777uOFF14gKiqqw20eeughFi9e3O7+lh5JWq33cuOmTd4JOEePHu23XUvDVcvjwSLnM8mSrMjKC2SW+rjh6Ize+eIU1Ly87eCdiqA7Fx7ee+89dDod55xzju8+s9nMWWedxebNm33LqH/wwQd4PB5mz57t206j0TB79myqqqr4/vvvA/pe2oqU4zWSs84YavT97HAdhV67huMGagOa2SKSylGywidLGphCmNFo3P9GYZR1Yp5/xsw8vd8E4IEQzDIMdp5kSVZrw5K03H1EFG/8MYE/5AWmR2A4WLlyJbNmzfLrcdTWgAEDGDJkSLv7Fy1aBMCECRMA2LNnD0ajkfj4eL/tDAYD8fHxlJWV9d2Od4OczyRLsiIrL5BZiVmDOV1djlpVgVpVSqLjXRRFCVheKOvOhYdNmzaRl5eH2Wz2u7/tBYVNmzYRHR1NXl5el9sFS6Qcr5GcNShey8C4WgDcnmyc7nEMSxwb0MwWkVSOkhU+WcFpPhV4PB4KCgoAyMvLo7S0FIfDgclkIjk5md27dwPeLz6KolBdXY2iKLhcLioqKrDb7RgMBtLT031XUZKSklCr1VRVeSf1zcnJoaqqCpvNhl6vJysri507vUvUJiQkoNPp2LNnDwDZ2dnU1NRgsVjQarVkZmb69i8+Ph6j0UhFhbc7dWZmJvX19TQ1NaHRaMjLy2PHjh0oikJsbCxRUVG+bnYZGRk0NTXR0NCASqUiPz+fnTt34vF4ODQ6Bp1ai9MDqUY3V430ruRUX18PwODBgykqKsLlchEVFUVCQgIlJSUApKam4nA4qK31nqAHDRpEcXExTqcTs9nMgAEDfGWYnJyM2+2mpqYGRVFwu92UlZXR3NyM0WgkNTWVXbt2+cobYO9e75CigQMHUllZ6SvvjIwMCgsLAUhMTESj0fiV9969e7Fareh0OrKzs7HZbBQUFJCQkIBer6eyshKArKwsamtrfeWdm5vrK++4uDhMJpNfeTc0NNDY2IharWbQoEF+5R0dHU1ZWRmKomCxWLBYLH7lXVhYiNvtJjo6mri4OEpLvStYpKWlYbfbqaurAyA/P59du3b5yjsxMZHi4mIAUlJScDqdvvLOyclh9+7dHR6zycnJeDwe32oEubm5lJeX+8o7LS3N75hVqVS+8m57zGZmZvrKMDExEa1W63fMVldX+8o7JyeHHTt2+I5Zg8HgV951dXV+x2zr8jabzZSXl6MoClarlcbGRr/ybjlmY2JiiImJ8TUkpKenY7Va/Y7Z1uUdHx/vd8w2Nzf7ynvgwIHs2rXLd8wmJSX5lbfL5fL1oOnuOaKlvFvOEaMNBmK06RQ1VrJnawV5qfndPkd4PB7U6vC/5qDX63v0vNdee40vvviCSZMmMXHiRAAsFkunFbDBYMBms/V4P0O9Thg4cKDvbzFQdUJMTAyxsbGUlpaiKApNTU3YbLaA1gkt77W4uFjqBKkTfOXdUie0HFuVlZUBrxPy8/NxOp0UFBQErE44dsi5fFpwD25tGQl706ndMwuN0XBQ1QngvfCwv7qhsrKSsWPbf+lPSUkB8P3OKysrSU1N3e92wZKWFvh5fCSr96Zk1bC7Xo9R/wkadRmD4oYHPBMirxwlKzyyVMrBejkjiDZu3AjAmDEHtlpAQUEBgwcPDsQu9VvWNyUOPtlSxZ+PSCMjOnBD41oEswyDnSdZktWR8qbd7CnZyyHDxx/Q83p6ngplc+bMYefOnaxevbrL7d555x3mzp1LUlISb7zxBhkZGQBceuml/Prrr75Jv1s7+uijycnJ4ZVXXjng/QqHOiHYeZIlWaGQFey8YGR9+s7DpP9YQ741GeO916KKMnXreZFYJ0Dn9cLo0aOZPn16u0nAd+3axYwZM7jmmmu48cYbmTlzJlFRUbz11lt+27lcLkaNGsXpp5/OI488ckD7tHHjRjwej6931YE0KHo8Hsxmc1AuOmzYsIGoqKigXHSwWCzk5+cH5aKDoigYjcaAXnRQNCoe3n471c2FDIkayx2HPhrwiw4tx2ViYmLALzoMGjSIzZs3YzKZAn7RobCwEIvFQnZ2dlAuOrjdbuLj44Ny0WHTpk2YTKaAXXRofY6wWCzk5OQc0DmipKQEtVq933pBejCJoJqSpSfNbgtK45IQB6P06Bws2uBOMhrOFi9ezAMPPEB8fDwvvviir3EJ8H1o70hzczPR0dHB2k0hhOiR40+7DU/Gr5TaLeR0s3FJtNd62HVXQ7C7eqwrarXar7ExJyfH7/G2DZEJCQmAt5EyKyury23j4uJ8P2dmZna5bWzsvnlS09PT/R6Liory2771zyaT/7GVn5/faY7ZbPb1+AJv40TbbQsKCoiOjiY6Oprk5GTfY21Xvmq7/0lJSb6fBw4c2OW2iYmJgLcMs7Ozu9y29VD5Aynv1p8p/pE8j482L+f0Q84j0ejdz5iYGN/jbcu77eu2Le/WPek6K++CggJSUlL8yrvt8M7WrxsdHe1rVIMDK2+TydTp8QH7jlnggMq7o2O2pVcr+B+zrcu7o9dtXd5te/B0Vt4FBQWkpqb6lXdHx2yLqKgov2O2q/KOiYnxK+/9lWHLe4bunyOg42O2pXc1dP8c0d0emtLAFMJa/9FKVuhnBTtPsiQrFLLC2RNPPMHTTz9NamoqCxYsaPcBLSMjA5vNRlNTk19jUssVp9Yf2IJBzmeSJVmRlReMLJVajWbSaGJ+72kgOtbZBYWW+1rqgO5uFyyRdrxGclZ6dA5/HDqHBGPC/jfuI5FYjpIV+lmRMbg6QvX0Kohk9U9WsPMkS7JCIStcPfXUUzz99NMMHDiQV199tV3jEnQ+aevmzZuB4A8dkfOZZElWZOVFalY4ysjI8A0Taa1l+E1L74XubhcskXoMSVb45UmWZLWQBqYQ1jL+VLLCIyvYeZIlWaGQFY5WrVrFk08+SXZ2Nq+88kq7rsMtjj32WEwmE4sXL/a7f/HixRiNRo4//vhg7K6PnM8kS7IiKy9Ss8LRqFGjKCgoaNc7qe0FhVGjRlFfX++bG6Wz7YIlUo8hyQq/PMmSrBbSwCSEEOKg0jIB67Rp01izZg3vvPOO378tW7YA3jHp11xzDZ999hnXXnstb775JjfeeCMrVqzguuuu8xvfLoQQInydeOKJOBwOXn/9dd99VquVpUuXMnbsWN98JzNnzkSlUrFo0SLfdm63myVLlpCamupbhVQIIQ5WMgdTCGs7eZdkhXZWsPMkS7JCISvc1NTUsH37dgC/LwitXXHFFYwYMQKAK6+80teL6euvvyYrK4t7772X8847L2j73ELOZ5IlWZGVF6lZ4Wjq1KlMnTqVf/3rX5SXl5OXl8cbb7xBRUUFDz30kG+7/Px8Zs2axaJFi7BYLBx66KGsWLGCn376iXnz5qHT6YK635F6DElW+OVJlmS1kB5MIayjMd6SFbpZwc6TLMkKhaxQtnjx4nZLUScmJrJt27Yu/916661+z5kzZw6ffPIJGzdu5MMPP+yXxiWQ85lkSVak5UVqVrh6/PHHOe+883jvvfd4+OGH0ev1vPjii+16Jf31r3/luuuu49tvv+Wf//wndXV1PPHEE5x88slB3+dIPYYkK/zyJEuyWkgPphBms9kkK4yygp0nWZIVClkieOR8JlmSFVl5kZoVytrOqddaVFQU99xzD/fcc0+Xr6HVarn++uu5/vrr+3r3DlikHkOSFX55kiVZLaQHUwjT6/WSFUZZwc6TLMkKhSwRPHI+kyzJiqy8SM0SwROpx5BkhV+eZElWC5WiKErAXl0AsHHjRuDAV5Zwu91oNJpA7JJkRUCeZElWX2b19DwlDlw41AnBzpMsyQqFrGDnhXKW1AnBs3HjRjweD1FRUQDk5eVRWlqKw+HAZDKRnJzM7t27ARgwYACKolBdXQ1AdnY2VVVV2O12DAYD6enpFBUVAZCUlIRarfYNhcnJyaGqqgqbzYZerycrK4udO3cCkJCQgE6nY8+ePb7XrampwWKxoNVqGThwIAUFBahUKuLj4zEajVRUVACQmZlJfX09TU1NaDQa8vLy2LFjB4qiEBsbS1RUFOXl5QBkZGTQ1NREQ0MDKpWK/Px8du7cicfjISYmhtjYWEpLS1EUhfT0dGw2G/X19QAMHjyYoqIiXC4XUVFRJCQkUFJSAkBqaioOh4Pa2loABg0aRHFxMU6nE7PZzIABA3xlmJycjNvtpqamxlculZWVNDc3YzQaSU1NZdeuXb7yhn0rbg0cOJDKykpfeWdkZFBYWAh4h+BrNBq/8t67dy9WqxWdTkd2djY7duxApVKRkJCAXq+nsrISgKysLGpra33lnZubS0FBAeBdcMRkMvmVd0NDA42NjajVagYNGuRX3tHR0ZSVlfnKxWaz+ZV3YWEhbreb6Oho4uLiKC0tBSAtLQ273U5dXR3gnW9s165dvvJOTEz0rZ6YkpKC0+nssLzbHrPJycl4PB7fMZubm0t5ebmvvNPS0vyOWZVK5SvvtsdsZmYmhYWFKIpCUlISWq3W75itrq72lXdOTg47duwAID4+HoPB4FfedXV1fsds6/I2m82+YzY1NRWr1epX3q2P2ZiYGF95p6enY7Va/Y7Z1uUdHx/vd8w2Nzd3WN5ms5mkpCS/8na5XL5j9kDOEbm5uVRUVLQ7RyiKwoABAw7oHFFSUoJard5vvSANTEHQ00q6oKCAwYMHB2KXJCsC8iRLsvoyS75MBE9Pv0xYLBZGjRrV4QcF6PsvExs2bCAqKiooXyYsFgv5+flB+TKhKApGozEoXyY2btzo2/dAf5mwWCwMHjwYi8US8C8TiqJgMBg6PGb7+svEpk2bfPsTjC8Tbreb+Pj4oHyZ2LRpEyaTKShfJiwWCzk5Od0+R1gslm59kRC915v6N9Q/W0hW/2UFO0+yIj+ru+cqaWAKgh9//BFFUVCpVADodDpcLheKoqBWq1Gr1bhcLgDf1SW3242iKOj1etxuNx6PB5VKhVarxel0ttsWvGPCPR5Pj7ZtfRhoNBpUKpVvnzp63c72vzvbOp1O32Mt2+6vXLRaLYqi+Pb/QMuw9bYajabTctHpdL0qb4fDgUql6lYZtrxuT8qw5bZOpzug301PyrBFy3Gyv23bvm5X5b2/MjyQ47sn5d2TMuzpMdubMtzftm2P2Z6UYcs5avz48YjAaqkTDrR7stPpDOoKRcHMkyzJCoWsYOeFclZLPSJ1QuD1tE6A0D6GJKt/s4KdJ1mRn9XdekEamILgp59+8n2RFUKIUNTS8Dtu3Lj+3pWIJ3WCECLUSZ0QPFInCCHCQXfrBWlgEkIIIYQQQgghhBC9IqvICSGEEEIIIYQQQohekQYmIYQQQgghhBBCCNEr0sAkhBBCCCGEEEIIIXpFGpiEEEIIIYQQQgghRK9IA5MQQgghhBBCCCGE6BVpYBJCCCGEEEIIIYQQvSINTEIIIYQQQgghhBCiV6SBSQghhBBCCCGEEEL0ijQwCSGEEEIIIYQQQohekQYmIYQQQgghhBBCCNEr0sAkhBBCCCGEEEIIIXpFGpiEEEIIIYQQQgghRK9IA1MIKisr4+abb+bwww9nwoQJXHvttRQXF/f3bolObNiwgSuuuIKJEycyZswY/vjHP7J8+fL+3i3RDaWlpYwfP565c+f2964I0SmpE8KL1AnhTeoFEQ6kXggvUi+EL6kTDpy2v3dA+Kurq+PCCy+kqamJiy66CL1ez0svvcTs2bNZvnw5iYmJ/b2LopUdO3YwZ84c4uLiuPzyy4mKimLFihXccccd1NbWcskll/T3LopOKIrCXXfdhcVi6e9dEaJTUieEF6kTwpvUCyIcSL0QXqReCF9SJ/SMNDCFmJdffpmSkhKWLl3K6NGjAZg6dSp//OMfef7557njjjv6eQ9Faw8//DBqtZo333yT1NRUAGbPns3555/PE088wTnnnENUVFQ/76XoyJIlS/jhhx/6ezeE6JLUCeFF6oTwJvWCCAdSL4QXqRfCl9QJPSND5ELM+++/z6GHHuqrMACGDh3K4Ycfzvvvv9+PeybacrvdfP/990ydOtVXYQCo1WpOOukkrFYrW7Zs6cc9FJ3ZvXs3jz76KNddd11/74oQXZI6IXxInRDepF4Q4ULqhfAh9UL4kjqh56SBKYTU19dTXFzsV2G0GDVqFHv27GHPnj39sGeiI2q1mnfffZfbb7+93WM1NTUAaDSaYO+W2A+Px8PcuXMZNmwYF110UX/vjhCdkjohvEidEL6kXhDhQuqF8CL1QniSOqF3ZIhcCKmsrATwa+FukZKSAkB5ebnvZ9G/VCoV2dnZ7e63Wq0sW7YMs9nMyJEj+2HPRFcWLlzIpk2bWL58OWq1tLGL0CV1QniROiF8Sb0gwoXUC+FF6oXwJHVC70iJhZCWCcRMJlO7x4xGI+A9IYnQpSgK99xzD1VVVVxyySUYDIb+3iXRys6dO3nssce48cYbGTRoUH/vjhBdkjoh/EmdEPqkXhDhROqF8Cf1QmiTOqH3pIEphCiKAnhbuzvT1WOifymKwr333ssHH3zAYYcdxtVXX93fuyRacbvd3HnnnYwYMUJW7BBhQeqE8CZ1QuiTekGEG6kXwpvUC6FN6oS+IUPkQojZbAbAZrO1e8xutwMQHR0d1H0S3eN0Opk7dy7vv/8+Y8eO5ZlnnkGn0/X3bolWXnrpJTZt2sSiRYuoq6sDvL83AIfDQU1NDdHR0ej1+n7cSyH2kTohfEmdEB6kXhDhRuqF8CX1QuiTOqFvSANTCMnMzASgqqqq3WMtE/Z1NOZa9C+bzcb111/PqlWrOOyww3jmmWekcg9BX3/9NS6Xi/PPP7/dYx988AEffPABDz74IGeeeWY/7J0Q7UmdEJ6kTggfUi+IcCP1QniSeiE8SJ3QN6SBKYTExMSQk5PD5s2b2z22efNm0tLSSE5O7oc9E51xOp1cd911fPPNN0ybNo3HH39cxlKHqDvuuIOGhga/+5xOJ1deeSVTpkzhsssuY/Dgwf20d0K0J3VC+JE6IbxIvSDCjdQL4UfqhfAhdULfkAamEHPiiSfywgsvsHnzZkaNGgXA9u3b+e6772QsaAh64okn+Oabb5g+fTpPPPGEdHUNYR0t6dvc3AxAcnIyRx55ZLB3SYj9kjohvEidEF6kXhDhSOqF8CL1QviQOqFvSANTiLnssstYvnw5l112GZdddhlqtZoFCxaQmprKZZdd1t+7J1rZs2cPCxYsQKvVMmXKFFasWNFumyOOOEKWihVC9JjUCeFD6gQhRDBIvRA+pF4QByNpYAox8fHxvPrqqzz44IPMnz8fvV7PYYcdxu23305iYmJ/755o5ccff/RN/Hbfffd1uM3zzz8vlYYQosekTggfUicIIYJB6oXwIfWCOBiplJb1LoUQQgghhBBCCCGE6AF1f++AEEIIIYQQQgghhAhv0sAkhBBCCCGEEEIIIXpFGpiEEEIIIYQQQgghRK9IA5MQQgghhBBCCCGE6BVpYBJCCCGEEEIIIYQQvSINTEIIIYQQQgghhBCiV6SBSQghhBBCCCGEEEL0ijQwCSGEEEIIIYQQQohekQYmIYQfRVH6exeEEEKECKkThBBCtJA6QeyPtr93QIhw8eSTT/LUU08d0HM+//xzsrKyArRHfcvtdvP6669TWFjIPffc09+7I4QQIU3qBCGEEC2kThDCSxqYhOimYcOGcdppp/ndV11dzbfffovZbOa4445r9xyz2Rys3eu19957j/vuu6/dexRCCNGe1AlCCCFaSJ0ghJc0MAnRTTNmzGDGjBl+961du5Zvv/2WhIQE/v3vf/fTnvUNj8fT37sghBBhQ+oEIYQQLaROEMJL5mASQgghhBBCCCGEEL0iDUxCBIjdbmfBggWce+65HHbYYYwaNYrDDz+cK664gm+++abd9sOGDeP0009n3bp1nHjiiYwZM4YZM2ZQVFQEeK8cvPbaa5xxxhmMGzeOI488knvuuYfq6mpOOOEEhg0b1u41GxoamDdvnu/1Jk+ezFVXXcX69ev9tpszZw533nkn4O0CO2zYMObOnet7/Oeff+baa69l+vTpjB49milTpnDDDTfw888/912BCSFEBJM6QQghRAupE0SkkiFyQgRAc3MzF1xwARs3biQ5OZnx48ejUqnYtm0bX3/9NatWreKpp57i+OOP93tedXU1V199NRkZGUyZMoWSkhIGDhyIoijccsstrFixArPZzOTJk2lubmb58uWsXbuWpqamdvtQUVHBhRdeyK5du0hLS2Pq1Kk0NDTw9ddf8/XXX3Pfffdx9tlnA3DkkUfidDr56aefyMrKYty4cYwbNw6A7777jssvvxy328348eMZPXo0xcXFfPzxx3z++ec899xzHHXUUYEvVCGECFNSJwghhGghdYKIaIoQose+++47ZejQocq0adP87n/ppZeUoUOHKldffbXicDh897tcLuXee+9Vhg4dqlx88cV+zxk6dKgydOhQ5aqrrlI8Ho+iKIridrsVRVGUpUuXKkOHDlVOOeUUpbKy0vecLVu2KIcffrjvua1dcMEFytChQ5WHHnrIbx9+/vlnZeLEicqoUaOU3377zXf/smXLlKFDhyq33HKL3+tceOGFytChQ5VVq1b53b9gwQJl6NChygUXXNDt8hJCiEgmdYLUCUII0ULqBKkTDkYyRE6IANDpdBxzzDHccsst6HQ63/0ajYZZs2YBUFJS0uFzZ8+ejUqlAkCt9v6JLly4EID777+flJQU37bDhw/njjvuaPcav/zyC+vWrWP48OHcdtttfvtwyCGHcM011+B0Olm0aNF+30tVVRUAGRkZfveff/753HnnnVx++eX7fQ0hhDiYSZ0ghBCihdQJIpJJA5MQAXDBBRfw3HPPkZ+f77uvqamJX375hU8++QQAh8PR4XOHDx/ud7u6uppt27aRnJzMoYce2m77GTNmoNFo/O5bu3YtAJMmTfJVPq1NnToVgHXr1u33vUycOBHwjr/+97//zbp163A6nej1ei6++GKOOeaY/b6GEEIczKROEEII0ULqBBHJZA4mIQJk7969vPbaa3z33Xfs3LmTmpoaAN9VB0VROnxeXFyc3+3y8nIA0tPTO9zebDaTmJjou4IAUFZWBsDixYtZvHhxp/tYUVGx3/dx2223UVJSwurVq3n++ed5/vnnMZvNTJkyhdNPP73d+HAhhBDtSZ0ghBCihdQJIlJJA5MQAbB27Vr+/Oc/Y7VaSU1NZdy4ceTn5zNixAiysrJ8k+Z1pO2VBJfLBXhXh+hM20qoZdsxY8aQm5vb6fNaKrGuxMTE8NJLL7Fx40Y+++wz1qxZw6ZNm/jkk0/45JNPmDlzJk888cR+X0cIIQ5WUicIIYRoIXWCiGTSwCREH1MUhbvvvhur1crf/vY3Zs+e7ff4r7/+ekCv13JFouUKRVt2u53a2lq/+5KTkwE46qijuPnmmw8orzNjxoxhzJgx3HzzzTQ2NvLhhx/yz3/+k48//pj169f7usgKIYTYR+oEIYQQLaROEJFO5mASoo/t3buX4uJiYmNj21UaAN988w3Q9ZWG1lJTU8nLy6O6uppffvml3eNffvklbrfb775JkyYBsGrVqg5zPv30U0466STuvfde330dXaWora3lzDPP5LTTTvO7PyYmhnPOOYcpU6YA3etCK4QQByOpE4QQQrSQOkFEOmlgEqKPxcTEoNPpaGhoYP369X6PffLJJ8yfPx/ofPK+jlx88cUA3HPPPezdu9d3/65du3jooYfabT958mRGjBjB5s2beeSRR/yydu3axf3338/OnTvJy8vz3W8wGADvJIMtEhIScLvdbN++nZdfftkvo6SkhB9//BG1Ws3o0aO7/V6EEOJgInWCEEKIFlIniEinUjqbQUwIsV9r167lwgsvJDMzk5UrV/ruv//++1m8eDEajYZJkyYRGxvLb7/9RmFhIZmZmdTW1mK32/npp58wGo0ADBs2DIDNmzej1fqPXvV4PFxzzTV88cUXREVFMXnyZFwuF2vXriUtLY1du3ah0+nYtGmT7zmFhYVcdNFFVFZWkpKSwqhRo7Db7axfvx6n08nMmTOZN2+eb2WJzZs3c+aZZ6JSqTjmmGMYN24cf/7zn/n555+ZM2cODoeD/Px88vPzaWpq4ocffqC5uZkrrriCW2+9NdBFLYQQIU/qBKkThBCihdQJUiccjKQHkxABcOedd/K3v/2NwYMHs2HDBr7++ms0Gg1//vOfWb58OZMnT8bj8fDVV1916/XUajVPPvkkt912G2lpaXzzzTds3ryZM844gxdffBGA6Ohov+fk5eWxfPlyLrvsMsxmM6tXr2br1q2MHj2aBx98kP/85z9+y5aOGjWKW265heTkZFavXs23334LwKGHHsqrr77KzJkzaWhoYOXKlWzevJnx48fz+OOPS6UhhBD7IXWCEEKIFlIniEgmPZiECANbt24lISGB1NTUdo/9+uuvnHHGGYwbN47XX3+9H/ZOCCFEMEmdIIQQooXUCSKUSA8mIcLA3//+d44++mg++eQTv/stFgsPP/wwADNmzOiPXRNCCBFkUicIIYRoIXWCCCXSg0mIMPDZZ59x/fXX4/F4GD16NFlZWVgsFn766Seampo46qijeO6559qNyRZCCBF5pE4QQgjRQuoEEUqkgUmIMLFhwwYWLVrETz/9RFVVFSaTiby8PE4//XTOOeccv3HSQgghIpvUCUIIIVpInSBChTQwCSGEEEIIIYQQQohekTmYhBBCCCGEEEIIIUSvSAOTEEIIIYQQQgghhOgVaWASQgghhBBCCCGEEL0iDUxCCCGEEEIIIYQQolekgUkIIYQQQgghhBBC9Io0MAkhhBBCCCGEEEKIXpEGJiGEEEIIIYQQQgjRK9LAJIQQQgghhBBCCCF6RRqYhBBCCCGEEEIIIUSvSAOTEEIIIYQQQgghhOgVaWASQgghhBBCCCGEEL0iDUxCCCGEEEIIIYQQolekgUkIIYQQQgghhBBC9Io0MAkhhBBCCCGEEEKIXpEGJiGEEEIIIYQQQgjRK9LAJIQQQgghhBBCCCF6RRqYhBBCCCGEEEIIIUSvSAOTEEIIIYQQQgghhOgVaWASQgghhBBCCCGEEL0iDUwiJDkcjoBneDweXC5XwHNEzwXjOBBCCCGEEEII0XvSwCRCzmeffcbJJ58c0Iz169dz5plnUlFR0aev+9ZbbzFs2DDfv7feeqvPXnvt2rV+r/3kk0/22WuHGqfTyQsvvMANN9zQ7rGSkhK/cpg7d24/7KEQQvSenM8Cp3W5zpkzp793RwghhDgoaPt7B4RosWPHDh544AG++eabgGVUVFTwr3/9i/fffz9gGaJ3vvrqKx544AGKioo47LDD+nt3hBBCCCGEEEJ0gzQwiZBx5ZVXUlJSEtCM22+/nbVr1wY0Q/RcWVkZV155ZX/vhhBCCCGEEEKIAyQNTCJkKIoSERmi5zweT3/vghBCiAiwYsUK388mk6kf90QIIYQ4eEgDkxBCCCGEiCj5+fn9vQtCCCHEQUcamES/mzt3Lm+//Xa7+4cNGwbAddddx/XXX++73+Vy8eWXX/L222+zfft2KisrMZlM5OTkcMwxxzB79mwSEhL8XuvJJ5/kqaeeapdx3HHHAXDGGWfw0EMP+e53OBy8+eabfPzxx/z22280NDSgUqmIi4tj0KBBnHTSScyaNQuNRtMnZdCXysrKeOmll1i1ahUVFRVotVoyMzOZMmUKF110Eampqe2eU1JS4isLgEceeYTTTz+dzz77jFdffZXNmzdjt9vJycnhlFNO4aKLLur0irDH42HZsmUsW7aM3377DYARI0Zw4YUXMmPGDO677z6WLFni237btm0ATJ8+ndLSUr/XWrdune84WLRoEZMnT+70fX/11VcsXLiQTZs24XQ6ycvL4w9/+APnn38+er2+m6UnhOjKxx9/zGuvvcavv/6K0+kkPz+fWbNmcdZZZ/HSSy/xyCOP+Lb9/PPPycrKYu3atVx44YW++5csWUJDQwPz5s2jsLCQmJgYDjvsMB5//HG/rJKSEpYtW8ZXX31FWVkZVquVAQMGMG7cOE4//XSOPvroDvex7fm+o3NH231qW8+0fg2NRsOvv/6KxWJhwYIFfPTRRxQXF2M0GhkzZgxz5szhmGOO6bTMKisree655/jqq6+orKwkLi6OqVOncs0116BSqboq7l5TFIX333+fDz74gC1btlBbW4vH4yEmJoZBgwYxbdo0zj33XKKjo9s9d86cOaxbtw6A8ePH89prr7Fx40ZefPFF1q9fT0NDA1lZWcyYMYPLL7+8w9eA3teniqLw6aef8u677/LLL79QW1uLTqcjKyuLKVOmMGfOHDIyMto9r6XuADjssMNYvHix7/Zbb73FnXfe6bv91VdfkZSUxJIlS3j33XcpLCxEo9EwYsQIzj77bE477bROf1dNTU289NJLfPzxx5SUlBAVFcXEiRO5+uqrGTFiBKeeeqqvLmy7H0IIIUSkkQYmEVZKSkq4+eab2bBhg9/9zc3N1NXVsWHDBhYsWMCDDz7IjBkzepTR2NjIxRdfzKZNm9o9tnfvXvbu3cu6dev44IMPWLBgQUg1XqxYsYI777wTu93ud/+2bdvYtm0br776Kg899BAnnnhil6+jKAp33XUXy5Yt87t/+/btbN++nY8++oglS5YQFRXl97jVauW6665j9erVfvd///33fP/991x88cU9f3NdePDBB3n55Zf97tu8eTObN2/m448/5uWXX8ZgMAQkW4iDgcvl4u6772b58uV+92/cuJGNGzeyatUqRo8e3a3X+uqrr3jhhRd8Q2JramranUcXLlzIv/71L5xOp9/9paWllJaW8v7773Psscfy73//m5iYmJ6/sW7avXs3l112Gbt37/bdZ7fbWbVqFatWreLGG2/kmmuuafe8NWvWcO2112KxWHz3VVVV8dZbb/HRRx9xzz33BGyf7XY711xzTbvzMXjLvKamhvXr1/Pqq6+ycOFCsrOzu3y9N998k3vvvReXy+W7b8eOHTzzzDO8++67vPTSS+Tm5vo9p7f1aUNDAzfeeCPffvut3/1Op9NXH73++us8+uijTJ8+fX9F0qm6ujquvfbadvu5bt061q1bx9q1a/nnP//Z7nlFRUVceumlfhdH7HY7H3/8MV988YVfg6sQQghxMFD39w4I0V3V1dWce+657RqX2mpqauKGG27wm3/hQNx///0dfhhua/369SxYsKBHGYGwZs0abrnllnaNS63ZbDZuvvlmvv/++y5f65lnnmnXuNTali1bOnzv99xzT4dfZlq8/PLLfPLJJ11mH6hPPvmkXeNSaz/++KNfjykhxIF7/PHH2zUutfbxxx+zaNGibr3Wc889126+tVNOOcX381NPPcUDDzzQrnGprS+//JKLL764y3NeX1AUpV3jUltPPfVUu8eLi4vbNS61ZrVa+etf/9qn+9ra448/3uX5uEVpaSk33nhjl3MUFhYWtmtcavsaV155Zbv32pv61O12c+2117ZrXGrLarVy8803U1BQsN+cztx4441d7ufSpUt9vbla51555ZXtet62cDgc3H777VRWVvZ4v4QQQohwIw1Mot/95S9/YcWKFaSkpPjdv2LFClasWMHs2bMBuPvuu6mqqvI9npqayv33388777zDiy++yLHHHut7rKUHTssHu9mzZ7NixQrGjBnjl/Hyyy+zYsUK/vKXvwBQXl7Ou+++63s8IyODxx57jHfeeYdXXnmF008/3e/5obIincfj4W9/+5vfl7azzjqLRYsW8eqrrzJnzhxf936Px8P//d//dfl6RUVFmEwm/vKXv/Dmm2/y0ksvMXbsWL9tPv/8c7/bP/30Ex988IHffWeeeSavvfYab7zxBnPmzAHw+x229vLLL7drKBozZozvOGib38JisWA2m7n99ttZunQpCxcu5IgjjvDb5qOPPury/QohOldeXs6LL77od9+0adNYtGgRy5Yt47rrrkOn03X6t92RUaNG8fLLL/PKK69w7rnnctRRRwGwYcMG5s+f77ft6aefzqJFi1i+fDl33nkncXFxvsc2bdrEo48+2ot3t38ej4fdu3czfPhw5s2bx9tvv83f//53zGazbxu3282XX37p97wnnnjCr8ElJiaGu+++m3feeYfnn3+eiRMn4na7A7bf7733nu/njIwMHnroId58803efvttHnjgAZKTk32Pb968ma+//rrT16qtrcXlcjFt2jRefvll3n77bW6++Wa/Hke7du3yayTqbX361ltv+TXqmM1mbrvtNt544w1efLt9OeYAAQAASURBVPFFDjvsMN9jdrudxx57rBul0rGioiKysrJ48MEHefvtt3n00UdJSkry26Ztnbd48WJ27drlu63X6/nLX/7C22+/zUsvvcSUKVNwOBw0NDT0eL+EEEKIcCND5ES/S0lJISUlBZ1O53d/6wk6d+zYwRdffOG7nZCQwBtvvEFaWprvvqOOOopbbrnF18hhs9l44YUXuPvuu0lMTCQxMbHdvEHZ2dlkZWX5buv1eu677z62bt3K1q1bufnmm5k4caLv8QkTJvDpp59itVoBQubK5DfffON39fxPf/qTX3f+CRMmoFKpfD0MduzYwfr16/3eW1uPP/6437wiQ4YMYdq0ab4r2MXFxX7bt51H609/+hMPPPCA7/YhhxxCTExMuy+PLXJyclCr/du8TSZTtyZqfeqpp3xfUAFGjx7N1KlTfb+n1l8ChBAH5r333vNrCDnyyCOZP3++7+919OjRpKenc/fdd3fr9dRqNY8//rhvSNakSZN8jy1YsMAv64orruDWW2/13R4xYgSTJ0/mnHPOweFwAPDaa69x1VVXMWDAgJ6/yf3Iycnh1Vdf9Q0LHjlyJBaLxW8IVOtzosPh4OOPP/bdVqlU/Pe///Wdc4cPH87hhx/O2WefzdatWwOyz60bNo444gjOOOMM3+2RI0eSm5vLG2+8weDBgxkyZEi7CzBtHXvssTzzzDO+ixUjR44kIyOD2267zbfNW2+9xXXXXQf0vj599dVX/W7Pnz/f7+LBhAkTOOGEE6iqqsJkMlFdXY3T6Wz3WaI7YmJieO2113wXukaOHIlWq+XGG2/0bbO/Ou8f//gHf/zjH323Dz/8cC6++OJ2PZ+EEEKISCY9mERYaDvc7cILL/RrXALvB/jWH3Sh/RXH/UlKSuLss8/mr3/9K0uWLPH7MFxcXMz//vc/v+0DPTSju9pe+T355JPbbTNz5ky/210Nkxs0aFC7SWtTUlLIycnx3W75UtDi559/9rt92WWXtXvdyy67rEcf/rsycOBAv8YlgOjoaL99bWpq6tNMIQ4mP/30k9/tiy++uF1j8JlnnunXI6YrY8eO7XC+H4fDwWeffea7HR0dzbXXXttuuxEjRvCHP/zBd9vpdLJq1apuZffU2Wef3W7OubYN9K3PiVu3bqW5udl3+9BDD223vV6v54ILLgjA3nqNHDnS9/OyZcs477zzeP7559mwYQMul4sJEybw8MMPc8UVV3DssceSmJjY5etdccUV7Sa6Pu200/zq4tLSUl9DUW/q08bGRr+Gt5ycnHY9U00mE/Pnz+fDDz/kxx9/5LXXXutx/XLKKae060Xd1e+3rq6OwsJC3+3k5GS/YxK8k8NfccUVPdofIYQQIlxJDyYRFlp/kAP8usa3lp6eTlZWFiUlJYD3w67NZut0xbOubNq0idWrV/PDDz+wefNm9u7d226bruasCKa2c3901LjTVlfzVQwcOLDD+1sPTWk7tKO8vNz3s8FgYNCgQe2eHx0dTV5eHtu3b9/v/nVXZz2cWg9f6WzeECHE/rX+2wb/hosWarWa0aNH+/U07Uxn55eSkhJfryTw9ozq7Nw9adIkli5d6rvdskpXdx3oubvt5NUAsbGxfrdbnxPb9sbpqMzA21gWKLfeeisXX3yxby6rH3/8kR9//BHwNs4ceuihHHPMMR02rnSko0ncVSoVI0eOpKKiwndfRUVFu9VKD7Q+LS0t9Rvy3dl5vrOh0wfqQH+/rd8veFesa9voCuy3V5gQQggRaaSBSYSF+vp6v9ttP/i1FhcX52tgAu8wgQNpYNqyZQt33XUXv/76q9/9arWaIUOGsHv3bmw2W7dfLxh60kOnsbGx08c6W5Wpq6vDrecaMZvNnS7p3NlS1j3V2etptXJ6E6IvtJ24uW1Pnhbd/dtu3VDdWtu5ajrbrqPHujqfddSYdKBzH3V0TuzqfNi2juhsFctAroA3ceJEXn31VR555JF2PVZtNhtr1qxhzZo1PProo1x44YXceuutHTaSgLchyWg0dvhY2997654+Pa1P29ZpgV4FtKNjt6sVYtvuX2d/E8FY4VAIIYQIJfINTISFtnNrdDVpZtvGqK6+pLRVWVnJxRdfTF1dHeDt4j9r1iwmT57M6NGjiY6OZtq0aSHXwNT2w/e8efMYNmxYl89p3cOnLY1Gc8D7YDQafV9ErVYriqJ02MjU18PVerKvQojua9uw0NTU1OH5o7t/2501+LedVLntubyrx7q66NBRY9KBnsM7a3jpTNvy6axs2g417mtjx47llVdeobS0lC+//JJvv/2Wn376ierqat82TqeTF198EZPJxPXXX9/h6yiKQm1tLQkJCe0e66yxpTf1adsGn0APcz7QeqTtMdzZSoFdNXwKIYQQkUgamERYaD0RN8C6des6nKC6rKzMr/fSwIEDO73q2pElS5b4PgwDvPDCC+2GNoTifD5ty8fpdLYbUlBVVYXVaiU7O/uAvyx1R2Zmpm/oW3NzMwUFBQwZMsRvm4aGhnbDHVvrrNeTEKL/tP7bBvj111/bDalyu93dWo4eOu9dmJqaik6n8w3p2rRpU6dDnNtOnNy6Qb3t63f05f9AVrzribbn5C1btnS43caNGwO6H+B9r7GxscyePdu3KmtRUREff/wx8+bN8/XwWrp0aacNTOCdi2v69Ont7t+2bZvf7Zb33pv6NDMzE7Va7Rsmt23btg4vWixatIgff/yRwYMHk5+fz1FHHdVlY2NfyczM9Lu9detWPB5Pu7p1w4YNAd8XIYQQIpTIJN8iZLT9YNZ63pwTTjjB77FFixa1mwNBURT+/e9/+9133HHHdZnR9sp229V82vZ++uabb0JyyeG2c1K1XYkJ4MEHH2TGjBmMHz+eM888k++++65P92HChAnt9qGtZ5991vflsSNdHQNCiP7R9m974cKFfvPjAPzvf//rdqNNZw3Jer2eY4891ne7qamJp59+ut12W7Zs4b333vPdNhgMTJkyxXe7bQPDzp07273Gp59+2q197akhQ4b47cfGjRvbNYrZ7XYWLlwYkPzPP/+cc889l0mTJjFlyhT+85//+D2em5vLlVde6TeEq6ampsvXfO6559qdv1euXElpaanf67ZMFt6b+jQmJsZvfqqqqqp2v7Pm5mYWLVrEhx9+yJNPPslNN90UtN7F8fHxfhdx9u7dy7vvvuu3jcvl4r///W9Q9kcIIYQIFdKDSYSMtlep33zzTYYMGYJKpWLChAlMmDCBH374AYDa2lrOOeccrr/+esaMGUN1dTWLFi3iyy+/9D0/Kiqq3WTXbTOWL1/OMcccQ2NjI1OnTm031Oymm27i5ptvJioqiq+//pqXXnrJ7/HWE9L2p2OPPZbk5GTfF7wtW7ZwwQUXcMUVV5CcnMyHH37IBx98AHiHhhQWFu53CN2BOvPMM3nttdd8t5ctW4ZKpeLss8/G4/GwfPnydqsGtdX297N9+3bWrFmD3W5n8ODBHa48JYQIrNNOO43HH3/c17jw7bffcu2113LppZdiNBr55JNPePHFF/sk6/zzz/drSHj++efZs2cPZ511FjExMaxdu5b58+f7nXsvuOACvxXQ8vLy/F5zwYIFjB8/nkmTJrFnzx4ee+wxVq9e3Sf72xmNRsMZZ5zh14B0zTXXcMMNN/j24+mnn+5ysYXeGDhwIL/88ouvIfDVV18F4MQTTyQuLo7KykqWLl3q18DTtsdpWz/99BOXXHIJV155JSkpKXz33Xc8/vjjftucddZZvp97W5+ed9553HPPPb7bd9xxB8XFxRx55JHU1dXx/PPPU1xc7Ht8ypQp7SYXD6QzzzyTf/3rX77bf/3rX9mzZw9Tp05l7969PPfcc75J1YUQQoiDhTQwiZCRk5PjNwzj3nvvBWDWrFlMmDCBf/3rX5x55pm+LveVlZV+Hz5bU6vVPPLII+3mbmq9dD3A/PnzmT9/PlOmTGHq1Kkcc8wxfPLJJ77HN2zYwCWXXNLpPtfX13c611Aw6fV6/vrXv3LjjTf6hjv8+OOPXH311R1uf9NNN3U4l0ZvjB07lj/84Q9+V3GXLl3qt9KTRqPxm6uprfj4eOLi4nzzqzQ1NXHxxRcD8Oijj0oDkxD9IC0tjcsvv5xnnnnGd9/KlStZuXKl33axsbG97uF55JFHcskll/j1gHznnXd45513Otx+3Lhx3HTTTX73TZgwgYSEBGprawHvkvJz5sxBq9X6ekUmJSVRU1MT0JVAr776alasWOFr+G9sbOSf//yn3zZmsxm1Wt3nQ68HDx7M7NmzWbx4se++V1991dfQ1JErrriiy9fUarV8//337SYMb5Gfn8+cOXN8t3tbn5555pm88847vjyr1cojjzzS4XP1ej233XZbl/vf1y644ALefPNNioqKAG8D2aOPPsqjjz7q26Yv/iaEEEKIcCJD5ETIOOWUUzq8v2UoXGZmJq+++iqjRo3q8nViY2OZP38+xx9/fLvHTjrppA7nH2rJ+OMf/8hRRx3V6WubTCa/uZ8cDodfo1h/mjlzJn//+9/3u9rOZZddxkUXXRSQffjHP/7RbrheC41Gw7333uvXSNRRw9zJJ5/c4fPbDokUQgTPDTfc0Ok5Gry9cyZNmuR3X0/nerv99tv5y1/+0uUqbeAdOv3iiy+2W+3LYDDw97//vd1cTC2NS8nJyTz77LMBmYuutYSEBF544YV2FzpamM1mHnvsMb/eV31p7ty5nHPOOfvdTqvVcscdd3DSSSd1ud2///3vTuuXnJwcnn32Wb85D3tbn2o0Gp5++mkOP/zwLvcrKiqKJ554guHDh3e5XV8zGo3897//JS0trcPH4+Pj2/Xw6u+LUUIIIUSgSQ8mETJOPvlkmpubWbhwITt27ECv15OVlcWRRx7p2yY/P5833niDlStX8v777/Prr79SWVmJ0WgkNzeXadOmMXv27E5Xjhs3bhzPPPMM//3vf9m6dSsqlYq0tDSmTZsGeD9oP/vssyxcuJB3332XoqIiFEUhLS2NyZMnc+mll1JTU+ObKBXggw8+6PPhZj01a9YsjjjiCF599VVWr15NeXk5drudxMREJkyYwOzZszucHL2vGI1GXn75ZZYsWcLy5cspLCxEr9czbtw4rrzySsaPH8+SJUt823f0BfKuu+4iLi6O999/n8rKSqKjoxk8eDBDhw4N2H4LIbqmVqv5z3/+w9FHH83rr7/Ob7/9BsDIkSO57LLLOPbYY7nmmmv8nrO/BqKusq666ipOPvlkli9fzpdffklJSQlWq5UBAwYwfvx4/vSnP/nVDW3NnDmTJUuW8MILL/DDDz9gtVrJzMzkhBNO4JJLLiE+Pr5H+3aghg8fzvvvv89zzz3HZ599RkVFBYmJiUydOpWrrrqK7Oxs7r///oBka7Va/vGPf3DGGWewbNkyfvzxRyoqKmhubsZsNpOdnc3EiROZNWsWgwcP3u/rTZ8+nbfeeosnnniCdevWYbFYyM7O5qSTTuLSSy/1rR7XOr+39WlcXBwvv/wyH330Ee+88w6bNm2irq4OvV5PTk4OU6dO5YILLgjq0LjW8vLyWL58ud/vNz4+nmOOOYZrr722XZn09G9CCCGECBcqJZD9w4UQBw2Hw9GuJ0FHZs6c6RtSMGDAgIDPhSKE6B2n04lWq91v74tLL73U7+95w4YN++1RKULXnDlz/CYml9+nv+7UeZWVlRx99NG+2yeffDLz5s0L9K4JIYQQ/UZ6MAkh+sRzzz3HCy+8QFpaGhkZGeTn53P33Xf7bVNdXe234pDMqSRE6Hv//ff529/+Rnp6uu/v+7777vP7cu1wOPxWDUtJSZHGCBHRLrvsMrZt20Z6ejrp6elMmzaNWbNm+W2zYcMGv9tt54EUQgghIo00MAkh+kR2drZvhbrCwkJWr16N0WjkhBNOQKvVUlRUxIsvvui3zHVX83MIIUJDdnY2DoeDXbt2sWvXLsA7jO3ss8/GZDJRUlLCkiVLqK6u9j1H/rZFpMvJyWHdunXU19ezdetW1q5di1qtZvTo0TgcDjZt2sT8+fP9ntPVsE4hhBAiEsgQOSGC4MQTT+zxc1NTU/2Wug5VTU1NzJw5k71793Zr++joaD788ENSUlICvGdCiN7weDycfvrp3V7QQKvVsnTpUkaMGBHgPYtcF110EZWVlT1+/kcffdTrfZAhcl375ZdfmDVrVrdXIhwzZozfqqpCCCFEJJIeTEIEQWFhYY+f63A4+nBPAic6Oponn3ySq6++mrq6ui63jYqK4j//+Y80LgkRBtRqNU888QSXXnopZWVlXW6r0+m49957pXGpl4qLi/2GE4vQc8ghh3DPPffw4IMP+lYo7Exubq7MvSSEEOKgIA1MQog+M378eD788EPeeOMNVq9ezc6dO2loaEBRFKKiosjNzeWII47gvPPO67dVf4QQBy4vL4/333+fpUuX8vXXX/Pbb79RV1eHy+UiOjqarKwsJk2axHnnnUdubm5/764QQXHBBRdw2GGH8eabb/Ljjz9SXFyM1WpFpVIRFxfHsGHDmD59OmeeeSYmk6m/d1cIIYQIOBkiJ4QQQgghhBBCCCF6RXowBcFPP/2EoijodLr+3hUhhOiQ0+lEpVIxbty4/t6ViCd1ghAi1EmdIIQQoifU/b0DBwNFUbo9CWRrHo8nAHsjWZGSJ1mS1ZdZPT1PiQMXDnVCsPMkS7JCISvYeaGcJXWCEEKInpAeTEGg0+nweDy+8fd5eXmUlpbicDgwmUwkJyeze/duAAYMGICiKFRXV2OxWBgxYgQVFRXY7XYMBgPp6ekUFRUBkJSUhFqtpqqqCvAumVtVVYXNZkOv15OVlcXOnTsBSEhIQKfTsWfPHsC77HRNTQ0WiwWtVuu7UgUQHx+P0WikoqICgMzMTOrr62lqakKj0ZCXl8eOHTtQFIXY2FiioqIoLy8HICMjg6amJhoaGlCpVOTn57Nz5048Hg8xMTHExsayfft2TCYTaWlp2Gw26uvrARg8eDBFRUW4XC6ioqJISEigpKQE8K6k5nA4qK2tBWDQoEEUFxfjdDoxm80MGDDAV4bJycm43W7f+xs5ciRlZWU0NzdjNBpJTU31LbU9YMAAAN/KZwMHDqSystJX3hkZGb4JuhMTE9FoNH7lvXfvXqxWKzqdjuzsbDZu3IjJZCIhIQG9Xu9bBSgrK4va2lpfeefm5lJQUABAXFwcJpPJr7wbGhpobGxErVYzaNAgv/KOjo6mrKwMi8XCoEGDsFgsfuVdWFiI2+0mOjqauLg430SxaWlp2O123wTc+fn57Nq1y1feiYmJFBcXA5CSkoLT6fSVt6IoGAyGDo/Z5ORkPB6Pb4ny3NxcysvLfeWdlpbmd8yqVCpfebc9ZjMzM9m0aRMmk4nExES0Wq3fMVtdXe0r75ycHHbs2OE7Zg0Gg19519XV+R2zrcvbbDZTXl6OxWIhPz+fxsZGv/JufczGxMT4JjZOT0/HarX6HbOtyzs+Pt7vmG1ubvaVt6Io6PV63zGblJTkV94ul4uampoDOke0lHfbc8TmzZsxmUwHdI7weDyo1XLNIRhaei6NGTPmgJ5XUFDA4MGDA7FL/Z4nWZIVClnBzgvlrI0bNwZwb4QQQkQqmYMpCFoq6QP9MlFSUkJWVlYgdkmyIiBPsiSrL7N6ep4SBy4c6oRg50mWZIVCVrDzQjlL6gQhhBA9IZerQ1haWppkhVFWsPMkS7JCIUsEj5zPJEuyIisvUrOEEEIcvGSIXAgrKioKWtdpyQq/PMmSrFDIEj3j8Xh8wzYPZNj0qFGjgjJseuDAgWzevJmoqKiAD5suLS31DVcN9LBp8A5XNRqNQRk23VKGwRo2PXjw4IgbNt1ShsEYNg3gdruJj48P+LDp/Px8tmzZgslkCviw6aKiIiwWCzk5OTJsWgghREDJELkg6Gk341Aemy9Z/Z8nWZLVl1kyHCJ4wqFOCHaeZElWKGQFOy+Us6ROEEII0RNyaSKEJSUlSVYYZQU7T7IkKxSyRPDI+UyyJCuy8iI1SwghxMFLhsiFGI/Hg9vtBrzdtJ1OZ1ByJavv8oLVrbxl1b9gkCzJimTPPfccCxcuZPXq1e0es9vtPPXUU3zwwQfU1NQwfPhwbrrpJo444oig7V/LeaU/zmeReK4Odpbb7Uaj0QQ8K1LPMcE+n0Xqe5N6QQghRDBIA1OIUBSF+vp6bDYbLaMWGxoacDgcQcmXrL7LczqdmEwm4uLiAvqBbu/evcTHxwfs9SVLsg4GX331FU888QRxcXEdPn7LLbfwxRdfcP755zNo0CCWLl3K5ZdfzsKFC5k4cWJA981ms9HU1ORrDOmP81kknqv7I0un0xEdHY3JZApYVqSeY4J9PovU9yb1ghBCiGCQBqYQYbPZsFqtxMTEYDAYUKlUaLVaEhISgpIvWX2XZzKZaGxsRK/XYzabg5YthOg+RVFYsmQJDz30UKe9WdasWcNnn33GnXfeycUXXwzAH//4R/7whz/wwAMP8NZbbwVs/2w2G7W1tRgMBhISEtBoNP1yPovEc3Wws2JiYrBarb4JsgPZyCSEEEII0Z+kgSkEKIpCQ0MDJpOJmJgY3/1JSUlB6VYvWX2f53K5fL/TQPViysnJCcjrSpZkHQxmzZrFL7/8wpQpU6itrfWtNtXae++9h06n45xzzvHdZzabOeuss5g3bx5FRUXk5uYGZP+ampowGAwkJib6ziH9dT6TrN5nGY1GampqaGpqClgDU6SeY4J9PovU9yb1ghBCiGCQBqYQ4PF48Hg87T50WiwWYmNjg7IPktW3eSaTCZvNhsfjCdgXmaqqKjIzMwPy2i2sToXFm224rQ2cPz6FeGPg55YKxvuK1CyHW2FViYNhmr1kZQXnfYWrsrIy7rvvPs455xwuvPDCDrfZtGkTeXl57Xoijho1yvd4IBqYWuYISkhI8Gug7q/zWSA1u+1srfkZsxLLkJSRAc1q0R91kEqlwmw2U1tbG7A5mYJ1Pvu2xMH7W+swGk1U2SrYa/M2zqZFF5ETt8Vv23WlJwGQGuXhseOO9nvs5s+/psKy/zolVpNAZty+xhG34mZ77Sbf7cMyP/Tbfnf9cCqa8gC49bCBTEjL9j324c6tLNq0t9MsvUbh5HQds8Yfvt/96guRVgcJIYQQ0sAUAjweD0C7iaFdLlfQ9kGy+jav5XcZyAYmm80WkNdt7X9bbCzeZAN0LN1Vyx8GG7lxojmgc0sF431FWlat3cM72+28td1OjV3h1uFOsrICFhcRVq5ciV6v73KbyspKxo4d2+7+lJQUwNtIFQgtdULbc0d/nc8CaW35r5Q2bUOtaiYzYSBmXVTAM/urDmr5fQaqXgjG+azW7uGerxtxeDSAA0j8/R/stf9KUZN/Y09Vw19+f15Ru9faWh1FoyO3W7mba9vOmTXC95OdG/weabLnYHN4H6+w7PF7rKihkeKGEXTlmfoqzj40OIt1REodJIQQQrSQBqYg8Xg8FBQUAJCXl0dpaSkOhwOTyUR8fDwNDQ1otVpiY2NRFAWbzYbT6cTj8dDU1ITL5UKj0RATE0NdXR2Ab/iV1WoFIC4uDovF4ts2NjbWN+eD0WhEo9FgsVgAiI2N9WWo1WrUajU1NTW+bbVaLU1NTQDExMTQ3NyMw+FApVKRkJDg29ZgMKDT6fy2dTgcNDc3A5CYmEhtbS2KoqDX6zEYDDidTmpqaoiOjsbpdPptW1dXh8fjQafTYTKZaGhoACAqKgq3243dbgcgISGB+vp637Zms5n6+nrAO4SlbRk2NjbidrvRarVERUX5bQt0Wob7K2+r1eorw7i4ON9702g0OJ1OCgsLUavVZGVlUVtbi8ViQavVkpub6zse4uLiMJlMVFRUAJCZmUlDQwONjY2o1WoGDRrEjh07UBSF2NhYoqOjKSsrw2azYbFYsFgsNDQ0oFKpyM/Pp7CwELfbTXR0NHFxcZSWlgKQlpaG3W73vZ/8/Hx27dqFy+UiKiqKxMREiouLAe8XaKfTyec7XLScJhxuKK+up6ysjuTkZHbv3g1AcnIyHo+H6upqAHJzcykvL6e5uRmj0UhaWhpFRUWAd7iISqVi717vFeScnByqqqqw2Wzo9XoyMzOx2WwUFBSQmJiIVqtlzx7vF4Ts7Gyqq6uxWq3odDpycnLYsWMHAPHx8RgMBt8wp6ysLOrq6mhqakKj0ZCXl+dX3mazmfLyct/cZ42NjX7lvXPnTjweDzExMcTExPgaEtLT07Farb7jZ/DgwX7lHR8fT0lJCQCpqak0Nzf7ylun07Fr1y6cTidms5mkpCS/8na5XL6/q7bniNblPWDAABRFobq6mjKbmjVNyXxU2IzTs6/Rb0WpjtHxBSQlJaFWq6mqquqwvLOysti5cydA0FY/DBX7a1wCb++TjoYzGY1GoHdf2EK9Tmh9PgtknbCjJhOF4ahUtZQ17CbdmBPQOgG8FwDq6+uDWicYjUY8Hg8NDQ00NTWRk5MTlnXCyp1NODzRB3y8K4pCQUGBX53gUTwH/DoHas+eKgoUna9OaHmvXXF5kvloyy8MNcQEtE7Iz8+nubmZgoKCPqsTwFsHV1RUYLfbMRgMpKenU1RU5JvXTeoEIYQQgaRSWpYsEwGzceNGAMaMGdPh406nk6qqKpKTk9HpdL77g1m5S1bf5nX2O+1LgV76utbu4bSl3i+jcXoVTgWenhHLkIR97dLNLoUvdzuYPlCPTtM3vZqCtaR3uGYpisIPFS7+t8XGmjL/yanVKjgmW8/Zw/SMTTUc0Ovu7zwVyebMmcPOnTtZvXq13/2jR49m+vTpPPHEE37379q1ixkzZnDttddyww3+vSe6IxzqhGDk7bE28n6B929Crark0NQKDk05ImB5LfqrDgp0vRCM89m/1hbzzm/eRrhbDoti5AA7Vqe3MdGsU4htc9qpaPLWCyatjuFJqX6Pba2uxObqeIL91oxqE7HGeN9tj+LxDcsDSIv2/xjb0AxWpzd3SMIAovVG32M1Ngu7Gmo7zHl5005+KPcOfz1zWCl/mdS+92JfC+U66GCuE4QQQvSc9GAKYXV1dSQmJkpWmGQFO6+wsJDBgwcH7PXXtWq8mDLAyk1HZ2LS+jcifVTYzL/WWpj/k4rbDotmSvb+e4XsT6DfV7hmOdwKnxc18/oWOzvq3H6PmXUqTss3cNZwI+nRGm9PiNTgvK9IZjabfT1kWmu5Lzr6wHty9Eaknc/KGp2A9wuvRl1Btb0qYFmtRWodFIzz2TclpcAQAEYnWxmSkAjEd7p9ehcjHts2OHWmoKCAzOSkVvdoyI7tfAxwV5mJpigSTR1v0OzW8UO59+daW1639q23wqkOEkIIIbpD+r6KgJozZw7Dhg3j3HPP7XSbm2++mWHDhjF37lwApk+f7vtZ9J+1ZfvmvBgT72rXuORRFN7Y4v2iXW1TGGCW00kg1Dd7WLjRytnLa/nnGotf41JqlJrrxpt564x4rp8YRXp08FYYOxhkZGT4hpK01jJsMzW1e1+Qhb+WeuGuP//Zd59KVc8eiw6Xx3t8S70QejweD7X2dAA0qlry4+L7d4f62MS0FKJ03nru5z1OpIO/EEIIceCkB1MIC9RSxsHOUqvV/Pzzz1RUVJCWluaXZbVa+eKLLwKWHcwyDHZeIK+KexSFdeXeHkxmnYpJOTHttlEBc4+I4vVf7TQ6PAxP8j+dfF/uQKNSMS5Ve0CTggezh0YoZ+1ucPPGVhsf7mim2b/DEiOStJw70sgx2Xq06vZlG8z3FclGjRrFu+++i91u9827BLB582Yg+ENHIul8plar2bllAw3VlcQmpeJweVcYK21qIFlriJh6IVLqBICf9pTiUby99hKMlajVwekNE6zzmVat4pAULd+WOqm1K+xqcJMbF9iPyaFcBwkhhBA9IV0OQlgw59oIZNbIkSMxGAx89NFH7bK++OILTCZTwHoCBHuCymDmabWB++C7vcZNXbP36u2ENC0mffv5QlQqFWOSdfzzmBj+c5z/kt+KovDEeis3fNbAZSvq+XhnM053964GB/J9hVPW+wV2lm/f17ikVsGxOXqemRnLcyfGctxAQ4eNSz3JEh078cQTcTgcvP766777rFYrS5cuZezYseTk5HTx7L4XSeez4SNGotEZ2LbmU7/7SxqaIqpeiJQ6AeCb0n2rJubFtl3VLXCCeT47NHVfXfdTZeBXGwzlOkgIIYToCWlgCmEtq/uEe5bZbOaYY47xNTC1zlqxYgUzZ84M2AefYJZhsPNahukEQuvhcZPT9fvNatvQsb7CSWG9t2Vke62bf3zbxNnLa1m8yUZDc9crBwXyfYVqltOtYHP5N8D9aZgRjQpMWjh7uJHX/hDP/UfHMCZZt98eYcF8X5Fs6tSpTJ06lX/96188+OCDvP7661xwwQVUVFRwxx13BH1/Iul8ptYbyR8/ha1rPiXZ7EKvriE1qoq0aHNE1QuRUicAbKpq9v08yBi84WPBPJ+NHrCvfnpz2y8BzwuVOkgIIYToK3I5I8S5f96K66NvUJoDe7XQ6PFg7+JKq8qgR3vSVDSHDOvR65988sncdNNNVFRU+JYHb2pq4uuvv2bBggV8/fXXPXpdERhrW03wPTlDh6XiwJ4/LlXH/x0VzetbbGyr8TY07bUpPPuzlYUbrZwy2MjZw41kxRzccwY1Ojws397M0m02zhhq5OIxZt9jqVEa/nl0DIekaonRy7WA/vL4448zb9483nvvPWw2G8OGDePFF19k4sSJ/bI/waoToOt6obd1gsXpYOy0Gbwz7w7SPdUclRFHYmKi1AshrLhh3+TYkxKTutgyfA1L1KOiGoUoShsGBH3lRiGEECLcSQNTCIuNjcX1xfsoe2oCnrW/j08K4PpiXY+/TBx77LGYTCY++ugjLrjgAgA+/fRTkpKSmDBhQo9esztiY2P3v1GY5mVnZwfkdRsdHjbv9Q4NyIlVkx6tofkAs7RqFSfkGTg+V8+GKhevb7HxTbETBbC7Ydk2O29tszMlW8es4SYOSdk3T1Og3ldH+juryaHw/C9WPAq8tc3O+SNN6DX7eif1dFW+YL6vSLB48eJOH4uKiuKee+7hnnvu6dNMj8fjXe0PyMvLo7S0FIfDgclkIj4+noaGBrRaLbGxsSiKgs1mQ1EUXF+sC0qdAF3XCwpg//RbHDkpJCQkUFPj3SeDwYBOp6Opybt0fUxMDA6Hg+Zmb++XxMREnE4nbo+a/PFT0RtMfPvJB+Sddx4Oh4P333+fhIQE8vK8q3g5HA5qamrweDx4PB5fTlRUFG6327eiX0JCAvX19Xg8HnQ6HWazmfr6esDbi7alDFv2qb6+HrfbjVarJSoqym9b8A6FBIiLi8NiseByudBoNMTExFBXVwd451dSqVR+21qtVpxOJ2q1mri4OBRFoaamBqPRiMfjoaGhgaamJnJycqitrcVisaDVasnNzfUdD3FxcZhMJioqvC37mZmZNDQ00NjYiFqtZtCgQezYsQNFUYiNjSU6OpqysjI8Hg8WiwWLxUJDQwMqlYr8/HwKCwtxu91ER0cTFxdHaWkpAGlpadjtdt/7yc/PZ9euXbhcLqKiokhMTKS4uNhbZokJNDkyAdBryjlk0FB2797tO2aTk5PZvXs3AMnJyXg8HqqrqwHIzc2lvLyc5uZmjEYjaWlpFBUVAZCUlIRKpWLv3r0A5OTkUFVVhc1mQ6/Xk5mZ6ftbSUxMRKvV+nriZGdnU11djdVqRafTkZOTw44dOwCIj4/HYDBQWVkJQFZWFnV1dTQ1NaHRaMjLy/Mrb7PZTHm5dwm5RNMeqm3DcCvxvPfzOk4ffzg7d+7E4/EQExNDTEwMZWXe4YLp6elYrVbf8TN48GC/8o6Pj6ekpATwLgrQ3NzsV95qtZqCggLMZjNJSUm+8k5JScHlcvmO97bniNblPWDAABRF8SvviooK7HY7BoOB9PR0ioqKvJO019aiVqt9ixe0Le+srCx27twJII1rQgghekQamEKYzWbDPH0yrg9XBfxqtaIoXQ67URn0aKcd1uPXNxqNTJ8+nY8++og//elPxMTE8MEHH3DSSScd0ATQB8pmsxET036C6kjIq66uJiMjo89f94cKJy3TJU3O0PcqS6VScUiKjkNSdJQ0unlzq50PCuzY3d4vqKuKnawqdjI8UcOsESamDdQH7H11JJhZe/dWY0hI81ttLz1aw9HZer7a7WBUspaGZoUB5t7/PQTzfYmeUavVfkuGt57Pyel0EhsbS0JCAjqdd04Yk8lEY2Mj2iDVCdB1vaAy6DGecCRRCQlA+wmEW9/W6XRERe3r/aKo1SiAzmBk6KTD+fabb7jkoovQ6/V89tlnnHLKKSQleXvI6PV6EhMTUavVqNXqdjktDULgbVTobB9g34TbjY2NxMXFdblt60nd21446Grbtud/vV7vu6/l95qcnIxOpyM9Pd1v27ZLyLe+3XZOqvz8/HbblpWVERUVRVRUFCkpKb7HWhrrOnrd6OhoBgwY4Ludm5vb4bafFm0HvL+TtOg6amtr281B1nb/E34/NqB9o3fbbVv/7jIzM/0ei46O9juftf59tD3PtX3d1r+PtLS0LrdtuT2uZBNrqlah0/yCNu5MAAYNGtTpc6OiokhOTvbd7qq8Y2Ji/MrbaDT6vYe2+9T6WDuQ8s7Kymq3bVlZmW+b1sd/2/Jued2NGzcihBBCHChpYAphTqcTzSHDetxr6EDU1NQEfIWRk046ieuuu47S0lJSU1NZs2YNN910U0AznU7n/jcK07yWq+Z9re3wuL7KyorRcPOkKC4ba+Kd35pZts3GXpu3JWtrjZu/r27imZ/UHDvAzSUDPEEZFhaoMmzN5VFYucvBwp81WDx1vPnHBHSteilddaiZP48z9+lwwWC8LxF8wawTIHD1gt3louXjx+HTjubFf/yd0tJSUlJS+HbNt8y+8rI+z2wtmOfpSKgTAL4rq6KlgWlYoiqo55hgn8+OSTLyS8P/ANhS+z2ncFbAsiK5HIUQQhycpIEphEXaSjdHH300UVFRfPHFFyQlJZGVlcXo0aMDmhlJqy611dKzoS8piuJrYNJrYFyKrs+zYg1q5ow2ce4IIyt3OfjfFhvba73zNO2xenhjt5n3ymo5d4SJyw4x7+fVeicQZdiiodnDewXNLN1mp8rqwXu69TY2zRxk8G2XHdv381AF8n2J/hMp57PmVitKzpg2hdf/E8UHn33CbkcMscmZ7I3N7OLZvRdpdWuLQP7d21weVCoLihLFYelJ6DTBO8cE+3w2MGYoJm0UNpeFzdU/7reHd28E871JvSCEECIYpIEpSHoy30bL85qamro9/0PruSJiY2Opra0FvN2wNRqNb0Wb2NhYbDab31wRLWP9jUYjWq3Wbw6N5uZmHA4HKpXqgObbAO8V3JqaGvR6PdOnT2flypUYDAZOPPFELBYLzc3NuN3eBoa6ujrcbjdOpxOXy0VDQwPQu/k2PB4PjY2NQZlvo2WOEI1Gg9PppLCwELVaTVZWVp/PtwH0+Xwb320rZY/V23V+VAIUF+3wHbOBmG9jWk4Oo/QWfqp08mmliR9rvKckmwssVhsNDa6Az7dhtVppbGz0K+/ezLfxY0EZn1QY+KbKiN2Nn9xoN5aacsqM+oDOt+F0OikoKCApKUnm24ggbYd1hWue29NynHkYnpLG8ccfz/er11Dj1DLiqBOxOE0ByW0RzHIMZlbbIVR96YGjp+LyuPmpsoRRAwZh0gavsSKQ76sjeQPzGFkxjh/2fENdczWlTUVkxeTt/4k9EMz3FuxyFEIIcXCSBqYg6cl8GzU1NajV6gOa/2F/2xoM+3pOtJ6boKOhEG3n0Ojqdbuab0On0/keP/XUU7nqqqtQq9X8/e9/980XodF4e3HEx8ej0WjYtWsXr7zyCm2NHz+esWPH+rbtap9al2Gw5tto2d7pdGKxWMjIyPCVXV/Pt1FQUNDn8200x2SiVjXhUWDqQDODB3uHRBQUFHS5v9Dz+TaysjLJyoLTgN0Nbl5YW8G6WhPnHxJPrHnf8V9t87DFkcQxg9LRqlUdvu6BzrfRMrmq2Wz2K+8DnW9DURQ2VLl4Yq2dVcVxtF7AWwUclaVjSmwNp4wb6HclPFDzbbTdXubbiAy1tbUBH8oc6LwqaxMK3vO9QVuPQZvJySefzFVXXQUqFSdcNhePEkV9s63dcwsKCnj55Zfb3d+6XuiOYJZjMLN27NjR7jzRl7RqDZPSBwId1wmBEuj31VHeiKSJfFe+B6drLMt/K+S68YFpYArmewt2OQohhDg4SQOTCKojjzyS6OhoMjMz2zWatLZx48YOv/DeeOONB/RFQhyYGXkGjsjU8UOFkxFJwT895MRquDDPxt3TMjBo/YckvLXNzsJNNlKj1Pz1yGgOTe3dFfQNVev4vvpbSgxDSDAOIN6QSLxhADH6ONSq7vXkcXkUvtztHea3pdq/u5JBAyfnGzh7uImcWA0FBXsCOqG9EOFgx+89KAGSjN7VKlvqhZjkZJIyvV/ki+rr2j1X6gURLNHaydRZTgFgVfEWrhvfzzskhBBChAlpYAphrXvKhGtW2+W/dTodX3/9td/KPwArV67s8OfeCmYZBjuvbQ+uvhKjV3NsjsHvvkBldSQ+Pr5d41KzS2H5b97hkXutHjKiezeU6/uKr3lg3U3eG5X+j5037GrOGXZFq2wbb2x/gXhjEgmGJOINSejUSawpTeDd3xT2WD1+z08yqThrmInThxiINezbz2CXoYg8kXA+K29yc/7fXwAgJ7YR2FcvbK6vZWNVy3aOiKgXIqFOOJiyWvKOjY/jfipQMFPRlB6wIcSRXI5CCCEOTtLAFMJaho1JVnhkBTuv9XDHSM/Sa+C+qTH8b4uNGL2KlCj/cv5iVzPJZjWjk/ffq6nWvpenfv57p4/HG/yHs9TYq3irYAEAbk8aNscZ2B0nouDfYynWUMElY5L545Bk3ypxDc21WFxNJBgG9HsZivAXCeezRkdLg4uH/Ph9f2sajYaBsbG+Bqba5sC910itgwL1d3/B+6toaNYzMK6Z+6dMJM5ojujzmcFgwKDVcWR2EbE6DcflZgQ0K1ikXhBCCBEM0sAUwiwWS9A+EEhW+OVVVlZ2OAdUJGapVCompOmYkKbD7VH8Hmt2Kzy6zkJds8KoAVpmjTBydLbeN09Ta4qi8OTP99Lg8E5+PyRqLFPzZlDfXE2tvZq65moyonP9nlPbXL0vy3k4NseZfo/rtWsw6Zeh0/zCCbmf+hqXAL4ofp+Xf50HgEFt9A7FMw7w9YSKNyQRb0wizZzJ2OTJB15YnQjm70v0TE8WfnA4HKSkpARt4Yfa2lr0en2fLvxw7ogkNpWVUu904bSnojZAY2MjDoeDhIQEVFhRMGB3RqMoit9iDiaTqU8WflAUBbvdHpSFH1qXocfjoaGhgaamJnJycvp84QeLxcLgwYP7dOGH4uJiiuvTcCuJ1NoslO8uoUqtRlEUamtr+3zhh7YLEWRmZrJz507f/mi12oAv/OB2u4mPj+eKzHRveWfk9mrhh5KSEgBSU1Npbm72K++ioiJMJhNmszmgCz8UFRVhsVjIycmRhR+EEEIElEpRFGX/m/Wv0tJSTjvtNGbMmMFDDz3k99iyZctYtGgRhYWFJCcnc8opp3DNNde065a+dOlSXn75ZYqLi0lLS+PCCy9k9uzZ7bI+//xznn76aXbu3ElCQgJ/+tOf+POf/4xW2/O2uJY5I8aMGdPh406nk6qqKpKTk/0m0+5o4u1Akay+zevsd9qX+nqS1es+qScjWsMRmTqmDfRvJAvmhK4HmrVih50H1lj87kuLUnP2cCOn5huI0u/7gLyi8HWe3/gIAPGGJG4c+DCHDu94cg2XR8HuUlCpLPxWu5m65mr2WOv474/TcXnUpEf/QILpQ2yeX2l01KFCxRunrUWj2tdjYeHmx1i+Y9F+38PQhNE8PNV/u8d//Bt7bRWthub9Pk+UMYkEwwDiDUnE6uPRqNufm3ry+9rfeUr0nXCoE4Kd15L1+pZirE7v4gInDXKRHh27n2f2PCsYWmcFul4IxHl6V/0e5rxfh0dJIsFUwHt/mhywrM4EMyvYeaGcJXWCEEKIngj5HkyKonDXXXf5rrK2Nn/+fB5//HGmTZvGeeedx4YNG3j22WcpKSnhP//5j2+7hQsX8sADDzB9+nRmz57Nd999x3333UdTU5N35Zrfffrpp1x//fVMnDiR2267jW3btvHUU0+xZ88e7rvvvqC839barmYmWaGdFey8jlYO66nSRjc/73Hx8x4XpU3udg1MfZm1PweadXyud1//t8XOjjrvsLUKi4cnf7Dy4gYbpw02cPYwI2nRGtRo0Kn1OD0Orh93L8NjR7Z7PZtL4d3f7Ly51c5h6TpuPzyGQ1MO9z0+KNbJ4AQN8caTgZMBcHtcNDjq/BqXAHLjhjIlYwZ1zTXU2Kuod9RgcTa2y4w3DGh33/bajZRZdnX53lWouGjUzZyef4HvPrvLhiWqpsvnifAUyeezlqwEower03vf7oaGgDQwRWodFIjzdLl1E4nRt+JRBnB8zgXA5IBldSaYWcHOi9QsIYQQB6+Qb2BasmQJP/zwQ7v7i4qKmD9/PieddBLz5s1DpVJx7rnnEhUVxaJFi7j22mvJz8+noaGBxx57jOOOO46nn34alUrFeeedx80338z8+fM5++yzSUxMxO128+CDDzJq1CgWLFjgu7oYGxvLCy+8wOzZsxk2bFhQ37vdbic6OlqywiQr2Hl1dXWkpaX1yWsV1bsxaKDZDZMz2l9Z78us/TnQLL1Gxcn5Rk4aZGB9hZP/bbHzXZn3G6rVqfC/LXaWbrVzbI6eWSP+yL+OPpSf93zH+JSjqKioaJfl9ii8uMGG1anwUWEzVx5qJt64rxfUxPT25aNRa0kwtm8kOibrZI7J8jZCtWQ53M3UN9dQ2+wdkldn30uiKaXdc22u9o3qbSkoROn8j7e9tgp+rfyZQ9IP2+/zRXiJ5PNZS1ZGtIHS39tga+2Bmb8oUuugQJynf6vdjEoFGtVeJqfnBDSrM8HMaptXb7fySdEOVpfWcumYwYxN6dv5mCK5HIUQQhycQrqBaffu3Tz66KNcd911zJs3z++xd955B6fTyW233ea39Pf5559PVFQULSP/Vq5cidVq5fzzz/fbbs6cOaxYsYLPPvuMc845h59++onS0lKuuuoqv67rc+bM4fnnn2fFihVBb2ByOBySFUZZwc5rmeOkLxyVpWfFOYls2OMkO6b9l7q+zNqfnmapVCompeuZlK6nsM7FG1vtfLyzGYcH3Ap8vsvB57scjElO4dwR5+D2KDQ1NVFpcZPaatLwaL2a0/IN/G+rnQmpOpqcCvF9sBBUy/vSawwkm9NJNqd3uf1LMz/B5rJSZ99LXXMNdc3V1Da3/LyXOns1tc3VpJoz/Z5X11yN3mPq/Q6LkBPO57Nqm4XPimpIiVIYmhhHZnRch1mD4pL4vtzbQOzyJPRZfkdZwRCudUKL3+o2+X4ekjAqoFmdCWZW27yH1/3A17tHAhmkmLf1eQNTJJejEEKIg1PINjB5PB7mzp3LsGHDuOiii9o1MK1fv568vDwyM71frux2O1qtlry8PG666Sbfdps2eT8cjR492u/5o0aN8j1+zjnndLpdamoqycnJvseDqXWDmGSFflaw8/p6dSKDxttAE4ysrvRFVl68ljsOj+bKQ828ubWR9wrc1Nq9jc4bq1xsrGoiPVpNlCqGku/reOvMBGIN+3opnTfSxGlDDOTG9d0psifvy6Q1Y4rOIT06Z/8b/y4rOg9PTMie2kUvhPP57LfaWizOJArroNlV1a6BqSUrSq8jVu+iwaFQbfPgURTUffy+I7UO6uvztFtxU1D3KwBJxlQSjckBy+pKf66eeEx2Cl9759JmQ5UnoFmBFuxyFEIIcXAK2eUhFi5cyKZNm3jggQc6XMWisLCQzMxMVq9ezemnn84hhxzCuHHjuP3222ls3DfHyZ49ezAajcTHx/s932AwEB8f71sJpGWlkY66D6ekpPi2C6aEhMBcvZWsyMjLy8uTrP3QqOpZt2cWfxz2CrdNNpIXt+8DdnmTh4JGLXY3vPNbs9/zBpjVfdq4BMErw3hjEmOHHBqULBFc4Xw+q7C4fD9nx7bvEtg6a4DZW+e7Faix9f06JJFaB/X1Oeb78mLK6v9Jk/3PJBpm/j975x0eV3H973d7VVv1Xl3lCjYt9I7pJdQQIMWEkpAOJKQA3wBJIEBC+9HBQIBAKAkEQgm92hhwt1eWrN7Laou23fv7Y71XWvVd7a4led7n8eMto/u5c+7szL1nZs5JqNZ4JFNruN7hxRWoCGUJbHHmIUnxdTLNZjsKBAKBYO9kWk5z79y5kzvuuIOrrrqKiooKJb3xUPr7+6mrq+Pyyy/nW9/6FldeeSVr167l8ccfp7GxkTVr1igpmIdnlAtjMBiUtMXhIOKjlTUYDEqq2FiZ7impg8GgMtMaz5TUNpuNnp4eZFlGr9djMBjo6upCr9djtVrx+/0RZXt7e+Oakjpsw/7+/qSkpG5ra0Ov16PRaPD7/dTW1qJWqykqKpq2Kan9/gBW62BKagg5Vf1+v9J+ZFnGYDAkJSX1xo0b45KSuqenh7u3/o6ugXb+XfsoB9va+O38S6gLpPHvBi3r2kMPCmWpKlKkfuz2JsXeiUhJHf4N+P3+hKek3rRpExaLhczMTJGSehYxk7PIaTWfYNSpkOUCKtMPGPH9UK1ss5qduwP2d3okxeEUL2ZrJtN4ZyT7sLGVQLCaQLAaNZsTqjUeezKLnEGrI9PcRKd7DkEpg3XtDazMK02IVqJJth0FAoFAsHcy7RxMwWCQa6+9lgULFnDJJZeMWc7n89HY2Mhvf/tbLrjgAgCOOeYYUlJS+Nvf/sZbb73FscceiyzL4y5RD38Xjtk0VtmpLnNXq9URA3tJyeCWF7/fT2pqKhkZGUr8J5PJRHd3N2q1ekQWmuE3q0OdYhOVNRgGs4OlpKQor0e7CR76fnhK5YnKWiwW5f3wGVy9Xq+U1+v1EWWHrzQbrhN2CE2m7FAbpqWljVs2GhsOLTvUhjBYN7/fj8vloqCgQLFdfn5kzJ3hN3pD35tMJnJzc5X3lZWVI8ra7XYsFgsWi4WcnMEg0cNnKYce12q1kpU1GIy6rKyMK/7bR6pBxYEFMidXVUa09czMULpwu90e0WZHO/+h17m4uHjcskOvXXibaxiLxRJRfuj1KCiIjH8x/LhDr8cG38ds6l8b+lyfziUrfozNmM0c4JgFUO8IsrmmnuOWle2u86ANKyoqxtSxWCxkZw9uFRnP3ikpKYq97XY7paWlY5aFyLYWjb2HZwcabsOh7X+4vcPlwimpBYJ44/Y7cfr7UKsh22TEqB0ZKH8o6Yag8nprdyvzM0X2qz3Bpq7B+FEr8tL33InsYRZk+nk/NK/Em3WNcXUwCQQCgUAw25h2DqaHH36YjRs38vjjjysz/35/KOCnz+eju7sbq9WKyWTC4/Fw1llnRfz96aefzt/+9jc+/fRTjj32WMxms7LqZTher1fJ7hJ2XAwMDEQ4MYaXSyZDnUEzVevCCy/ks88+i/hMq9WSnZ3NEUccwY9//GPS0tK48MILAVizZk1c9YfX68gjj2S//fbjlltuiavOWHqJZLjTLBY63RJftQeU16fMGX21Xzy0Jks8tJqcu3h4463K+yuW/jYifghASaoGU5E1aTFSZpoNBYklllWtwWAQSZKSsqo1LS2NYDBId3f3lFe1NvTWKfXOMRdw7rnnsn79+gh7aLVasrKyOOSQQ7joO5cAuTz1u9WoCHLoQ/fGbVUrhCYC+vr6lFWtp556KsuWLeM3v/lN3Fe1DrWhJEk4HA6cTiclJSVxX9Xq8/lwuVxTXtUaCASwWCz4A/N3Xx2ZfdOz6OrqUtpPSkoK9fX1SVnV6vP5sNvtU17V2tvbi9PpRKPRUF5eHmFvs9lMS0uLcl3b2toUex9WksP7ocWmfNESwO12x2VVa2VlJcFgELvdnvBVrXV1dfh8Pnp6esSqVoFAIBAklGnnYHrvvfcIBAKcf/75I7575ZVXeOWVV7j55pvJy8ujvb19xAN9eMVF+Ka5oKAAj8eD0+mMcBKFB/nwyo/wyoj29vYRK1ba29uTnkEORq4amqlaCxcu5He/+53y3u12s337dv7yl7+wZcsW/v73vydMe3i97rrrroQ6C5N5zYY7QmPhs5bBGer9C0YP8B0vrckyVS2/5Of2db/CGww9eB5beib75x+eEK1omK1agtiIZVWrz+dL2qpWCD146/WD/UKsq1r7gl3K6xxTaFXneOOC3W5n1a9DiT1kNBhSLFh0hlF1ol3VCqHJqqH1uvvuu7FarRHl47WqdagNw9c1OzsbnU4X91WtLpcrLqtaAbxBmXpHyLlRlqalPDdUZug91tDzGe3847WqtbS0NGKlc6yrWofH2BzL3mE7hutXGPDzB9qQMdHuKcRoNMZlVSuEHF9D65aoVa1D2weIVa0CgUAgSBzTbmri6quv5pFHHon4d//99wNw8MEH88gjj3DwwQdTXV1Nf3+/MjsVJjz7E75xG5otbiibNm0CYPHixRHlwp+HaWtro6OjQymXTGZL+lqr1cqyZcuUf/Pnz+fiiy/m0ksvZf369Xz11VcJ0x5er4ULF464SUukXiIJz7ZOhU+b/crr/fLHdo7FQ2uyTFXrmW33UdO3BYACSymXVP80YVrRMFu1BMljT6Zrnwr27jz8gcXIci6ZppDjY6JxYaDxE9QqB2pVF/2+zricR5hkjgszbUwIs6M7QHB3fPWFmSPnImdzfzZcLxSHKbQKKRyHKVFaiUSMCwKBQCBIBtPOwbRo0SIOOuigiH8HHBAKCJqdnc1BBx1ETk4OJ598MgAPPPBAxN8/8sgjQCgeE8Dhhx+OyWQasfVqzZo1GI1Gjj76aAD22WcfcnNzeeqppwgEAhHlVCoVJ510UmIqvBezaNEiAGWpuSzLPPDAAxx++OEsWbKEc845h6+//hqAHTt2MG/ePJ555pmIY7S0tLBgwQJefvllAP79739zyimnsGTJEg444AB+//vfRzghjzzySK655hrlvdPp5MYbb+SQQw5h2bJlnHnmmbzzzjvK9xs3buSiiy5i3333Zfny5Vx88cV8+eWXiTBH0glKMp+3hBxMVp2KhVnTbkFj1GzqWsc/dzwKgEal5af7/gGj1rRnT0og2Ivp8rgYCBTjDy5DCq5Eqx5/lWd4XNC7ulCpPICfhx58UIwLSWZz1+B90IJZMDZMlQWZg5Mxb9Y17sEzEQgEAoFgejNj7xoOPfRQTjrpJNasWUNXVxf7778/H3/8Ma+99hrnnXceCxcuBELLgC+//HJuu+02rrjiCg4//HA++OADXnvtNX7+858rS4rVajVXX301P/3pT7n44os55ZRT2LhxI88++yznnnvuHsm8EV7a/VLNE/yr5okJy1ekzedX+98R8dlNn/6YnX1bJ/zbE8vO43TbRcp7T8DFD98+U3l/cuW3OLXyW5M88/EJ16u2thYYXDq/bt06fD4fv/nNbwgEAtxyyy1cdtllvPvuu8yZM4elS5fy0ksvcc455yjHevHFFzGbzRx77LGsW7eOX/7yl1x++eWsXLmS1tZW/vSnP/Gzn/2MJ54Yab9gMMh3vvMd6urq+NGPfkRFRQUvvPACV1xxBY899hjz58/ne9/7HgcccAB/+9vf8Pl83HvvvXz3u9/lnXfeGbEVYmjdksHwrQHRsrU7gMMXmqJeka9Dqx47FtFUtaIhVi2Xv587vvgNMqE6nT//cirTFyZEKxZmq5YgeSRzTDi58lusKhnsa2MdE+w9vUBonM00BcYsN3xcmFcR+u3Wb2nmA+mjGTsuzKQxYSjvNjQAoe1wo61gms392Wh6Q+Mwdbjit9ptNttRIBAIBHsnM9bBBPDHP/6R+fPn89xzz/HGG29QUFDA1VdfPSL73OrVq5VVTO+99x5FRUX8/ve/57zzzosod+KJJ6JSqbj33nu58cYbyc3N5Uc/+hGrV69OZrUUvF4vOp0Oj99J10D7hOUzTbkjPuvz9Uzqb/sH+iLey7Ic8Xcef+zL/GVZjlgV1tLSwqZNm7j33ntZvnz54Iy1Xs/999+vxGJwOBxcd9112O125s+fz5lnnsnvfvc7GhoaFKfUiy++yIknnojRaGTdunUYjUZWr16txLwwGo3s2LFj1GyC7733Hl999RV33323spLtgAMOoKGhgU8++QStVktPTw/f/va32WeffYBQdrFnnnkGl8s16oND+Jolg/7+/inF2hm6Pe6AgvHPeapa0RCrlsvfT7rBRqenlUWZKzi16sKEacXCbNUSJI9kjgkevzOiP4t1TPAE0pXXpWmDbXKicWG/ZfujQoVWq+Gi35/FUcuOAmbeuDCTxoShbOkMXxsfpWlSQrUmItn92Wh6R5fO5bZPu/EEoKbXMmGG4qloJQoxLggEAoEgGcwIB5PBYGDbtm0jPtdqtXz/+9/n+9///oTHuPDCC5VMZeOxatUqVq1aFdN5xhufLxSA2aSzkmnMmaA0pOkzRv1sMn+rU0VmD1OpVBF/Z9LFHhj7888/V2JchVGr1Rx00EHccMMNyk1aVVVVRKDPcJDK/v5+IOQAvPnmm3nppZe48sor+eKLL6irq1Mywq1cuZLbb7+dk046ieOOO47DDjuMffbZh+OOO27U81q3bh06nY4jjzwy4ryefvppIBTo02az8YMf/IDjjz+eQw45hG984xv84he/GLOu4WuWDPr7+0cEWY2GycZfiodWNMSqlWMu4OaDH+H5HQ9zVMmpaFSahGnFwmzVEiSPZI4JJp01oj+LdUzodKsBGbUK5mQMBjeeaFzQqDVo1XqyS/Lw6xbSM+Aiw2iZcePCTBoTwjT39+ILho6TYmjGqM0fUWY292ej6WnVKpbk6Pi02U+XR6ahX6IkdeIxJhatRCHGBYFAIBAkgxnhYNpbCTteTp3C9rTh2yPGIpx6OIxJa+HBY1+LSXM41dXVXH/99UCoTl6vl3nz5o3I5jZ8Zi2cHleSQrOnVquV448/npdffpkrr7ySF198kfLycpYvXw7A8uXLuf/++3n00UeV4PA2m43LL798VOdib28v6enpY6bhtVgsPPnkk9x777385z//4ZlnnsFoNHLqqady3XXXRWQhCpOslPfAlNIH93kltuyOsVGepiHHMv6NcjJTFU9FS6vWcc68S5OiFS2zVUuQPJI5JkDkuBDLmOD2y8o23GyTOmIb7mTGBUm2oNGn4w8up7avlwyjZcaNCzNlTBjKOw11QGg1WHGKK6FakyHZ/dlYestzdcrEzJdt/rg4mGazHQUCgUCwdyIcTNOYoSlnZ7KWxWKJWxa+M888kxdeeIGvv/6a119/ne9+97sR3x9yyCEccsgheDwePvnkEx5//HH+7//+j6VLl7JkyZKIsikpKfT29o5Y6r5582ZkWaa6upqKigr+/Oc/EwwG+frrr3nppZf4+9//TklJCd/73vdGnF8yr1lFRUXMf7u2xY+0O0PQ/hNsj5uqVrREoxWUAgQkP4YYA3lP13rNJC1B8khm/xIPvRZnUHmdZ418GJ/MuKDXqPDtPkSryz9muek8LsyUMWEo61r7ldeLso2jlpnN/dlYestzB2+Z32vo4JQ5xQnTSgRiXBAIBAJBMhAOpmlMT09P0m5OZ4rWypUrKSsr489//jP9/f2ceuqpynd//OMf+eyzz3juuecwmUwcccQRWCwWPvroI5qbm0c8SKxYsYKHH36Y9957j8MOOwwIxQW59tprKS0tZdWqVfz+97/nX//6F9nZ2Sxfvpzly5fzyiuvKJnv4lm3aNm5c2fMN4xDt8dNxsE0Fa1oiUbruR0P8UHTf/npvjdRnjYvoVpTZbZqCWJDkiTsdjsA5eXlNDU14fP5MJlMpKen43A40Gq1pKamIssyHo8Hv99PdnY2TqeTQCCARqNRHCIAJpMJlUqF2+0GQkkuXC6XUjY1NVVZlWQ0GtFoNLhcoRUqqampioZarSYtLY329nZ0Oh1GoxGtVovTGYq7lJKSgtfrxefzoVKpyMjIoLu7GwhtadfpdDidTrZ2+oBUAKySi+5uCZvNht8f6n+cTicGg4H+/n78fj8ZGRn4/X68Xm/oHDVaBtQ+KqwtlKVaCQQCytY4v9+P2+1mYGCAyspKSktLufnmm+nv7+foo48mGAzS19fHX//6V77++mueeOIJBgYGWLp0KT/4wQ/46KOP2L59O2VlZciyjNfrpbu7m6VLl/Lwww/z6quvcuCBB5KWlobT6eSXv/wlxcXFnHLKKfz+97/niSeeoKioiAULFlBaWsq///1vmpqalLqMZkNJknA4HDidTkpKSujp6cHlcqHVaikrK1PaQ1paGiaTidbWVgAKCwtxOBz09/ejVqupqKigpqYGWZZJTU3FarXS3NyM2+2msrISl8uFw+FApVJRWVlJbW0twWAQq9VKWloaTU1NAOTl5TEwMKC0n8rKSnbt2sWOrkHHWoVKxm63k5OTg9/vV9qPSqVCp9MpbTY7O5v6+noglPFXkiS6uroAKCsro6WlBa/Xi9FoJC8vj7q6OgAyMzNRqVR0dnYCUFJSQkdHBx6PB71eT2FhIZs2bcJsNmOz2dBqtbS3h2KBFRcX09XVhdvtRqfTUVJSQk1NDQDp6ekYDAYlW2BRURG9vb04nU40Gg3l5eUR9jabzbS0tCi/zbS0tAh779y5E7U/iFplRpKNfN4ywPbtOygsLMDtdtPXF4pjWVVVFWHv9PR0GhtDWedyc3Pxer0R9t64cSMmkwmz2UxmZiYNDaFI4jk5OQQCAeV3NbyPGGrvrKysUIy0IfZubW1lYGAAg8FAfn4+dXV1uN1uiouLUavVdHR0jGrvoqIidu7cqdhBrHoSCAQCQbQIB1OSiOVhwufzIUlSUh4mJElSbmRifZgIl/X5fMoDAoQeBLq7u9Hr9RgMBuVG3mq1Kg8Tfr8fnU5Hb28vkiSh0+kIBkNT1/39/Xi9XoLBIAMDA5xwwgnce++9HHjggeh0OiVw5aJFi3jkkUf4xS9+wapVq3C5XKxZs4a0tDQWLlxId3c3kiQhyzLd3d0sWbKEpUuXcvXVV7N69WoKCgp4++23qamp4ec//zkFBQVIksSll17KhRdeiM1m4/XXX6e/v58DDzyQYDCI2+2OeJgI102j0eD3+6mtrUWtVlNUVBT3hwmXy6X8i+Zhoqenl48a0gA1BrWMpb+eFizYbLaIm9uhDxOyLFNfX5+Uh4n+/n7sdvuEDxMeay/PbnsACYlr3r+Yvxz4DJ6eULyTyT5MuFwu3G43/f39Ix4mJEkiJSWFlJQUxaGYn58f88OELMvs2rULv9+f8IeJsA0zMzPFw8Q0Ra1WR2QnLSkZzEzl9/tJTU0lIyNDCRBtMpno7u5GrVaTmpoacSybzRbx3mgcXHUyUVmDwaC8Hh6gWqfTRZQf+np44Orhx7XZbHQ2hYOCS5TlWDFotRF/G94OZ7PZlDFCr9djsVhC5TQass0mDq+oHHGOOp0Os9msbK0+66yzuO222zj00EMV56rNZuOII47g6aef5vrrr+eUU07B7/dz7733kp6eztFHH01qaioqlQqDwYDNZuOYY45h+fLl/N///R8//vGPKS4u5qWXXqKuro6bbrqJvLw8ZFnm17/+NatXr8ZisfCf//wHp9PJcccdN64Nw9c1OzsbnU5Hfn5kbKPh2WqHvjeZTBHxcyorK0eUtdvtWCwWLBYLOTmD8bLKy8vHPK7VaiUrazA2VklJCb0fhrYfqlX9rFq2MqJfyMwMZZaz2+0RbXa08x862RIOwD5W2aHxFwsLCyO+M5vNEeWHtunhmdGGH3fo9cjLyxu3bPi93W4nNzc3wt7hNpWx8RO6PHMIyjb6U92KvbOzs5Wy49k7JSUlwt4mkyni++HnNPR3FY29w7HKhpa12+1KmbS0NOW74fYOH3fDhg0IBAKBQBAtwsGUJGJ5mHA6nUl7mHA6nSNiIkX7MDG0bPgBIfx+6PdWq1XRCj9MhI8/9CZTo9Eo5xk+b7PZrDiYzjnnnIjjnnjiiciyzMMPP8zPfvYzVCoVy5YtY82aNYq91Wo1KpVK+buHHnqIW2+9lQcffBCPx8O8efN4+OGH2W+//QB48MEHufPOO7nlllvweDzMmTOHv/3tbxxzzDEjbDi0bn6/H5fLRUFBgVK3eD9MtLW1xfQw0atJp9cfcpDsm69n4dyxb27DDxNtbW0jgoMm6mEiLy8vQmu0hwm338lP370SidCD0BlzLqYwsyScVVs5znjnELZh+CF1tIeJ0f421oeJydgwXg8Tw20oHiamxpdffslf/vIXvvrqK6xWK4cccghXXXXViN90ohkt7tt01evyuAjKoX7eoOnDoB0/KPhU63bYYYdx2223ccYZZ4z4/NZbb+Xhhx/myiuvVMaFxx9/PKIfCqPRaHjggQe49dZbufPOOyPGhfAq2PC48Otf/zpiXDjggAPiXq9oGC2zabRs7mpFkkP9RYapFbW6LGFakyWZWhPpLcjy80EDaNQ1fNnhYN+8qW2Tm812FAgEAsHeiUqWZXlPn8RsJ/zgNla8Cb/fT0dHhzKrOfTzZKU3nkla4YCt77zzzoQ378ms11C9sa5pPHG73TGlHH5yk4d714dWvf14hZmz5k8cvyhWrViYjNZf1/+O/zX8C4B5GUv4wzceRKOO3l8+3eq1J7Um6qf2VtauXcsll1yC0WjkwgsvxGw289RTTxEIBPj73/8+wmE3GWbCmDBVvU+bm9jUGXKC5ls7OKGiNGFaMH3HhaFaiR4X4tHH3LP+c57aFHKwr8jfxB1HHZowrcmSTK2J9Na1buSGT65Are7n0MIT+Mm+f0iYVryJVkuMCQKBQCCIBbEfYhoTjjUhtEK88MIL/PGPf+Tuu+/moosumtTMcDLrlWy9seJATcSnzYNps/cvmNzseqxasTCR1odN/1WcSyathR/v838xOZcmoxVPZqvWbOf6669HlmWeeuopfvSjH/G9732PZ599Fo/Hwx//+MeknstM6s9aXAHldXHq6IGiJ6vV7XGxvq2F9W0tI76b7uPCTBgThrKhw6O8Xp479oqX2dyfjae3NGceZl2obW/sWstU52hnsx0FAoFAsHciHEyCGcPWrVt56qmnOOaYY/jOd76zp09nRuL2y3zdEbo5LrCqKUqZWV1Ap6eVe78enDFevfhq8ixF4/yFQBA7TU1NbN++nVWrVjFnzhzl86ysLE4//XTefPNNHA7HHjzD6UvfQHhlpERVum3csuPh8nt5cYeK9W1pbOwc+b0YF+JLgVVDqqEWFV4OKy6Z+A/2MrRqHQtsywDoHuigxdWwZ09IIBAIBIJphojBNI0ZHhNpb9e69tprufbaa5OiFSvJ1Isl/ssXrX4CobBF7F+gi0jDHW+tWBlLKygHufOL3+Lyh1YEHFxwLIcVnZgQrUQwW7VmM+HA+/PmjcxQWFpaSjAYZPv27axYsSIp5zNT+rPh8ZeM2om3EY6lZdEZ0KjbCUpW/MEUfMEAes3grct0Hxem+5gwnN8c9A0AvAE/Bu3Y2/hmc382kV511grWd3wMwFcd6yiwxu6Im812FAgEAsHeycxavrCXEU7lLLRmhlay9cLZA6OhOlvLtQdaOLJUzyFFkw8+G4tWrIyl9bJ9DRu71gKQZcrj0iW/mrSDLFqtRDBbtWYz4WQF4SyZQwlnEgxn6EsGM6U/s/f0Kq9tpsDYBSepZdUN7H6lZpejd8xyk2W2jkHx/N2P51yKt9ZEJLs/m0ivLGUF/Z6f0O18lMc3ZI9bdqpa8USMCwKBQCBIBmIF0zTG6/VGZGMTWtNbK9l6fX19EdnMJkOGUc2JlUZOrJw4JspUtWJlTC2VCo1KiyQHuWr5jVj1qSPLxEsrASRDS3a6CbzyHsbttQTPOg7NgoqJ/0gwJpWVlVitVt544w2uvPJKJbOlLMu8+eabQOg3HwuSJGG324FQJsKmpiZ8Ph8mk4n09HQcDgdarZbU1FRkWcbj8SjfO51OAoEAGo2GlJQUent7gVD2SZVKpTxIpqWl4XK5lLKpqan09PQAoeyjGo0Gl8sFhLI1ejwe/H4/arWatLQ0+vv78Xq9GI1GtFqt4mhLSUnB6/Xi8/lQqVRkZGTQ3d0NhDKVNjsHnSqFFh0ul0uxk81mo6enB1mW0ev1GAwG+vv78fl8SoKEoWV7e3tJ1fro223m2q5eMmU1FouFYDDIwEDI+ZSRkUFfXx+SJKHT6TCbzYoT0Gw2KzYMX79AIEAwGESr1WKxWCLKAmPacCJ7u93uMW0oSRIOhwOn00lJSQk9PT24XC60Wi1lZWVKe0hLS8NkMikr6AoLC3E4HPT396NWq6moqKCmpgZZlklNTcVqtdLc3IzL5cJsNuNyuXA4HKhUKiorK6mtrSUYDGK1WklLS6OpqQkIZZscGBhQ6lNZWcmuXbsIBAJYLBZsNhsNDaEtYDk5Ofj9fqX9DG+T2dnZ1NfXA5CdnY0kSXR1dQFQVlZGS0uLYoe8vDzq6uqAUKZSlUpFZ2do/2NJSQkdHR14PB70ej2FhYU0NzfT19eHzWZDq9XS3t4OhLKVdnV14Xa70el0lJSUUFNTA4QylRoMBtra2oBQps3e3l6cTicajYby8vIIe5vNZlpaQjG+gsEgkiRF2Hvnzp1IkkRKSgrl5hK8/gxkTDQ7TbS1tdPfH9oqW1VVFWHv9PR0GhsbAcjNzcXr9UbYu7W1lb6+PsxmM5mZmRH2DgQCyu9qeB8x1N5ZWVnIshxh79bWVgYGBjAYDOTn51NXV6e0NbVarTjGh9u7qKiInTt3AqE+Sq0W89ACgUAgiA6RRS4JxJoxqLu7OyJteSIRWvHVS0YWObvdPiJ1faKYLlo7ejaxredrTqo4L+Fa8SaRWrIsI63fgv+Ft8AVeohWL52H/qJTJ30MkTFodO655x7uvPNOjj76aK644gq0Wi0PPvgg77zzDn19fdx2222cdNJJUR1zJowJU9F7bGNoSxtInLfQgGmC1TATadX0dvFufSimU5qhkzPnTS020J4agxI9Lky1j2l3OcgyWSflVJgtfWeseqc+/wldnjLSDA08vGoeuZbYJjymsx3FmCAQCASCWBArmKYxyXyQEFozTy+ZN9zTRWtORjVzMqqTohVvEuZc6u3H/9x/kTbXDH5oMqA9LDlxgWY7P/jBD3A6nTz22GPKqqWVK1fym9/8hp///OekpaUl7VxmQn8WkIKkGzz0eWU0qiAmbcGUtUpS0gEPoMbpi271ZbRa8WYmjQkX/LsWX8BKtqWNp0/ZH61akzCtaEim1mT1bj6slEJrKmnGlQnXihfJtqNAIBAI9k7E2tdpTHgputCaGVrJ1qutrY2q/IvbB/i4ycdAIPpFi9FqTYWhWp5AYmNG7Kl6xQNZkgl8tB7vHx+KcC6pl86j7bxjUZdNHFhZMDFqtZpf/vKXvP/++zz55JP897//5YknnsDn8wGhbTrJYib0Z1q1hlPnlPLtRbl8c35OXLR0Gg16TWgLUlC20u8bGLPsVLXizXQeE4bSM+DG488nKKfT57WM61yaqla0JFNrsnoLs/JJM5qTohUvkm1HgUAgEOydiBVM05hk7l4UWjNPLxgMTrqsNyjzt3UuvEHIt6p59tT0qAJkR6M1VcJaPQOd/Ozd8zmu7EzOmvNdNOr4d1d7ol7xQGrvxv/sa8g7Gwc/TLGgO/MYNEvm4t8dW0QwdV555RVsNhsHHnhgxGqUDz/8kKysLEpLS5N2LjOtPxua7W2qWqkGP527/c11fb0szs6L+bxm6xg0lT5mY+cOdJpWAsF5FFj7EqoVLcnUSrbebNUSCAQCwd6LcDAliVgCugYCASRJSkpAV51OpwSTjDagq06niyjr8/nGDegaDlxptVpHDegaDtJqMplwOEKz1rEGdA3bsL+/Py4BXQElUOxoAV3DddNoNPj9fmpra1Gr1RQVFcU9oKvX68Xlck0qoOumPi3eYAoAVSYPNTVdUQV0NZvN1NfXJyWgq9frZfuO7axpuZUebydPb/t/tHe1s3rfX8Y9oKvX68XtdtPf3z9mQNeUlBSam5uBUJpnt9uttJ9oArpaLBZ27dqF3++PPaCrJJG7oxntO+tQDXlYGFhUSdd+C9CnmcgPBPB6vdjtdjIzM0VA1yny2GOP0dPTwyuvvIJeH8q8+PXXX/Pf//6Xyy+/fMqZDKMhrD8b9SbSyjFrFAdTi9PL4inEy49nvWRZHrcNJNOGVqs15r/tHviadMvtyDKcveB3CdWKlmRqxaInSRI+KYBRG/21ns12FAgEAsHeiQjynQRiDegaCATQapPjA0yG1oYNG3j88cf57LPP6OnpIScnhwMPPJDVq1cr20zmzZvHlVdeyQ9/+MO4aMarXj6fj1tvvZVFixZxyimnTKiXjCDfAwMDGI2Ti0fi9st83uLjk2Y/hxbrObAwuhvhaLSmysDAAG82v8BDG/8MQIYhizsOf4ZUQ0ZCtJJZr6loSY1t+J/5D3JTu/KZKjMd7TePQzM3chVNLFoioOvohDPI7bfffpx44ol0dnby6KOPUlpaypo1axQndTTMhDEhFj2P34c3GCB9kluHwmPC559/Tnd397hjwpmXfJvXdoZskWnycOqczOgrtJt42DHaMQESH+R7Kn3MrWuv5sPmNwC4/bCnKUubmzCtaEmmVjR6b+3awf1fttPqzGNVVTtX739gwrTiQbRaYkwQCAQCQSyI6eppTHj1zmzQevLJJzn33HPp6uriBz/4AQ888ACrV6/ms88+46yzzmLr1q0J0Y1Xvdrb23nssccIBAJJ0ZsM4ZUyk8GsU3FYiYGrD7BG7VyKVmuqrLV/xOOb71Te/2j59QlxLkFy6xWrluzz4//3u/jueHzQuaRSoTlsBfqfXzzCuTQVLcFIjjnmGO68805cLhe33HILzz//PGeeeSaPPPJITM6lqZDM/iUWvQ2dHfxzOzy+sY0v2prHLTt0TPjZz37GX/7yl3HHhHxLKvrddyxuv3lKW8/iYceZPiYMZ0fvJgAMGiPFKRUJ1YqWZPdnk9UbCARo6p9PUE7ny7bYtp/NZjsKBAKBYO9EbJETJJx169bxhz/8gQsuuIBf//rXStrm/fffn6OPPprTTjuNX/3qV/zzn//c06cq2MP4gl6ebPorfikUQPnkigtYlhP9rPBsQdrZgP+Z15A7BgMFq/Ky0J1zAurS/D14ZnsXxx9/PMcff/yePo1pT7Mz5GwJSCno1P1jlhs+JgDKuDDWmKBSqcg2a2hyBvEEZFx+Gas+edsTZzNdni7aXC2oVFCZvjAh8e5mI0eVVnLLxx3IGGlx5optxgKBQCAQIBxM0xqLxTIrtB566CFSUlL46U9/OkLLZrNxzTXXUFtbq8RBGkp7ezu33347H330ET09PcydO5fLLruMo446Sinz4Ycfcuedd7Jjxw60Wi0rVqzg5z//OZWVlYrWm2++yT333MOOHTtITU3lhBNO4Kc//amyAmFgYIBbbrmFt99+m+7uboqKivjmN7/Jd7/7XRobGxW9a6+9lrvuuou333571Lom85rl5ubOOq0ntvyNVm8otlNZ6hy+teDKhOpNVxvKA14Cr7xH8MP1gx9q1GiPPhDNUQeg0o6f4SmZ9RLERixx+SRJSlpcvrS0NCRJoru7e9Jx+byBFtQqkOQMslDR3d09aly+++67D6vVyurVq/H7/fT394fi2Ph8GAwGrrzySurr65V6eDwe+vv7sRn1bGvo4L2/381Dmz6hv6+XiooKLrnkEk455RQlLt+6deu4//77lTFh33335aqrriIvLxQY3Gw28/LLL/PQQw+xc+dOUlJSOOqoo/jBD35AZmZo6113dzd/+9vf+PDDD+nu7iY/P5/TTjuNyy67jC1btnDGGWcAoTHhzjvv5IUXXhg1Lt9QG0qShMPhwOl0UlJSEve4fIFAYNJx+QDy8vIYGBhgzeav6Op/Aa1mG5K5EbvdPmFcvnBcuGTE5QsEAtjtdmw2G1qtlvb20ErO4uLiuMflC79va2ubVFy+DGMH3QNzCUg2Xv3yc07aZ/9Jx+WrrKwEwG63xx6XD8jKykKW5Qh7t7a2MjAwgMFgID8/n7q6OgKBAD09PSIun0AgEAgSiojBlARijbfhdruTtgUjUVqyLLN06VKOPPJI7rjjjgm1hsZg6uzs5IwzzsBgMHDFFVeQkZHBP//5T15//XX+9Kc/ccopp9DQ0MBJJ53EmWeeybHHHovD4eAvf/kLfr+fN954g4GBAd566y1+/vOfc/LJJ3PKKafQ1NTE7bffzsKFC3nkkUdQqVT89re/5YMPPuBnP/sZWVlZvPfeezz44IPcdNNNnHzyybz77rtceeWVXHbZZRx77LEsXLhwXDsmIwZTZ2cnWVlZE5Z7ftsAaQYVK/N1pBliu1mcrNZU+LL9Y67/5AoAdGo9tx76JCWplQnVTEa9otUKbq7B/9x/oXdwBYiqtADdOcejzpvcucZSLxFvI3nMhDEhWj1PwMVLNU8AkGnM55jS0eMSjTYmjKc1dEz4qraN75x/FlqdgXO+cyn7ludEPSao1Wqef/55fvWrXyV1TIDEx2CKtT/78VvvsbalGoALFu3ksmUrE6YVC8nUilbv6nfe58PG0LU/ec72qOMwTWc7ijFBIBAIBLEgVjBNYwYGBjCbzTy92cMzWwemfLzfHGRln7zBm9ovWv3c+FFoRvrkEonvrBi8uXf7ZS74V6/y/pz5Rs5daIpas6enB6/XS1FRkfJZuF4T8cgjj9Dd3c3rr79OYWEhAIcddhgXX3wxf/rTnzjppJP4+uuvGRgY4NJLL1VWbeTl5fHWW2/hdrvxer3ceuutHHLIIdx6663KscvKyrj44ot59913Ofzww/nss8/4xje+wYknngjA/vvvr8wo6vV6FixYAIRm+8Z6kIimbvGgt7d3wpvFgCTzwJdunH6ZdIOKl8/KQB1D1qvJaE0Fh7eHv64fzFx00cIfJ9y5BImvVzRastON/8W3kL7YMvihXod21aFoDl6OKoqZ5GTWS5A8kjkmnDPfyLF5g/3ZRGNCu7tFeZ1rzhtTc7QxASbXd77yzKN4HD18/68vkpNv4rCFhVGPCRaLhTvuuGOvHRNGo67PoLw+pKgwoVqxkOz+LBq9Q4uz+HB3aKNY4jDNZjsKBAKBYO9EOJhmAC6/TIdbmvJx/JI84n34uO5hcUplOVLT5Y9toZtGE9rKEwxGf+P12WefsXz5csW5FOaUU07h2muvZefOnSxduhSDwcBZZ53F8ccfz6GHHsr+++/PkiVLANi+fTutra1ceumlEcFYV65cidVq5cMPP+Twww9n//335+mnn6a1tZXDDjuMww47jCuuuCKmOk8nNncGcO6+dvvm6WJyLiUDl7+fFH06Pd5O5lmWsar8nD19SklDlmWkL7bgf/EtcHmUz9Vzy9CefRxqW9oePDvBdCQZY8LwPn+iMaHdPRjUO8dcMKbmVMaE9evWUjhvEWnZBXgDAQKShFatjmpMqKmpob29ncsuu2yvHBOGI8sy3sAcQMai87HQNrZzUDASEYdJIBAIBIJIhINpGpOREcqcZdGpyDZP/YZFp1aNeB8+bmaqIeK7UEDVQU2LLjbHRFpaGhaLRYlXAIP1ChOOWZGWFvkg3dfXp6SqHkp4Bs7hcFBVVcUTTzzB/fffz3PPPcfjjz9Oamoq559/Pj/+8Y+VTEPXX389119//YhjhWM5/PrXvyYvL4+XX36ZG2+8kRtvvJHly5fz+9//nvnz50+6vsPrlkjC8RvG49Nmv/J6/4LYt2RMRmsq5FtL+POha3h2+/2sKjsXVZIcYYmu10Raco8D//P/Rdq8c/BDkxHdaUeiXlEdsx2SWS9B8kjmmGDRqSL6s4nGhFZXL8igVqnJMo0dA2y0MQEi+87xxoS0kvLd7zS0unopSrFFNSaE49/srWPCcBr7Jfp9oXFyWY5l0s6RPd13Thc9o1aPzdRAl2cOAcnGl+1N7JM38r4lHlpTRYwLAoFAIEgGwsE0jenr6yM9PZ1zF5pi2p42Efvk6XjhjNDNb+ime3AZv1mnUr6bKgcffDCffvopXq8Xg8Gg1CvMs88+yx//+Eeee+65iL9LS0tTAlEOJfxZ+MZ9yZIl3HXXXfh8PtatW8czzzzDfffdx/z585UtEr/85S/Zb7/9Rhwr/ACj1+u57LLLuOyyy2hubuZ///sf99xzDz/72c945ZVXJl3X4XVLJPX19ZSWjkxRP5RPm33K6/3y9QnVmip6jYFvLfghu3btwpZYKYVk1Gs0LVmSCX78JYF/vwvewWukXjoP3elHoUq1xk1LMHtI5pgAoXEh3J+NNyZ0e9x0uI5GhZtUQzNa9fjO7OFjAkT2neONCf7+Toy611CruvEFDwZsUY0JVVVVwN47JgxnS9fgKq4FWZO/JdxTfed01JuX6eOj3dvk3tjVGJWDaTbbUSAQCAR7J2Id7zRGkqa+BWI6aH3nO9+ht7dXCeg6VKujo4OHH36YqqoqqqurI/5u5cqVrF+/Xsl4E+bll18mOzub0tJSHn30UY444gh8Ph96vZ4DDzyQG2+8EYDm5maKi4vJzMyksbGRxYsXK/9yc3O57bbb2Lx5MwMDAxx33HE8/PDDABQUFHDBBRdw4oknKrPs4W0dE5HMa+b3+8f9vmdAYmt3aBtKVYaGrCmseJhIK6ZjSn78Qd/IzxOgNeY57AEtqb0b3z1/J/D8G4POpVQLuktOR3/RqVN2Lg3VEswuktm/RKNn7w1lFpMxY9KlTlh++JgwVGuiMcG+aRuOzhpQBekaCK02imZMqKioICMjY68cE0Zjc+egg2lh5uQdTLO1n45F79DibOX1hvbowgnMZjsKBAKBYO9ErGCaxiQq+1iytZYtW8ZVV13FHXfcQU1NDccffzz5+fns2LGDhx56CK/XG/GgEeaSSy7h5Zdf5uKLL+bKK68kPT2dF198kU8++YSbbroJtVrNAQccwK233soVV1zBt771LTQaDU8//TR6vZ4jjjgCo9HIT37yE37729+i0Wg44ogjcDgc3HPPPbS1tVFdXY3RaKS6upq77roLnU7HvHnzqK2t5YUXXuC4444DQmm5AT7++GMqKytZunRp0u04nIkCx37eEp/tcZPRioWnt97H+vaP+Mm+f6A4pSKhWmORVC2DkcBbnxB4/UMIDMaf0ey/BO0ph6MyGeOnlcR6CZJHMvuXaPQ63IPb5YpTJm7Hw8eE0047DaPRSGNj44RjwksvvcRj1z3H4ecdQEtmJ0999EJUY4JGo+GKK67gpptu2uvGhNF4r6EBCDlI5kfhYJqt/XQsekeWVHLbpz34JS0u/3xkWZ709ubZbEeBQCAQ7J2o5HCQGkHC2LBhA5IkYbFYACgvL6epqQmfz4fJZCI9PZ2GhgZsNhupqanIsozH40GWZTIyMnA6nQQCATQaDSkpKUoMCZPJhEqlwu12A6Gl/S6XSymbmppKT09oZtloNKLRaHC5XACkpqbi8Xjw+/2o1WqsVisOh0Mpq9VqcTpD2YRSUlLwer34fD5UqlBcju7ubgAMBgM6nS6irM/nw+v1AmCz2ejp6UGWZT7//HP+8Y9/sGXLFhwOB3l5eey3335861vfIjc3F5vNxrx58/jud7/LZZddhslkYuvWrdxzzz189tln+P1+qqqq+Pa3v80pp5xCX18fkiSxbt06Hn74YbZt20YwGKS6uprLL7+chQsXKjb85z//yZo1a9i5cydms5nFixezevVqJfBrR0cH999/P++//z6dnZ1kZGRw7LHH8rOf/YyBgVC2pnvuuYfnnnsOrVbLq6++SmZmphIrRK1Wk5aWRnd3NyqVCo1GQ29vL16vF7VaTVFRET09PbhcLrRaLWVlZdjtduW6mUwmWltbASgsLMThcNDf349araaiooKamhpkWSY1NRWr1UpzczOSJFFYWIjL5cLhcKBSqaisrKS2tpZgMMjDdWm81xpatXT1gn6OmJfFwMCA0n4qKyvZtWsXgUAAi8WCzWajoaEBgJycHPx+v9J+CgsL6ejoUNpsdnY29fX1AGRnZyNJEl1dXUAoG1NLSwterxej0UheXh51dXUAZGZmolKp+HTXu/y/XTcgI2PSWLi26i7STBkUFhZSU1ODWq3GZrOh1WqVmCjFxcV0dXXhdrvR6XSUlJRQU1MDQHp6OgaDgba2NgCKioro7e3F6XSi0WgoLy+PsLfZbKalpQVJkigqKqK/vz/C3jt37kSSJFJSUkhJSVFWLeTn5+N2u+nr6wOgqqpKsbfVaiU9PZ3GxtBeidzcXLxeL729veg6esj9YAO0dA52DLY0Og5ejLcoh5ycHAKBgPK7Gt5HDLV3VlYWsixH2Lu1tZWBgQEMBgP5+fns3LkTtVpNZmYmarVa2UJUUlJCR0cHHo8HvV5PUVERO3eG4j+5XC7UarVISZ0EJkr/PVY6+0AggFabvHmhyeo9v22APq+ECjh3gQ7TJJ0q7777Lk8++SSbN2+mr6+P/Px8DjzwQH7wgx+Qn58PwLx587jyyiv54Q9/CEBDQwO/uOHHbFm3g2AgSPWCalavvpSjjjpKOe4HH3zA3Xffzfbt2wkGgyxatIirrrqKlStXKvX673//y4MPPsiOHTswm83ss88+/PjHP2bevHkAOJ1O7rjjDt566y06OjrIzMxk1apVXHXVVRiNISfaLbfcwjPPPINOp+PDDz8c1Zk01IZjXdd4MXTL4WRw+30c+0wXoEevaeXt86on/JtYtaZCMrVi1fvJWw5lUueZU9MpTJncCrfpbMeJ+imBQCAQCEZDOJiSQKwPE93d3dhstqSco9CKr16iHyQA7Ha7Ek9kOJIsc+rzPfQMyJi08Oo3beg0sQfOHk8rWpw+Bz9+5xy6BkLOoG8vvIrTqy5KiNZEJFpL9vkJ/Pcjgu98BuGMXSoVmsNWoD3+YFT65LeNsRAPE8kj1kkHn89HTk5OUiYd0tLSaGtrQ6/Xjzvp4JXU/Kc5FN/Nppc4plg16UkHvV6PwWCgv78fn8+n9J1Dy/b29iJJEjqdDpPJhMPhYH3vJpo9EpKcxdJ0MyXmNDIyMpRJB51Oh9lsVhzBZrNZsSGEMqdptVqCwSBarRaLxRJRFhjThhPZe/ikw1AbSpJEY2MjarWakpKSuE86uFwuqqqqxpx0sFqtpKWlKdvOtwY83LI2lPEv3/w1z55++KQnHWRZxmAwxG3SobMz5Hwf7gQvLCxk48aNyvkketIBQhkO09PTo5p0eGKzl+cbQnHRvlvl4ZCsgXEnHSA0ybNx40ZMJhNms5nMzMwIe8dz0qGurg6Xy0VJSYmYdBAIBAJBQhFb5ASCWciO7iA9AyGHxr55uik5l+KJLMvc9/UfFOfSoqwVnFp54R4+q8Qg1TTgf/Y15I4e5TNVfja6c45HXZK/B89MMB1Qq9URTsCSkhLltd/vJzU1lYyMDMVBbTKZ6O7uRq1Wk5oaGedouBM9vMIGmLDs0BUN4W1fYfR6fUT5oa/D57WzNwCEYokVpRmwWHSjlg0702BkZjWbzUZ3dzd6vR69Xh9RdniAbJvNht5dht+ZCUB3sJNlu7VGKzsUkynkAOju7h6RoW4qNhxadjwbhq9reOIhvEorzHCn8ND3JpNJSVoBIzOCVVVVYbfbsVgsWCwWcnJylO/Ky8tHlAV45qOPlM+qc3WoVCrKysrGPafMzJDd7XZ7RJsdrezQ6zw8I+zwskOvXWFhYcR3FoslovzQ61FQUDDucYdej7y8vHHLht/b7XZyc3Mj7F1RUTHm31osFo5e6Of5htAq8MZgGlVVRaOWTUlJUbIeQui6Dv1++DkNbWvR2LuoqGhEWbvdrpQZ2v6H2zt83PCkg0AgEAgE0SAcTNOYoTfZQmv6ayVbb+gDxHA+bRkMnr1/QezZ4yajFQ3vNL7Ch81vAGDVpXLV8htQqyKDj8dLazIkQkse8BL497sEP/py8EONhsCh+2A54VBU2sltnZgKybShIHlMx/6s1TkYxDrfGnsigWjqVpxiYUdoYQfdA4nVmirTZUwYjS3dg7Hg9s/PTKjWVEh2fxaL3nybFr1GwhdU815DJ5JkQa2e+Pcwm+0oEAgEgr0T4WCaxsyWLHJ7i1ay9QKBwJjffdo8GOB7v/ypb8MaT2uytLgauP/rW5T3P1j6a7JMeSPKxUNrssRbK7jJjv/5N6C3X/lMVVaA7uzjcevVWJPgXILk2lCQPKZjf1bT2wdYUCGTM4VMldHUrSgljTkZzRSlWihOKZz4D6agNVWmy5gwGq3O9N2v/BxSVD5e0SlrTYVk92ex6Ok0Kqz6nXR7qvAEUvm6o4VluRO3zdlsR4FAIBDsncR+NyhIOOF4EUJrZmglWy8cm2E4Tp/Exo7QjWRRinrSwUZj0ZosQSnAHV9cx0AwFKvkyOKT+UbBMQnRioZ4aclON741/8L/0D8HnUt6HdrTjkJ/5fmo87JmZL0E04vp1p/1DLjxS6EVOjpN35S24kZTN61awyHFxZSn2dCqo+/fZusYFM3vvsPdz0Ag5OC36Fuw6qPLYjmb+7NY9eZlepXX/62rT6hWLIhxQSAQCATJYEY4mJqamthnn3245pprxiwTCAQ444wzOPLII0f9/rnnnuOkk05i6dKlHHfccTz55JOjlnvrrbc444wzWLZsGUcccQR33XWXmPURzCjWtfoJ7o4nfUActsfFg39sf5DtPaF4DrnmIr63+Jd7+IzigyzLBNdtwvvHh5DWb1E+V88rQ//L76A9dF9Uk9gmIRDMRHb0DMYXs5n845QUTDfeqa8jfAtYmNI/blnB5DiyJBOD9l2sxr8RkN/f06cjEAgEAsEeYdo/+ciyzK9+9Ssl081Y3HfffWzatGnU7x577DF+/etfU1xczDXXXMP8+fO54YYb+H//7/9FlHvjjTe44oorMJvN/OIXv+CQQw7hrrvu4oYbbohbfcZjeEK/4QFLE4nQiq9eMpIzDg/cGmbo9rj9C+KTpWwsrWhQo0at0vCTff4Pk3bsuCTx0JosU9GSexz4H3we/5OvgGv3KgWTEd15q9Ct/iZqW2QQ4ZlSL8H0YU+OCZPRa3YOTr4Up0wt1fpsHReGaiV6XIjmd7+2rVd5XZ0Z/UTEbO7PYtU7umwuWSm3YtK/TG3/O5O63rPZjgKBQCDYO5n2DqYnn3ySdevWjVtm8+bN3HfffaOmg3c4HNxxxx0cddRR3HPPPZx33nnceeedrFq1invuuUdZMhwMBrn55puprq7mkUce4YILLuCGG27ge9/7Hs8++yzbtm1LSP0ANJrQEn+fzxfxeX9/8mYVhVZ89cLXMnxtE0E41fRQZFnm05aQg0mvhmW58XEwjaYVDefO/wE3fuN+vrvo58yzLUmoVjTEoiVLMoEP1+P900NIW3Yqn6uXzcNwzXfRrFyESjVyq9B0r5dg+qDRaFCpVHi93ojP91R/NhZ93vC2KpmqdNu4ZaeqNRxJltjY2cYbdbt4vXZXQrWmwlAtr9eLSqVK2LgQze++pmfwHL5RNDIWXjy1pkqy+7NY9XRqHQsylgLQ6WmlzT3xcWazHQUCgUCwdzKtg3zX19dz2223ceWVV3L77bePWsbn83HNNddw8MEH093dTWdnZ8T3b7/9Nm63m/PPPz/ioe/CCy/k1Vdf5c033+Tss89m/fr1NDU1cemll0Y4qi688EIeeOABXn31VebNm5eQeqrVasxmMw5HKMWtXq9XHi78/uRsOxBa8dNzOp04HA7MZvOkssjEynCHJMAuR5A2Vyio7NJcHSZt7DFRJtKKloWZ+7Awc5+kaE2WaLWk9i78z7yOXNs4+GGqBd2Zx6JZPCeuWlMhmVqC2JAkCbvdDoRWFjQ1NeHz+TCZTGRnZ9Pb24vD4SA9PR2DwYDP58Pv92M0GnG5XAQCATQaDVarlb6+PgCMRiMqlUqJ+5Oamorb7VbKpqSk0NvbC4DBYECj0eB2h+KipaSkMDAwgN/vR61Wk5qaitPpxOv1YjAY0Gq1ykpiq9VKp9OBKmhCix+9xkF/j4H+3ccdXtbv9yvOsoyMDHp7e5FlGb1ej16vx+l04vf70Wq1BAKBiLJ9fX1IkoROp8NoNCoOG5PJxPomNTLpqAgdv7+/XylrMpmUMdVkMiHLMgMDoZRzsiwTCAQIBoNotdqI8ddkMgGMacOJ7O3xeEbYMPy91+vF7XbjcrkoKiqip6cHl8uFVqulrKxMaQ9paWmYTCZaW1uBUBp5h8NBf38/arWaiooKampqkGWZ1NRUrFYrzc3NuFwuMjMzcblcOBwOVCoVlZWV1NbWEgwGsVqtpKWl0dTUxIp0N1u0G2h3W0h3pmG326msrGTXrl0EAgEsFgs2m42GhgYglIHM7/fTs3tbpCzL1NfXR7TZ+vpQ3KHs7GwkSaKrqwuAsrIyWlpa8Hq9GI1G8vLyqKurAyAzMxOVSqXcu5WUlNDR0YHH40Gv11NYWEhPTw8+nw+bzYZWq6W9vR2A4uJiurq6cLvd6HQ6SkpKqKmpAVB+N21tbQAUFRXR29uL0+lEo9FQXl4eYW+z2UxLSwsQmnBsa2uLsPfOnTuRJImUlBRSUlJobm4GID8/H7fbrbSJ6qx9+arzUwA+2vk2q+acTWNjaLzIzc3F6/Uqv8HKykr6+vqw2+2YzWYyMzMj7B0IBJRJ0NH6iLC9s7KykGU5wt6tra0MDAxgMBjIz8+nrq4Ol8tFSkoKarWajo6OUe1dVFTEzp2hiRNJkhJ6DyMQCASC2cm0dTBJksQ111zDvHnzuOiii8Z0MN199920trby4IMPcuWVV474fuPGjQAsWrQo4vPq6mrl+7PPPnvMcrm5uWRnZyvfJ4q0tNB2mvBNLqA8RCQDoRVfPbPZrFzTRBF+EBqKLxjaFre+zR+X7HHjaU3EQMCDURv938WiFSuT1ZKDQYL/+4zAfz+CwGBqb80BS9CefDgq08QBcqdjvQR7DrVaTVVVlfK+pKQk4vv58+fj8XhwOByKE8jtdisPkUCEMwbA6XRGHGNoUN/hZYf3iz1D4ikBdHZ24na7sVgsI8r29vZi7+rE328FIMXYS2B3wOjRyg4l/GAbLju0bsNX/g0vOzRgdn9/Pyp3O75gKgDbG3vINFnGLDsUl8uFxTJYNux4Gq3seDYcz94QaUO1Wk12djYmk0mpZ35+fkT5oe1h+HuTyURubq7yvrKyckTZpqYmLBYLFoslIiX98K1RVVVVXDNMK0xZWdm455SZmQmEVsMUFhaOWzYjI0N5XVxcPG7ZoVsJhx83Kysr4rPU1FTldUFBwbjHTUlJUV7n5eWNWzb8vqmpidzc3Ah7V1RUjPm3FouF7OxsAHxd/ciyHn9wAR93yZyx2BhRNiUlhaysLOW9zWaLqNvwc7LZBlcGDu8jxrN3UVHRiLJNTU1KmaH3J2Ndxw0bNiAQCAQCQbRMWwfTY489xsaNG3nxxRfHnEH5+uuveeCBB7jpppsibqaG0t7ejtFoHBFzwWAwkJ6ersxChWe5ht+AQGgmKVwuUahUKtLT00lNTSUYDD3ApqWlodcnJ0iz0IqfnslkSsqsX/iGdihzbVpuOzIVb0BWAn0nSms8Otwt/OK9Czmt6tucUvkt1KrJ2yNarakwGS2psRX/068hN7crn6ky09GefRyaOaVx1YoXydQSJAaVSoXZbMZkMiFJEpIk7ZH+bCy9mzbUsLMn9AB+0eK+Kbe5WOq2ZVsN69tCThq/aRffLSlLmFaspKWlYTQaUavVo26djSeztY9Jdn82Fb2K1IV0OZ9Blq2sHeiccBXQbLajQCAQCPZOpqWDaefOndxxxx1cddVVVFRUjIhDAaGl5tdccw2HHnoop5122pjHcrlcGI2jry4wGAzKLGd4Of9oZQ0Gw5TTu060HWK0pc4ul4vq6upRlzpDaCZxskudMzIy0Ol0EUvLu7u7leX5fr9fuflNT0/HaDRGLM/v6+uLWFo+dHm+xWJRlpYXFBQoW8TCy/OHLi1PTU3FbrdjsVjIy8vD4/EoS8urqqqoq6tTludnZGRELC33+XzKLHtFRQUNDQ34/X7MZjNZWVkRy/ODwaBSv0WLFtHc3Kwsz8/NzWXXrl2KvQFleX5paSltbW2KvQsKCqitrQVCM4kajSbC3uEZap1OR3FxsVK3jIwM9Hp9xPL8RGyHqKqqGnc7hGr3dggIOU8HBgYiludHsx0ivE1nou0QxaXF/OmTq+nzdfPY5jvwB3ws1x6utNmJtkNs2bJFOZ9Eb4dwuVzMmTOH/v7+kdshfH6yv6pB//kmVFLIWyerVPj3q6ZjSQWyyk8VRNg7PT19zO0Q4S1B4TabyO0QYRtG00eI7RDTk3DMHo1Gw65du0asWkgk4+lt7UlnIKAFghxTMXfUGIjx0hqLBbkpvNsUuo1Z3zkw6XNIph2TqVVfXy+09rCeUWcg3dhKj6cKv5TFxs5WluQUjFl+NttRIBAIBHsn087BFAwGufbaa1mwYAGXXHLJmOXuuOMOOjo6eOSRR8Y9nizL484ahr8LZ/sYq+xUZx4n2g4x2lJnu92OVqsddanzUCaz1DnM0KXlQ5fn2+32CZfnD2W05flhzGZzxIqy4UvLLRaLUt5qtUbMqk12eT6EnEHjlbXZbNjtdjQaTVTL86Ox9/Dl+UPrBpHL8+O9HSLszJrMdogwVqs1Ynn+ZO1tt9snvTz/+R2PYHeGtpRmm/JYVXkOFl1KRNnxtkMMt2Eit0OEY1+YzeYIe5dJWvwvvIXcMbhtSJWfjf7c4zEV55M65Djj2Xvodgi73T6pNhtmKtshhttQbIcQxJPa3i4GAqHfYoq+AZtp3z1yHocXl3LfF6GYcw0O8x45h5nIqzVbWJSdS0nq1AKzC0bnwIIgW7s3s0+unjzLgj19OgKBQCAQJJVp52B6+OGH2bhxI48//rgy8x8O0uzz+eju7sZut/Poo4/yy1/+Ep1Op8z6BwIBJEmiu7sbg8GAxWLBbDZHxFcYitfrxWoNxZAwm0M3pwMDA8rr0colk6GOAKE1/bWSrTdcq9UZJMusRquO/zaMydbL3ruZv2+9FwAVKq7a58YRzqV4acWD4Vqyx0vg3+8Q/PirwQ81GrTHHojmiP1RaWPP/jSb270gOUyX/qwwJY3/O7SOt+tbsRnjE+stlroVpWSg12zGF8zF4S1gIODDqJ1469ts/S1ORisgBbn5YysyMqmGtbz6zRUJ04oX06XdT5ZfHXhQ0rSiQYwLAoFAIEgG087B9N577xEIBDj//PNHfPfKK6/wyiuvUFhYiCRJ3HLLLdxyyy0jyh144IGcfvrp3HLLLRQUFODxeHA6nRFOovDWlfDKj/DKiPb29ohVBOHPEpVBbjzCq6qE1szQSrbecK2fvu2ge0Bm/3wdvzvYijqO8T4mU6+BgIe/rPsVQTkU5PeMOZdQnRn9yoY9ZcPgJjv+5/4LfYOBe1VlhejOOR51buZofx6zVqJJdrsXJIfp0p/pNVoOL6ni8JL4bbeJtW45lm4aHbmAgY+a6zlyEuc0W3+Lk9Fa29qATMjpb9bFnm1yutVrpurNVi2BQCAQ7L1MOwfT1VdfHZFJDUIrmFavXs3BBx/Md7/7XQwGw6hxmf7v//6Pvr4+/vznPyuOo6HZ4g444ACl7KZNmwBYvHhxRLlNmzYxf/58pVxbWxsdHR2cddZZcazl5Ojq6orYBiO0prdWsvWGajU7g9Q7QltFOtxSXJ1Lw7XG4uFNt9LiCsUJqkpfyLnzLk2YVrzo6uoiXavH/+JbSOu3Dn6h16E98TA031iOKk4rwmZzuxckh72lP4uGeTZo3H3L8ElT+6QcTDOhXonSaurfjklfiz84j3m22Pu26Vavmao3W7UEAoFAsPcy7RxMixYtGvFZ2JmUnZ3NQQeNvfTYarUyMDAQUebwww/HZDKxZs2aCAfTmjVrMBqNHH300QDss88+5Obm8tRTT3Hqqaei1WqVciqVipNOOiku9RMIEoE/CEeW6vm8xc/+BfHZshINn7b8jzd2vQCAQWPkJ/vchFad/POIBlmWMW+rx/vYf8A1mNJcPb8c3VnHorKljfPXAoFgOrBffiZv1YVeb+kK7NFzmQl0etdhNf4DgHMW3LeHz2Z209zfy39qayiwWjihYv7EfyAQCAQCwSxg2jmY4k1aWhqXX345t912G1dccQWHH344H3zwAa+99ho///nPldkctVrN1VdfzU9/+lMuvvhiTjnlFDZu3Mizzz7Lueeeu0cybwwPwCy0prdWsvWGapWmabjhkBSCkoxPSqzWcLoHOrj7qxuV999d9AsKrCVjlp+KVizIA17kbgdyTx9yj2P3vz7ktm5sLR2DBc1GdKcdhXrfhQlJJz6b270gemLJLCrLMoFAICmZRUtLS5FlGbvdHpFZ9H/tjWz1wPIMI8ss6Vj0hilnFm1qakKWZZxOZ9SZRYv8MhAENPR7SpXA/WNlFg3XtaGhISmZRcM2TEZmUVmWcblc42YW3db1NRCKkZevK6WzszOmzKIlJSXU19dPKrNoWVkZLS0tir3z8vIi2uxEmUXDNkxGZtFw22praxuZWXR3m01JSaG5uRkIJe9wu90Rbba2tpaP2pu4d8c8oIwC81fMkbQjMotWVlai0WiUNpvIzKJ1dXXIskxPT4/ILCoQCASChKKSZ8CmbK/Xy5IlS5S4SmNx9tln09nZydtvvz3iuzVr1rBmzRpaWlooKiri29/+Nuedd96Icq+++ir33nsvdXV15ObmcsYZZ7B69WplRVMshLMzhbfjTZbGxsYR2aEShdCaeXrTRaveUcMtn/+MFlc9++cdwdUrb52SgyaaesmyDC5PyGnUPcyBtPszPCO30w5HvWw+utOPQpViifm8J2K6XK+xiLWfEkTPTBgTxtL7zn/eY3tXaEv5D/Zp4FsLlyVMa7J859VetncHUQGvn2PDrBu//5nuv8VEafmCXs5/9RCCcoDilAr+esRzCdOKJ9Oh3UeLy+fl+Ge7kDGgU3fy1rlzRnXWTGc7ijFBIBAIBLEwI1YwGQwGtm3bNmG5Z599dszvLrzwQi688MIJj7Fq1SpWrVoV1fklirGy3wmt6amVbL3polWSWslfDvs7T2+7jzPmXDLl1T9DtWRJBodzhNNo0JHkAJ8/NiEV+NNTMJ9+NJpFc6Z0zpNhulwvwcxlOvRn9X3pu18FOaF86it7pbpm/E/9G1NWKvL3zokp5tnCTC3bu4PIwNauAPvkjb89d7b+FifS2tCxA18wA7Wqgznp1QnViifTod1Hi0VvIN3UQI+nCr+UxcbOVpbkFCREa7KIcUEgEAgEyWBGOJj2VgwGg9CaQVrJ1gtr1TuC5JjVGLXx39Y1XGssjFoTF1f/JOrjysEgcm+/4jSix0FmYzO+N9aGtrX1OiAY454/tRpVegpkpKKypaHKSN39L/w6hY6WFlKKi2M7fpTM5nY/29myZQu33XYb69atQ5Zlli1bxs9+9rOkz+zv6f6s19uN2XgN2sBS0vWLyTSNzPYaLYH/vI/c2Yulsxepph7NnNKoj7EgS8uLO0IrFbdMwsE0W3+LE2n9q6aPbudTqFTdqKSGhGrFkz3d7mNlvs3Hx02h1/+t2zWqg2k221EgEAgEeyfCwTSNyc/PF1ozSCvZemGt373fz66+IMtydfzpiBS0ccp6NppWGH/Qh1qlRqMevwuRff7IbWvDYiHR54Rhu3RNwKRcSlotKlvqSMfRbmcSaVZUE8SPmK1tMdntfjZTV1fHBRdcgE6nY/Xq1RgMBh577DEuvPBCnnnmGebNm5e0c9nT/dnmri/QqFsx6VtZVZU35ePLTjeSvV55L63dFJODaWHmYD+0trWHC6pN45afrb/FibS2dYX6Wlm2sSBratERplO9pqvewUU2xcG0vi2YUK3JIMYFgUAgECQD4WCaxtTV1SUtuLjQmnl6dXV1ZBRWsKMndOPa65US4lwKaw2t12Ob78Deu5mrFv6W3AHrsADag9vYcLpjFzXqRziNFEeSLRWs5ilvx5utbTHZ7X428+ijj+JyuXj66adZvnw5AEcddRQnnngi99xzD3feeWfSzmVP92cbO9cqr6szV0z5+MEN2yMczMGvt6E98xhU+ugyUBanqFGrPEiyifVt/ROWn62/xYm0uj25u1/5OKiwLKFa8WRPt/tYObq0ij9/2gUYaO7PSqjWZBDjgkAgEAiSgXAwJYlYMga5XK6kZQwKZ2kBIjIGQSiDTV9fX0T2lalkDHK5XNjtdvLy8qLOGBTOYFNRUUFDQwN+v3/cjEEul4tgMEhzc3NSMgaF65aMjEEul4uNdU6ljc0zuYD0iIxBaWlpNDWFplDz8vIYGBiIOmOQtteJsbOXjg07UfU62BLcyis5/wTgmv9dwF8/ORmDFH1XEjQZ0GSm4zXp8ZkNkJ5KenkxNV3t6HIyycjPGyNjkAtdt48Sa0lEm40lY5DL5cLtdtPf3z+ljEFhe6enp0e02aEZg2RZZteuXUqbTWTGoHA7jKaPEBmDRqehoQGz2aw4lyDUT5SWlk4qNuBsYmPXOgDUKg0LbEunfDzpq2H28/qRNu5As8/CqI6j1ahJNTTTO1BJQMrC3tNBVUb2lM9vNuHwSrj8NgDmZKgxafV7+IxmPxa9gQxjIz0DlfilbDZ2NLMoe+Q2OYFAIBAIZhMzIovcTCfWTBw9PT1kZGQk4pSE1izQ6+np4c5NWt6s8wFw97GpLM2JbuZ/IoIbduB/5AXlfZ9ugKtXvkafPhQs9JLt+3Js8ygBslVAqnX0FUi2NFTpKagMoz/gzNb2Md21RMag0bnxxht54oknePfdd8nLC20LGxgY4JBDDmHBggU8/vjjUR9zJowJw/V2Obr43mvPoNN8xfxMib8c/sCUji073Xh/fzdIMui04A8AoJ5fjn71N6M+3hVvvMdXbdVo1A38aN8Bzpx3wJhlp/tvMRFanzX7+OnbodVd35xv5KoVU8uYOV3qNd31fv6/9/mkKeQwPX3uDn62X2S7nM52FGOCQCAQCGJBrGCaxiRzNYHQmnl6skrF5y2hDGoWnYrqrPj+nGVZJvDaB4Pvkbl/3meKc2m5o4TjzEeiXpkWGUjbloYqLQWVVhOT7mxtH7NVa7bz/e9/n//973/85Cc/4brrrsNoNHLnnXficrn4/ve/n9Rz2ZP92X921uLxnYOHcxjwbZrysYMbdoScS4Dm4H0IfLEZVZ8TaVsdssOJKtUa1fFOmyPT6D4dtcqJR/oOMLaDabb+FsfT2twVUF4vyJz6WDFd6jXd9Q4psvFJOA5T+8iMp7PZjgKBQCDYOxEOpmlMR0cHaWlpQmuGaCVbb21dD33eVABW5OniHn9J2lGP3BLaWuXLTOODg7180RfaKpaqz+BHZz2EwZgZV02Yve1jtmrNdvLy8rjsssu4/vrrOeOMM5TPr7/+eg455JCYjxvrtunq6uqkbJsuLS2lrq4Oi8VCeno6nzYNbsddmRPa0juVbdO2j9dj3H285kwL2pIcMjeEgv63vfE+zqVzoto2vSx/LmpV6Bw3tX6Br9I36rZpCDnPHQ5HUrZNh22YrG3TVVVVuFyuCHvX1tby+S4jEFo1anE1YbdLMW+bDtuwr69v1DabnZ2NJEkR23hbWloUe+fl5UW0WZVKpdh7eJstLCxUbGiz2cbYNh2yd0lJCTU1NUDs26YBgsEgAwMDcdk2fXBeEX/GBRjocpfS2dkZYe/6+npMJlPCt03X1dXhcrkoKSkR26YFAoFAkFCEg0kgmKFs6B3cDrd/QXy3xgEE3/1ceb1jnwwec96hvP/h8t+TngDnkkAw3bjzzju55557WLp0Keeffz5arZYXXniB3//+9wSDQS644IKYjqtWqyMC7paUlER8PzwYb0ZGBna7Ha1WS1FR0bhlhzoXCwsLxy2bmpqqvB6eZcpisSjl+33hrbBBTpo7n2xzSkTZysrKMXXMZjM5OTnK+/KcPLzNoQdclS2NkgNXsEunhQ27nV91beSdeQIQelge7/wzM0P9kCzLZBiy6PF2Uu+xo9VpR5S12UIxiOx2O8XFxeMeNz09XXkdjb0LCiJj7Ay1IUBKyqDdhtt7+HGHvjeZTOTm5irvR7O33W7HYrFgsVgi7F1aWsrmj+sBPUatn4Oqy5UECVarVXGqweTtbbfbJ9Vmw0Rj7+FtdrgNh7bZ4fYeftyh9g5vcR2rbPi93W4nNzc3wt4VFRVj/q3FYiE7ezDmV3l5eUTZ5bky69uC9Pss+I3pVFUN2ttkMkUca6w2C5PrI8KM1mbD8SFhcn1EeIucQCAQCATRIKYmpjHDbyaE1vTWSrbeNs9gDI394uxgktq6kLaEHvYCmVaeMD6PLxjaGndC2dmsyI195cZEzNb2MVu1ZjMOh4MHH3yQuXPn8sQTT3Daaadx0kkn8dBDD3HwwQdz8803K6tMksGe6s96BiRaXaH1RgsyDSOcS9EydHuceuk8VCoVBUurUZWEHC5yUzvS7tWTk0WlUjEnYxEA7oCTZueuMcvO1t/iWFqbu1vxS6FrZtHVTTn75nhaiWCmj+P75g7GG1zfFrlNbjbbUSAQCAR7J8LBNI0JL2EWWjNDK5l6Dq/Elq4gAGVpGvIsscU7Govgu4PpyP+xbz11/TsAKLKWc1H1j+OqNZzZ2j5mq9Zspq6uDp/Px6pVq9DrI4PSn3HGGfj9fr744ouknc+e6s++HPJQvDx36gufh2aP0yydp2hp9q1WPg+ujT7OU5ruIPo9P6Xb+f94blvbmOVm629xLK33GxqV1+XpvoRqJYKZPo4vzxucAFrfFoj4bjbbUSAQCAR7J8LBNI3xeDxCawZpJVNvbasfmdAs9P758V29JDvdysOdbNQh54e2RGhVWn66700YNMbx/nzKzNb2MVu1ZjMGgwEIxWQZTjgBqyRJSTufPdWfrY9wME2tv5GdbiR7aHWRypaGqjhP0dIsnw+7Y74E121GjtK2maa5DPhPIChVsKFjbEfKbP0tjqX1dceA8npZTnTB06PVSgQzfRxfkKlFv3sOaG3rQMR3s9mOAoFAINg7EQ6maczwGXOhNb21kqn3afPgA1+84y8FP1wPgdAsq/aAZXxn6S+4rOJ3fH/JNZSnzYur1mjM1vYxW7VmM3PmzCE3N5cXX3wRl8ulfC5JEs8++yxarZYVK1Yk7Xz2VH/2cZMDAI0KlmRPbQVTcOOQ7XFL5irbtfR6PSqrGfWC3bFuHE4ke31Uxz6iuCysgicw9u3NbP0tjqVV32dSXh9eUppQrUQw08dxvUZFriUUxLzDrWJjR3PCtMY9DzEuCAQCgSAJiCDf05jhQRqF1vTWSpaeLMt82hyanTdoYOkUVxREHNsfIPDh+tAbtQrtwfsAcPTCk5OWTWa2to/ZqjWbUavV/O53v+OHP/whZ555JmeffTZarZZXX32V9evX88Mf/nBE4OBEsif6s12OLlpcoZVcqYZWLPqpBfeP2B63bH6EFoBmRTXSplB2r+DaTWjmlk362DmWVH538Hb2yysizXjwmOVm629xNC1vwI/DGwqErdN0UJY2f0SZeGklitkwjhdY22hwhIJ7v15bz6LsgoRpjYUYFwQCgUCQDMQKpmlMOFWs0JoZWsnS29kbpNMTWgGwPFeHQTP1gK1hgl9sBqcbAPWSeahsoUwzs/WaCS3BRBx11FE89thj5OXl8be//Y0///nP+Hw+/vSnP3HllVcm9Vz2RH/22hDN4tSuKR1PdnmQdozcHhfWAlAvrARTyKElfb0d2RtdzKBjyuaSZjSPW2a2/hZH0/q0pR6Z0LbmHPPUrt9EWoliNozjBxeFs8H52dHbmVCtsRDjgkAgEAiSgVjBJBDMMBK1PU6WZSW497bUDnqXFHOwHESjim8AcYFgprFy5UoeffTRuB5TkiTs9tBKnfLycpqamvD5fJhMJrKzs6mvD20Py8rKQpZlurq6cLlcBAIBWltbGRgYwGAwkJ+fT11dHRBKIa9Wq5VgviUlJXR0dODxeNDr9RQVFSkPmRkZGeh0Otrb24FQGvnu7m5cLhdarZbS0lJcLhcf7OpTznmu0Y/dbqewsJC+vj6cTicajYby8nJqamqQZZnU1FQsFgstLS1AKI280+nE4XBg2VJHxu7tcY6SHKT2dlJTU2lqasLlcuF0OvF4PKjK87FurgOfn7b/fYyzqhCLxUJGRgaNjaGA1bm5ufh8Pnp6eoBQGvmGhgb8fj9ms5msrCzFhtnZ2QSDQbq7u4FQX9fQ0IDX68VoNJKbm8uuXbsUewN0doacAKWlpbS1tSn2LigooLa2FgilkNdoNBH27uzsxO12o9PpKC4uxuVyKenh9Xo9bW2h4ONFRUX09PQo9i4rK1PaQ1paGiaTSclQWFhYiMPhoL+/H7VaTUVFRYS9rVYrzc3NuFwu5Z/D4UClUvFxZzuQHjo/8wAej4empiYA8vLyGBgYoLe3F4DKykp27dpFIBDAYrFgs9loaGgAICcnB7/fr9hblmXq6+tHbbPZ2dlIkkRXV8ihVVZWRktLi2LvvLy8iDarUqkUew9vs4WFhYoNbTYbWq02os12dXUp9i4pKaGmpgaA9PR0DAZDhL17e3sj2uxQe5vNZqXNBoNB2traIuy9c+dOJEkiJSWFlJQUmptD29zy8/Nxu9309YV+J1VVVdTW1hIMBrFaraSnp9PY2EilpCbT8mtU6q/xBVOw2+dTWVmJx+PBbrdjNpvJzMyMsHcgEFDa7GT7iLC9R+sjXC4XPT09k+4jJElK2splgUAgEMweVHI4UqkgYWzYsAFJkrBYQmnlJ3uj4PP5mDt3blIeJqxWq3KTmZ6ejtFojLi5jeVhQqVSUVlZGXFjlpqaSm1tLXq9nry8PDweT8SNWV1dnXJzG4+HCZ/Px7x582hubk7Kw8TWrVvR6/UJfZi4Yb2OLztCwW8fOlpPhtoTYe+hN7dpaWmTfpjI6OyHR15ERub6/d9nm6mZbH0B3y+9jrKs0I1wMh4mtm3bhl6vT8rDhM/no6ysjP7+/rg+TITbrNfrjfhduVwupc0m8mFi+/bt6PX6qPoIl8uFWq1m8eLFCBLLhg0bAKK2dVdXF5mZU9uiFq3eOW80MRAoBIK8cIaJbHNKzMfz/b9/IG0L9af6qy5EXZofoRWum7SzEd9dTwGgnleG/tKzY6/EKCTTjnta66JX3qOmJ5Sd7xf7t3LqnOrR/jQuWoliT7T7ROj95sPVbOwKTeL8v6P/TY65YFrbMdZ+SiAQCAR7N8LBlARiHaQdDgepqamJOCWhNUP13H6ZVf/oJiBBnhn+cbpNCZI7VcIPfxvTW/nDsncAKLSWcecR/8DV75qV10xoDSIeJpLHTBgTADY317P67dDEiEW/i9fP3ifmY8kuD97f3Q2SBBmpGK67NKLvGlo3WZbx/eF+5O4+UKkw/PYHqNIm79i68aMP2dQp4/FreenMA0Z8P91/i/HUOuaZr/D4i4Ag/zrLSsYE2wenopUoZss4/sy2/8fT2/4fAD9afgNHFJ80re0oxgSBQCAQxIJY+zqNCa/cEFozQysZejt6AuEETCyweuPmXJJaOpC21SIj83zVVuXzc+auRqPSzNprJrQEM4lkX9eXtw8G5K5Md07pWKHscaGVl5ql80b0XUPrplKpUK/YvdJGlgl+sSUqrQ8bjTQ6FtDlmUObyzHi+9n6WxxN65f7mzi2YivL87bGzbk0llaimC3jeHXmYMbJjZ1rE6o1GmJcEAgEAkEyEDGYBIIZxNIcHf8+K4PPW/3IvSMfnGIl+F7oZndzejtbrbu36lnLOKjwmLhpCASCmcWmvkEn0AEFsW+NA5C+HJI9bum8Cctr9l1I8L8fAaFsctoj9pu0VnGqiy274yi/01DHOfOXRHeys4hjyuZyTNncPX0aAmBuxiL8/lV4/Mt4eXsRP1y+p89IIBAIBIL4I1YwTWOKi4uF1gzSSpZeqkHNUaUGDplfEJfjyf0ugus2A/B8xWbl82/O/Z4S4Hu2XjOhJZhJJPu6tnhydr8KckJFVczHGZo9joxUVCX5I8oMr5s624aqLNTHyS0dSE2TX31RnWVQXq9t7Z1QK5EIrZmllUg9vcYA8il4A0fg8c9hY2fzrLajQCAQCPZOhINpGhMO+Cu0ZoZWsvXipRX4cD0EgmxOb2NLaihIdoGllIMLj4u71mQQWjNLS5A8knld6x3du4N7g0XfOKXg3hHb45bMHXVr72h10+w7GJA6uG7TpPW+UTTowKrpGblQe7b+FoXW9NebaxsAQIWHDR2ds9qOAoFAINg7EQ6maYzL5RJaM0gr2Xrx0JJ9foIffQnA82WDD3BDVy/FS2uyCK2ZpSVIHsm8rvWOXszaWiA45fhL0ldDt8fNH7XMaHXTLJsPmtBtSnDdZuSgNCm95TmFqFWhc+5y5yJJkX83W3+Lw7Vu/OhDnt+2kS7P1K7fZLQSyWwax7+zpIrffKOTN8/N5bwFS2a1HQUCgUCwdyJiME1jtNrkXR6hNf31/viJE0mGAwp0HFKsj4tW8IvN4HSzJa2dzemhLSj5lhIOGbJ6CWbvNRNagplEMq/rwUUV3H+AGkuOCU9gUczHkV0epO27t8elp6AqHbk9Dkavm8piQr2wEmnDDuh3Ie3YhWZ++YSaWrWGdGMr3Z4qgnI623raWZCZN65WothTWnV9Xby+cz6v74SHv97CK99cmTCtRDObxvFFWQUsykqO1nDEuCAQCASCZCBGm2lMaWmp0JpBWonU8wVl3qj1MhCET5p8HF6in7KWLMsE3w0F996R2oUaNRJSaPWSOrJrmK3XTGgJ9hSSJGG32wEoLy+nqakJn8+HyWQiOzub+vp6ALKyspBlma6uLgACgQCtra0MDAxgMBjIz8+nrq4OgMzMTNRqNR0dHQCUlJTQ0dGBx+NBr9dTVFTEzp07AcjIyECn0ymZpYqLi+nu7sblcqHVaiktLSUQCNDX3EZ6ejpOp5PW1t0JAAoL6evrw+l0otFoKC8vp6amBlmWSU1NxWKx0NLSAkBBSy/q3SuI+kvzMKpU7Ny5E0mSSElJITU1laamJgCcTicej4e+vj4Aqqqq6CrJJmPDDgD8n31NrTYIQG5uLj6fj56eHgAqKipoaGjA7/djNpspSx2g2xOy9Rv2GnJVemWLUFlZGQ0NDXi9XoxGI7m5uezatUuxN0BnZyhKeGlpKW1tbYq9CwoKqK2tBcBms6HRaCLs3dnZidvtRqfTUVxcTCAQwG63k5GRgV6vp60ttA25qKiInp4exd5lZWVKe0hLS8NkMkXY2+Fw0N/fj1qtpqKiIsLeVquV5uZmILRKxeVy8cLWDcCykK2MvdjtdqxWK2lpaYq98/LyGBgYoLe3F4DKykp27dpFIBDAYrFgs9loaGgAICcnB7/fr9i7vLyc+vr6UdtsdnY2kiQpbbasrIyWlhbF3nl5eRFtVqVSKfYe3mYLCwsVG9psNrRabUSb7erqUuxdUlJCTU0NAOnp6RgMhgh79/b2RrTZofY2m81Km83Pz6etrS3C3kPbbEpKimLv/Px83G53RJutra0lGAxitVpJT0+nsbFRabNerzfC3iqVCrvdjtlsJjMzM8LegUBAabPR9BFlZWVj9hE9PT2T7iMkSUKtFhsdBAKBQBAdKlmW5T19ErOdDRs2ALB48eKo/s5ut1NVFXtgVaGVXK1E6u3oDnDp6334gnBChYFfH2SdslZwy078DzwHgKqiiM6LD+L1uue5aOFVIxxMs/WaCa1BYu2nBNEzE8aEeOn57n8OaWvogVX/o2+hLhs9OcFYWnIggPd394BnAPQ6DL+/HJXRMMoRInlkwxc89FXI0bokZyP3HHvYhFqJYE9pPfj1Izy/fTv+4Dy+VT2fixcdkDCtRDMT2/1s0BJjgkAgEAhiQaxgEghmAHNsWv7zTRtftftJM8RnRjG8eglAe9hKCq1lfGfRz+JybIFAMHNx+byYtLopH0d2DyDtqAu9GWd73HiotFo0y+eHYsX5/EgbdqBZOfGWvcOKS3joq9DrXQ5z1LoznWb3Ooz6jzDyOqsq/r2nT0cwhC6Pk1s/W8+WLh1pmn4eS6LzTCAQCASCRCPWvk5j0tPThdYM0kq0nkGrYr8CPfMytVPWkpo7kLbXAaDKTEddXTlu+dl6zYSWYCaRrOv647c/5cind3Ddxia2drXFfJzgxh2wOzC3Zum8UbPHhRmvbpoVQ7LJrZ1cNrmK9Cwsun4ABvxlBKXBxdqz9bcY1pJlmR09ITul6W1km6J37E1WKxnMpnEcwKDR8n5DFZ3uOdS7ihKqNRQxLggEAoEgGQgH0zTGaDQKrRmklWy9qWgF3wutXvoiswnpkGWoJoizMFPqJbSSryVIHsm6rnV9aQSkLBqdC8gwmmI+TmT2uHnjlh2vbqrSAlRZ6aFj2nch9/ZPSn9lfiYA3qCaXY7gpLTizZ7QanU14PSHYgLNyage17E3Va1kMNvGcaveSJoxFJfJL+WwubMloXphxLggEAgEgmQgtsgliVgCurpcLqqrq5MS0NXv9ys3oenp6RiNxtgCuhYU4HQ6cTgcqFQqKisrRwR0rampwWKxkJeXNyKga11dnRJgNCMjIyI45ngBXbOysiICjAaDQaV+ixYtorm5OSkBXcN1S0ZAV5fLRVVVFS6XK8LeQwOMjhbQ1dHcSv7aTexI7eTPi98nw7mFMzd9j6OrTh0zoKssyxgMhqQEdA3bMBkBXV0uF3PmzKG/vz/hAV1lWUav1yttNpEBXcM2jKaPEAFdpz+tra0Jj9fSPdBDQGoDsjBp28i17BPTcWT3gLJKkvQUVCWjx14KM17dVCoVmn2rCbz+IcgQXLcZ7VH7T3gOCzO1vFPvA2BzZ4CKdO2EWvFmT2i917gTr38/dJptzEmPPQPgZLSSQTK1kqU3N8PD57v9Sq/X7WJhVvxXmQ0n2XYUCAQCwd6JcDAlCbVaHTGwl5SURHw/fNDPyMjAbrej1WopKioat2xaWpryurCwcNyyqampyuv8/MEbmtGCPw59bzJFzmJXVlaOWdZsNpOTk6O8r6ioiChrsViU8larlezsbOW7srKycc8/MzNTeT08U9bwsjabDbvdjkajobi4eNyyQ5eOR2PvgoLIh6ahdQNISUlRXg+192jHHW7v3NxcAP74iZN+Xw775+s4LtOAXqOiqqoKu92OxWLBYrFE2Lu8vHzM41qtVtI+30JQkni+bCMAPYFOjCkGDAbDmPa22+2TarNhorH38DY73IZD2+xwew8/7lB75+XljVs2bEOz2YzZbFbsDSPb7NC/tVgsEW12PHunpKQoTky73T6pNhsmGnsPb7PDbTiZPiIc0FWwd7O9Zz3plmuQZS0r0r4JxOZgitget2QuKvXUVtGoV1TD6x+Gjr1uE5oj95twZc6CrMFbnC1dAU7aS56t36pT4/D8AQBZrt/DZyMYjYOLbIqD6YtW/549GYFAIBAI4oiYrp7GDH8QFFrTWysRegFJ5p16H+/U+7hnvZuhz2ixaMk+P8GPvmRHaidf20IrpnLNhRxWtGrcv5ut10xoCWYSybiuGzvXAaBSBTiiYnnMx4ncHjd/wvIT1U2dmY6qPFRGbu1Ebmqf8JjzbFqlz/yspWvSWvFkT2g19FuUzw4pLB+reFy0ksFMH8dH47jyKiC0uq6xPyvheiDGBYFAIBAkh5gcTD6fj8bGRtxud7zPRzCE8DYcoTUztBKht7UrQL8vFJx2Zb4O7RAPUyxawXWbwOXh+dLBQLlnzfkuWvX4GaNm6zUTWtMXMc6MJBnXdVNXKD6bGjX56rKYjiF7hmyPS7OiKh1/exxMrm6afYcG+944YXmzToVBE9oi3OI00ef1TForXiRbKyDJuHyhFY16TRsFKekJ00oWM30cH42IOEzB5MRhmg3jgkAgEAimP1FtkXM4HFx33XW89dZbSFJo6XtRURHV1dUsWrRI+X/oNhVB7DidTqE1g7QSofdp8+DS+f0LIp1A0WrJkkzw3bXYU7r4KjN0M5tjLuDw4hMn/NvZes2E1vRjbxlnYo3Ll5WVlbC4fLVtddT22VGpoDxtHv1dLuwD9qjj8lm3N6DevT1OXlhJR2fHuHH5mpqacLlcWK3W8ePyLShDVqtRSRKBLzbj+MYSenaXHSsuX5ahg4ZAIaDhuS8+47DsQmRZxu/3JyUuX1tbG06nM2lx+VoDFiQ5dGu3PD20NXaiuHzhOHGVlZXs2rVLsbfNZhs3Lp/P50tKXL6wDZMRlw8gGAyiUqkSHpdvaBymFzZtofIAW8Li8tXV1eFyuTAYDCIun0AgEAgSikqWZXniYiF+/etf8/zzz6NSqcjKysLpdOLxhGYEh8ZCKC4uZvHixdx2221xOcmmpiZOPvlkjj32WG655Rbl846ODv7yl7/w/vvv09vbS25uLieddBJXXHEFer0+4hjPPfccjz76KA0NDeTl5fHtb3+bCy64YITWW2+9xd13383OnTvJyMjgzDPP5Ac/+AFabezhqsKxTRYvXhzV39XW1o6I75IohNb01Pv+f/rY0hUA4MUzMsgyD97sRasV3FyD/8Hn+ePid/lyt4PpsqXXcWzpGRP+7Wy9ZkJrkFj7qXizp8aZZDJdx4QHvlrL4xsy0Wk3cEx5P+fmHBSTnu/B55A2hx5S9T+8AHX5xFtzJls336MvIn29HQDd989Cs6Bi3PI3f/IR/6nJQKvZyjkLtFy69ORp/1ucitaX/nxu+8wFwI9WmDl7fuxZACfSmo02TKbe89s2cvvnodiM5embWXPSIQnVi7Ze02VMEAgEAsHMIiqvybvvvovRaGTNmjXKgFNbW8umTZuUf1u2bKG+vp6Ghoa43PjLssyvfvUrXC5XxOcDAwNcdNFFNDY2cv7551NaWsratWu577772L59O/fee69S9rHHHuOmm27iyCOP5IILLuCTTz7hhhtuwOl0cumllyrl3njjDX74wx+yYsUKfvGLX7Bt2zbuuusu2tvbueGGG6Zcl2hJ5g2V0Jp+er0DElt3O5cq0zURzqVYtMKrl8LOpWxTPkcUnzypv52t10xoTT/2xDgzU0j0df2sxY1MOb7AN8g374pJT/YMIG2rC72Z5PY4mHzdNCuqFQdTcO3GCR1MZ8/P5LP28wBwBo4DTp61v8Xy8nL+/tHg6sWFmYnL4zJbbZhMvePKq7j98x5An5Q4TDN5XBAIBALBzCGquw+32803vvGNiNmM8vJyysvLOemkk5TP6uvr2bhx4vgIk+HJJ59k3bp1Iz5/4oknqKmp4d577+XII48E4LzzziM/P58HHniATz75hAMOOACHw8Edd9zBUUcdxd13341KpeK8887jJz/5Cffccw/f/OY3sdlsBINBbr75Zqqrq3nkkUfQ6ULbkVJTU3nwwQe54IILmDdvXlzqNFlqampGZGsTWtNXK956n7f4CS8vHL49Llotqakdaccunl88+Ls8a8530E0QeykWrakitGaWVrzZE+PMTCHR13VXXzgzYZATKqpi0pM22odkj5s36exxk9VSz68AiwlcHqQNduQBLyqjYczyZamV6DVGfMEBdvRsikorHiRba1Nn6BpqVDDHljgH02y1YTL1rHojucYu2gby8QdzaHMFybVoEqY3k8cFgUAgEMwcotpcPWfOnEmVKykpYdWq8bNSTYb6+npuu+02rrzyyhHfffLJJ2RkZCjOpTDhB5CwU+rtt9/G7XZz/vnnR2yvuPDCCxkYGODNN98EYP369TQ1NXH22WcrzqVwOVmWefXVV6dcn2iJYvei0JoGWvHW+7RlaPwl/Yjvo9EKvLeWToOLDRmheBTZpjyOKDll0n8/W6+Z0Jp+JHucmUkk8rr2eSXc/tBqo3yrm1xLakx6waHZ45ZNflJmsloqrQbNst1Z6QIBgrtXM42FRq2lMi1Uvs3diMPbM2t/i91eN7scQQAyTT0YNJNz7sXCbLVhsvUOyExXXn/ZFkio1kweFwQCgUAwc4jKwXT66afz+eefj9iulggkSeKaa65h3rx5XHTRRSO+v+WWW1izZs2Iz8MBEcMxk8Iz3IsWLYooV11dHfH9WOVyc3PJzs7eIzPlqampQmsGacVTT5JlPmsOpTA2aWFx9siZ6MlqyQ4n0hebyfJauP2r0zmm6DTOnrt60quXotGKB0JrZmnFm2SOMzONRF7XL9sGHdqHFmfHpCd7vMO2x00+LXo0WpoVg9nkpM8nHpvnpIfGdVnWsaFzy6z9LW5yOwnf1qWbmhOqNVttmGy9ffIHJ4/WD/kNJoKZPC4IBAKBYOYQlYPpnHPOYc6cOVx77bX4fL5EnRMQipu0ceNGbrrpplGzWGRlZY060/34448DsO+++wLQ3t6O0WgkPT09opzBYCA9PV3JBBLONJKXlzfimDk5OUq5ZGKxWITWDNKKp15NT5DugdBs4z65OvSjzERPVivwwXply0reykO4fJ/fcnTpaVGdz2y9ZkJr+pHMcWamkcjr+mX74OqJ5bm6mPSkTXYIhlbQRLM9LlotVUk+quzQVjCppgG5xzFuebN2JT3Ov9LZ/yLPbQ3M2t/ipj6v8ro6c+Sq13gyW22YbL3lBWZ0u29xE+1gmsnjgkAgEAhmDlE5mFQqFffddx/btm3j3HPP5c0330zIA8DOnTu54447uOqqq6ioGD+A51D+/ve/87///Y+VK1eyYsUKAFwuF0ajcdTyBoNByU4Uni0frezQcskknDJXaM0MrXjqfdI8eKO53yjb4yarJXt9BD9aH3qjUaP9xvKYzme2XjOhNf1I1jgzE0nkdQ0/3KqApTnamPSCX25VXmuWRhezMBotlUoVsYopuG7zuOUX2CoJSAsAPbV9+ln7W9zRM3hLd1DhyMmyeDJbbZhsve72VuZnhhyxTU6Jbd0dCdOayeOCQCAQCGYOUUWAbGxs5Pvf/z719fXIsswPf/hDDAYD8+fPZ9GiRSxatIjFixdPKYhgMBjk2muvZcGCBVxyySWT/ruXXnqJG264gezsbP70pz8pn8uyHBF7aTjh78J708cqO94xJoMkSdjtdiAUsLapqQmfz4fJZCI7O5v6+nogtDJLlmW6urpwuVwEAgFaW1sZGBjAYDCQn59PXV0dAJmZmajVajo6QjckJSUldHR04PF40Ov1FBUVsXNnKFV0RkYGOp2O9vZ2IJTiu7u7G5fLhVarRZZl5fzS09MxGo20trYCUFhYSF9fH06nE41GQ3l5OTU1NciyTGpqKhaLRblxKSgowOl04nA4UKlUVFZWsnPnTiRJIiUlhdTUVFwuF3a7nby8PDweD319fQBUVVVRV1dHIBCaYc7IyKCxsREIbVX0+Xz09PQAUFFRQUNDA36/H7PZTFZWlmLD7OxsgsGgUr9gMEhzczNerxej0Uhubi67du1S7A3Q2dkJQGlpKW1tbYq9CwoKqK2tBcBms6HRaCLs3dnZidvtRqfTUVxcrNQtIyMDvV6vrIwrKiqip6dHsXdZWZli77S0NEwmU4S9P9jlIvSoBwcU6CLsbbVaaW5uxuVyKf+G2ru2tpZgMIjVaiVtaz29gR4sah3axdV0+b302kPnVFlZya5duxR722w2GhoagNCqPb/fr9hblmXq6+tHbbPZ2dlIkkRXVxcAZWVltLS0KPbOy8uLaLMqlUqx9/A2W1hYqNjQZrOh1Woj2mxXV5di75KSEmpqapQ2azAYIuzd29sb0WaH2ttsNtPS0oLL5cLtdtPf309/fz9qtZqKioqINpuSkqKsYMzPz8ftdke02aH2Tk9Pj2izXq+X3t5exYa7du1S2mxmZmaEvQOBgLLFd7J9RNjew/uIsA2j6SMkSRp1tWiyScY4I4ikub8Xe08AUFGaFiBFH307iNgel2pFVTb57XGxoN63Gv7zAbA7m9xR+485Ti/KykOtqkOncZNtnr3Oyh5vyKmkws2K/KI9fDaCyWLQbgRCDtPXdu5kni17z56QQCAQCARTQCVHEfXviiuu4K233sJoNDJnzhxcLhe7du0iuHtJfPjmzmw2s3DhwlFjJE3EAw88wB133MHjjz+upFT1+/0ceuihnHjiiVx33XVYrVb0+sFVHWvWrOGmm24iPT2dRx99NCLb25VXXskHH3zAl19+OUJr//33Z/ny5dx3333cfPPNPProo3z88cfYbLaIcmeccQZ+v59//etfUdcHYMOGDQARWZEmg9vtxmw2x6QZLUJr+ui5fBKr/tFDUIaiFDVPn5oxarmJtGRJxvfHB7k192XsKV2cXvltTlj6HXSa6LdOzNZrJrQGibWfijfJGGf2NBs2bECSJGXLymQdisFgkMrKyrhPOrzQWMdLjaHVjXNSv+B3S+ZQWlrK9u3b0Wg0k5p0aH71bWxvrgVAOmAxzfuEtrBPZtKhqamJYDBIYWFhVJMO6odeQFMfOiftVd+iCf+Ykw69Hjd+p0v5297e3qRMOuzYsQONRjPlSQeHwxHhBB8+6fDxji38bkNZ6O8NO7hzedbokw5paTQ1NQGhkAADAwOKEzyaSYe8vDy6u7uTMulgt9vRaDRJmXQIX1e/35/wSYfwb+GN1nqeqF0SqpPlS25cXBr3SYe6ujqCwSA5OTmT7iNcLhdqtXqPjwkCgUAgmFlEtYLp888/Jy0tjeeee47i4mIAPB4PmzdvZtOmTWzcuJGNGzdSV1fH2rVrYzqh9957j0AgwPnnnz/iu1deeYVXXnmFm2++mTPOOAOAv/71r9x9993k5ubyyCOPjJjVLigowOPx4HQ6sVqtyufhQT4nJ0cpB6GYTcMdTO3t7RFOq2ThdDqT9kAqtKaP3rq2AMHdbt/RssdNVkvaUkOtZydrs0IPEy91vsDxTH5VYDRa8URozSyteJOMcWY6oFarqaqqUt6XlJREfD/0Owg5hNrb29FqtRQVFY1bNi0tTXldWFg4btnU1FR22AdjDB5anklZWZmiGR4jh/+tyWSKOE5WSw/S7tfGFYuoqihWvjObzRHHGb71vaqqivb2dqxWK1arlezswRUc4XMZ7RwCBywlsNvBJH+xhdLTjxqz7FCbtLe3K21rtLJARNzGaOwdvpcIM9yGKSkpyuv8/Pxxjzvc3rm5ucr74fc6tUMWb5Wn+yL+NjxZN9pxrVar4lSD8e0NIYcQhGw4mTYbJhp7D2+zw204NFj1cHsPP+5Qew+PsTmWvdvb28nNzY2w92htNozFYolos+PZOyUlJcLeKSkpnF90AH/ftQ2dZhNq/Xaqqq5Xvh96PxqNvUdrs+3t7UqZyfQR4UkHgUAgEAiiISoHkyRJHHTQQRE3CiaTiX333VcJqg2hWY8tW7bEdEJXX301DkdkwE6/38/q1as5+OCD+e53v6sMfnfddRd33303paWlPPzwwyMGVIjMFnfAAQcon2/atAkYnK0Pl9u0aRPz589XyrW1tdHR0cFZZ50VU32mgsPhiLipElrTWyteep82D27h2D9/7ExvE2kF3/mcf5ZuUt6fOecS9BpDTOc0W6+Z0Jp+JGOcmSyNjY0cddRR45YZOuGRaBJ1XWv7wg+bEqsqBh9aJ6sne7xIW+tCb1ItqMqi354VS900S+cR+OebEAgSXL8F7SmHo9JoEqIVK8nS+qp9MOvi0pzEO5dnow33hF5Y6+DSu9jc9QXuIHR6LifLlDvxH8eoJRAIBAJBIonKwbRgwQIGBgYmLGexWJQg29GyaNGiEZ95vaHMKNnZ2Rx00EEAvP/++/ztb3+juLiYJ554YsxB8/DDD8dkMrFmzZoIB9OaNWswGo0cffTRAOyzzz7k5uby1FNPceqpp6LVapVyKpWKk046Kab6TIWpxn0SWsnVioeeLMt8ujvAt04Ny/PGdjCNpyU1tlLb+jWfrwwtzbcZsjm65PSYz2u2XjOhNf1IxjgzWWw2W0RMvzCSJHHTTTchyzIrV65M6DkMJRHXtbm/F48/tArErGsk1zKYCGCyelPJHhetVsTfmIyoF1UhfbkNnG6krbVoqqsm/DtPMLHZuoaSrN9iXe9ggpLDikvGKRkfZnN/tifqtihzXzZ3fQHApq51HFa0KmFaAoFAIBAkkqgcTOeddx6//vWv6ezsjFjiuycI3/QfccQRfPzxxyO+nzt3LgsWLCAtLY3LL7+c2267jSuuuILDDz+cDz74gNdee42f//znynJhtVrN1VdfzU9/+lMuvvhiTjnlFDZu3Mizzz7LueeeO2IpcjJIZhBboTU99BocEq2u0EaTJTk6TNqxbwjH0wq8u5Z/lg2uXjp9zsUxr16aSCveCK2ZpRVvptM4YzabOfXUU0d8fvfdd+NwOLjjjjtGbP1JJIm4rq/W1gBlAFSk98ekF/xqm/Jasyy27eSx1k2zb3XIwQQE120a18H0ozffY3NnOt6AjTcqfRi10ceji5Zk/BYlSaLPG5pk06q7mWubk3DN2dyf7Ym6LcpawbPbHwBgY2diHEwzeVwQCAQCwcwhqlQxhxxyCMcccww/+tGPlICGe4Lu7m62b98OwOOPP84vf/nLEf9eeeUVpfzq1au57rrr2LFjBzfccAPbt2/n97//Pd///vcjjnviiSdy++2309fXx4033shHH33Ej370I6677rqk1i9MONCi0JoZWvHQSzequHp/C4eX6Dm8ZPyHn7G05N5+ard/zGfZodVLGYYsjimNffXSeFqJQGjNLK14M13GmbGor6/n3nvv5bDDDuOEE05IqnYirutnLU7l9X4F1ojvJqMnD3iRtoWCXse6PW6yWqOhnl8O1tCWMGmjHdkz9uq3dreagUAhMiY+aq6PSS9akvFbVKvVvHBGFhdVbuSC6uT8ZmZzf7Yn6jY3YzFatQ5JtvBJsyehWgKBQCAQJJKoVjDtt99+5Obm0tbWxmmnncbFF1/MscceOyJQZbwxGAxs2zY4Q2qz2SLeT4YLL7yQCy+8cMJyq1atYtWq+M8cxYIkSRMXElrTRiseeqkGNSfPMXLyHOOEZcfSCnzwBf8sGQzOefqcizFoJj5eLFqJQGjNLK14s6fGmcly++23I8syV199ddK1E3Fd63oH4y+dUB65wmEyetImOwSmtj1uslqjodJo0CxfQPD9daFYTF9tQ3vA0lHLzrVB4+4Qj580tXNkSeJXJifrt5hpsnJEdmHSVlvP5v5sT9TNoDEiB35Hl3MlXajZ2tXG/Mz4xmGayeOCQCAQCGYOUTmYLBaLkja3paWFW265hVtuuYWsrCwWLVrEokWLWLx4MYsWLRqRiU0QPUOznwit6a+VbL3RtGSvj9ov/8dnS0Krl9L1No4tnXoA4j1dL6E1fbXizXQeZ3bu3Ml//vMfTj/99D2y3STe17W5vxe3P5RByqxrIt+6LGq9iO1xS2PPtjqVumlWLAw5mIDg2k1jOpj2y8/k7brQ6y1dwZj1omG2/u5nq1ay9YZqFaVYaXWGNha8XlcXdwfTTB4XBAKBQDBziMrBtHbtWurr69m4caOSMnrz5s10dHTwv//9j3feeUcpm5+fz9tvvx3v892rGJqKV2hNf61k642mFfx8Iy/mfqm8P2POJVNevTSWVqIQWjNLK95M53HmqaeeQpZlLr744ikfS5Ik7HY7EEpr3tTUhM/nw2QykZ2dTX19aAtXVlYWsizT1dVFMBgkMzOT1tZWBgYGMBgM5OfnU1dXB4RSyKvVajo6OoBQWvOOjg48Hg96vZ6ioiJlm0xGRgYv1W4H5gJQltpHS0sLLpcLrVZLaWkpvb299Pf3k56ejtFoVBx/hYWF9PX14eruoWDLTlRA0GxkZ3CA1PZ2LBYLLS0tQCiNvNPpxOFwoFKpqKysZOfOnUiSREpKCqmpqTQ1NREMBrFYLHg8HmVrZFVVFXV1dQQCASwWCxkZGTQ2hpznubm5+Hw+enp6QJYpyrFBezfyzkZat2zHVlmm2DA7O5tgMEixXwaCgIaW/lTsdjtGo5Hc3Fx27dql2Bugs7MTgNLSUtra2hR7FxQUUFsb2hJos9nQaDQR9u7s7MTtdqPT6SguLlZsmJGRgV6vp62tDQilke/p6VHsXVZWprSHtLQ0TCZThL0dDgf9/f2o1WoqKiqoqalBlmVSU1OxWq00NzcTDAaxWq24XK4Ie9fW1irfpaWl0dTUBEBeXh4DAwP09vYCoRg9u3btUuxts9loaGgAICcnB7/fH7I3od9efX39qG02OzsbSZLo6uoKta2yMlpaWvB6vRiNRvLy8iLarEqlUuw9vM0WFhYqNrTZbGi1Wtrb2wEoLi6mq6tLsXdJSQk1NTUApKenYzAYIuzd29uL0+lEo9FQXl4eYW+z2ay02czMTNra2iLsPbTNpqSk0NzcrNjB7XZHtNmh9k5PT49os16vN8LeTqeT/v5+zGYzB+SlsLG9nkJzJ5WWXLq7u+nu7o6qjwjbe7Q+IhgMotfrJ91HSJKEWh1VJA2BQCAQCFDJsixP9SCNjY1s2rRJ+bdx40YcDkfCU0jPFDZsCG1XWrx4cVR/Z7fbk7bcXWjteb33G3wYNLA0V4dBM/E2k+FasiThu+VBuh0t/Kt4C+sqHfz1mH/GxcE0W6+Z0Bok1n4qWezpccbn83HQQQexcOFCHn/88Skda7qMCTt7O3lu2w6+bA9y6pxUzpm/JCq94LpN+J8MxTvUfGM5ujOPiflcplq3wJufEHj1PQC0JxyM9piDRi137DNf4vYXAxIvnWki02QdtVy8SPTv3ukb4NLXP2euTc18PZyz8hsJ0xrKdO/PZoredNaa7mOCQCAQCKYnUa1gGouioiKKioo47rjjlM/CszsCgWBy/L8v3dT1BTHrVLx8ZgbGcTLIjYa0uQa5s5cMTFysOZ3vHHsGWrUuQWcrECSXPT3OfPbZZ/T390+bGH3xoCI9i1/uH3umvnhtj4sHmn0XKg6m4NpNaI4+cNS07AUpDuzdAGreqa/jzHmLknuiceb9xjp29S1kVx9sMn/FOSv39BkJBAKBQCDYm4nKweRwOCa99aKgoCCmE5qtxLIdIhAIEAgE4rYdQqfTRSwt7+7uVpbn5+bmKuc31naIoUvLhy7Pj3Y7RCAQwG63k5eXF9t2CKCiooKGhgb8fj9ms5msrKwR2yG6u7sJBAIEg0Gam5uV5fmJ3A4Rrlu02yH6ZSN1faGYIOWpKvq62mmcYDtEIBDA5XIp2yGyX3sfw+721j6nEG17V9y2Q+Tk5CRtO0TYhsnYDhEIBHC73fT39yd8O0S43YXbbGZmZoS9A4FA3LZDhG0YTR8xXbZDTNdx5t1330WtVnPMMbGv0pkqeXl500ZPHvAibd2dPS7Fgqoituxxk9GaDKqMVNSVxUg1DcgdPcj1LahKR7aP6iz9bgcTrG3t4cwE+8USfc0+a+kCsgFYkKVJqNZQktkWp1O7F1oCgUAgEIxPVFvkFixYQHFxMQsXLqS6uppFixZRXV094mHggQceYOnSpey3335xP+GZSKzLjDs6OsjOzk7EKQmtaabnCch83OTj02Y/c21azpw38ba2oVpSQwuuOx5FJ2tQ5Wai/8V3Ys7mNJFWohFae0ZrumyHmK7jzBlnnEEwGOSll16a8rFmwpgwkV5w3Wb8T/4bmPr2uIm0Jkvgsw0Env7PuOf0UWMtv3wn1JbyrVv5x2mJ3VKW6Gv2l3W/5e367QSC87hq4YmcsDA5v4fp3p/NFL2xtLZ2tVHb18MJFfMTrjUW02VMEAgEAsHMIqoVTKmpqdTX11NfX8/rr7+ufF5YWEh1dTXV1dVUVFTw4osv8uKLL/LKK6/E/YT3Jvr6+pJ2kyO09qyeSaviyFIDR5YaJi48ilbd+69y/YEvc0LjXFatvAxDHJ1Lw7USjdCaWVrxZjqOM4FAgB07dnDyyScnXGs84nldH93wBVqNmhPKq8aMQzSeXry3x8Wjbpolcwk89wYEAgS/3Ir21CNRaSNX9azIL0ZFCzJmOtyxbw+cLIn+Ldb0bkCn2YVZV0e57ryE6QxnNvdne7JuvmCAVf/YwkCgAL0myAkVidMSCAQCgSARROVg+vTTT2loaGDjxo1KkNXNmzfT2NhIY2Mj//3vfwGQZRmTyZSQExYIBJHIPQ6ed/8bh9XLMxUbMGVt41QO2NOnJRDExHQcZ1paWvD5fLNq6/dTm9W4/cXc94WTl84kqmDXoe1xoa2V8dgeFy9URgPqxVVI67eCy4O0dSeaRXMiyug1WgrMLprcZgJSFp1uiSzznt8aGgtOn4NmV2i7d3naPLSquITVFOxB9Botes0AAwHwBfPY3t3OXFvOnj4tgUAgEAgmTdR3I8XFxRQXF3PCCScon9XX1/O///2P5557jh07dmCz2eKSxnlvJ5lZU4TWzNMLa+16/z98nB16yEjBwnGVZydMKxkIrZmllQim2zgTjkWWkpKSFL2xiNd1bXH24fYXAmDWtZJpWhaVnrS5BgKhmHGaJXNRxSF2V7zqplmxKORgYnew72EOJoDDyop5avMAAFu7Ahxs1sdFezQS+Vu0925SXs9JXzRr+5i9YRwfyhybh3WhsJa8VlsXNwfTTB8XBAKBQDAziMu0XUlJCRdddBHPP/88J5xwAqmpqZx11lnxOPReTTgwstCaGVqx6r1b7+WtXV4cXilqLdnr47nOZ5F374g7reJCjNr4r+qYrddMaM0c9uQ4s2TJErZt28ZFF12UFL2xiNd1ren7ilTTHzDqXqY6uzVqvaHb49Rxyh4Xr7qp55ZBigUAaVMNsntgRJksqUd5vbkrEBfdsUjkb/HVnT24vefgCyylLHXRrO1jZsI4Hk+tbxSmK6/XtY5sv/HUEggEAoEg3sR1PbVer+d3v/sdRx11FLfffjs33nhjPA+/1xEIJPbGV2hND73HNnrY3h1Eo4J/nZVBqmFyft9AIED9x2/wUWYdACmymRPmfytq/clqJQuhNbO0ks1sGWdiySzqcrnikln0s9Y3MOjew6B7j8MyfoHdbh+RWbS0tJS+vj7sdntEZlGVP0DBlp2ogKDJQIsqQDlMKbNoU1MTLpcLp9MZl8yiWXOLMa7bCsEgrW+8h/nw/ZXMogAlRhUQcsSvb3Lir9YlLLNo2IbRZhY1mUwRmVwdDkdEpsuamho+aUjF5f0eAO5OO33avojMomF7D810Ga/MorIsJy2zaNiGycgsChAMBmlra0t4ZtHKykr6+/ux2+0RmUXnyBrAD+ho6MvEbrdPObNoXV0dLpeLnp6eGZdZVCAQCAQzi6iyyE2W888/n/r6+v/P3n2Ht1Xefx9/a8vy3ns70xkkoYSVEDaUDWWEFAqFQimUltFCKV20pe3vgbKhLWWmQMsqZVM2DTsLshN57z1l7XOePxQrVmI7HpIsK9/XdXEhW0f63OfWyTnWfe7BmjVrgv3W09JEV+JoamoiOzs7FEWSrAjJ67QrnP6C7w/2mck6Hj0laexZDQ08/c71rEneBcCqvO/yrcXXjKu8Y86K0s9MsvaYbisGTefrzFRfE2748EIqe7ajQcMTJ71HvDFxzHneDdtwr34FAN3hB2H41gmTLs9IWROl1Lfg+vMTAGiKczH9cFXA842NTXzvYz09Ti0GrZO3L8hEr9UN91aTFqp/94qicPQzVXjVJLSaPj5YWUBLS0tEn2OmQ1a480bK+uZzX9Lr9M3w/dgpCjOSJz8593j3a7pdE4QQQkSGkNyaiI2Npa+vLxRvfUBJTk6WrGmUNZG8L5rc/sdLc8Y3D4ijbhsfJ/nuwMYrMZyy4NJxvX48ovUzk6zp60C8zgTjc7W5+6jq8Q1xK0qYOWLj0kh53o3BHx43UtZEaXIz0GT5eiKpVQ0o7V0Bz6ekJGPW+xrm3YqJDS31QcveW6j+LTbZPHjVJAAyYjvRarVRe46J9Ot4KLLKku3+x29WVoU0SwghhAimcTUwHXPMMVx77bX87W9/4+OPP/Z3CR7K4XCwefNmZszYd2JNMT6D3aola3pkTSTv80aX//HSHMO4Xvv8rkdQNb4OiKdlnE2MPnZcrx+PaP3MJCvyyHVmZMH4XN+u3ordvRxFSWJe2pJx5alOF8q23avHxVnQluZPujwjZU2GRqNBt6Tc/7Oybus+WaXJXv/Paxqagpa9t1D9W9zRuafz+UnFs0OaNZxozQp33khZR+Ql+R+va3aGNEsIIYQIpnHNwdTY2EhjYyNvv/22/3e5ubmUl5czZ84czGYzr7/+Oi6Xi5/85CdBL6wQ0URRVb7c3YPJYtAwL33s/xzrd67l04SdAMR5TJzyjStDUkYhwk2uM6H1RqWTPvutAOgYX88I3+pxvvm9grV6XKjolszF8/qHoO5eTe6Ew9FoNP7nl+YksLb5C/Ta7biVWODQqSvsBGxr3zPP2pzUoE6nKSLACUVl3Le2FzBQ15sy1cURQgghxmxcf5W8//77bNq0ic2bN7Np0ya2bNlCfX099fX1/Pe///Vvl56ezrPPPsu2bduYP38+8+bNw2QyBb3w0S4zM1OyplHWePN2dnrpdvruQh+cZUCv1eznFXtYPq/gjO45vJm7k9MST8ViiBt3WccjWj8zyYo8cp0ZWTA+16ruhN2PFI4vHH3Z8r3zQjU8brisydIkxaMtK0TZVYPa0Y1a04imKNefdZIZ/rHdN6y43TEPuCKo+YNC9W9xW8e+DUzReo6J5Ot4qLKSzRYSTFvpdRbj9GbR2GcnJ35yK8RO5+uCEEKI6WNcDUzZ2dlkZ2dzwgl7JvWsqanxfxHYvHkzW7ZsobW1lddee43XX38dAJ1OR1lZGS+99FJQCz+dTGTFIJfLxcyZMye9YhD4xt4bDIaA1VeGrhgUFxfnX21l6IpBgH8Vl6Grr0xmxaC6ujqMRiNZWVlBWTHIYrGQlpYWsILN4IpBLpeLWbNm0djY6F/BJjMzM2QrBg3u21hWDHp9UzODKxktTNlzfIy0YtBgfcd5VGI21nK+uoCTOxbiuOxsrFZrSFcMSkxMpKurKywrBg3WYThWDHK5XBQVFdHX1xfyFYOSkpLo7Oz0H7ODKwYN1rfH4/GvcjXZFYMG63A854hIWTFIrjMjc7lc+99oFL1OLwPuPAAshkZy4heOOW+f4XElwRset3dWsOgOLkfZ5TvXe9duQbu7gcnlcpEan0puXBEN/dVU9e7A7XVh0I1vHryxCMV+Ob0etna4AC1ZsVpSYrQhyxpJtGaFO2+0rBOKCnh+d5vulnYtOfGhyxJCCCGCJeiryKmqSkVFRcAd6G3btuHxeNi2bVswo6aNia7EYbVaKSsb/Q5zsEhW+POuequHTW2+u9DPnZlEdtzYVjFyv/w+3g++BEB/4hHoTzxiYoUdh2j9zCRrj+m0YtB0v85M1TVhTb2Lmz/wTYx+zkwD1x2SMOr2Q/NCtXrccFnBojqcOH/9ILjcEGPG9JsfoNHr/Vn3rP8lH9S/CsD/LVvNjOTy/bzj+IViv/5XX8nPPvBNzl6SVMOTpy4OWdZIojUr3HmjZX3Z5OK6d33/Xk8vM/HTQyfXU3m8+zWdrglCCCEiR9AH7ms0GsrKyigrK+Oss84CwOPxsHPnzmBHCTFt9bkUtu6eQ6MwQTfmxiXV4cT72Ve+xzotusMPClURhYhYcp2ZmA0te1atXJJtHtdrvV+FbnhcqGjMJrTzZqCs3wp2B8rWSnQLZvqfn5Fczvt1r+NV8vm0sTIkDUyh8GlDC+BrYMpPsE1tYUTIzEs3oNeCRwn8tyuEEEJEsrDMDKnX65k7d244oqJKSUmJZE2jrPHkrWt2493dd3A8q8f9/YNbMWY3cUrdLBKWHIwmPnQrxw0VrZ+ZZEWP6XadmciwaVVV8Xg8Ex42vaHZ12NJg0qBvo/e3pGHTRcWFqKqKlarlSRLLLHbKtEA3hgTanYaPc3NQRs23dDQgKqq9Pf3B33YtCknmfT1vjrv/fBzOixaCgsLqauro789k46+f6Ni4dUdX3G4yRr0YdODdTiWYdNDh/HGxMQEDFMfOmx6a8eexobZcQYGBgZobGxEVVVsNhs2my2gvkMxbLqoqIja2tqwDJserMNwDJserJeWlpaQD5suLS1Fv7tH3UjDpotjPezq01PXp7B+ZxUJWu+Ehk1XV1ejqipdXV3Tbti0EEKI6SXoQ+TEvibazbimpobCwsJQFEmypjjvT5/184rVt/TwncfEszRn/3N/NPXVcs17Z6FoVFIdFn5Reh+FSxZNusxjEa2fmWTtIcMhwmcqrgkdAwOc+eIAKhrKknU8fkrSmPO8G7fjfvJlAHSHLcRw7okTKsNYsoJN9So4f/sQ9NpAp8X066upbW+lsLAQm8vJic92AQZM+ibevWBe0PNDsV8n/GsjA+58wMsr34oj2WwJWdZIojUr3Hn7y/rDp1W8VuFrGD5/TgU/XHJIyLL2JtcEIYQQEyG3JiKY2x2+LtGSFb48VVX5vNG3nVEHB2WMrQfTC1/eg6LxtQcf7V6MO3GSM36OQ7R+ZpIlppPJfK4vV2xHxbdSZUZs47jyAofHzZ5wGcaSFWwanRbd4t0927yKr7Fsd1as0URmbCXZcdtZmtOFoihBzw/2fvU4Bhhw5wAQY2jyNy6FIms00ZoV7rz9ZRUn9fkfr2txhDRLCCGECIawDJETE2OxWPa/kWRFTNZY86p6vLQO+L7ILMo0YNJr9vua1oFGPuj7EDRg8Rg4bdGV9EdpPUrW9MoS4TOZz/Xzxn7/45kp9jHnqU4XylbfsCNiY9CWBnf1uKFZoaJbUu5fGMG7dguWc4/xP/fCWYeHLBeCv18f1FUDvuXmc+J6Q5o1mmjNCnfe/rJOLC7j/nV9gJ763sndVJLrghBCiHCQHkwRbHAuCMmaHlljzRvsvQSwNHtsvZeeW38fXo2vUerk7oOInzM3autRsqZXlgifyXyuld17vpyeVDy2ObrS0tJQtlWC27cggW7+TDS60PzZEMpjVpubgSY7HQC1ppFUxraoQjAEe7++bO70P56TGrgf0XqOicTreLiyks0WZqY9T5LlWuJirqDT0RayLCGEECIYpIEpgg1O4ChZ0yNrrHlfNA1pYBrD3EutA4283/E2ADEeA6fOvRSNRhO19ShZ0ytLhM9EP9cWWy8D7jwAYgz15MUnjzkvYHjcQaFbPS7Ux6zu4D0rxPV88HlIs4YK9n7t2tO+xGG5mSHNGk20ZoU7byxZxxaCQb8NjcbLlvZ1Ic0SQgghJksamIQII7tHZePu5YazYrUUJOz/n+Dzm/+yp/dSazmJBx8c0jIKIaLLG5VWBi/3RYk9Y36dxu3Za3hcQQhKFx66xXNA4xuObNlZy97rm9hcTt6u3hmSeZiCqXUgFQANDg7Nnr6fhxi78tQl/sebO9ZOYUmEEEKI/ZMGpgiWnp4uWdMoayx53Q6FgzINGLSwNMeARjP6/EttA0281/QGADEePaeWrESj148pK5gkS7LE1Jvo5/p50575lw7JHvs8LBldA0OGx80I2fA4CP0xq0mMRzvTt4KWvncAtarB/9z33vyIE5/t4jdrUtnR1RrU3GDuV49jAA2+hrEEUyMmfeAQ62g9x0TadTzcWbNTFqLT+K77WzrWhzRLCCGEmCyZ5DuCeb1eyZpGWWPJy47TcdexCdg9Kna3Ouq2AC9s/zteje89T2ycTdIlR4w5K5gkS7JEcCmKgtVqBaC4uJiGhgZcLhcxMTGkp6f7h7OkpaWhqiodHR243W5iY2Npbm7G4XBgMpnIzs6muroagNTUVLRaLW1tvnlaCgoKaGtrw9oZ58+dqzNgtVpJTk7GYDDQ2uprUMnPz6ezsxObzYZer6ewsBDnui0MNmG4ZhZSs7u8ubm59PT00N/fj06no7i4mIqKClRVJSEhgdjYWJqamgDIycmhv7+f3t5eNBoNpaWlVFZWoigK8fHxJCQk0NDQgNvtRqfTYbfb6enx9bIqKyujuroaj8dDbGwsycnJ1NfXA5CZmYnL5aKrqwuAkpIS6urqcLvdWCwW0tLS/HWYnp6O1+vFkZdGyg5fXfV8+DkdigOz2YxZp8LuPX3bWkG2zkx7ezsAhYWFtLS0+Os7JyeHqqoqAFJSUtDpdAH13d7ezsDAAAaDgfz8fBobG2lrayM5ORmj0UhLSwsAeXl5dHV1+eu7qKjIfzwkJiYSExNDc3Ozv757e3vp6+vj70vNGNI0rLd6sVqtJCQkEBcXR2NjI263G71ej81mC6jvqqoqvF4vcXFxJCYm0tDga1zLysrC4XDQ3d0NQGlpKTU1Nf76TklJoa6uDoCMjAzcbre/vpOSkqitrR32mE1PT0dRFDo6OgAoKiqiqakJp9OJ2WwmKysr4JjVaDT++h48Zu12O0ajkdzcXH8dpqSkoNfrA47Zjo4Of30XFBRQUVHhL5/JZAqo7+7u7oBjdmh9WywW/zEbGxuLw+Ggr68PrVZLSUlJwDEbHx9PY6NvJcbs7GwGBgYCjtmh9Z2UlBRwzDqdzoD6bmlpoa2tDYvFQmpqakB9ezweOjt9YyJzYlewoyOJrQML+GTnFg4umjHsOWKwvoc7R7jdbhRFGfYcMVjfeXl5VFZWAvi3FUIIIcZDo+7dT1wE3aZNm1AUhdjYWGDsXyZsNhvl5eXj/jIx3B8K+/sy4Xa7/b1pkpKSMJvNAX/cBvPLxM6dO4mNjSUrKyukXyYG92/evHk0Njb6/7jNzMykpqbGX99A0L5MbNq0yV/2YHyZ+HTTo/xXeQ+PRuEPXVdjOe1k/5cJm81GWVlZWL5MqKqKyWQKy5eJzZs3+8sT6i8TNpuNGTNm0NfXF/IvE6qqYjQa/cfsaF8mxnqOGKzvvc8RW7ZsITY2dlznCJvNhlarZf78+YjQ2rRpE8C469pqtVJWVjau17TYejnn3w5AR4yhnrfPXzim16kuN/Zb70Xr8UJsDKZfXx3SHkwT2bfxUp0unL96AFxuMJsw/eZqNAY9j25az6Nf+Xo3LczcwgPHLw9aZjj2S7Kmb95Ys374zkdsaPbNI3bB3AquWXxIyLIGTfQ8JYQQ4sAmDUxhEM4vExMlWZGXp3oVnLf/jYHeDqrjOznoylvQZqaGJGt/JCv6s+TLRPiE85rw+Kb1/H1348mctC08fNLYGk+8X+3A/cR/ANAdugDDeSeNK3e8wvXvw/X0ayhrtwBg+M4Z6BbOwtrVxiWv+RrPkswVvPqt8X95H0mk/7uXrKnNG2vWM9u+5oF1uQCUp2/hryeOvxFUGpiEEEKEg/R9jWDFxcWSNY2y9pfX5VDwKmNvz1U27YSuXixeA/NyDgtoXNpfVrBJlmSJqTeRz7WhzwE4gfHNv+T9arv/sXbh7HHnjle4jtmhq8l5dzc0lSWno9f6elX2OHJweT1By4vWf/fRmhXuvLFmnVRcxsklO7jjmD4eOv7IkGYJIYQQkyENTBFscFiOZE2PrP3l/fHTfk59votf/a+PPtfoKxWpqorngy/9P+uO+sa4soJNsiRLTL2JfK4/P/xw3jovlZ8sbebMGbPG9BrV5UbZ6hs6SWwM2rLQr1YWrmNWW1aANzYGAGVbJWr/AADpFl8Dk0oMa5vqgpYXrP3a0FLPCf/ayCWvf8Qz274OadZYRGtWuPPGmpVstvDzww/n0JyiCc+LJNcFIYQQ4SANTBHM6XRK1jTKGi3P7VVZ3+Kmz+X7f6xh5NXj2u0tPP7pb+lq9n3B0+RkDPsFL1rrUbKmV5YIn4l+rrFGE2fMKCfdEj+m7ZVtlb55igDdvNCuHjcoXMesRqtlYGa+7wdFwbvB11NrRvKeRv+PG5uDlhes/VpT38iAOx9rZzlrm7pDmjUW0ZoV7rxozRJCCHHgkgamCGY2myVrGmWNltfrUlmaYyTOoOGQbANazcgNTP+2Ps7L7S9x7dJXWZ/agP6og/0TsI8lKxQkS7LE1AvX5+r9aof/sfagsfV6mqxwHrOe+XvmofGu8w2TOzg72f+7Le3uoGUFa7+s3V2Ab3XIRVkJIc0ai2jNCndetGYJIYQ4cE2LBqaGhgYWL17MzTffHPB7h8PBHXfcwdFHH83ChQs5//zz+fTTT/d5vdfr5eGHH+aEE05gwYIFnH766bz++uvDZj3//POceuqpLFy4kBNPPJGnnnoqJPs0FpmZmVGX9Wnju7zY+jBbOzaEJS+cdThaXmqMlt8tj+fVc5O59uDYEV/fYW/lv9UvAr5/nGVqPtpFc8aVFQqSJVli6oXjc/UNj/OtzojFHJbhcRDeYzatfBaa3AwA1NomlNYOVuQXM9iA09g3fAPORARrv2KMz5AWfyaJlus5vrAopFljEa1Z4c4bb9aLOzfz43c/YuXLa0KeJYQQQkxExDcwqarKLbfcgs1m2+e5G264gUcffZRjjz2Wm266CbfbzeWXX87atWsDtvvTn/7EHXfcweLFi7nllltISUnhuuuu49VXXw3Y7oknnuDnP/85+fn53HzzzcyePZvbbruNv/71ryHdx5HU1NREVZa1eyv/b+1Peb/+FW79+HIe2/xnnF5HSDPDWYdjydNrNSSaRv5n92/r43hU393zExpmkHLoEWj0ugllBZNkSZaYeuP9XM944TPO+fcn/Prjj1GU0ed9GzR0eJytMBONbvjzT7CF+99H4GTfW0mJicWs9w2NG3DnMOAKTi+mYOyXR3FT2bMdjcZBYWI3mbFJIcsaq2jNCnfeeLMe/srJ2qZy6nrnUNndHtIsIYQQYiL0U12A/XnqqadYt27dPr//9NNPeeedd/jZz37GJZdcAsCZZ57J6aefzu23386LL/p6gVRXV7N69Wouuugibr31VgDOPfdcVq1axR//+EdOOOEEjEYjvb293H333Rx77LE88MADaDQaVq5cyXXXXceDDz7IueeeS0pKStj2O9ooqsLDm/6Iim8VNRWVlyv/wbrWNVy76DZmJs+b4hJOvU5HG/+t8R23Jq+OU5vmobv0oKktlBAiJBRFwWq1Ar7VnRoaGnC5XMTExJCenk5tbS0AaWlpqKpKR0cHNpsNj8dDc3MzDocDk8lEdnY21dXVAKSmpqLVamlra6PTOUCHvQTQ0VNbR31+PXl5eVRW+uZ2S05OxmAw0NraCkB+fj6dnZ2YPl7H4FpznblpdFmtJCUlYTabaW72NcDk5ubS09NDf38/Op2O4uJiKioqUFWVhIQEYmNjaWpqAiAnJ4f+/n56e3vRaDSUlpZSWVmJoijEx8eTkJBAQ0MDNpuN/v5+7HY7PT09AJSVlVFdXY3H4yE2Npbk5GTq6+sBX28Ml8tFV1cXACUlJdTV1eF2u7FYLKSlpfnrMD09Ha/XS2dnJ+C7cdWcmUiqBjSqb5hczYwsyhPMrOsE0PHhlnpmxHspLCykpaXFX985OTlUVVUBkJKSgk6no62tDYCCggLa29sZGBjAYDCQn5+PzWbDarWSnJyM0WikpaUFgLy8PLq6urDZbOj1eoqKivzHQ2JiIjExMf76dsX341ZcAGTpCwEC6jsuLo7GxkZsNpv/v6H1XVVVhdfrJS4ujsTERBoaGnzvlZWFw+Ggu7sbgNLSUmpqavz1nZKSQl2db8LzjIwM3G63v75VVaW2tnbYYzY9PR1FUejo6ACgqKiIpqYmnE4nZrOZrKysgGNWo9HQ3t7ur8O2tjbsdjtGo5Hc3Fx/HaakpKDX6wOO2Y6ODn99FxQUUFHh632XlJSEyWQKqO/u7u6AY3ZofVssFv8x6/V6aWlpoa+vD61WS0lJScAxGx8f758wOzs7m4GBgYBjdmh9JyUlBRyzTqczoL7tdjtWqxWLxUJqampAfXs8Hv8xO3iOyDN3sM1ZBMAzGzZwfn5xwDlisL6HO0fYbDa6urr854jh6nvoOUJRlAlPKC6EEOLApVFVdezrpodZbW0tZ5xxBldeeSV33XUXZ511Fn/84x8BuOWWW3j55Zf54osvsFj2LL38l7/8hbvuuou33nqLoqIiHnjgAe69917efPPNgCVaX3nlFW688UYeffRRjjjiCF566SVuuukmHnnkEY48cs8SsOvXr2flypX89re/5bzzzpvQfmzatAmA+fPnj+t13d3dJCUlTShzvEKd9V7ty9y38dcAJBlTsXn6/H8wazU6zi67hPNmXYFBawhqbjjrcKS89gGFeKMGk37keZcAHtn8/3i18hkATq2dzcVZl2D41gnjygoVyYr+rImep8T4heOa8MLOL7j7i3RUEpiTtoWHT1q+39eoLjfOX97v68FkMeO47tskpYbnxspU/Ptw/e05lO2+xiLj1St52ZvOHV/4ektfu8TCeXNigpY1GW9WP89fv74dgO/Ou5HTSi4MWdZYRWtWuPPGm/XM1q94YH0eADNStvDYN/f/73qiWXJNEEIIMRERe2tCURRuvvlmZs2axXe+8519nt+8eTPFxcUBjUsA5eXl/ucH/x8XFxfQuDTSdgDz5s0bdTsxMYszj+S4gjPRoOF7s37GnUc9TWmib24hRfXy/K5HeG7nw1NcytC4b52Nk5/r5Ib3eum0Dz9MpdPR5p97yejVcUrdbHTLDw5nMYUQUaTP/TGp8d8iOfZKTisbvXF7kLK9as/qcfNnQBhWj5tKgcPkNlOetqdT99YOz1QUaVgvbo+l134TdtcZ5MdJb98D2YnFZYDv2KztlV71QgghIk/E/vX4xBNPsHnzZm6//fZhu+i2tLSQlZW1z+8zMnwTdw52X25paRl2YsO9t2ttbcVsNu9zd8dkMpGUlOTfLpwGu4xHQ1aSKYWrD/ol9x/zbzK8BeTHl/DHZY+zctZV6DR6Us2ZnFF6UdBzw1mHw+V5FZUvmty4vLCl3UOCafgvei9Zn8Cl+JYQPr6xjJSZ5WgzRv/jMZqOD8mavlkHAofDwV133cUxxxzDwoULOe200/j3v/8d9nKM53Pd0rEOjUZFr6tkRf7YGiW8X233P9YunB21x+xglnbeDDAZAd/KeUUWBdPuKae2tQengSkY+1XZnYvTfRz9ju9TmjQjpFljFa1Z4c4bb1ZKTCzxRt+QO6cnm6rujpBlCSGEEBMRkXMwVVZWcvfdd/OjH/2IkpISnE7nPtvYbDZiYvbtvj64DKvdbvdvFxu776pdw2030hKuJpPJv91EhXq+DRh9LP1I820Mzv+gqqq/fKGcbyM5IZ02206sVitZWVkcnXImmUVFOBUHsYb4gPk2YhMstDb59m2i823YbDa8Xi+NjY3++R8yMzP9k12mpaUBe/7wCvZ8Gx9b2+lz+VYkmp/kobqyYp/5Nojx8mb184Cv99KptXPo/VYZ3Varf/4HmW8jNPNt2Gw2BgYG6OvrC/l8G6qqUlNT4z9mxzLfxv7OEYP1vfc5YrAOx3OOkPk2hqcoCj/4wQ/47LPPuPDCCykpKeHNN9/k5ptvxul0csEFF0x1Efdhc/dR2e1rLCqMLyPBlLzf16guN8qWIavHzSiA3ee+aKUxGtAtmIn3y83gcKHdXklOfCxV3RYa+hXqezvJS5jaXiId9n4cnmwAYg2NxBtlJbADXWmyjY2+Sx1vVFXyg0WpU1sgIYQQYoiIa2Dyer387Gc/Y86cOVx66aUTfh+NRjPs45G2U1V1TNtNlFarpayszP9zQUHg0s9DnwNfg5Db7Uav15OXlzfqtomJif7Hubm5o26bkLBn+eXs7Gz/Y7fbjcEQOP/R0Nfu3ZhXWlo64rYWi4WMjAxUVaXf1UtJSUnAtnPnzvVnxcXFcVT68f7nioqKAGi3t/Djj87lzLKLObXkQrQa3xff1NQ9f0gVFhaOuq8pKSm43W50Oh35+fmjbju059p46jsnJ2fEfQNo0OoAX+PkUSUJlJVl7PO+m9vXEau10K24OK6xjOSMAowHLyBtyDE3XH0PfmaxsbH+HnnAPsNBh5Y/Li7O36gGe+p7pH0drO/9HR/gO2YHjae+9z5m967Docfs3vW99/vGx8f7H+/dw3HvbYfWocViCejpuPcxO/S1sbGxpKen+38erb7j4+P99T2WOhy6kMBYzhGD9j5m967DsZwjBufbEIFeeuklPv74Y375y1+yatUqAC644ALOOecc7r//fs4///xJXx/Gau9z3ki2dW5EwTccd17a2IbaBgyPmzcDjU435rxgmKos7cHlvgYmfMPkLPkZgG/o3Ad1tXy7fHINTJPdr8ouLYOdzWenjt4AfCB8XtGWN5Gsw3MT/A1Ma5vHfvMz3PUohBDiwBRxt6sfffRRNm/ezE9+8hO6u7vp7Oz09wBwuVx0dnbicrmwWCw4HPsucT/4u7i4OIBJbwfgdDr924XTYG+M6Zr1ceN/uerd03mj6lm8qnfMWaqq8uDG2+hytvPYlj/zi0+uoNlWP6EyhLMOh8v7vGnPUteHZA8/gfm8tCXc2/J9LrIu4rS62eiP+saYvrBO9+NDsqIjK9q98MILFBQUsHLlSv/vtFotP/7xj7ngggsYGBgIW1nG+rk+sclNt+3/sDlXURh/yJhe4/1qh/+xduGsceUFw1RlaUsLIMnXMK1sr2J+os7/3IaW3qBmTcTOrj3XghOLZ4U0azyiNSvceRPJOql4BuD7m6q2Z/+9EyeTJYQQQoxXxDUwffTRR3g8Hi688EIOO+wwDjvsMJYv962S8dprr3HYYYfx6quvkpOT4x/2MdTgcJrB3gjj2c5ut9Pf3x+w3eAQl6E9RMJlpAav6ZBl9wzw+Ja76Xf38rdNf2Rz+9oxZ3lVD3nxe3qFbO1Yz3UfnM9b1c8z3kUPw1mHe+f1OBW2754otiRJR0asbtjXKO1dGDZX8836WSSZ09EeNHvcWaEmWZJ1IHK73Xz11Vccdthh/uGDNpsNVVU56qijuOaaa4Ydgh0qY/1cd3Ym4fYuYsB5CbNTFux3e9XlRtk6OGTXjHZm4bjygmGqsjRaDbrFc30/KCrL+pzEGP9FQsxtxBjfDGrWRGwdMhfUnNTRO50fCJ9XtOVNJMs3D5NveLXDkzPmeZjkuiCEECIcIq6B6aabbuKxxx4L+O9vf/sbAEceeSSPPfYYRx55JOXl5Vit1n0umFu2bAH2LKtaXl5OT0+Pf66T0baDfVeL23u7cDKZTNM264Vdj9Dh8N0tW5JxJAvS9txF31+WXmvgu/Nu5LeH/40Mi29IlMNr5y9f385tn11Nu715zOUIZx3unbe2yY2yuz1s6Qi9lwC8H62D3dvply1Gox++IWq0rFCTLMk6ENXX1+N2u8nNzeXxxx9n+fLlLF68mEMPPZSHHnpo3A3ekzWWz7V1oBebyzdkMkbfQP4Y5hBStleBc8/qcRqdbsx5wTKVWUNXk5u1qZbshOcxGf5Hbf9nk/6MJ7tf23bfpLAYNBQkjH5tOFA+r2jKm2hWefqeFWl3dBpDmiWEEEKMR8TNwTRv3r6r3QxO8p2ens7hhx8OwEknncTzzz/PP//5Ty655BIABgYGeP7551mwYIF//pITTzyRe++9lyeffJKf//zngG+ep6eeeorMzEwOPtg3P8WKFSuIiYlh9erVHHroof7s1atXYzabOe6440K2zyPZe76Z6ZLV2F/Lfyr+AexpLBo65GusWfPSDubuFf/i8S138d+aFwHY2PYZP3r/PC6f/1NW5J2y36Fk4azDvfM+b9wzPG5pzr5/AH7W9B4lphISvtg9943RgO7QhRPKCjXJkqwDUV9fHwAvvvgiPT09XHXVVWRkZPCf//yHu+++G7vdzvXXXz+h957Iwg+qqu534YevWgF8DRHz0qChoWG/Cz+kfLwWy+5ytaTH46muprCwEIfDgdVqDenCDwkJCTQ0NPjm7Ovvx263B0yiP3Thh+Tk5IBJ9Cey8AP45jerq6sLWPjBlZ6Esa0b6lspXljM164N9Lm6aeitgT79hBd+GKzDwYUfhi5E0NXV5V9oY+jCD4mJicTExLCusoLWAV9jYXGcl6rKilEXflBVNWwLPxQWFoZt4YfBOgzHwg+Dx1ZLS0vIF34oLS3F6/VitVrHvfDDWaXlfNbgm39pfYObpcldoy78UF1djaqqdHV1ycIPQgghQkqjhvsW7AQ4nU4WLFjAWWedxR//+Ef/7y+//HI+/fRTvv3tb1NcXMyzzz7Lzp07efzxx/0NRwC/+tWv+Oc//8k555zDQQcdxOuvv86nn37KXXfdxTe/+U3/dn/729+48847Oe6441ixYgVr1qzhzTff5MYbb+R73/vehMs/OHnueHtBWa3WfSb2DZVgZv3us2tZ17oGgHNmXMq35/xw0lnrWz/mgY230enYM9zxuIKzuPqgX4z6unDW4dA8VVU584UuOhwqZh28fl4KRt2exrBuZyfff+dUPF43x9eX8h3rYnRHLMJwzvGjvPvwWeEgWdGfNdHzVDRbu3Ytq1atQqfT8eKLLzJ79p7hqxdddBEbNmzggw8+CJg4fyxCeU14cL2Np7f6evb+bnkcKwpG77Wgutw4f3W/rwdTjAnTb67x96KM9GM2mFmej9bieek9AF44uovn1bcAuH7JH1iWe2JQs8bqka/X8djXRQAclLmF+49fHrKs8YrWrHDnTTRrwK1y8rOdeFUoStTxj9OSgp4l1wQhhBATMa1vTdxzzz2sXLmSV155hT/96U8YjUYeeeSRgMYlgF/84hdcc801fPLJJ/z+97+nu7ube++9N6BxCeCKK67g1ltvZdeuXdx2223s3LmTX//615NqXDrQfNn8kb9xKdWcwTkzLgvK+y7OOIJ7VjzHUXl7PrODM48MynuHgrXbS4fD13a7OMsQ0LgE8HLFapxeB168qKigAd3yJVNRVCHECAZXz1ywYEFA4xLA2WefjdvtZt26dVNRtBFtaNnTc3JhxshDcwcpO6r3DI+bN2PMQ3SjjW7RHND6ztMlVg1eJQuH+yjeqe6ZsjJtbN0zJ+SCdMsoW4oDjcWgYdbuObmqe7x02pX9vEIIIYQIj4gbIjcck8nEjh079vl9bGwst956K7feeuuor9fr9fzwhz/khz/84ajbge+u9EUXXTThsgbT0CXLp0OWy+vkkc13+H++pPw6YvT7/lE80aw4YwI/Xvw7Ds0+hq0dG1iaffR+XxPOOhyaFzg8LvBLXo+zi9er/gWAQdFyeu0ctOVlaNPHV9bpdnxIVnRmRbOsrCxg+Poc/J3NZgtbefb3udpcCjs6fatLlSTpSDbv/x6S96vt/seDq8eNNS+YpjpLEx+LdnYxytZK0tuS6UxfDcCXjVVBzxqrmh6z//GK3cP+Q5U1XtGaFe68yWQtytT7J4F/q6qKlXNLQ5YlhBBCjNW07sEU7XS68N1JDkbWfypW0zLgm2tgXurBHJFzQkiyDs0+hu/OuyHgd6qq8pevbufL5o+CmjVeg3mfN7r8v9t7/qX/7O69BHB0YykpLgv6o74x4axwkCzJOhClpqaSlZXln9dlqMF5VbKzs8NWnv19rm9U7vIvLDA/ffT56QBUtwdly+59izGhnVk0rrxgioQs3RLfZN95DhWDxjffVJ8zB4fHNez2k8naH4/ipcvhO7b02k5mpux/JdtIqMPpnhXuvMlkpcTU+B+/XdMQ0iwhhBBirKSBKYINTsI4HbLcipu3a/4NgFaj4/L5Px1xAu5Q7NeH9a/zVs3z3P7Fj7l/42+wuftCljWatrY2BtwqX7f67irmxmnJi9/zR12vs4s3dvde0itaTq+bgyYvE01J3oSywkWyJOtAddppp1FdXc1///tf/+9cLhdPP/00KSkp+wzJDqX9fa7v17X4H8ebdu33/ZQdVeD0NZ4MNzwuWo/ZkbK05WVg9t0QOMS2nm9kbeaKRa0hydqfdc31qGosAKkxY3uPSKjD6Z4V7rzJZB1XWAj4eizW9iSHNEsIIYQYq2kxRE5EPoPWwJ+PeoZ/7vgLOo2ewoTwTcgJsKH1E//jd2v/w1dtn/PDg36FhdSwlgNgfbMb7+5eBIfsNTzu5cp/4PD6Vn45uqmEVKev99L+VsMTQkyN73//+7z77rvceOONrFq1itzcXF566SUqKiq48847MRj2P89RuFR0xfkfn1RcvN/tvRv3DD3fe3jcgUhjNKBbOAvv55v4zfYmDAcvQVc+d0rK8nFDEzADgLJk75SUQUS21JhY4o3bGfAoaLRf0eHIIdUc/r95hBBCiKGkgSlMJrIktaIo+12SeqzLzQ5dkhp8y/t2dnb6l0jOz8/3l28yS1JfWHoNfX19WK3WEZekHqyLrKysoC1J/YN5vyRTKeTllidwKnba7c386tOrOCzpBK7Ov5XO1q6AJalramr89Q34l0guLCykpaVlwktSK4rCf7e3Ab65Mwo0HVitzeTl5VHXVsOrFc8Avt5LZ9TOwRNrpi83lZj+/oD67u3tDVgiebglqRVFCduS1Hl5eWFbknrw+AjHktSKojAwMEBfX1/Il6TOz8+npqbGf8yOZ0nqkc4Rg/W99zlisA7Hc46QJamHFxcXx9NPP80999zDyy+/TF9fHzNnzuShhx7i6KP3Pw9cMBWMMg9P20Af/S5fT0izvoGixAWjvpdveJzv38Rww+P2lxdskZKlW1KO93Pf6lnetVvRLZ5cA9NE92tL+55heUuyEkOaNRHRmhXuvMlmnTf3U16ufBSA7Z2FHJEz8kq04a5HIYQQByaNqqrqVBci2k10qdfGxkZycnJCUaSozWodaOS+jb9mc/ta/++yLHlcu+g25qQeFJLMoRoaGvnxFzE02RT0Wnj93BQsBl/vpH9su58Xdvn+EDyuoYzLdh2M/tSj0B+zdEJZ0fKZSVZkZMmS1OGzadMmFEUhNtY3BGqsDYoOh4PZs2cPe9PhtcYanqs9yPd+8Rv4VXnRqA2KaW29mJ97BwDbrALiLjkr4KZDYWEhW7ZswWw2T+qmQ05ODv39/QGN4HvfdGhoaMDhcFBUVBS0mw5paWkBjeBer9ffgGs2m1FVdfibDqmpmO59Bk1PP6oGdD+/gtaB/gnfdNi6dStms5nk5GSMRmNAI3hXV5e/vouKigIawb/9Xh02dyEAT5+sYPIo+73p4HA4KC4uDstNh5iYGLxeb1huOmzbtg2z2RyWmw4ABoMBs9kc8psOpaWlbN++HYPBMOGbDtv7N/JI7e0AHJZ8AmdnXz7sTYfq6mocDge5ubljvulgs9nQarVyTRBCCDEu0sAUBhP94ma1WikrC89Qs4lmrW/9mKKEmaSY00OeNVaKqvBm9bM8sfVeXLsn09ag4fTSb3PR3GvRaUI30eXnWyq4cUMSKrAkS889xyX6y3TdBxdQ22dFp2i5+/NTSFOTMP3yKjQW8+hvOoLpcHxI1vTJkgam8AnFNeHqtz/iqxbfJNXfnlfF9w8afW4o11OvoqzbCoDh8nPQDbMCVaQfs6HKcr/+P7zvfIoblY0nLubT5Di+t2AhyeZ9V0WdbNZwbC4nJz7bBRgw6Zt494J5IcuaqGjNCnfeZLPsHhvffmMFiuolP76Ee49+PmhZck0QQggxETIeIoKFc26PiWR1Odq5Y+3NXPPe2bxc8Y+QZo2HVqPlm8UXcNdR/6TI4ptXREWldaARbYgP+aw4Pa98K5lfHRHHBXNiAsp0x1FPcaXxQs6qmUuaMxbdIfMn3LgEkX98SNaBkSXCZ7TPdTzzL6luD8rm3cPjzMMPj9tfXrBFUpbuYN+wuB/NK+NnbYt5eedMPqirDEnWcFoG+siMrUSn7SIrtiukWRMVrVnhzptsVow+lrKkOQBU9/TQbOsIWZYQQggxFjIHUwTLz8+P6KzV2+7D7rEBUN9fFdKsiciJK+D/jn6SVyuf4rWqf3HlgltCPpl2fn4+Wq2W44tN+zynV7Ss+CwGeueBBnTLl0w6K1wkS7LE1Bvpcx3v/EtDV4/TzivbZ/W4/eWFQiRlaTNS0RRkM8PWyU7fonJ82dTFWTOCnzWckqQ0XjgrDUVR6HfnhjRroqI1K9x5wciyaM+is/8GvEoe/95VyVUHDT/Rt1wXhBBChIP0YIpgg+PgIzFre+dXvF/3CgCxhnhWzb4mZFmTUVNVw1kzLuHBY18i0RS4jO9XbZ9T07v/pbzHY7R9UzZuh15fg5x23gy0aftfVniiWcEmWZIlpt5In+ubVRWAr5GoILF7v+/j/WrP6nG6UVaPi9ZjdixZuiXlHNrd6/95V+fE/lyazH5ptVoSTDH73zAIWeMVrVnhzgtGVmlyMV7F18D8ZZM9pFlCCCHE/kgDkxg3r+rl4U1/8v984ewf7NN4E2mMusAeRT3OLv687hZu/HAVL+x6DK/iCUmuzd1HQ38Nqqri+fBL/+/1R30jJHlCiAPPZ417GkK+kT16g4TqGbJ6nNmIdlZRCEs2fekWzebgHgUNvi/sbQNpU1wiIYZ3cnEZGpwkmKooSgzdHJNCCCHEWMgQuQiWnBy+RpvxZL1T828qe7YDUJQwgxMLzwlZ1mSNlPXirsfodfnmtvjHtvv4ovkDrl10G7lxhRPO+scWO5XtyRxldHJojhGTXsMrFU/x3M6/c2TCMs5tTyCNWDT5WWiKxz7sYSSRUI+SJVkifEb6XJfnJzHg3kJtbwonF5eM+h7KjmpwDA6Pm4FGP/KfAdF6zI4lSxNnwTSnlAS1ih7NXDxKGpXd7ZQkja+habz75fS4UVEx643jet1EsiYjWrPCnReMrNSYON48z0CscfSVQ+W6IIQQIhykB1MEMxrH/wdmqLN6Xd38Y9sD/p8vn/9TdNrxtVNGwn6tmnM1Z5V9xz/p986uTVz/4UpeqXwaRVUmlPVWpZP/1sEv/teP06tic/f53g+Fj3v+h6rxLdioX/GNoMwFFQn1KFmSJcJnpM/1/NkLeOyby3n3gnkUJQ4//8qgsQ6PGy0vFCIxS3dwOQXOBv/PH9bVhixr0Iu7tnHcP9v55nNrefirtSHNmoxozQp3XrCyYo37zvsYqiwhhBBiNNLAFMFaWloiLuuZ7Q/R7+4BYHnuyZSn7n+iatXjRamow/3mGpz3PYXmzidw/eNVvBu3ozqckyr3/oy0X0adiYvn/ojfH/kI2bG+iS9dXgePbr6DX33yfVpsDcO+biQ9ToWGPi8Ac1P1JJi0vFr5DAOefgCWNxeR7oiD5AS0C0b/UjdWkXh8SNaBlyXCZ7Kfq+rxoGzePe/cGIbHResxO9Ys7dxS5tl7/D9vbO4dZevJZQ1a39wDmOh1FjPg8YY0azKiNSvcedGaJYQQ4sAlQ+Qi2M5eHb3N7km9h1kPc9MCl6a1dnnodfp60yzI0KPX7ulN09Tvpal/+B48TbZaXrHuRGUBRq2JRek/Yv1w5VNVih2dxFeR6VZoAABcqUlEQVTVoOyqRamqp8+roSImBYBMl5bs9VtR1m8FnRa1tIDNpeXoinIgPm7f9xujeJOGGcmBh3Rlv68OdVpYmBFYD7U9XgZcc7l49lO8XfsinzW9B8D6Fhfff/u3nFx8LgdnLgNG7200O1VPoknL6+el8PqGGnJyc3b3XnoKAJ2q5Ywa37LX+mWL0eikXVeIA52iKFitvrmQiouLaWhowOVyERMTQ3p6OrW1vt4yaWlpqKpKR0cHNpsNj8dDc3MzDocDk8lEdnY21dXVAKSmpqLVamlrawOgoKCAtrY27HY7RqORnF6nf3ice0YBroEBWltbAd8KU52dndhsNvR6PYWFhdhsNqxWK0lJSZjNZpqbmwHIzc2lp6eH/v5+dDodxcXFVFRUoKoqCQkJxMbG0tTUBEBOTg79/f309vai0WgoLS2lsrISRVGIj48nISGBhoYGbDYb/f392O12enp8jTplZWVUV1fj8XiIjY0lOTmZ+vp6ADIzM3G5XHR1+YY6l5SUUFdXh9vtxmKxkJaW5q/D9PR0vF4vnZ2dAKiqSl1dHU6nE7PZTGZmJjU1Nf76BmhvbwfgyPR0ntk9RV9lhx6v10tVlW/V1JSUFHQ6XUB9t7e3MzAwgMFgID8/31+HycnJGI1G/5f8vLw8urq6/PVdVFSE1Wqlpa8KrSYRRc2lGLBareTm5tLb20tfXx9arZaSkpKA+o6Li6OxsRGbzeb/b2h9V1VV4fV6iYuLIzExkYYG3w2UrKwsHA4H3d3dAJSWllJTU+Ov75SUFOrq6gDIyMjA7Xb761tVVWpra4c9ZtPT01EUhY6ODgCKiopoamry13dWVlbAMavRaPz1vfcxm5ub66/DlJQU9Hp9wDHb0dHhr++CggIqKioASEpKwmQyBdR3d3d3wDE7+O8vMTERi8XiP2a9Xi8tLS0B9T30mI2Pj6exsRGA7OxsBgYGAo7ZofWdlJQUcMw6nc6A+rbb7VitViwWC6mpqQH17fF4/MfsWM8RiqLSH28iw6vd5xxhs9no6uoa9RyRl5fnnwxcURS0Wvl7RQghxPhoVFVVp7oQ0W7Tpk0AzJ8/f1yvO+lfHfRPrn2JggQtT58eOO7+xvd6+azR98avn5tMgsn3h4jZbObxrwf4+9cjr0IyVr+3vsXS3nr/z+vic7hpxskArGr5iksb9nT9t2v1nHbQdyaduSTLwD3HJQT87tsvd1LdqxKjh7cvCBw68qfP+nnFOvkeVE+ckkjp7oatwXp8dsfDPLPjIQBWtJRy5bZvgMmA6Zc/QBOz/67sYzGYFQ6SFf1ZEz1PifGbaF0P97n+a/vXLM3O3e/QOADX06+hrN0CgOGys9GVl407L1QiNctjrePYzxx4SUFLP+9dmIdeO/aJlMeTpaoq3/3vCXQ7OzDrsnnq5FfG9QU/UutwOmWFOy+YWT9+9yM2NOfiVZN4+nQNBQkpk8qSa4IQQoiJkB5MYTKRu9WKkshkRzG6XG7/3VODwUBraysDA3GArzdPVVUViWYdRqORgYEBOjrNwNiXRR4Lb6wZR16G/+euecW0LTaT2toD26ugzxGUHPvAAFZra8DdapfLt6+KomK1WgPuVvf2WoDJN/bU1tWi79WRn5+P1WpFNSj8p+IfAGhVLWdWzQHAMa+U+oa6gLvV4Lt7GhMTE9A7YCx3qx0OB8XFxWG5Wx0TE4PX6w3L3erBzykcd6sdDgclJSX09fWF/G61xWLB7Xb7e1gE4271YH3v3aNlsA7316NF7lZPL11dXWRnZ/t/7rD3c9/aLO4DMmM/4YWzDh/xtb7hceNbPW7vvFCK1CxdaR6pn75LqyYFhTis9a3MLhh7OceT1W5vptvp+3c9O6Vw3P8eI7UOp1NWuPOCmeXygldNAuCNykquPCiwgSnc9SiEEOLAJA1MYaLVaikr23O3uKCgIOD5oc+Bb7WPE+rriUuc3KofSSYtZWV7GncSEhI4VeNgQa9vbofZZSWY9BqsVitlZWWsiHMTm+ja531Utxe6elG7elA7e1AHRmkU0uvILUxBP2M22hmFaDJSmNWv8G2r7zVZ3j7yD/Z9EVJVFW1DGxd+0YHa3oXaaxv+PXVaNCmJaNKS0aQloTEa9tkkNy6WsrIs/88pKSkc1VSHLi4eg1ZDWdme1X/Kyso4wegkP90zbFyXo4MkUypD5+J2Ky68qoJZF3gHcMGMZFJjfF8EzGYzG5QPGPD0AbCso5RMRxxoNCSctJyk1KSAMgw19OeYmBgyMzP9P5eWlu6zrdVqJTY2ltjYWDIy9nzGxcXFI75vXFycfwgI+BonRtoWfA1CgP/4GG3boSvU5Ofnj7ptUlKS/3FubuCKemazOWD7hIQ9vdJycgJXydn7fePj4/2Ps7KyRt12sA4tFgsWiyWgvktKSkZ8bWxsLOnp6f6fR6vv+Ph4f32PpQ5TUvZ8IRjLOWJQXl5ewHN712FiYqL/8d71Pbjd4N1qEblstsDz4xtVVsD3by3RPPy5bJBv9Thfj01tedmoq8eNlBdKkZql0Wg4yZLFk7s79lZu6hpXA9N4snZ1b/E/npE8b8yvm0jWZEVrVrjzgpl1aE48X/vux/Bl0wBXHhS6LCGEEGIk0sAUwb5V5KGoKDbo7/vN0n27SOt3f9lYkmVgSZYB1eVGqWpA2VWDsqsGtb4FRhpNqdejLclDO6MQ7cwCNLmZaPa685oXr+P7i3z7Ul3d5v+9RqPBnJfBD3b3cFJ7+vBurUDZUoGyswY8Q7401Q2+CDSFuejKy9DOK0OTkTLiqmyn5HtHrMOjCkwcVTBSD6Z9X3PP+j+xoW0N31/wcw7LOXbYV3k0Ll4e7L2EljMrZvoeL5iJdkjjUjDox/AFUbIkS0SPvT/XDvtGYoyf4PYsYGn26D1Px7N63Eh5oRTJWQvnZsM63+Nt9Ta+GaKsnZ2b/Y9nJJWPI2X8WZMVrVnhzgtm1sklZfxtox3QUd2TFNIsIYQQYiRytYlge/cuCaXC/HyU6t0NSjtrUKobweulwdLDC0VbuNC4kDTn7kYXrQZNQbavQWlGIdqinDHdDR802n5pEuPRH3YQHHYQqtPlK89mK96tFdA/4NtIBbW6AU91A7z2IZq0JLTlZejKy9AU5wVMoh2sOvyi+UM+qH8VgP9b+xOW557M5fN/SrwxMWA7q+Yr+t2+lYaO7JlJlt3Xo0Z/1MFBKcdQ4Tw+JEuyxNTb+3NtHHiPOLOvUeL8Oe+M+LqA4XEmI9pZxSNuO1peKEVy1pySZFjnGy68jTiUhla0uRn7edX4s57ffij9rsPQ67ZTlDD+BqZIrsPpkhXuvGBmpVviiTXuwuYqxOHJpba3M2AeJrkuCCGECAeZcCOCDc4ZEwqqqqI0tuH58Etcf38e+y334Lr3KTxvrEGpqAOvFxWVx8vW82lGLTcsfYMdy5MxXHY2pt9di+nab2M4eRm6soJxNS7B2PdLYzKimzcDwwUnY/r1DzBeuwrdMUvRZAZOZqu2d+P9cC2uB/+J85f343rqVbwbt6M6nEGrw5nJ81madbT/548a3uBH75/LupY1AdvN8C7mR4t+S54xnzO3+4a1aQpz0BYFDksKhlAeH5IlWSLyDP1c7R4b1u5tAOTHl5BkShnpZb7eoEOHxxnGds6O1mN2vFkJJi35Bt/CGBUxqdjWbt7PK8af5fJ66HHk4VHK8HoPJd2Stv8XTTArGKI1K9x5wc4qTer3P35j9/x6ocoSQgghhiM9mA4gSke3f8ibsqt2T48g9m1p1KQk8uWsPjabfJMmJ8amM/uYi9DpwreSS0B5tFo0Rbm+hppTj0Jp60LZakXZbEWpqgdl9/A9uwNl3VaUdVtBpyUtOw3PN3rRlZeiSUkcPWQUSaYUbvrGHXxY/zoPb/oTA55+upzt/O7zazmu4EwuLb8eiyEOnUbHivxTOOzNAVS7bynrUPReEkIc2LZ1bkRRfXPplacuGXXbgOFxB41teJwIlJbYRV17Bm6tjo8qt/NNZcU+Q8En48vmelR8PV7TLO2AfE5i/PY3D5MQQggRatLAFMGGTsw7EWqfLaBBSe3sGXFbxWJGP6vIP+zNnWhi9fvnwO6JTb877wZMQWpcmux+AWjTk9Ee9Q046huoNjvK9kq8WypQtleCY/ck5V4Fc30rnvp38Pz7HTQ5GWjLS9HNK0OTm4VGO/y8TSPRaDSsyD+FeWkH8+DG29jQ9ikA79S+xFdtn3HNQb8mO7EYpaUDdZuvcYnkBLTzZ056f4cTjHqULMkS08fQz/X9miq8SjZaTRPzRmlgUj1elM27fD+MY3jc3nmhFulZ6Qmd0O4bFvelycRJu2rQjaEux5rVZc8CfJMwHzbG4XcTzQqGaM0Kd16ws0abh0muC0IIIcJBGpgiWEzM6JO27k11OFEq6nxzKO2qQW1uH3ljkxFtab6/QWkg3oxxyApcL2x/iDZ7MwAL0w8NGB42WePdr/3RxMagW1KObkm578tUZZ1v3qYtVujq9W+nNrbibWzF+/ankBCHrrwUbXmZb6W7MQ4ZAUiLyeQXh97P27X/5rHNf8bhHcDhdfBF84eclpeP9+2v/dvqly8JmBMqmIJdj5IlWSJ8FEXxD1kpLi6moaEBl8tFTEwM6enp1NbWApCWloaqqnR0dODxeEhOTqa5uZn/Vs7C5n4SraYVXfcAVruV1NRUtFotbW2+hRQKCgro/nwjCfbB4XGlVNRUA75VCA0GA62tvu4O+fn5dHZ2YrPZ0Ov1FBYW0tHRQU9PD0lJSZjNZpqbfdeE3Nxcenp66O/vR6fTUVxcTEVFBaqqkpCQQGxsLE1NTYBv5cf+/n56e3vRaDSUlpZSWVmJoijEx8eTkJBAQ0MDHo+HmJgY7HY7PT2+myFlZWVUV1fj8XiIjY0lOTmZ+vp6ADIzM3G5XHR1+eZGKikpoa6uDrfbjcViIS0tzV+H6enpeL1eOjs7/T/X1dXhdDoxm81kZmZSU1Pjr2+A9nbf9bOwsJCWlhaKdYr/s7NaUuh+7zM06YnodLqA+m5vb2dgYACDwUB+fr6/DpOTkzEajbS0+HoF5+Xl0dXV5a/vre17hsQtTkiiv78/oL57e3vp6+tDq9VSUlISUN9xcXE0Njbi8XiwWCzYbLaA+q6qqsLr9RIXF0diYiINDQ2Ab6VNh8NBd3c34FuttKamxl/fKSkp1NX5VtfIyMjA7Xb76zsjI4Pa2tphj9n09HQURaGjowPwzf3T1NTkr++srCyqq33HYWpqKhqNxl/fBQUFtLW1YbfbMRqN5Obm+uswJSUFvV4fcMx2dHT467ugoICKigrAt1KpyWQKqO/u7u6AY3bw319iYiIWi8V/zCYlJdHS0hJQ30OP2fj4eBobGwHIzs5mYGAg4JgdWt9JSUkBx6zT6Qyo756eHnp6erBYLKSmpgbUt8fj8R+zYz1HAMQae/3zMH2+YytLSmf6/x3p9fp9zhFD6zsvL4/K3UPrFEVBG8ReekIIIQ4MGlUdaWkwESyDy3/Pnz9/XK8bblnzoVSPZ/dKb7W+BqW6pj1Dxfam06EtykE709egpMnPDmj4GJrVbKvn2ve/hVtxodPouXvFv8iLH/td78nuV7Coqkrt5+vJ7XPi3WxFrWsefkOjAe2sIt9E4XNL0cRZxpzRYmvgvo2/ZkvHOg7NPoYjNMdw8LPbfavfmYyYfnUVGvNIK9VNTrjqUbIOjKyJnqfE+E32mtBpt3H6CzZAh1nfyDsXjPw+7mdex/ulb84gw3fPQjdvxrjzwiHSs2wuJ+e9+mu0mi3k2/v489enY/rN1WhMxqBkXfpaN7u6vGg18OZ5KVgM4+thO56sYIjWrHDnhSLrqv9+xKZW3yTxVy3qYFX5zAllyTVBCCHEREgPpmlEVRTU+pY9w94qG3wNGcPRgCYva89Kb8W5aIyGMeU8tuXPuBXfMLNTS1YGtXEpnDQaDe60RPSHlqE//nDUnj68WytQtlh9k956fPOX4HKjbNqFsmkXHg1oCnPRlZehnVeGJiMFjWbkP/QzY3O57fC/8nrVv3iv9mVq29dwsCcJAN2hC0LWuCSEOHB93tQN+IYsFyR0j7id6vHineDwOBEo1miiPK2BXd31NMXBgNeG4eud6L4xb9Lv7fCoVHb7rkfFiboJNS4JMejU0jI27Z6HqW0g+AuMCCGEEKORBqYIlpuTg9LS4R/yplTUwu6hDsPRZKTsaVAqK0BjGfucSbm5vj9C1rd+zBfNHwCQbErjvJnfm9Q+jJYVDkOzNInx6A87CA47CNXp8tXrFiverRV7JjxXQa1uwFPdAK99iCYtydezqbwMTXHesMPdtBotp5as5JT8c3Hc9hBgB40G/bLRJ94N5r6FmmRJlph6g59rTU8S4ADgzJlzR9xe2VXjv2Zoy0vHNRR4aF44TIesGcnl7Or29QarSOhk4dot+21gGkvWh3VVeFXf/DglSSPcNBqD6VCHkZ4V7rxQZB2Vn8WfPutCUWFDizukWUIIIcTepIEpAqleBc9/P0b9dCOufvvIGybFoxvaoJQUP/K2+9Hb24vepOeRTXf4f/ed8h9jMcRN+D1HywrXHDEjZWlMRnTzZ6CbPwO9oqDWNuHdbEXZYkVt6fBvp7Z34/1wLd4P10KMGe3cEl/vptnF+/RO8q7fisbm+7y0C2dOatW6yeybZElWOLNE+Ax+rhtb9jRCHJGbPOL2ytDV4xbOnnBeOEyHrBlJ5f7HFfEdzLfWoHb3jXrtHUvWmvpGwHe9MOp3Ammjbj+ZrGCJ1qxw54UiK86oZWayju2dXiq6vXS19hJfUYnNpCNmsQx3E0IIEVrSwBQm45nQlfoWzG9/yt59ZRSzEd2MQjqTY3HmZZBYUoB2cILR9hYKLKYRJ2vc34Subreb3t5ejkv+Fq95/kGqOZMc+wysVmvQJ3Rtbm6mr6+PrKyskE/oarPZSEtLo7GxcfQJXT12mJ1L4YmH07bdinZnNZaaFoyNbXvmtbI7UNZtRVm3FVWrQVOaj60gk96cVLTJCWR98KX/s7IdNBNnX9+IE7oWFRUFTDAaExMz7gldbTYbcXFxYZnQVVVVnE5nWCZ0HTw+wjGhq81mIz4+nr6+vpBP6KqqKg6Hw3/MBmtC16KiIpqbm3E4HJhMJrKzs/11ONykzzKh6/TV19dHfEoG2zp8DUyFCTpSY4b/zFSPF++mnb4fTL555iaSl5mZOdHiRl1WSeI8nO5D8Xhn82ZyLGfWduBdvxX9MUsnlbWza8+QuMNyJraC3FizgiVas8KdF6qsgzINbO/0Dbtc+9e3WNZVRaxWizpnBpqY4KwILIQQQgxHJvkOg/FOlKg6nLge/Cfelg70Q1Z60+RkoNGGZm6GyspKSkpKAHB67PS5e0iLyQp5VqhNNku12VG2V+LdYkXZVgVO17DbadKTUdt8jTGaolxM166acOZYTad6lKzIz5IJXcNnonVdWVlJkzGTmz7YPTxuhokblw7fy9S7rRL3w88DoF00B+NFp427nJF+zIY7y6N4OfqZBlQ1Fh2dvLH+RXRZ6Rh/cumIc/WNJevoZ7bh9magwck7F6Rj0o9tvsSJZAVLtGaFOy/YWarLjXf9Vt5dW8Vvk5YBMNf5AfduqcATbyH2liv2OzH9ILkmCCGEmAjpwRSBNGYTpuu/E9bMoX/gmPQxmPSh6x4ezj8UJ5uliY1Bt6Qc3ZJyVI8XpaLON2/TFit09fq3G2xcAtAfdfCkMsdqOtWjZEVvlgifkpIS7nrnI8A3VKsoqRcYvoEpcHjcrAnnhct0yNJrdSSbm+i0l+ElBWuslpnN7agNrWjyhu+Fsr+s2t5O3F5fr6V4UwMmfc6EyjaWrGCK1qxw5wUrS+noxvvJRryffQ12B3MNQNLhgI5KUzG64zMwHbFozI1LQgghxERJA1MEq6iooLS0NOQ5NncfzbWtYcmC8O1XsLM0eh26WUXoZhWhP+tY1KY2X2PTZitqnW94mys1EdP8sS8DPhnTtR4lK7qyxMSMZ9j04JBIm82GtdPif48ctROPJyNgCKpWq6WtuYWcr7ajBVSDniqjirG2dlzDpgsLC/n666+JjY0lKSkJs9kcMIw3mMOmGxoasNlslJaWhnzY9CCTyTT6sOndw3gLCwtpaWnxD0E9d5aBhvb1HNE1QJlNATR0vPsxPUcsoKCggPb2dv8w3vz8fDZt2uQvu9Fo3GfY9Iu7tgIH+fbJ1I3Vap3UsOmysrKwDJsGMBqNYRk2vXnzZn95Qj1sGsDr9ZKUlBTyYdOlpaVs3ryZmJiYiQ2brqnBVN9Kyo56tDtrGNqHLt0NsZpqbGopDgr5Iq+OuKoKCgoKZNi0EEKIkJIhcmEw0W7GVquVsrKyUBTJz6t4uPGjVcQo8fzwkF+SHVcQ0jwIz36FO0vt6UNpaqfaY6d03sirOgVTNNajZE1dlgyHCJ+J1vW6bVv40bo0QI9J38S7Fwy/glkwhsdB5B+zU5mlDjhw/uoB8HohPhbTL68adpXR/WVd9+5HfNnk65G2cm4FVy8+ZMJlmm51GIlZ4c6bSJbqcOL9cgvej9ejtnYGPqnToV00G/0Ri/lF7Resa9mAQfcVPzvkGjLshePKkmuCEEKIiZAeTBEsISEh5Blv1TxPde8uAO7Z8Ev+uOzxkGeGY7/CnaVJjEeXGE/87jur4RCN9ShZ0y9LhM/6/m7ANzdeQULniNsFY3gcRO8xG4wsjcWMtrwU5eud0GdD2VmNbs6+w532l1XVs2fI0rK8vEmVabrVYSRmhTtvPFlKawfeNRvwfrl53/kgE+PQH74I3aEL0MTHAnCWOYWtXS8DsLVzHWWZ0lAkhBAi9CK2gWnHjh3ceeedfPXVVyiKwmGHHcYNN9xAYWGhf5vOzk7uuOMOPvjgA3p7eykuLubKK6/k1FNP3ef9nn/+eR5//HHq6urIysri4osvZtWqfSdifvfdd3nggQeorKwkOTmZc845h+9///vo9eGvqri44efWCJYeZxdPb3/I//Ml5deFNG9QqPdrqrLCnSdZkhUJWQeCCy64gA0bNuzz+9mzZ/Of//wnbOXY2On2Pz44a/iVoFSvF+9m300DTAa0s4snnBetx2ywsnQHl/samADv2i3DNjCNlqUoCp12X4OhVtPLvLTCEbcdi+lYh5GWFe68/WWpioKyrRLv/9aj7Kze53lNSR76ZUvQzpuxTw+6OSkHoUWLgsLm9rVcWHpNMIsuhBBCDCsiB1dXVVWxcuVKdu3axZVXXskVV1zB+vXrOe+88/xj5F0uF9/5znf4z3/+wze/+U1+9rOfERsbyw033MBzzz0X8H5PPPEEP//5z8nPz+fmm29m9uzZ3Hbbbfz1r38N2O7tt9/m6quvxmKx8JOf/IRly5Zx//33c9ttt4Vt34caHOMfKv/Ydj82dx8AByeuYHbKwpDmDQr1fk1VVrjzJEuyIiHrQLBz505WrFjB//3f/wX8d/3114e1HNbuWP/jk0eYHFjZVQsDvlXmtHNL0RgntiIZRO8xO9msnZ2t3L/+C66qb2Rjhm9BDGXTLlSHc1xZX7U1oqjxAKTGNE96vpvpVIeRmhXuvJGyVJsdz/tf4Lr9YdyPvBjYuGTQozt0AcYbL8F0zYXoFs4adnhmrCGekqTZANT0WdlVuz0UuyCEEEIEiMgeTHfffTder5fVq1eTt7vL+PLlyzn99NN59NFH+fnPf84777zDzp07uf7667nyyisBOPfccznttNO4++67Oeecc9BqtfT29nL33Xdz7LHH8sADD6DRaFi5ciXXXXcdDz74IOeeey4pKSl4vV7+8Ic/UF5ezmOPPYbB4PujPCEhgb///e+sWrWKWbMmPtQg0uzs2sy7tS8BYNHH8c3MC6e2QEIIEYEGJ6BesWIFZ5xxxpSVo8sxgM3tmyPPpG+iJGn4+ZeUr/Z8idQtnB2Wsh1oHtu0g//V+eba+6iknYNaK8Djwfv1TvSHjH0YUqzByJLsLVR1myhP94aquGIaURpb8f5vPd71W8HtCXhOk5KI7shF6A5ZgMYyfA/Gvc1K/gZb2/W4PQv5qK0ZOSUIIYQItYjswaTX6znllFP8jUsAs2bNIikpie3bfX88D660ccQRR/i3MRqNHH744bS3t/tXL3nvvfcYGBjgwgsvRKPZs8bGRRddhMPh4J133gFgw4YNNDQ0cN555/kblwa3U1WV119/PXQ7PILs7OyQvK+iKjy86U+o+OZ3v2DWlczMnxOSrOGEar+mOivceZIlWZGQFe127vQNgZrqVfnerLIyeE8of4T5l1SvF++m3cPjjJMbHgfRe8xONuvgrGT/422mPY+VtVvGlTUzJYN7jl3Oy+cs5XfLjpxUmfaXFWzRmhXuvOzsbN+/243bcd7/NK47Hsf7+dcBjUvaWcUYLjsb4y3fQ7/ikDE3LgHoNcvoGbiTAdfFbOyz7P8FQgghxCRFZAPTnXfeye233x7wu6amJrq7u8nJyQF8y94C/uVUB9XW1mIymUhMTARg8+bNAMybF3i3t7y8POD5kbbLzMwkPT3d/3w42Wy2kLzve3UvY+32/SGcH1/CycXnhSxrONGaFe48yZKsSMiKdrt2+RpsBldfmqq6/aSh2/94pPmXFGvwhsdB9B6zk81aUVAEKAA0OJLRpPsamRRrLWpXb1CzxkOyplee2mfD/d9PcP7ur7iffBm1sn7PkyYjumVLMN58GcYrz0VXXoZmAkMov1lcBvh6x9X0JgWn4EIIIcQoIrKBaaiOjg4+/PBDrrjiCiwWC9/97ncBOPbYY1m2bBn/7//9Pz788EPq6up46KGHWLNmDd/97ncxGn0rs7S2tmI2m0lKSgp4X5PJRFJSkn/8e0tLCwBZWVn7lCEjI2NK5jTp7e3d/0bj1O/qZfXW+/w/Xz7vp+i1hpBkjSRas8KdJ1mSFQlZ0W7Hjh2YTCbuuecelixZwuLFi1m2bBlPPvlkWMtRO2S1sZOKh++ZpGwcOjxu8kO6o/WYnWxWakwcZr1vPsgBdw62xTP9z3nXbQ1q1nhI1vTIU2qacD31Ks7b/oL5fxugp9//nCYzFf05x2P61VUYzjoWbUbqpLIyYhM4JGc758zexU/nePb/AiGEEGKSInIOpqHOOecc/8TeN954IzNn+v6Q0+v1XHPNNVx77bVcccUV/u1PPfVUfvSjH/l/ttlsmM3D3+01mUzY7Xb/dsCw25pMJjo7R14SeiwURcFqtQJQXFxMQ0MDLpeLmJgY0tPTqa2tBSAtLQ1VVeno6MBms+HxeGhubsbhcGAymcjOzqa6uhqA1NRUtFotbW1tABQUFNDW1obdbsdoNJKXl+fv4ZWcnIzBYODlHU/T6+oCYHHyMiw9KVTbfO83WL6kpCTMZjPNzc0A5Obm0tPTQ39/PzqdjuLiYioqKlBVlYSEBGJjY/2fUU5ODv39/fT29qLRaCgtLaWyshJFUYiPjychIQGbzYbVaiUrKwu73U5PTw/g6yFQXV2Nx+MhNjaW5ORk6ut9d/QyMzNxuVx0dfnKXlJSQl1dHW63G4vFQlpamr8O09PT8Xq9dHZ2YrPZ8Hq9NDY24nQ6MZvNZGZmUlNT469vgPb2dgAKCwtpaWnx13dOTg5VVVUApKSkoNPpAuq7vb2dgYEBDAYD+fn5/n1LTk7GaDT6Gy7z8vLo6urCZrOh1+spKiry13diYiIxMTEB9d3b20tfXx9arZaSkpKA+o6Li6OxsRGbzeb/b2h9V1VV4fV6iYuLIzExkYaGBsDXeOpwOOju7gZ8Q35qamr89Z2SkuIfepqRkYHb7fbXN/h6Bw53zKanp6Moin9YalFREU1NTf76zsrKCjhmNRqNv773PmZzc3P9dZiSkoJer6e1tRWA/Px8Ojo6/PVdUFBARUWF/5g1mUwB9d3d3R1wzA6tb4vFQlNTEzabjYGBAfr6+gLqe+gxGx8f729gzs7OZmBgIOCYHVrfSUlJAces0+n01zdATU2N/5hNTU0NqG+Px+M/z4z1HDFY33ufIwbrcDznCEVRJj3JcDTatWsXTqeTlpYWbr/9dux2O8899xy///3v6e7u5tprr53Q+473mvCn+Sl81rKRZoMZs60Qa4c18JrgVcj9eicaQNHrqDaq5Ltc+70mDP33NXjO1Ov1FBYW+o+jUF8TBue56u/vD/k1YVBdXd2krglppnbqPbmAnpeNTi7Y/b7Oz76iujAVg9E46jWBxDh2tTRRbIzFbDTKNSFCrgkAXq+XlpaW4F4TvF6y2vrQfPo1uqb2gHOBqgF3aR7Go75BnRHQaMhwOfEM2IJyTfi/5YdTXV2NzWajq6tLrglCCCFCSqOqqjrVhRjNf/7zH4xGI2+88QZvvfUWF1xwAb/5zW/43//+x/e//31SUlK44ooryMrK4pNPPuGf//wnJ598MnfccQdarZbvfve7bN26lc8++2yf916+fDkFBQX84x//4Be/+AXPPvssGzZswGIJHKe+cuVKmpubef/99ye0D5s2bQJg/vyxT/4ZSutaPuapbfdzy9K7SIvZt8eWEOLAE2nnqUjx1FNP4fV6ufjii/2/UxSFlStXsmXLFt5//33S09PH9Z6hqGvvjircf/WtoKo9aBbGi6duQvIDwe2ffsLrFb5eYscUbePnG2v9Q5yM112ENn/0eXwGX6/R2FhV3sr3Dzo45GUW4ad29+H5ZCPez76C/oHAJy1mdEsXoDtiEdqUxKkp4CjkmiCEEGIiIv7WxBlnnMHJJ5/Mvffey8knn8w///lPdu3axX333Yder+epp57ioosu4vjjj+dXv/oV1113Ha+99hpvvfUWABaLBYfDMex7O51O4uLi/NsBw247dLtwGuw5E2xLMo/gzqOeDmhcClXWcKI1K9x5kiVZkZAV7VatWhXQuASg1Wo5//zzcbvdrF27NmxlGe1zVTbu8D8O1upx0XrMBiPr0NwM/+OdnaA7uNz/s3ftnmFyI2Vt6/DNi6OqseTFx066PKNlhUK0ZgUjT1VVlIo6XE/8B+fv/oL3nU8DGpc0uRnozz8J0y+von5eYdgal+S6IIQQIhwivoFpqFNOOQWArVu3snPnThYvXkxBQUHANueccw6Av8dSTk4Odrud/v7+gO0Gh65kZGT4twP8Xa+Ham1t9W8XTl5v6JYtHrqiXqiz9hatWeHOkyzJioSsA1Vqqm9ulIGBgf1sGTwjfa6q14t385DV4+aUhDQvFKZb1uE5BYATgFZbim/OK73O9/4btqHuzhgpS2EtRv0atJoWlucVTbo8o2WFQrRmTSZPdbnxfPoVrjsex/XAMyhf7QBl9yABrRbtQbMx/vBCjNd/B/3SBWiMhqiuRyGEEAemiJuDqaenh/POO49ly5Zx6623Bjw3dJ4kk8k07MVSUXwruwyO/Bu6Wtyhhx7q327LFt8qaoNdfwe327JlC7Nn77n729LSQltbG9/61reCsn/jEaxeU3bPABtbP+XQ7GP2aVgKdtZYRGtWuPMkS7IiISuaNTY28r3vfY8TTjghYG4/2LOCaX5+ftjKM9LnqljrwOabT1A7t2TSq8ftLy8UpluWWW8kwdRIr7MYlzeTBvcAGeVlvkaF/gGU7VXoysuGzbJ7bNiVf5BoUSlJnE2C6elJlwdCU4eqzY7a1oXa3oXS3uV/nN1nw5nyBZrkhD3/JQ15bDLu/83HKNKv40pHN96PN+D9/GuwOwOfjI9Fd9hC9IctRJMYP+msyZDrghBCiHCIuAamxMREDAYDr7zyCldeeaV/bguXy8WTTz6JxWJh6dKlHHHEEbz11lts3749oEHoX//6F4C/MWnFihXExMSwevXqgAam1atXYzabOe644wBYvHgxmZmZPP3005xxxhno9Xr/dhqNhlNPPTUs+z9UYmJwuk0/v/MRXrQ+xvy0b3DVgp+THVewzzbByhqLaM0Kd55kSVYkZEWz7Oxsenp6eO6557jkkkv89drT08Pjjz9Obm4uixcvDlt5Rvpcla+Grh4XnOFxo+WFwnTMKkp08fXuTs87OlWyDy73NTAB3nVb0JWXDZtV0b0NFd9NsBlJ84JSFpj4fqk2O+ruxiOlvcv/WG3vBvvwUwzo8M0vNOIknjHm3Y1N8YENT7sfkxCLZowTSEfidVxVVJRd1Xj/tx5lWwV7V4SmMAf9kYvRLpyFZnfPtolmBYtcF4QQQoRDxDUwAfzmN7/h4osvZuXKlaxcuRKtVsuLL77Irl27+N3vfkdSUhLXX389n376KRdddBEXXngh2dnZfPnll7z66qscfvjhnHTSSYDvgvqDH/yAO++8k6uvvpoVK1awZs0a3nzzTW688UaSk5MB35waN910E9dffz2XXHIJp59+Ops3b+bZZ5/lggsuoKysLOz10NDQMOnchv4aXq5YDcC2zo0hzRpzmaI0K9x5kiVZkZAVzTQaDb/61a+45pprOO+881i5ciUul4t//etfdHR08PDDD/tvRoTDcJ+r6lXwbgr+8LiR8kJlOmadNWMJX7f6ht/X9sagLU+COIuvB9NmK6rdMWzWrq7N/sczkssJltH2Sx1w7G406kRt70bZ3RNJbe+CgeEbkUakAcWgR+saZdl7uwPV7kBt3HfaAQC0WjRJ8ZAUP3wPqKR4NGbTfvcrFEatR4cT75eb8a5Zj9rWFfikXod20Rz0Ry7a7yTvY8kKNrkuCCGECIeIbGBasmQJjz/+OPfddx/33XcfAPPmzePhhx9m2bJlgG/J2eeee467776bf/3rX/T395Odnc3VV1/N97///YClVa+44gp/L6aPPvqIvLw8fv3rX7Ny5cqA3FNOOQWNRsNDDz3Eb3/7WzIzM7n22mu54oorwrfzQaSqKo9uvgOP6vsj8IzSi4btvSSEEGJ4xx9/PA899BB/+9vf+POf/4xer2fRokX8+c9/ZuHChVNdPJSK2j3D4+YEb3ic2L+5aXv+hNra7kGjs6A7aDbeNevB48X71Q5I23cC742t9aiqDo3GG9QeTBqnC6W2adghbRNpRCIpAW1aEpq0ZDTpyb7/pyWjSU2ioqaa0rx8Xy+mrl7U7l7Urr7d/++Frl7U7j7YPW3BPhQFtbMHOnv22wsq1ajFnVs1qV5Qk6W0dOBdsx7v2s3gdAc+mRSP/vBF6A5dgCbOMvwbCCGEEAcIjTo4WZEImYku9drf3z+pMfNfNn/I7V9cB0CqOZP7j3kRsz4mJFnjEa1Z4c6TLMkKZpYsSR0+wbwmuJ99y7cEOmC4+HR0BwVviFykH7NTnaWqKqc+30WPUyXJpOGVbyWj1jfjusvXa1hTkof7ktP3yVrx9E48Shxm/VbeOv9odJqRh1Dtk2l37BnC1taF0tG9pxFpd0PjuCTFo01PRpO6uxEpfU8jksYw8j3IsdShqijQZ/M1QA3+F9Ag1Tv+hq+htFpIjBt5HqghvaDGY3DfVEVB2VqBd816lJ01+8aXFaA7cjHa8jI0uok1dEXycS/XBCGEEBMRkT2YhI/D4ZjwHx4ur5NHNt/p//nSedeP2Lg02azxitascOdJlmRFQpaYGEVRsFqtABQXF9PQ0IDL5SImJob09HRqa2sBSEtLQ1VVOjo6cLlczJw5k+bmZhwOByaDgfRNO33vp9fRm52CtqeHtrY2AAoKCmhra8Nut2M0GsnLy/NPTp6cnIzBYPCvnJqfn09nZyc2mw29Xk9hYSG1tbUYjUaSkpIwm800NzcDkJubS09PD/39/eh0OoqLi6moqEBVVRISEoiNjaWpqQnwrdDa399Pb28vGo2G0tJSKisrURSF+Ph4EhIS/PteUFCA3W6np6cHgLKyMqqrq/F4PMTGxpKcnEx9fT0AmZmZuFwuurp8w5RKSkqoq6vD7XZjsVhIS0vz12F6ejper5fOzk4AEhIS6Orqwul0YjabyczMpKamxl/fAO3t7QAUFhbS0tLiq2+TiZycHP9y7ykpKcxIhLWt0O1U2dHeRYJWIT4pHkN3H2plPY1btqNNTSI5ORmj0cjayl14lEIATNo4qiqq0Ov1FBUV+Y+HRFMMMQNOeipr0Pf0k+BS8LZ2ounsQedwjftY88bF4E6MQ5OWhDE7gw68eJLiSJtRgsProbu7G4DS0lJqamrw9HcTq7pJSUmhrq4OgIyMDNxut7++ExIS6OzsHPaYTU9PR1EUOjo6ACgqKqJJp+CMN2CemUtWVhbV1dUApMYnoO210VvXiL5/gGStAWdzG3T3oe+3o+u3j9oLisGGqxH2XTEZ8MRZMKYn44wx4TDpURLjyJxZRk1PB15LDInJSVgsFv8xG6vR4X7vcwzrtqHvC1wlUjXoYdFsWooz8aQmkp2dzUBnR8AxW1VVhdfrJS4ujqSkpIBjdnAF48H6bmhoQKfTYbFYSE1NDahvj8fjP2bHeo4YrG//OcJkIjs7m+rqalwuF9nZ2Wi12jGdIxRFCRgNIIQQQoyF9GAKg4neBbJarRMeL//czr/z9PYHAZiXdjC3HfbXEVeQm2zWeEVrVrjzJEuygpkld6vDJ1jXBO/Oatx/eRYA7cJZGL9zRvAKOUxeKE3XrF/8byPv1/hWElw5t4KrFx+C551P8bz+PwB6DplL5gV7Fgl5ZtsOHljna8RamLSRe3NzfMPZ/HMidUP/wD45+5UYhyPWTGxBzp6hbOm7eyKFYNhkuD4vVVGo2rSFosRUf6+noT2gJt8LSgOJ8f7eTwDer7aj8QY2amlSk9AduRjdIfPQxJgns0sBIvm4l2uCEEKIiZAeTFGodaCR53c9CoBWo+N7824atXFJCCHE9KNs3OF/rFs4awpLcuCakazy/u7RU5vafA0duiXl/gYmy44avBu2+SbWbu+iqz8NYnwNTMd+3YD7vXVjD0uMQ5OWjHbvOZHSfI1I9VYrSVE2ibNGq0WJjUFblAPkDLuN6nTtGXo3dPjd4JC87l7wjtQLSt2nF9TQv5a0s0vQHbkI7ewSNFr5O0oIIYTYH2lgCpOJDIcA8Hg8w3Z1BkhNTR22q/Pfdv4el9f3h+4RySfialXpcHeMOhyipKTEX75QD4cA3520rKyssAyH8Hq9NDY2BmU4hE6nC6jv9vZ2BgYGMBgM5Ofn+/dtcDhES0sL4JuUvqury1/fAcMhEhOJiYkJqO/e3l76+vrQarWUlJQE1HdcXByNjY0A2Gw2bDZbQH0P7Z6fmJhIQ0MDAFlZWTgcjn2HQ+yu79GGQxQXF1NbWzv24RBNTf76DhgOkZqKRqPx1/fe3fNzc3P9dZiSkoJerw84Zjs6Ovz1XVBQQEVFhf+YNZlMAfXd3d0dcMwOre+hwyEGBgbo6+sLqO+hx2x8fLy/vrOzsxkYGJjQcIiSkhJqamr8x2woh0MM1uFI5wgZDjE9lZaW+h/7Vo/zDY/DoA/q6nHD5YXadM1aUVDI3zaqgJMOh++8oElOQFuaj1JRh6HHhnv1K/7tt5edBLtHq3+jp3ffN0yIQ5OevHty7ZTdDUlJvp5IJuOoZZmudTjZLI3JiCYzFTJTh31eVVTo32suqKG9oLr7AuevMhvRHTIf3RGL0KanBHNX9hFJ9SiEEEIEgwyRC4OJdjOurq6mqKhoXK/xKG7u2fBL1jS8RaIxhQeO/TexhviQZE1UtGaFO0+yJCuYWTIcInyCcU3w7qzB/Zd/AaEZHrd3XqhN56xL3riKbtdaTHoDT5/8ETqtHu+Xm3E/83rAdgpw1oJvY9ObSFUcPGf4Gm3GXj2R9tOINJrpXIdTnTXYC4oBB3XuAQpnzghp3qBIrke5JgghhJgI6cEUwTwez7hfo9cauGHJHzix8BwGPLYxNS5NNGuiojUr3HmSJVmRkCXCZ+jnqny13f84VMPjovWYDXbW/PRE1jR6cXm91PZVUpw4E+2ScvS9Nnoqq0ksLkSTnkydJRnb574V4+YWxGNccXJQyzGd63Cqs/y9oAD37t6u4RBt9SiEEEJIA1MEi42NnfBr56UdHLas8YrWrHDnSZZkRUKWCJ/Bz9U3PG6X75chGh43NC8cpnPWjOR5rGn8LwC7ujdTnDgTjVaD/tiluOYWoN89bPWVdeuAIgBy4/uAhKCWYzrXYaRkhTsvWrOEEEIcuGTCjQiWkhLasf+SNb3zJEuyIiFLhM/g56pU1vlXGtPOKZnUsKqx5IXDdM6akTTP/3hX15YRs75qtfkfp8d2BLUMe2eFWrRmhTsvWrOEEEIcuKSBKYINTgA8Fo9vuYv3615FUUdYKSWIWZMVrVnhzpMsyYqELBE+g5+r8lV4Vo+L1mM22FklibOwu86nZ+DXvLZrxYhZdX1x/sdH5xcFtQx7Z4VatGaFOy9as4QQQhy4ZIhcFNjWsZH/VKwG4OPG/3Lr0nunuERCCCFGM5GVRW02G26XC/fG7WgBVadDmVlI1e73Gc+qgcnJyaOuLFpYWIjNZsNqtYZ8ZdGGhgZsNhv9/f1hWVlUVVXq6uqCurKox3MCLk8BLo+Xddu2kGaJIz8/31+HpvhYbK4cAIy6RhJ0M2hqagrqyqKDq4qGY2VRVVXDtrLoYB2Ga2VRr9dLS0tLyFcWLS0txW63Y7VaQ76yaHV1NTabja6uLllZVAghREjJKnJhMNGVOHp7e0lIGH2OBq/q5ScffpuqXt8d7Svm38zJxeeNu4xjyQqWaM0Kd55kSVYws2TFoPCZzDUhtqUL90O7V4+bPxPjpWcGu3gBeZF8zEZS1iWvf4S1sxyNxsbvl7tZnl8akPVm1Q5+97Gv8aowcStPnbYsqPlDs8IhWrPCnRfJWXJNEEIIMRHSgymCud3u/W7zds2//Y1LRQkzOaHonJBlBUu0ZoU7T7IkKxKyRPi43e7A4XEHhW543GBeuEz3rGsXF+NV+1mUmYdeq9sn64umdsDXwDQrNTS9QqZ7HUZCVrjzojVLCCHEgUv6vkawwa7oI+l1dfPUtgf8P39v/k3oNLpRXjHxrGCK1qxw50mWZEVClgifro5OvF/v9P2g16OdWxravCg9ZkORtTgrn29kFwY0Lg3N2tGxZ37EQ7PTgp4/NCscojUr3HnRmiWEEOLAJQ1M09jT2x6k3+0b978892Tmpi6a4hIJIYQIFVNT+5DV44pDtnqcCL5mW/LuR26OzCue0rIIIYQQQoSKNDBFsJKSkhGfq+jexn9rXgDArLPwnfIfhywr2KI1K9x5kiVZkZAlwieztdf/OJSrxw2K1mM23Fkttl6cnmwA4owNWAyhaRiM5joMp2jdN7kuCCGECAeZgylMJrJikN1uZ86cOfusBlJZVcmD1b9BxTc/+7GpZ9NZ30NcQeKEVwzSaDT+8fmhXjHIarUSExNDVlZWyFcMstvtzJ07l8bGxqCuGAS+1Vfa29v9K9jk5+ezZcsWYmJiSE5Oxmg0Bqxg09XVFdQVg+x2OyUlJWFZMchgMKDRaMKyYtDWrVuJiYkJy4pBdrud0tJS+vr6Qr5ikMFgAPAfs6FcMWjbtm3ExMSMa1UxWTEosqmKgvurHeggLMPjAOrr6ykoKAh5TrRkfVJfxT+311HdY2LlHDMr5y6kvr6eTwe6gVwA8hNsQc8dFA11ONVZ4c6L1iwhhBAHLllFLgwmuhKH1WqlrKxsn99/UPcq92z4JQC5cUXcteJfGLSGSZVxpKxQiNascOdJlmQFM0tWDAqfidS111qL+8F/AqCdPwPjpWeFpGxDRfoxG2lZf9m4ln9s9g1/W5K9hXuOXY7VasWUkcLLVitftzlYkZ/IyrkLg54N0VGHU50V7rxIzpJrghBCiImQHkwRLCYmZtjfH5R+GMfkn857dS9z+byfTLpxabSsUIjWrHDnSZZkRUKWmJjx9mr1fvQFcbtf252fTq/V6u+xNrSH4Fh7rO2vV2thYSEOhwOr1RryXq0NDQ04HA76+/tD3qsVwGQyUVdXF/RerYdnZvKPzb7PqKJTj6IoOBwOaO3kgsJSLp7h69VqtVpD0qvV4XBgs9nC0qvVbDZTW1sbll6tg8dhOHq1Auj1elpaWkLeq7W0tBSXy4XVag15r9bq6mocDgddXV3Sq1UIIURISQ+mMJjoXSCXy4XROPJcDfV9VeTFB2ey0P1lBVO0ZoU7T7IkK5hZcrc6fCZS184/P4Fa3wJ6HabbrkFjNoWqeH6RfsxGWpaiKBz9TBVeNQmtpp/3V+bj9Xim/X4dSFnhzovkLLkmCCGEmAi5NRHBBu9OjSRYjUtjyQqmaM0Kd55kSVYkZInw0M2fiarVoj/h8LA0LkH0HrOhytJqtaRafL1rFDWODa0NUbFfB1JWuPOiNUsIIcSBS4bITROqqjLg6SfWED/VRRFCCBFm+uMPo7oojbIZM6a6KGIUpcluWnfP472mvpFs1cM7G7tZnpfL7JRMGXIkhBBCiKgmf+lEsPT0dP/jz5re46p3z+Ct6ufxqt6QZoVatGaFO0+yJCsSskT4pGdkhDcvSo/ZUGYtzkzyP97S7uS9dhf/2FzMFW8aWb31q5DlQvTU4VRmhTsvWrOEEEIcuKSBKYIpigKA02PnsS130ufq5i9f386mti9ClhUO0ZoV7jzJkqxIyBLhI+ezyM9akV/of1zXG0tdf6z/52V5+SHLheipw6nMCndetGYJIYQ4cEkDUwQbXBHkBevjtNl9q8ksSj+MhemHhiwrHKI1K9x5kiVZkZAlwkfOZ5GflR2XiEnnu173u3LRap/EYvwHCeZPKElKC1kuRE8dTmVWuPOiNUsIIcSBSxqYIlyzrZ6XrE8AoNfouWz+T9BoNFNcKiGEEEIMJzOua/cjA2jbiTU/wYrC/01pmYQQQgghwkEamCJYUVERj265E7fiAuC00lXkxhWFLCtcojUr3HmSJVmRkCXCR85n0yNrUcaexTg83tkAzEguD2kmRFcdTlVWuPOiNUsIIcSBS1aRi2Dvbn+VL5s/BCDZlMa5My8PWVZTUxP5+aGdHyLas8KdJ1mSFQlZYmIURcFqtQJQXFxMQ0MDLpeLmJgY0tPT/UuKp6WloaoqHR0d2O125syZQ3NzMw6HA5PJRHZ2NtXV1QCkpqai1Wppa2sDoKCggLa2Nux2O0ajkby8PCorKwFITk7GYDDQ2toKQH5+Pp2dndhsNvR6PYWFhWzbto2YmBiSkpIwm800N/uGfuXm5tLT00N/fz86nY7i4mIqKipQVZWEhARiY2NpamoCICcnh/7+fnp7e9FoNJSWllJZWYmiKMTHx5OQkEBDQwN2u53i4mLsdjs9PT0AlJWVUV1djcfjITY2luTkZOrr6wHIzMzE5XLR1eXrLVRSUkJdXR1utxuLxUJaWpq/DtPT0/F6vXR2dgJgMBjQarU4nU7MZjOZmZnU1NT46xugvb0dgMLCQlpaWvz1nZOTQ1VVFQApKSnodLqA+m5vb2ehKYH/7P6c3d5ZxACZ2nz6+vpoaWkBIC8vj66uLn99FxUV+Y+HxMREYmJiAuq7t7eXvr4+tFotJSUlAfUdFxdHY2MjdrudkpISbDZbQH1XVVXh9XqJi4sjMTGRhoYGALKysnA4HHR3dwNQWlpKTU2Nv75TUlKoq6sDICMjA7fb7a9vo9EIMOwxm56ejqIo/iFZRUVFNDU1+es7Kysr4JjVaDT++t77mM3NzfUfhykpKej1+oBjtqOjg4GBAQwGAwUFBVRUVACQlJSEyWQKqO/u7u6AY3ZofVssFv8xq9VqiY2NDajvocdsfHw8jY2NAGRnZzMwMBBwzA6t76SkpIBj1ul0BtT3jh07MJlMWCwWUlNTA+rb4/H4j9mxniMG63u4c4TdbicvL2/M5whFUWTVQyGEEOOmUVVVnepCRLtNmzYBMH/+/DG/xu118YO3z6Ld5fuD57rFv2d53skhKR+A1WqlrKwsZO9/IGSFO0+yJCuYWRM5T4mJmWhdy/lsemS5vCon/KsTz+45lTPiT+KpUz4kRm8JWSZEVx1OVVa48yI5S64JQgghJkJ6MIXJeO9WP7fjEX/jUmncXLLtZdTV1YXsbrXJZPKXL9R3q+12O1arlaysrJDfrbbb7Xi9XhobG0N2t3rw7ml+fr5/35KTkzEajSG/W22z2cJyt9pkMlFbWxuWu9WDdRiOu9V2u52BgQH6+vpCfrfaZDJRU1PjP2ZDebd6sA7Hc46Qu9Vj09DQwGmnncYJJ5zAH//4x7Bmm83mqM2LpiyjTkN+vIaqHt/9u177oyFvXILoqsOpygp3XrRmCSGEOHBJD6YwGO9dII/i5gfvnkmbvQktWu446mmKE2eGsoh4PB70+vC0N0ZrVrjzJEuygpkld6v3T1VVLrnkEj777DPOOuusCTcwTbSu5Xw2fbIufLmJ2l7fMDKzvpN3LpgR0jyIvjqciqxw50VyllwThBBCTITcro5Aeq2BO456isOST+Dk4vND3rgE+HuYhEO0ZoU7T7IkKxKyDiRPPfUU69atm7J8OZ9Nn6wj8hr9j48vbg95HkRfHU5FVrjzojVLCCHEgUsamCJUgjGJs7Mv57J5N051UYQQ4oBXW1vLnXfeyTXXXDPVRRHTwPcWLmRR1hZmJq7jR0uWTHVxhBBCCCHCQhqYItjgfDXhygqXaM0Kd55kSVYkZB0IFEXh5ptvZtasWXznO9+ZsnLI+Wz6ZBl1eu47bjl3HvkNzHpjyPMg+upwKrLCnRetWUIIIQ5cEdvAtGPHDq644gqWLl3KN77xDa699lr/xMxDvfDCC5xxxhksWLCAY489lj//+c84HI59tnv++ec59dRTWbhwISeeeCJPPfXUsLnvvvsuZ599NgcddBBHH300999/Px6PJ+j7NxbhalySrOmZJ1mSFQlZB4InnniCzZs3c/vtt0/pROhyPpMsyYquvGjNEkIIceCKyAamqqoqVq5cya5du7jyyiu54oorWL9+Peedd55/tTKABx98kFtuuYXs7GxuueUWli5dyl//+lduueWWgPd74okn+PnPf05+fj4333wzs2fP5rbbbuOvf/1rwHZvv/02V199NRaLhZ/85CcsW7aM+++/n9tuuy0s+723wZW2JGt6ZIU7T7IkKxKyol1lZSV33303P/rRjygpKZnSssj5TLIkK7ryojVLCCHEgSt8y3KMw913343X62X16tXk5eUBsHz5ck4//XQeffRRfv7zn1NdXc2DDz7IySefzF133YVGo+GCCy4gNjaWJ598kquvvprS0lJ6e3u5++67OfbYY3nggQfQaDSsXLmS6667jgcffJBzzz2XlJQUvF4vf/jDHygvL+exxx7DYDAAkJCQwN///ndWrVrFrFmzprJahBBChJHX6+VnP/sZc+bM4dJLLw3qeyuKgtVqBaC4uJiGhgZcLhcxMTGkp6dTW1sLQFpaGqqq0tHRgc1mw+Px0NzcjMPhwGQykZ2d7Z+8NzU1Fa1WS1tbGwAFBQW0tbVht9sxGo3k5eVRWVkJQHJyMgaDgdbWVgDy8/Pp7OzEZrOh1+spLCzEZrNhtVpJSkrCbDbT3NwMQG5uLj09PfT396PT6SguLqaiogJVVUlISCA2NtZ/MygnJ4f+/n56e3vRaDSUlpZSWVmJoijEx8eTkJBAQ0MDNpuN/v5+7HY7PT09AJSVlVFdXY3H4yE2Npbk5GTq6+sByMzMxOVy0dXVBUBJSQl1dXW43W4sFgtpaWn+OkxPT8fr9dLZ2Qn4VgOsq6vD6XRiNpvJzMz095BOS0sD9nwZLywspKWlxV/fOTk5VFVVAZCSkoJOpwuo7/b2dgYGBjAYDOTn5/vrMDk5GaPRSEtLCwB5eXl0dXX567uoqMh/PCQmJhITExNQ3729vfT19aHVaikpKQmo77i4OBobG7HZbP7/htZ3VVUVXq+XuLg4EhMTaWhoACArKwuHw0F3dzcApaWl1NTU+Os7JSWFuro6ADIyMnC73f76VlWV2traYY/Z9PR0FEWho6MDgKKiIpqamvz1nZWVFXDMajQaf33vfczm5ub66zAlJQW9Xh9wzHZ0dPjru6CggIqKCgCSkpIwmUwB9d3d3R1wzA6tb4vF4j9mvV4vLS0tAfU99JiNj4+nsdE3iXt2djYDAwMBx+zQ+k5KSgo4Zp1OZ0B92+12rFYrFouF1NTUgPr2eDz+Y3as54jB+h7uHGGz2ejq6hrzOUJRlCntsSmEEGJ60qiqqk51IfZ2ww03YDKZuP322wN+v3TpUmbOnMnq1au55557ePDBB3nvvffIzc31b1NVVcV//vMfTj31VMrKynjppZe46aabeOSRRzjyyCP9261fv56VK1fy29/+lvPOO4+1a9eyatUqbrvtNs4//3z/di0tLSxfvpzvf//7XHfddRPan4ku9epyuTAawzN3g2RNvzzJkqxgZsmS1Pt6+OGHufvuu3nyyScpLi4GwO12s3z5ck455RRuvfVW4uLiwlbXcj6TLMmKrrxIzpJrghBCiImIyFsTd9555z6NS01NTXR3d5OTkwPA2rVrKS4u9jcuORwOPB4PxcXF/PjHP6asrAyAzZs3AzBv3ryA9ysvLw94fqTtMjMzSU9P9z8fToN3mCRremSFO0+yJCsSsqLZRx99hMfj4cILL+Swww7jsMMOY/ny5QC89tprHHbYYbz66qthK4+czyRLsqIrL1qzhBBCHLgicojcUB0dHWzevJk77rgDi8XCd7/7XcDXU2nWrFl8/PHH/N///R/bt2/HaDRy8skn84tf/IL4+HgAWltbMZvNJCUlBbyvyWQiKSnJ3815sBt1VlbWPmXIyMjwbxdOdrtdsqZRVrjzJEuyIiErmt1000309vYG/M7tdnPFFVdw5JFHctlll/lvZoSDnM8kS7KiKy9as4QQQhy4Ir6B6ZxzzvGPi7/xxhuZOXMmAH19fVRXV/ODH/yAb3/721xzzTWsXbuWJ598kvr6elavXo1Op8Nms2E2m4d9b5PJ5L/g2mw2gGG3NZlM/nHw4RTOLuGSNf3yJEuyIiErmu3doxXA6XQCvnlmDj/88LCWR85nkiVZ0ZUXrVlCCCEOXBHfwHTddddhNBp54403uOOOO6ivr+c3v/kNLpeL+vp6fvnLX7Jq1SoAjj/+eOLj47nvvvt49913OeGEE1BVddSlWQefG5yKaqRtJ7u860QmdFVVNWwTuubl5fnLF+oJXZ1OJ1arlaysrJBP6KqqKl6vl8bGxrBM6Dq4b+GY0FVV1bBN6FpYWBi2CV0H6zAcE7qqqsrAwAB9fX0hn9C1qKiImpoa/zEbygldB+twPOcImdA18g2dbzDa8iRLsiIhK9x50ZolhBDiwBWRk3yP5Mc//jFvvPEGr776Kueffz52u52NGzdiMpn82zQ0NHDMMcfw7W9/m1/84hdcc801rFmzho0bN+7zfkuXLmXRokX85S9/4Q9/+AOPP/44n376KSkpKQHbnX322bjdbl555ZUJlXuiEyVardawDb+QrOmXJ1mSFcwsmdB1bJxOJwsWLOCss87ij3/844TeYzpcE8KdJ1mSFQlZ4c6L5Cy5JgghhJiIiO/BNNQpp5zCG2+8wdatW8nKyqK1tTWgcQl8PSRgz5C3nJwc7HY7/f39xMXF+bcb7FmQkZHh3w58czbt3cDU2trKrFmzJlxut9uNqqr+i/V4Xjfe10yUZE2/PMmSrGBmuVyuSffUPBCYTCZ27NgxqfeYDteEcOdJlmRFQla48yI5S64JQgghJiLixkP09PRw4okn8rvf/W6f54bOk1ReXk5fX59/SMygwSEn2dnZwL6rxQ3asmULsOfOzOB2g78f1NLSQltb26Tu4Gg0mgldpA0Gw4QzJSv8WeHOkyzJCmbWRM9TYvymwzUh3HmSJVmRkBXuvEjOkmuCEEKIiYi4HkyJiYkYDAZeeeUVrrzyStLT0wHfnZQnn3wSi8XC0qVLiYmJ4eWXX+bhhx/m1ltv9b/+scceA3zzMQGsWLGCmJgYVq9ezaGHHurfbvXq1ZjNZo477jgAFi9eTGZmJk8//TRnnHEGer3ev51Go+HUU0+d8D4tWrRowq8VQggRXeSaIIQQQggholHENTAB/OY3v+Hiiy9m5cqVrFy5Eq1Wy4svvsiuXbv43e9+R1JSEsuXL+fUU09l9erVdHR0sHTpUj799FPefPNNVq5cydy5cwFfg9UPfvAD7rzzTq6++mpWrFjBmjVrePPNN7nxxhtJTk4GQKvVctNNN3H99ddzySWXcPrpp7N582aeffZZLrjggrCO/xdCCCGEEEIIIYSYTiJ2ku8vv/yS++67j6+//hrwLRd95ZVXsmzZMv82Ho+Hxx57jOeff56GhgZycnK44IILuPTSS/fp1rt69WpWr15NU1MTeXl5/gasvb3++us89NBDVFdXk5mZydlnn80VV1zh79EkhBBCCCGEEEIIIQJFbAOTEEIIIYQQQgghhJgeIm6SbyGEEEIIIYQQQggxvUgDkxBCCCGEEEIIIYSYFGlgEkIIIYQQQgghhBCTIg1MQgghhBBCCCGEEGJSpIFJCCGEEEIIIYQQQkyKNDAJIYQQQgghhBBCiEmRBiYhhBBCCCGEEEIIMSnSwCSEEEIIIYQQQgghJkUamIQQQgghhBBCCCHEpEgDUwRqbGzkuuuu49BDD2XJkiVcffXV1NXVTXWxxAi+/vprvve973HwwQczf/58zjzzTF566aWpLpYYg4aGBhYvXszNN9881UURYkRyTZhe5Jowvcl1QQghhJg4/VQXQATq7u7m4osvpr+/n+985zsYjUYeffRRVq1axUsvvURKSspUF1EMUVFRwUUXXURiYiKXX345sbGxvP7669x00010dXVx6aWXTnURxQhUVeWWW27BZrNNdVGEGJFcE6YXuSZMb3JdEEIIISZHGpgizOOPP059fT3PP/888+bNA2DZsmWceeaZPPzww9x0001TXEIx1J/+9Ce0Wi3PPfccmZmZAKxatYoLL7yQe++9l/POO4/Y2NgpLqUYzlNPPcW6deumuhhCjEquCdOLXBOmN7kuCCGEEJMjQ+QizKuvvspBBx3k/yIBMHPmTA499FBeffXVKSyZ2JvX6+XLL79k2bJl/i8SAFqtlpNPPpmBgQG2bds2hSUUI6mtreXOO+/kmmuumeqiCDEquSZMH3JNmN7kuiCEEEJMnjQwRZCenh7q6uoCvkgMKi8vp7W1ldbW1ikomRiOVqvl5Zdf5qc//ek+z3V2dgKg0+nCXSyxH4qicPPNNzNr1iy+853vTHVxhBiRXBOmF7kmTF9yXRBCCCGCQ4bIRZCWlhaAgDufgzIyMgBoamryPxZTS6PRkJ+fv8/vBwYGeOGFF7BYLMydO3cKSiZG88QTT7B582ZeeukltFppYxeRS64J04tcE6YvuS4IIYQQwSFX0QgyOKlkTEzMPs+ZzWbA94eqiFyqqnLrrbfS1tbGpZdeislkmuoiiSEqKyu5++67+dGPfkRJSclUF0eIUck1YfqTa0Lkk+uCEEIIETzSwBRBVFUFfHdBRzLac2JqqarKr3/9a1577TUOOeQQrrrqqqkukhjC6/Xys5/9jDlz5shKTmJakGvC9CbXhMgn1wUhhBAiuGSIXASxWCwA2O32fZ5zOBwAxMXFhbVMYmzcbjc333wzr776KgsWLOChhx7CYDBMdbHEEI8++iibN2/mySefpLu7G/B9bgAul4vOzk7i4uIwGo1TWEoh9pBrwvQl14TpQa4LQgghRHBJA1MEyc3NBaCtrW2f5wYnch1uLg4xtex2Oz/84Q/53//+xyGHHMJDDz0kX/oi0EcffYTH4+HCCy/c57nXXnuN1157jT/84Q+cffbZU1A6IfYl14TpSa4J04dcF4QQQojgkgamCBIfH09BQQFbtmzZ57ktW7aQlZVFenr6FJRMjMTtdnPNNdewZs0ajj76aO655x6ZYyNC3XTTTfT29gb8zu12c8UVV3DkkUdy2WWXUVZWNkWlE2Jfck2YfuSaML3IdUEIIYQILmlgijAnnXQSf//739myZQvl5eUA7Ny5k88++0zmB4hA9957L2vWrOGYY47h3nvvlSEQEWy4pd6dTicA6enpHH744eEukhD7JdeE6UWuCdOLXBeEEEKI4JIGpghz2WWX8dJLL3HZZZdx2WWXodVqeeyxx8jMzOSyyy6b6uKJIVpbW3nsscfQ6/UceeSRvP766/tsc9hhh8kS4kKICZNrwvQh1wQhhBBCHOikgSnCJCUl8fTTT/OHP/yBBx98EKPRyCGHHMJPf/pTUlJSprp4Yoj169f7JwO97bbbht3m4Ycfli8TQogJk2vC9CHXBCGEEEIc6DTq4DrIQgghhBBCCCGEEEJMgHaqCyCEEEIIIYQQQgghpjdpYBJCCCGEEEIIIYQQkyINTEIIIYQQQgghhBBiUqSBSQghhBBCCCGEEEJMijQwCSGEEEIIIYQQQohJkQYmIYQQQgghhBBCCDEp0sAkhBBCCCGEEEIIISZFGpiEEEIIIYQQQgghxKRIA5MQIoCqqlNdBCGEEBFCrglCCCGEGCv9VBdAiOnivvvu4/777x/Xa959913y8vJCVKLg8nq9/POf/6Sqqopbb711qosjhBARTa4JQgghhBCBpIFJiDGaNWsWp512WsDvOjo6+OSTT7BYLBx77LH7vMZisYSreJP2yiuvcNttt+2zj0IIIfYl1wQhhBBCiEDSwCTEGJ1wwgmccMIJAb/7/PPP+eSTT0hOTuaOO+6YopIFh6IoU10EIYSYNuSaIIQQQggRSOZgEkIIIYQQQgghhBCTIg1MQoSIw+Hgscce44ILLuCQQw6hvLycQw89lO9973usWbNmn+1nzZrFGWecwRdffMFJJ53E/PnzOeGEE6iurgZ8d5OfeeYZzjrrLBYtWsThhx/OrbfeSkdHB8cffzyzZs3a5z17e3u56667/O+3dOlSrrzyStauXRuw3UUXXcTPfvYzwDcsYtasWdx8883+5zdu3MjVV1/NMcccw7x58zjyyCO59tpr2bhxY/AqTAghophcE4QQQggR7WSInBAh4HQ6+fa3v82mTZtIT09n8eLFaDQaduzYwUcffcT//vc/7r//fo477riA13V0dHDVVVeRk5PDkUceSX19PYWFhaiqyg033MDrr7+OxWJh6dKlOJ1OXnrpJT7//HP6+/v3KUNzczMXX3wxNTU1ZGVlsWzZMnp7e/noo4/46KOPuO222zj33HMBOPzww3G73WzYsIG8vDwWLVrEokWLAPjss8+4/PLL8Xq9LF68mHnz5lFXV8dbb73Fu+++y9/+9jeOOOKI0FeqEEJMU3JNEEIIIcSBQBqYhAiBp59+mk2bNnHsscdyzz33YDAYAN+qPL/73e94+umneeqpp/b5MtHW1sbRRx/NQw89hEajQVEUNBoNL7zwAq+//jozZszg0UcfJSMjA4Dt27dz6aWX0tnZuU8ZfvKTn1BTU8N3v/tdrr/+en8ZvvrqKy6//HJ+85vfsGjRIsrKyrjqqqvIzMxkw4YNLFq0KGDukIceegi3280jjzzCkUce6f/9448/zh/+8Af+8pe/yJcJIYQYhVwThBBCCHEgkCFyQoSAwWDgqKOO4oYbbvD/EQ+g0+k4//zzAaivrx/2tatWrUKj0QCg/f/t3VtIVFscx/FfeuxijWEwaelDwwSN6JBG4oOVbw49hOiDD12FCgahB6khpJACowtRVNCDUpQD1aNv0SR2c6oZLNMcsQJlSLqgMmCjmJfxPIRzzjR67DB5jjXfz9v8915r7y3In/Vfe62d8O1f9ObNm5Kk2tra8EBCkiwWi44ePRrVR3t7u7xerywWixwOR8Q9bNy4UZWVlRofH1dDQ8Ocz9Lf3y9JWrt2bUR8586dqq6u1oEDB+bsAwDiGTkBAADEAwpMwDzYvXu36urqZDabw7FgMKj29na5XC5J0tjY2IxtLRZLxO/BwUG9efNGRqNRubm5UecXFxcrMTExIubxeCRJ+fn54QHJ323dulWS5PV653yWzZs3S/q2J8f58+fl9Xo1Pj6uxYsXq6KiQkVFRXP2AQDxjJwAAADiAUvkgHkyMDCg27dv6/nz5+rp6QkvWZieiZ6ampqx3cqVKyN+f/z4UZK0Zs2aGc9PTk7WqlWrwrPKkvThwwdJktPplNPpnPUeP336NOdzOBwO9fX1ye12q76+XvX19UpOTtaWLVtUUlIStaQDABCNnAAAAH53FJiAeeDxeGS32zUyMqK0tDTl5eXJbDYrKytLmZmZ4Y1UZ/L97PLExISkb18Mms33A5Ppc61Wq9atWzdru+mBzT8xGAy6fv26Xr9+raamJj179kydnZ1yuVxyuVyy2Wy6fPnynP0AQLwiJwAAgHhAgQn4yaampnTs2DGNjIyopqZGu3btijje1dX1r/qbnqWenrX+3ujoqAKBQETMaDRKkgoLC1VVVfWvrjcbq9Uqq9WqqqoqffnyRXfv3tWpU6d07949tba2hpdNAAD+Qk4AAADxgj2YgJ9sYGBA79+/V0pKStRAQpJaWlok/fPs89+lpaXJZDJpcHBQ7e3tUccfPnyoycnJiFh+fr4k6cmTJzNe5/79+9q+fbtOnDgRjs00cx0IBFRWVqYdO3ZExA0Gg8rLy8NfEPqRZRUAEI/ICQAAIF5QYAJ+MoPBoKSkJA0NDam1tTXimMvl0tWrVyXNvqHrTCoqKiRJx48f18DAQDju9/t15syZqPMLCgqUlZUln8+nc+fORVzL7/ertrZWPT09MplM4fiSJUskfdt4dlpqaqomJyf19u1b3bhxI+IafX19evnypRISEpSTk/PDzwIA8YScAAAA4sWiqdl2lQQwJ4/Ho7179yojI0PNzc3heG1trZxOpxITE5Wfn6+UlBS9e/dOvb29ysjIUCAQ0OjoqNra2rR06VJJ0oYNGyRJPp9Pf/wRuXo1FAqpsrJSDx480PLly1VQUKCJiQl5PB6lp6fL7/crKSlJnZ2d4Ta9vb3at2+fPn/+rNWrVys7O1ujo6NqbW3V+Pi4bDabLl68GP7akM/nU1lZmRYtWqSioiLl5eXJbrfr1atX2rNnj8bGxmQ2m2U2mxUMBvXixQt9/fpVBw8e1JEjR+b7Tw0ACx45gZwAAEA84w0mYB5UV1erpqZG69evV0dHhx4/fqzExETZ7XY1NjaqoKBAoVBIjx49+qH+EhISdOXKFTkcDqWnp6ulpUU+n0+lpaW6du2aJGnFihURbUwmkxobG7V//34lJyfL7Xaru7tbOTk5On36tC5cuBDxKevs7GwdPnxYRqNRbrdbT58+lSTl5ubq1q1bstlsGhoaUnNzs3w+nzZt2qRLly4xkACAOZATAABAPOANJuAX0N3drdTUVKWlpUUd6+rqUmlpqfLy8nTnzp3/4e4AAP8lcgIAAFiIeIMJ+AWcPHlS27Ztk8vliogPDw/r7NmzkqTi4uL/49YAAP8xcgIAAFiIeIMJ+AU0NTXp0KFDCoVCysnJUWZmpoaHh9XW1qZgMKjCwkLV1dVF7dMBAPj9kBMAAMBCRIEJ+EV0dHSooaFBbW1t6u/v17Jly2QymVRSUqLy8vKIvTMAAL83cgIAAFhoKDABAAAAAAAgJuzBBAAAAAAAgJhQYAIAAAAAAEBMKDABAAAAAAAgJhSYAAAAAAAAEBMKTAAAAAAAAIgJBSYAAAAAAADEhAITAAAAAAAAYkKBCQAAAAAAADH5E/PtlcuVRbQeAAAAAElFTkSuQmCC", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.set(style=\"whitegrid\", font_scale=1.2)\n", "colors = sns.color_palette(\"husl\", 3) # Get a palette with 3 different hues\n", "\n", "# Plot comparisons of predicted values\n", "plt.figure(figsize=(12, 8))\n", "\n", "\n", "for i, target_name in enumerate(design_parameters):\n", " plt.subplot(2, 3, i + 1)\n", " plt.plot(y_pred_dnn[:, i], label='ML', color=colors[0], linewidth=2)\n", " plt.plot(scaling_interp_pred[:, i], label='Physics', color=colors[1], linewidth=2, linestyle='--')\n", " plt.plot(closest_results[:, i], label='Closest', color=colors[2], linewidth=2, linestyle='-.')\n", " plt.ylabel(r'$\\mu m$', fontsize=16)\n", " # Adding title and customizing fonts\n", " plt.title(f'{target_name}', fontsize=20, weight='bold')\n", " plt.xlabel('Targets', fontsize=16)\n", "\n", " # Improve legends\n", " plt.legend(loc='upper left', fontsize=12, fancybox=True, framealpha=0.5)\n", "\n", " # Adding grid and minor ticks for better readability\n", " plt.grid(True, which='both', linestyle='--', linewidth=0.5)\n", " plt.minorticks_on()\n", "\n", "plt.tight_layout()\n", "plt.savefig('figures/comparison_predicted_values.png')\n", "plt.show()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Simulate and Benchmark the ML Model\n", "\n", "To truly evaluate the model's performance, we need to simulate the qubit-cavity system using the predicted design space variables and compute the corresponding Hamiltonian parameters and see how they compare to the target Hamiltonian parameters." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "from squadds import SQuADDS_DB, Analyzer" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "d9113d1df00b4eec9c5a42b08ebc4f7f", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Downloading readme: 0%| | 0.00/2.75k [00:00\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
coupler_typedesign_options_qubitdesign_options_cavity_clawsetup_qubitsetup_cavity_clawdesign_options
0CLT{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...{'claw_opts': {'connection_pads': {'readout': ...{'auto_increase_solution_order': True, 'enable...{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...{'cavity_claw_options': {'coupler_type': 'CLT'...
1CLT{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...{'claw_opts': {'connection_pads': {'readout': ...{'auto_increase_solution_order': True, 'enable...{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...{'cavity_claw_options': {'coupler_type': 'CLT'...
2CLT{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...{'claw_opts': {'connection_pads': {'readout': ...{'auto_increase_solution_order': True, 'enable...{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...{'cavity_claw_options': {'coupler_type': 'CLT'...
3CLT{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...{'claw_opts': {'connection_pads': {'readout': ...{'auto_increase_solution_order': True, 'enable...{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...{'cavity_claw_options': {'coupler_type': 'CLT'...
4CLT{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...{'claw_opts': {'connection_pads': {'readout': ...{'auto_increase_solution_order': True, 'enable...{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...{'cavity_claw_options': {'coupler_type': 'CLT'...
5CLT{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...{'claw_opts': {'connection_pads': {'readout': ...{'auto_increase_solution_order': True, 'enable...{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...{'cavity_claw_options': {'coupler_type': 'CLT'...
\n", "" ], "text/plain": [ " coupler_type design_options_qubit \\\n", "0 CLT {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... \n", "1 CLT {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... \n", "2 CLT {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... \n", "3 CLT {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... \n", "4 CLT {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... \n", "5 CLT {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... \n", "\n", " design_options_cavity_claw \\\n", "0 {'claw_opts': {'connection_pads': {'readout': ... \n", "1 {'claw_opts': {'connection_pads': {'readout': ... \n", "2 {'claw_opts': {'connection_pads': {'readout': ... \n", "3 {'claw_opts': {'connection_pads': {'readout': ... \n", "4 {'claw_opts': {'connection_pads': {'readout': ... \n", "5 {'claw_opts': {'connection_pads': {'readout': ... \n", "\n", " setup_qubit \\\n", "0 {'auto_increase_solution_order': True, 'enable... \n", "1 {'auto_increase_solution_order': True, 'enable... \n", "2 {'auto_increase_solution_order': True, 'enable... \n", "3 {'auto_increase_solution_order': True, 'enable... \n", "4 {'auto_increase_solution_order': True, 'enable... \n", "5 {'auto_increase_solution_order': True, 'enable... \n", "\n", " setup_cavity_claw \\\n", "0 {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "1 {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "2 {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "3 {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "4 {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "5 {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "\n", " design_options \n", "0 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "1 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "2 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "3 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "4 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "5 {'cavity_claw_options': {'coupler_type': 'CLT'... " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from squadds.interpolations.utils import get_design_from_ml_predictions\n", "\n", "designs_df = get_design_from_ml_predictions(analyzer, test_data, y_pred_dnn)\n", "designs_df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Ansys Simulation\n", "\n", "Now to simulate each design in the `designs_df` in Ansys and extract the Hamiltonian parameters." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from squadds import AnsysSimulator" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "H_params_simmed = []\n", "\n", "for index, row in designs_df.iterrows():\n", " print(f\"Simulating design {index}\")\n", " df = designs_df.iloc[index]\n", " ansys_simulator = AnsysSimulator(analyzer, df)\n", " ansys_results = ansys_simulator.simulate(df)\n", " hamiltonian_results = ansys_results[\"sim_results\"]\n", " H_params_simmed.append(hamiltonian_results)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For the model used in this example but with its hyperparameters optimized, I was able to get the following results\n", "\n", "
\n", "
\n", "
\n", " \"Figure\n", "
\n", "
\n", " \"Figure\n", "
\n", "
\n", "
\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### `palace` Simulations\n", "\n", "If you don't have access to Ansys, you can use the [palace](https://awslabs.github.io/palace/) simulator to simulate the qubit-cavity system. We cover how to use `palace` in [Tutorial 7](https://lfl-lab.github.io/SQuADDS/source/tutorials/Tutorial-7_Simulate_designs_with_palace.html).\n", "\n", "We are actively working on developing robust, accurate, and stable simulations using the `palace` backend in collaboration with our friends at the [SQDLab](https://www.sqdlab.org/). \n", "\n", "In the meantime, we encourage you to explore `palace` on your own with the following resources:\n", "\n", "- **[Palace Documentation](https://awslabs.github.io/palace/):** Official documentation for the `palace` simulator.\n", "- **[Palace Installation Guide](https://lfl-lab.github.io/SQuADDS/source/resources/palace.html):** Step-by-step instructions on how to install `palace` on all platforms.\n", "- **[Palace Simulation with Qiskit Metal](https://github.com/sqdlab/SQDMetal):** A simulation framework for using `palace` from `qiskit-metal`.\n", "- **[SQDMetal Example workflow with Palace](https://github.com/sqdlab/SQDMetal/blob/main/docs/User/WorkedExamples/README.md):** A worked example of using `palace` with `qiskit-metal` to run eigenmode and capacitance simulations.\n", "\n", "These resources should help you get started with `palace` and enable you to perform simulations effectively until our enhanced integration is ready. Consider contributing to [SQDMetal](https://github.com/sqdlab/SQDMetal) and [SQuADDS](https://github.com/lfl-lab/SQuADDS) to help us improve the `palace` integration!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### COMSOL Simulation\n", "\n", "You can also use `SQDMetal` to run the simulations in COMSOL as well. Read more about it [here](https://github.com/sqdlab/SQDMetal/blob/main/docs/User/Sim_Comsol.md)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Deploy the ML Model to HuggingFace\n", "\n", "Once you have developed a model that you are happy with and ideally performs really well, you can deploy it to HuggingFace for others to use.\n", "\n", "HuggingFace makes it ridiculously easy to deploy an ML model. All you need to do is:\n", "\n", "1. Load the model.\n", "2. Save the model in the format required by HuggingFace.\n", "\n", "```python\n", "model.save(f\"hf://{hf_username}/{model_name}\")\n", "```" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from tensorflow.keras.models import load_model\n", "\n", "model_dnn = load_model(\"models/simple_dnn.keras\")\n", "model_dnn.save(\"hf://shanto268/qiskit-fall-fest-2024-test-model\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If your model is **REALLYYYYY good**, then send me an [email](mailto:shanto@usc.edu) with the link to your model and I will add it to the SQuADDS ML model collection." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Next Steps...\n", "\n", "Please contribute to [SQuADDS!](https://lfl-lab.github.io/SQuADDS/source/resources/contribute.html)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## License\n", "\n", "
\n", "

This code is a part of SQuADDS

\n", "

Developed by Sadman Ahmed Shanto

\n", "

This tutorial is written by Sadman Ahmed Shanto

\n", "

© Copyright Sadman Ahmed Shanto & Eli Levenson-Falk 2025.

\n", "

This code is licensed under the MIT License. You may
obtain a copy of this license in the LICENSE.txt file in the root directory
of this source tree.

\n", "

Any modifications or derivative works of this code must retain this
copyright notice, and modified files need to carry a notice indicating
that they have been altered from the originals.

\n", "
" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.8" } }, "nbformat": 4, "nbformat_minor": 2 }