diff --git a/01_materials/labs/lab_1.ipynb b/01_materials/labs/lab_1.ipynb index 25b751340..134bc96c8 100644 --- a/01_materials/labs/lab_1.ipynb +++ b/01_materials/labs/lab_1.ipynb @@ -31,9 +31,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GPUs disabled, using CPU.\n" + ] + } + ], "source": [ "## Tensorflow GPU disabled by default. Comment the following lines to enable GPU if you have a working CUDA installation.\n", "import tensorflow as tf\n", @@ -54,7 +62,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -70,9 +78,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(1797, 8, 8)" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "digits.images.shape" ] @@ -88,9 +107,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(1797, 64)" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "digits.data.shape" ] @@ -106,9 +136,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(1797,)" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "digits.target.shape" ] @@ -124,9 +165,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# Selecting 9 random indices\n", "random_indices = np.random.choice(len(digits.images), 9, replace=False)\n", @@ -156,11 +208,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# Selecting 9 random indices of images labelled as 9\n", "random_indices = np.random.choice(np.where(digits.target == 9)[0], 9, replace=False)\n", @@ -201,7 +264,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -227,11 +290,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "X_train shape: (1437, 64)\n", + "y_train shape: (1437,)\n", + "X_test shape: (360, 64)\n", + "y_test shape: (360,)\n" + ] + } + ], "source": [ "print(f'X_train shape: {X_train.shape}')\n", "print(f'y_train shape: {y_train.shape}')\n", @@ -265,9 +339,18 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Before one-hot encoding: 6\n", + "After one-hot encoding: [0. 0. 0. 0. 0. 0. 1. 0. 0. 0.]\n" + ] + } + ], "source": [ "from tensorflow.keras.utils import to_categorical\n", "\n", @@ -298,11 +381,93 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"sequential\"\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1mModel: \"sequential\"\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)                    ┃ Output Shape           ┃       Param # ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n",
+       "│ dense (Dense)                   │ (None, 64)             │         4,160 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ dense_1 (Dense)                 │ (None, 64)             │         4,160 │\n",
+       "├─────────────────────────────────┼────────────────────────┼───────────────┤\n",
+       "│ dense_2 (Dense)                 │ (None, 10)             │           650 │\n",
+       "└─────────────────────────────────┴────────────────────────┴───────────────┘\n",
+       "
\n" + ], + "text/plain": [ + "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n", + "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\n", + "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n", + "│ dense (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m4,160\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ dense_1 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m4,160\u001b[0m │\n", + "├─────────────────────────────────┼────────────────────────┼───────────────┤\n", + "│ dense_2 (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m10\u001b[0m) │ \u001b[38;5;34m650\u001b[0m │\n", + "└─────────────────────────────────┴────────────────────────┴───────────────┘\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
 Total params: 8,970 (35.04 KB)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m Total params: \u001b[0m\u001b[38;5;34m8,970\u001b[0m (35.04 KB)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
 Trainable params: 8,970 (35.04 KB)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m Trainable params: \u001b[0m\u001b[38;5;34m8,970\u001b[0m (35.04 KB)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
 Non-trainable params: 0 (0.00 B)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m Non-trainable params: \u001b[0m\u001b[38;5;34m0\u001b[0m (0.00 B)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "from tensorflow.keras.models import Sequential\n", "from tensorflow.keras.layers import Input, Dense\n", @@ -335,7 +500,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "metadata": { "collapsed": false }, @@ -365,11 +530,38 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 1/5\n", + "\u001b[1m36/36\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 4ms/step - accuracy: 0.5187 - loss: 1.8985 - val_accuracy: 0.7812 - val_loss: 0.6618\n", + "Epoch 2/5\n", + "\u001b[1m36/36\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.8425 - loss: 0.5286 - val_accuracy: 0.8646 - val_loss: 0.4126\n", + "Epoch 3/5\n", + "\u001b[1m36/36\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.9025 - loss: 0.3399 - val_accuracy: 0.9062 - val_loss: 0.3124\n", + "Epoch 4/5\n", + "\u001b[1m36/36\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.9356 - loss: 0.2505 - val_accuracy: 0.9201 - val_loss: 0.2608\n", + "Epoch 5/5\n", + "\u001b[1m36/36\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.9408 - loss: 0.2023 - val_accuracy: 0.9201 - val_loss: 0.2345\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "model.fit(\n", " X_train, # Training data\n", @@ -393,11 +585,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m12/12\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.9250 - loss: 0.2095 \n", + "Loss: 0.21\n", + "Accuracy: 92.50%\n" + ] + } + ], "source": [ "loss, accuracy = model.evaluate(X_test, y_test)\n", "\n", @@ -416,11 +618,29 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m12/12\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step \n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# Get the predictions for the test data\n", "predictions = model.predict(X_test)\n", @@ -493,7 +713,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ @@ -534,7 +754,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "metadata": {}, "outputs": [], "source": [ @@ -564,9 +784,35 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "predictions_tf = model(X_test)\n", "predictions_tf[:5]" @@ -574,9 +820,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(tensorflow.python.framework.ops.EagerTensor, TensorShape([360, 10]))" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "type(predictions_tf), predictions_tf.shape" ] @@ -590,9 +847,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "import tensorflow as tf\n", "\n", @@ -617,9 +887,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "predicted_labels_tf = tf.argmax(predictions_tf, axis=1)\n", "predicted_labels_tf[:5]" @@ -636,11 +917,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 22, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# Get the values corresponding to the predicted labels for each sample\n", "predicted_values_tf = tf.reduce_max(predictions_tf, axis=1)\n", @@ -696,9 +988,18 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 23, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/mperry/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/keras/src/layers/core/dense.py:106: 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" + ] + } + ], "source": [ "from tensorflow.keras import initializers\n", "from tensorflow.keras import optimizers\n", @@ -723,9 +1024,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 24, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "[,\n", + " ,\n", + " ]" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "model.layers" ] @@ -739,18 +1053,67 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "[,\n", + " ]" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "model.layers[0].weights" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array([[ 0.00015817, -0.01590087, 0.00103594, ..., 0.00962818,\n", + " 0.00624957, 0.00994726],\n", + " [ 0.0081879 , 0.00756818, -0.00668142, ..., 0.01084459,\n", + " -0.00317478, -0.00549116],\n", + " [-0.00086618, -0.00287623, 0.00391693, ..., 0.00064558,\n", + " -0.00420471, 0.00174566],\n", + " ...,\n", + " [-0.0029006 , -0.0091218 , 0.00804327, ..., -0.01407086,\n", + " 0.00952832, -0.01348555],\n", + " [ 0.00375078, 0.00967842, 0.00098119, ..., -0.00413454,\n", + " 0.01695471, 0.00025196],\n", + " [ 0.00459809, 0.01223094, -0.00213172, ..., 0.01246831,\n", + " -0.00714749, -0.00868595]], shape=(64, 64), dtype=float32)" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "w = model.layers[0].weights[0].numpy()\n", "w" @@ -758,18 +1121,43 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "np.float32(0.008835949)" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "w.std()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 28, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.], dtype=float32)" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "b = model.layers[0].weights[1].numpy()\n", "b" @@ -777,9 +1165,56 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 29, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 1/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 784us/step - accuracy: 0.2206 - loss: 2.2865\n", + "Epoch 2/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 813us/step - accuracy: 0.4760 - loss: 1.7380\n", + "Epoch 3/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 827us/step - accuracy: 0.6931 - loss: 1.0341\n", + "Epoch 4/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 699us/step - accuracy: 0.8594 - loss: 0.5534\n", + "Epoch 5/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 707us/step - accuracy: 0.9241 - loss: 0.3202\n", + "Epoch 6/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 714us/step - accuracy: 0.9478 - loss: 0.2080\n", + "Epoch 7/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 696us/step - accuracy: 0.9534 - loss: 0.1777\n", + "Epoch 8/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 818us/step - accuracy: 0.9631 - loss: 0.1359\n", + "Epoch 9/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 690us/step - accuracy: 0.9763 - loss: 0.1146\n", + "Epoch 10/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 756us/step - accuracy: 0.9798 - loss: 0.1021\n", + "Epoch 11/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 730us/step - accuracy: 0.9896 - loss: 0.0667\n", + "Epoch 12/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 699us/step - accuracy: 0.9882 - loss: 0.0574\n", + "Epoch 13/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 665us/step - accuracy: 0.9910 - loss: 0.0471\n", + "Epoch 14/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 791us/step - accuracy: 0.9930 - loss: 0.0421\n", + "Epoch 15/15\n", + "\u001b[1m45/45\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 802us/step - accuracy: 0.9861 - loss: 0.0559\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "history = model.fit(X_train, y_train, epochs=15, batch_size=32)\n", "\n", @@ -797,9 +1232,48 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 30, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "[,\n", + " ]" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "model.layers[0].weights" ] @@ -852,7 +1326,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.14" + "version": "3.11.7" }, "mimetype": "text/x-python", "name": "python", diff --git a/01_materials/labs/lab_2.ipynb b/01_materials/labs/lab_2.ipynb index a45b46e9e..a44b56678 100644 --- a/01_materials/labs/lab_2.ipynb +++ b/01_materials/labs/lab_2.ipynb @@ -22,7 +22,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -36,9 +36,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "sample_index = 45\n", "plt.figure(figsize=(3, 3))\n", @@ -58,7 +69,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -91,7 +102,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -101,18 +112,43 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array([0., 0., 0., 1., 0., 0., 0., 0., 0., 0.])" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "one_hot(n_classes=10, y=3)" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array([[1., 0., 0., 0., 0., 0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 1., 0., 0., 0., 0., 0.],\n", + " [0., 0., 0., 0., 0., 0., 0., 0., 0., 1.],\n", + " [0., 1., 0., 0., 0., 0., 0., 0., 0., 0.]])" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "one_hot(n_classes=10, y=[0, 4, 9, 1])" ] @@ -143,7 +179,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": { "collapsed": false }, @@ -164,9 +200,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[9.99662391e-01 3.35349373e-04 2.25956630e-06]\n" + ] + } + ], "source": [ "print(softmax([10, 2, -3]))" ] @@ -181,9 +225,18 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[9.99662391e-01 3.35349373e-04 2.25956630e-06]\n", + " [2.47262316e-03 9.97527377e-01 1.38536042e-11]]\n" + ] + } + ], "source": [ "X = np.array([[10, 2, -3],\n", " [-1, 5, -20]])\n", @@ -199,18 +252,36 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1.0\n" + ] + } + ], "source": [ "print(np.sum(softmax([10, 2, -3])))" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "softmax of 2 vectors:\n", + "[[9.99662391e-01 3.35349373e-04 2.25956630e-06]\n", + " [2.47262316e-03 9.97527377e-01 1.38536042e-11]]\n" + ] + } + ], "source": [ "print(\"softmax of 2 vectors:\")\n", "X = np.array([[10, 2, -3],\n", @@ -227,9 +298,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[1. 1.]\n" + ] + } + ], "source": [ "print(np.sum(softmax(X), axis=1))" ] @@ -251,9 +330,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.01005033585350145\n" + ] + } + ], "source": [ "def nll(Y_true, Y_pred):\n", " Y_true = np.asarray(Y_true)\n", @@ -295,9 +382,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0.010050335853503449\n" + ] + } + ], "source": [ "# Check that the average NLL of the following 3 almost perfect\n", "# predictions is close to 0\n", @@ -329,66 +424,93 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": { "collapsed": false }, "outputs": [], "source": [ + "import numpy as np\n", + "\n", "class LogisticRegression:\n", "\n", " def __init__(self, input_size, output_size):\n", - " # Initialize the weights and biases with random numbers\n", - " self.W = np.random.uniform(size=(input_size, output_size),\n", - " high=0.1, low=-0.1)\n", - " self.b = np.random.uniform(size=output_size,\n", - " high=0.1, low=-0.1)\n", - " \n", - " # Store the input size and output size\n", + " self.W = np.random.uniform(size=(input_size, output_size), high=0.1, low=-0.1)\n", + " self.b = np.random.uniform(size=(output_size,), high=0.1, low=-0.1)\n", + "\n", " self.output_size = output_size\n", " self.input_size = input_size\n", - " \n", + "\n", + " def softmax(self, Z):\n", + " # numerically stable softmax\n", + " Z = Z - np.max(Z, axis=1, keepdims=True)\n", + " expZ = np.exp(Z)\n", + " return expZ / np.sum(expZ, axis=1, keepdims=True)\n", + "\n", " def forward(self, X):\n", - " # Compute the linear combination of the input and weights\n", - " Z = None\n", - " return None\n", - " \n", + " # Ensure X is 2D: (batch, input_size)\n", + " if X.ndim == 1:\n", + " X = X.reshape(1, -1)\n", + "\n", + " Z = X @ self.W + self.b # (batch, output_size)\n", + " return self.softmax(Z) # probabilities\n", + "\n", " def predict(self, X):\n", - " # Return the most probable class for each sample in X\n", " if len(X.shape) == 1:\n", " return np.argmax(self.forward(X))\n", " else:\n", " return np.argmax(self.forward(X), axis=1)\n", - " \n", + "\n", " def loss(self, X, y):\n", - " # Compute the negative log likelihood over the data provided\n", - " y_onehot = one_hot(self.output_size, y.astype(int))\n", - " return None\n", + " # Cross-entropy / negative log likelihood\n", + " y = y.astype(int)\n", + " if y.ndim == 0:\n", + " y = np.array([y])\n", + "\n", + " y_onehot = one_hot(self.output_size, y) # (batch, output_size)\n", + " y_pred = self.forward(X) # (batch, output_size)\n", + "\n", + " eps = 1e-12\n", + " y_pred = np.clip(y_pred, eps, 1.0 - eps)\n", + "\n", + " # mean loss over batch\n", + " return -np.mean(np.sum(y_onehot * np.log(y_pred), axis=1))\n", "\n", " def grad_loss(self, X, y_true, y_pred):\n", - " # Compute the gradient of the loss with respect to W and b for a single sample (X, y_true)\n", - " # y_pred is the output of the forward pass\n", - " \n", - " # Gradient with respect to weights\n", - " grad_W = np.dot(X.T, (y_pred - y_true))\n", - " \n", - " # Gradient with respect to biases\n", - " grad_b = np.sum(y_pred - y_true, axis=0)\n", - " \n", + " \"\"\"\n", + " Gradients for a batch:\n", + " X: (batch, input_size)\n", + " y_true: (batch, output_size) one-hot\n", + " y_pred: (batch, output_size) probabilities\n", + " \"\"\"\n", + " if X.ndim == 1:\n", + " X = X.reshape(1, -1)\n", + " if y_true.ndim == 1:\n", + " y_true = y_true.reshape(1, -1)\n", + " if y_pred.ndim == 1:\n", + " y_pred = y_pred.reshape(1, -1)\n", + "\n", + " batch_size = X.shape[0]\n", + " diff = (y_pred - y_true) / batch_size\n", + "\n", + " grad_W = X.T @ diff # (input_size, output_size)\n", + " grad_b = np.sum(diff, axis=0) # (output_size,)\n", + "\n", " return grad_W, grad_b\n", - " \n", + "\n", + "\n", "# Raise an exception if you try to run this cell without having implemented the LogisticRegression class\n", "model = LogisticRegression(input_size=64, output_size=10)\n", "try:\n", " assert(model.forward(np.zeros((1, 64))).shape == (1, 10))\n", " assert(model.loss(np.zeros((1, 64)), np.zeros(1)) > 0)\n", "except:\n", - " raise NotImplementedError(\"You need to correctly implement the LogisticRegression class.\")" + " raise NotImplementedError(\"You need to correctly implement the LogisticRegression class.\")\n" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "metadata": { "collapsed": false }, @@ -411,11 +533,39 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "ename": "TypeError", + "evalue": "only length-1 arrays can be converted to Python scalars", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mTypeError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[18]\u001b[39m\u001b[32m, line 18\u001b[39m\n\u001b[32m 15\u001b[39m ax1.set_xlabel(\u001b[33m'\u001b[39m\u001b[33mDigit class\u001b[39m\u001b[33m'\u001b[39m)\n\u001b[32m 16\u001b[39m ax1.legend()\n\u001b[32m---> \u001b[39m\u001b[32m18\u001b[39m \u001b[43mplot_prediction\u001b[49m\u001b[43m(\u001b[49m\u001b[43mlr\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msample_idx\u001b[49m\u001b[43m=\u001b[49m\u001b[32;43m0\u001b[39;49m\u001b[43m)\u001b[49m\n", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[18]\u001b[39m\u001b[32m, line 10\u001b[39m, in \u001b[36mplot_prediction\u001b[39m\u001b[34m(model, sample_idx, classes)\u001b[39m\n\u001b[32m 6\u001b[39m ax0.set_title(\u001b[33m\"\u001b[39m\u001b[33mTrue image label: \u001b[39m\u001b[38;5;132;01m%d\u001b[39;00m\u001b[33m\"\u001b[39m % y_test[sample_idx]);\n\u001b[32m 9\u001b[39m ax1.bar(classes, one_hot(\u001b[38;5;28mlen\u001b[39m(classes), y_test[sample_idx]), label=\u001b[33m'\u001b[39m\u001b[33mtrue\u001b[39m\u001b[33m'\u001b[39m)\n\u001b[32m---> \u001b[39m\u001b[32m10\u001b[39m \u001b[43max1\u001b[49m\u001b[43m.\u001b[49m\u001b[43mbar\u001b[49m\u001b[43m(\u001b[49m\u001b[43mclasses\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmodel\u001b[49m\u001b[43m.\u001b[49m\u001b[43mforward\u001b[49m\u001b[43m(\u001b[49m\u001b[43mX_test\u001b[49m\u001b[43m[\u001b[49m\u001b[43msample_idx\u001b[49m\u001b[43m]\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mlabel\u001b[49m\u001b[43m=\u001b[49m\u001b[33;43m'\u001b[39;49m\u001b[33;43mprediction\u001b[39;49m\u001b[33;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcolor\u001b[49m\u001b[43m=\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mred\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[32m 11\u001b[39m ax1.set_xticks(classes)\n\u001b[32m 12\u001b[39m prediction = model.predict(X_test[sample_idx])\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/__init__.py:1524\u001b[39m, in \u001b[36m_preprocess_data..inner\u001b[39m\u001b[34m(ax, data, *args, **kwargs)\u001b[39m\n\u001b[32m 1521\u001b[39m \u001b[38;5;129m@functools\u001b[39m.wraps(func)\n\u001b[32m 1522\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34minner\u001b[39m(ax, *args, data=\u001b[38;5;28;01mNone\u001b[39;00m, **kwargs):\n\u001b[32m 1523\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m data \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m-> \u001b[39m\u001b[32m1524\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 1525\u001b[39m \u001b[43m \u001b[49m\u001b[43max\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 1526\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[38;5;28;43mmap\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mcbook\u001b[49m\u001b[43m.\u001b[49m\u001b[43msanitize_sequence\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43margs\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 1527\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43m{\u001b[49m\u001b[43mk\u001b[49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mcbook\u001b[49m\u001b[43m.\u001b[49m\u001b[43msanitize_sequence\u001b[49m\u001b[43m(\u001b[49m\u001b[43mv\u001b[49m\u001b[43m)\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mk\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mv\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m.\u001b[49m\u001b[43mitems\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m}\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 1529\u001b[39m bound = new_sig.bind(ax, *args, **kwargs)\n\u001b[32m 1530\u001b[39m auto_label = (bound.arguments.get(label_namer)\n\u001b[32m 1531\u001b[39m \u001b[38;5;129;01mor\u001b[39;00m bound.kwargs.get(label_namer))\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/axes/_axes.py:2646\u001b[39m, in \u001b[36mAxes.bar\u001b[39m\u001b[34m(self, x, height, width, bottom, align, **kwargs)\u001b[39m\n\u001b[32m 2643\u001b[39m args = \u001b[38;5;28mzip\u001b[39m(left, bottom, width, height, facecolor, edgecolor, linewidth,\n\u001b[32m 2644\u001b[39m hatch, patch_labels)\n\u001b[32m 2645\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m l, b, w, h, c, e, lw, htch, lbl \u001b[38;5;129;01min\u001b[39;00m args:\n\u001b[32m-> \u001b[39m\u001b[32m2646\u001b[39m r = \u001b[43mmpatches\u001b[49m\u001b[43m.\u001b[49m\u001b[43mRectangle\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 2647\u001b[39m \u001b[43m \u001b[49m\u001b[43mxy\u001b[49m\u001b[43m=\u001b[49m\u001b[43m(\u001b[49m\u001b[43ml\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mb\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mwidth\u001b[49m\u001b[43m=\u001b[49m\u001b[43mw\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mheight\u001b[49m\u001b[43m=\u001b[49m\u001b[43mh\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2648\u001b[39m \u001b[43m \u001b[49m\u001b[43mfacecolor\u001b[49m\u001b[43m=\u001b[49m\u001b[43mc\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2649\u001b[39m \u001b[43m \u001b[49m\u001b[43medgecolor\u001b[49m\u001b[43m=\u001b[49m\u001b[43me\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2650\u001b[39m \u001b[43m \u001b[49m\u001b[43mlinewidth\u001b[49m\u001b[43m=\u001b[49m\u001b[43mlw\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2651\u001b[39m \u001b[43m \u001b[49m\u001b[43mlabel\u001b[49m\u001b[43m=\u001b[49m\u001b[43mlbl\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2652\u001b[39m \u001b[43m \u001b[49m\u001b[43mhatch\u001b[49m\u001b[43m=\u001b[49m\u001b[43mhtch\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2653\u001b[39m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 2654\u001b[39m r._internal_update(kwargs)\n\u001b[32m 2655\u001b[39m r.get_path()._interpolation_steps = \u001b[32m100\u001b[39m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/patches.py:772\u001b[39m, in \u001b[36mRectangle.__init__\u001b[39m\u001b[34m(self, xy, width, height, angle, rotation_point, **kwargs)\u001b[39m\n\u001b[32m 748\u001b[39m \u001b[38;5;129m@_docstring\u001b[39m.interpd\n\u001b[32m 749\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m__init__\u001b[39m(\u001b[38;5;28mself\u001b[39m, xy, width, height, *,\n\u001b[32m 750\u001b[39m angle=\u001b[32m0.0\u001b[39m, rotation_point=\u001b[33m'\u001b[39m\u001b[33mxy\u001b[39m\u001b[33m'\u001b[39m, **kwargs):\n\u001b[32m 751\u001b[39m \u001b[38;5;250m \u001b[39m\u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 752\u001b[39m \u001b[33;03m Parameters\u001b[39;00m\n\u001b[32m 753\u001b[39m \u001b[33;03m ----------\u001b[39;00m\n\u001b[32m (...)\u001b[39m\u001b[32m 770\u001b[39m \u001b[33;03m %(Patch:kwdoc)s\u001b[39;00m\n\u001b[32m 771\u001b[39m \u001b[33;03m \"\"\"\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m772\u001b[39m \u001b[38;5;28;43msuper\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m.\u001b[49m\u001b[34;43m__init__\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 773\u001b[39m \u001b[38;5;28mself\u001b[39m._x0 = xy[\u001b[32m0\u001b[39m]\n\u001b[32m 774\u001b[39m \u001b[38;5;28mself\u001b[39m._y0 = xy[\u001b[32m1\u001b[39m]\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/patches.py:92\u001b[39m, in \u001b[36mPatch.__init__\u001b[39m\u001b[34m(self, edgecolor, facecolor, color, linewidth, linestyle, antialiased, hatch, fill, capstyle, joinstyle, **kwargs)\u001b[39m\n\u001b[32m 89\u001b[39m \u001b[38;5;28mself\u001b[39m._dash_pattern = (\u001b[32m0\u001b[39m, \u001b[38;5;28;01mNone\u001b[39;00m) \u001b[38;5;66;03m# offset, dash (scaled by linewidth)\u001b[39;00m\n\u001b[32m 91\u001b[39m \u001b[38;5;28mself\u001b[39m.set_linestyle(linestyle)\n\u001b[32m---> \u001b[39m\u001b[32m92\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mset_linewidth\u001b[49m\u001b[43m(\u001b[49m\u001b[43mlinewidth\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 93\u001b[39m \u001b[38;5;28mself\u001b[39m.set_antialiased(antialiased)\n\u001b[32m 94\u001b[39m \u001b[38;5;28mself\u001b[39m.set_hatch(hatch)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/patches.py:439\u001b[39m, in \u001b[36mPatch.set_linewidth\u001b[39m\u001b[34m(self, w)\u001b[39m\n\u001b[32m 437\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m w \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m 438\u001b[39m w = mpl.rcParams[\u001b[33m'\u001b[39m\u001b[33mpatch.linewidth\u001b[39m\u001b[33m'\u001b[39m]\n\u001b[32m--> \u001b[39m\u001b[32m439\u001b[39m \u001b[38;5;28mself\u001b[39m._linewidth = \u001b[38;5;28mfloat\u001b[39m(w)\n\u001b[32m 440\u001b[39m \u001b[38;5;28mself\u001b[39m._dash_pattern = mlines._scale_dashes(\n\u001b[32m 441\u001b[39m *\u001b[38;5;28mself\u001b[39m._unscaled_dash_pattern, w)\n\u001b[32m 442\u001b[39m \u001b[38;5;28mself\u001b[39m.stale = \u001b[38;5;28;01mTrue\u001b[39;00m\n", + "\u001b[31mTypeError\u001b[39m: only length-1 arrays can be converted to Python scalars" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "def plot_prediction(model, sample_idx=0, classes=range(10)):\n", " fig, (ax0, ax1) = plt.subplots(nrows=1, ncols=2, figsize=(10, 4))\n", @@ -449,11 +599,33 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Average NLL over the last 100 samples at step 100: 5\n", + "Average NLL over the last 100 samples at step 200: 1\n", + "Average NLL over the last 100 samples at step 300: 7\n", + "Average NLL over the last 100 samples at step 400: 1\n", + "Average NLL over the last 100 samples at step 500: 1\n", + "Average NLL over the last 100 samples at step 600: 2\n", + "Average NLL over the last 100 samples at step 700: 2\n", + "Average NLL over the last 100 samples at step 800: 1\n", + "Average NLL over the last 100 samples at step 900: 0\n", + "Average NLL over the last 100 samples at step 1000: 4\n", + "Average NLL over the last 100 samples at step 1100: 2\n", + "Average NLL over the last 100 samples at step 1200: 2\n", + "Average NLL over the last 100 samples at step 1300: 2\n", + "Average NLL over the last 100 samples at step 1400: 2\n", + "Average NLL over the last 100 samples at step 1500: 1\n" + ] + } + ], "source": [ "lr = LogisticRegression(input_size=X_train.shape[1], output_size=10)\n", "\n", @@ -489,11 +661,39 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "ename": "TypeError", + "evalue": "only length-1 arrays can be converted to Python scalars", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mTypeError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[20]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m \u001b[43mplot_prediction\u001b[49m\u001b[43m(\u001b[49m\u001b[43mlr\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msample_idx\u001b[49m\u001b[43m=\u001b[49m\u001b[32;43m0\u001b[39;49m\u001b[43m)\u001b[49m\n", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[18]\u001b[39m\u001b[32m, line 10\u001b[39m, in \u001b[36mplot_prediction\u001b[39m\u001b[34m(model, sample_idx, classes)\u001b[39m\n\u001b[32m 6\u001b[39m ax0.set_title(\u001b[33m\"\u001b[39m\u001b[33mTrue image label: \u001b[39m\u001b[38;5;132;01m%d\u001b[39;00m\u001b[33m\"\u001b[39m % y_test[sample_idx]);\n\u001b[32m 9\u001b[39m ax1.bar(classes, one_hot(\u001b[38;5;28mlen\u001b[39m(classes), y_test[sample_idx]), label=\u001b[33m'\u001b[39m\u001b[33mtrue\u001b[39m\u001b[33m'\u001b[39m)\n\u001b[32m---> \u001b[39m\u001b[32m10\u001b[39m \u001b[43max1\u001b[49m\u001b[43m.\u001b[49m\u001b[43mbar\u001b[49m\u001b[43m(\u001b[49m\u001b[43mclasses\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmodel\u001b[49m\u001b[43m.\u001b[49m\u001b[43mforward\u001b[49m\u001b[43m(\u001b[49m\u001b[43mX_test\u001b[49m\u001b[43m[\u001b[49m\u001b[43msample_idx\u001b[49m\u001b[43m]\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mlabel\u001b[49m\u001b[43m=\u001b[49m\u001b[33;43m'\u001b[39;49m\u001b[33;43mprediction\u001b[39;49m\u001b[33;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcolor\u001b[49m\u001b[43m=\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mred\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[32m 11\u001b[39m ax1.set_xticks(classes)\n\u001b[32m 12\u001b[39m prediction = model.predict(X_test[sample_idx])\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/__init__.py:1524\u001b[39m, in \u001b[36m_preprocess_data..inner\u001b[39m\u001b[34m(ax, data, *args, **kwargs)\u001b[39m\n\u001b[32m 1521\u001b[39m \u001b[38;5;129m@functools\u001b[39m.wraps(func)\n\u001b[32m 1522\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34minner\u001b[39m(ax, *args, data=\u001b[38;5;28;01mNone\u001b[39;00m, **kwargs):\n\u001b[32m 1523\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m data \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m-> \u001b[39m\u001b[32m1524\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 1525\u001b[39m \u001b[43m \u001b[49m\u001b[43max\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 1526\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[38;5;28;43mmap\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mcbook\u001b[49m\u001b[43m.\u001b[49m\u001b[43msanitize_sequence\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43margs\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 1527\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43m{\u001b[49m\u001b[43mk\u001b[49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mcbook\u001b[49m\u001b[43m.\u001b[49m\u001b[43msanitize_sequence\u001b[49m\u001b[43m(\u001b[49m\u001b[43mv\u001b[49m\u001b[43m)\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mk\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mv\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m.\u001b[49m\u001b[43mitems\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m}\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 1529\u001b[39m bound = new_sig.bind(ax, *args, **kwargs)\n\u001b[32m 1530\u001b[39m auto_label = (bound.arguments.get(label_namer)\n\u001b[32m 1531\u001b[39m \u001b[38;5;129;01mor\u001b[39;00m bound.kwargs.get(label_namer))\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/axes/_axes.py:2646\u001b[39m, in \u001b[36mAxes.bar\u001b[39m\u001b[34m(self, x, height, width, bottom, align, **kwargs)\u001b[39m\n\u001b[32m 2643\u001b[39m args = \u001b[38;5;28mzip\u001b[39m(left, bottom, width, height, facecolor, edgecolor, linewidth,\n\u001b[32m 2644\u001b[39m hatch, patch_labels)\n\u001b[32m 2645\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m l, b, w, h, c, e, lw, htch, lbl \u001b[38;5;129;01min\u001b[39;00m args:\n\u001b[32m-> \u001b[39m\u001b[32m2646\u001b[39m r = \u001b[43mmpatches\u001b[49m\u001b[43m.\u001b[49m\u001b[43mRectangle\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 2647\u001b[39m \u001b[43m \u001b[49m\u001b[43mxy\u001b[49m\u001b[43m=\u001b[49m\u001b[43m(\u001b[49m\u001b[43ml\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mb\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mwidth\u001b[49m\u001b[43m=\u001b[49m\u001b[43mw\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mheight\u001b[49m\u001b[43m=\u001b[49m\u001b[43mh\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2648\u001b[39m \u001b[43m \u001b[49m\u001b[43mfacecolor\u001b[49m\u001b[43m=\u001b[49m\u001b[43mc\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2649\u001b[39m \u001b[43m \u001b[49m\u001b[43medgecolor\u001b[49m\u001b[43m=\u001b[49m\u001b[43me\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2650\u001b[39m \u001b[43m \u001b[49m\u001b[43mlinewidth\u001b[49m\u001b[43m=\u001b[49m\u001b[43mlw\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2651\u001b[39m \u001b[43m \u001b[49m\u001b[43mlabel\u001b[49m\u001b[43m=\u001b[49m\u001b[43mlbl\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2652\u001b[39m \u001b[43m \u001b[49m\u001b[43mhatch\u001b[49m\u001b[43m=\u001b[49m\u001b[43mhtch\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 2653\u001b[39m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 2654\u001b[39m r._internal_update(kwargs)\n\u001b[32m 2655\u001b[39m r.get_path()._interpolation_steps = \u001b[32m100\u001b[39m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/patches.py:772\u001b[39m, in \u001b[36mRectangle.__init__\u001b[39m\u001b[34m(self, xy, width, height, angle, rotation_point, **kwargs)\u001b[39m\n\u001b[32m 748\u001b[39m \u001b[38;5;129m@_docstring\u001b[39m.interpd\n\u001b[32m 749\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m__init__\u001b[39m(\u001b[38;5;28mself\u001b[39m, xy, width, height, *,\n\u001b[32m 750\u001b[39m angle=\u001b[32m0.0\u001b[39m, rotation_point=\u001b[33m'\u001b[39m\u001b[33mxy\u001b[39m\u001b[33m'\u001b[39m, **kwargs):\n\u001b[32m 751\u001b[39m \u001b[38;5;250m \u001b[39m\u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 752\u001b[39m \u001b[33;03m Parameters\u001b[39;00m\n\u001b[32m 753\u001b[39m \u001b[33;03m ----------\u001b[39;00m\n\u001b[32m (...)\u001b[39m\u001b[32m 770\u001b[39m \u001b[33;03m %(Patch:kwdoc)s\u001b[39;00m\n\u001b[32m 771\u001b[39m \u001b[33;03m \"\"\"\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m772\u001b[39m \u001b[38;5;28;43msuper\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m.\u001b[49m\u001b[34;43m__init__\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 773\u001b[39m \u001b[38;5;28mself\u001b[39m._x0 = xy[\u001b[32m0\u001b[39m]\n\u001b[32m 774\u001b[39m \u001b[38;5;28mself\u001b[39m._y0 = xy[\u001b[32m1\u001b[39m]\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/patches.py:92\u001b[39m, in \u001b[36mPatch.__init__\u001b[39m\u001b[34m(self, edgecolor, facecolor, color, linewidth, linestyle, antialiased, hatch, fill, capstyle, joinstyle, **kwargs)\u001b[39m\n\u001b[32m 89\u001b[39m \u001b[38;5;28mself\u001b[39m._dash_pattern = (\u001b[32m0\u001b[39m, \u001b[38;5;28;01mNone\u001b[39;00m) \u001b[38;5;66;03m# offset, dash (scaled by linewidth)\u001b[39;00m\n\u001b[32m 91\u001b[39m \u001b[38;5;28mself\u001b[39m.set_linestyle(linestyle)\n\u001b[32m---> \u001b[39m\u001b[32m92\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mset_linewidth\u001b[49m\u001b[43m(\u001b[49m\u001b[43mlinewidth\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 93\u001b[39m \u001b[38;5;28mself\u001b[39m.set_antialiased(antialiased)\n\u001b[32m 94\u001b[39m \u001b[38;5;28mself\u001b[39m.set_hatch(hatch)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/patches.py:439\u001b[39m, in \u001b[36mPatch.set_linewidth\u001b[39m\u001b[34m(self, w)\u001b[39m\n\u001b[32m 437\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m w \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m 438\u001b[39m w = mpl.rcParams[\u001b[33m'\u001b[39m\u001b[33mpatch.linewidth\u001b[39m\u001b[33m'\u001b[39m]\n\u001b[32m--> \u001b[39m\u001b[32m439\u001b[39m \u001b[38;5;28mself\u001b[39m._linewidth = \u001b[38;5;28mfloat\u001b[39m(w)\n\u001b[32m 440\u001b[39m \u001b[38;5;28mself\u001b[39m._dash_pattern = mlines._scale_dashes(\n\u001b[32m 441\u001b[39m *\u001b[38;5;28mself\u001b[39m._unscaled_dash_pattern, w)\n\u001b[32m 442\u001b[39m \u001b[38;5;28mself\u001b[39m.stale = \u001b[38;5;28;01mTrue\u001b[39;00m\n", + "\u001b[31mTypeError\u001b[39m: only length-1 arrays can be converted to Python scalars" + ] + }, + { + "data": { + "image/png": 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AACAXwgUAANA04eLXv/51DBkyJLp27RqtWrWKOXPm5FMTAACgZYWLtWvXRq9evWL69OkNUyMAAKBZalvfHQYPHpwVAACA7QoX9VVRUZGVKuXl5Q39lAAAQDEO6J48eXKUlpZWl7KysoZ+SgAAoBjDxYQJE2LNmjXVZdmyZQ39lAAAQDF2iyopKckKAABQ3NznAgAAaJqWi3fffTdeeeWV6uXXX389lixZErvvvnvsu++++dQKAAAo/nDxzDPPxIknnli9PH78+OznyJEj4+677863dgAAQPGGixNOOCEqKysbpjYAAECzZcwFAACQC+ECAADIhXABAADkQrgAAAByIVwAsE2mT58e3bp1i/bt20e/fv1i4cKFW9x+6tSpccghh0SHDh2irKwsLrzwwvj73//u6AMUEeECgHqbPXt2NhX5pEmTYvHixdGrV68YNGhQrFy5ss7tZ86cGRdddFG2/QsvvBB33HFH9hjf/va3HX2AIiJcAFBvU6ZMidGjR8eoUaOiR48eMWPGjNhxxx3jzjvvrHP7J554IgYMGBD/8i//krV2nHLKKTF8+PCPbO0AoHkRLgCol3Xr1sWiRYti4MCB/38yad06W16wYEGd+xxzzDHZPlVh4rXXXosHH3wwTj31VEcfoCXfRA+Alm316tWxfv366Ny5c631afnFF1+sc5/UYpH2++QnP5ndiPXDDz+Mc889d4vdoioqKrJSpby8PMdXAUBD0HIBQIObP39+XH311XHTTTdlYzR+8pOfxAMPPBBXXHHFZveZPHlylJaWVpc0CByAwqblAoB66dixY7Rp0yZWrFhRa31a7tKlS537XHrppfHlL385zjnnnGz5sMMOi7Vr18ZXvvKVuPjii7NuVRubMGFCNmi8ZsuFgAFQ2LRcAFAv7dq1iz59+sS8efOq123YsCFb7t+/f537vPfee5sEiBRQktRNqi4lJSWxyy671CoAFDYtFxvp3bt3FKK77rorCtXQoUOjEE2bNi0K1Zw5c6JQFer7SWFJLQojR46Mo446Kvr27ZvdwyK1RKTZo5IRI0bE3nvvnXVtSoYMGZLNMHXEEUdk98R45ZVXstaMtL4qZADQ/AkXANTbsGHDYtWqVTFx4sRYvnx59sXM3Llzqwd5L126tFZLxSWXXBKtWrXKfr755pux5557ZsHiqquucvQBiohwAcA2GTt2bFY2N4C71smmbdvsBnqpAFC8jLkAAAByIVwAAAC5EC4AAIBcCBcAAEAuhAsAACAXwgUAAJAL4QIAAMiFcAEAAORCuAAAAHIhXAAAALkQLgAAgFwIFwAAQOOHi8mTJ8fRRx8dO++8c3Tq1CmGDh0aL730Uj41AQAAWk64eOyxx2LMmDHx5JNPxiOPPBIffPBBnHLKKbF27dqGqyEAANAstK3PxnPnzq21fPfdd2ctGIsWLYrjjjsu77oBAAAtZczFmjVrsp+77757XvUBAABaQstFTRs2bIgLLrggBgwYED179tzsdhUVFVmpUl5evq1PCQAAFGPLRRp78dxzz8WsWbM+chB4aWlpdSkrK9vWpwQAAIotXIwdOzZ+/vOfx6OPPhr77LPPFredMGFC1n2qqixbtmxb6woAABRLt6jKysr46le/Gvfdd1/Mnz8/9t9//4/cp6SkJCsAAEBxa1vfrlAzZ86Mn/70p9m9LpYvX56tT92dOnTo0FB1BAAAiq1b1M0335x1bTrhhBNir732qi6zZ89uuBoCAADF2S0KAAAg9/tcAAAAVBEuAACAXAgXAABALoQLAAAgF8IFAACQC+ECAADIhXABAADkQrgAAAByIVwAAAC5EC4AAIBcCBcAAEAuhAsAACAXbfN5GBramWeeWbAHec6cOU1dhWbnhBNOaOoqAADkTssFAACQC+ECAADIhXABAADkQrgAAAByIVwAAAC5EC4AAIBcCBcAAEAuhAsAACAXwgUAAJAL4QIAAMiFcAEAAORCuAAAAHIhXACwTaZPnx7dunWL9u3bR79+/WLhwoVb3P7tt9+OMWPGxF577RUlJSVx8MEHx4MPPujoAxSRtk1dAQCan9mzZ8f48eNjxowZWbCYOnVqDBo0KF566aXo1KnTJtuvW7cuTj755Oz/fvzjH8fee+8df/rTn2LXXXdtkvoD0DCECwDqbcqUKTF69OgYNWpUtpxCxgMPPBB33nlnXHTRRZtsn9b/7W9/iyeeeCJ22GGHbF1q9QCgBXeLuvnmm+Pwww+PXXbZJSv9+/ePhx56qOFqB0DBSa0QixYtioEDB1ava926dba8YMGCOve5//77s3NG6hbVuXPn6NmzZ1x99dWxfv36zT5PRUVFlJeX1yoAFFG42GeffeKaa67JTirPPPNMfOpTn4p//ud/jj/84Q8NV0MACsrq1auzUJBCQk1pefny5XXu89prr2XdodJ+aZzFpZdeGtdff31ceeWVm32eyZMnR2lpaXUpKyvL/bUA0IThYsiQIXHqqafGQQcdlA3Eu+qqq+JjH/tYPPnkkzlXC4BismHDhmy8xa233hp9+vSJYcOGxcUXX5x1p9qcCRMmxJo1a6rLsmXLGrXOADTimIv07dOPfvSjWLt2bdbUvaVm7VSqaNYGaN46duwYbdq0iRUrVtRan5a7dOlS5z5phqg01iLtV+XQQw/NWjpSN6t27dptsk+aUSoVAIp4Ktpnn302a61IH/jnnntu3HfffdGjR4/Nbq9ZG6C4pCCQWh/mzZtXq2UiLW/uy6YBAwbEK6+8km1X5eWXX85CR13BAoAWEi4OOeSQWLJkSTz11FNx3nnnxciRI+P555/f7PaatQGKT5qG9rbbbosf/OAH8cILL2Tng9SSXTV71IgRI7LP/yrp/9NsUePGjctCRZpZKg3oTgO8AWjB3aLSN0wf//jHs3+nb66efvrpmDZtWtxyyy11bq9ZG6D4pDETq1atiokTJ2Zdm3r37h1z586tHuS9dOnSbAapKmkw9sMPPxwXXnhhNutgus9FChrf+ta3mvBVAFBw97lITdw1x1QA0DKMHTs2K3WZP3/+JutSlykTgAAUt3qFi9TEPXjw4Nh3333jnXfeiZkzZ2YnkPRtFAAA0LLVK1ysXLky60f7l7/8JZtzPDVtp2Bx8sknN1wNAQCA4gsXd9xxR8PVBAAAaFmzRQEAANRFuAAAAHIhXAAAALkQLgAAgFwIFwAAQC6ECwAAIBfCBQAAkAvhAgAAyIVwAQAA5EK4AAAAciFcAAAAuRAuAACAXLTN52FoyebPnx+FqLS0NArVmWee2dRVAADInZYLAAAgF8IFAACQC+ECAADIhXABAADkQrgAAAByIVwAAAC5EC4AAIBcCBcAAEAuhAsAACAXwgUAAJAL4QIAAMiFcAEAAORCuAAAAHIhXAAAAE0fLq655ppo1apVXHDBBfnUBgAAaHnh4umnn45bbrklDj/88HxrBAAAtJxw8e6778YZZ5wRt912W+y222751woAAGgZ4WLMmDFx2mmnxcCBA/OvEQAA0Cy1re8Os2bNisWLF2fdorZGRUVFVqqUl5fX9ykBAIBia7lYtmxZjBs3Lu65555o3779Vu0zefLkKC0trS5lZWXbWlcAAKCA1StcLFq0KFauXBlHHnlktG3bNiuPPfZYfP/738/+vX79+k32mTBhQqxZs6a6pIACAAC08G5RJ510Ujz77LO11o0aNSq6d+8e3/rWt6JNmzab7FNSUpIVAACguNUrXOy8887Rs2fPWut22mmn2GOPPTZZDwAAtCzu0A0AADTNbFEbmz9/fj41AQAAmjUtFwAAQC6ECwAAIBfCBQAAkAvhAgAAyIVwAQAA5EK4AAAAciFcALBNpk+fHt26dYv27dtHv379YuHChVu136xZs6JVq1YxdOhQRx6gyAgXANTb7NmzY/z48TFp0qRYvHhx9OrVKwYNGhQrV67c4n5vvPFGfP3rX49jjz3WUQcoQsIFAPU2ZcqUGD16dIwaNSp69OgRM2bMiB133DHuvPPOze6zfv36OOOMM+Lyyy+PAw44wFEHKELCBQD1sm7duli0aFEMHDjw/08mrVtnywsWLNjsft/5zneiU6dOcfbZZzviAEWqbVNXAIDmZfXq1VkrROfOnWutT8svvvhinfs8/vjjcccdd8SSJUu2+nkqKiqyUqW8vHw7ag1AY9ByAUCDeuedd+LLX/5y3HbbbdGxY8et3m/y5MlRWlpaXcrKyhq0ngBsPy0XzUR9vu1rbHfffXcUoqlTpzZ1FaAopYDQpk2bWLFiRa31ablLly6bbP/qq69mA7mHDBlSvW7Dhg3Zz7Zt28ZLL70UBx544Cb7TZgwIRs0XrPlQsAAKGzCBQD10q5du+jTp0/MmzevejrZFBbS8tixYzfZvnv37vHss8/WWnfJJZdkLRrTpk3bbGAoKSnJCgDNh3ABQL2lFoWRI0fGUUcdFX379s1aCteuXZvNHpWMGDEi9t5776xrU7oPRs+ePWvtv+uuu2Y/N14PQPMmXABQb8OGDYtVq1bFxIkTY/ny5dG7d++YO3du9SDvpUuXZjNIAdCyCBcAbJPUBaqublDJ/Pnzm+VYLQC2j6+VAACAXAgXAABALoQLAAAgF8IFAACQC+ECAADIhXABAADkQrgAAAByIVwAAAC5EC4AAIBcCBcAAEAuhAsAAKDxw8Vll10WrVq1qlW6d++eT00AAIBmrW19d/jEJz4Rv/zlL///AdrW+yEAAIAiVO9kkMJEly5dGqY2AABAyxlz8cc//jG6du0aBxxwQJxxxhmxdOnSLW5fUVER5eXltQoAANDCw0W/fv3i7rvvjrlz58bNN98cr7/+ehx77LHxzjvvbHafyZMnR2lpaXUpKyvLo94AAEBzDheDBw+O008/PQ4//PAYNGhQPPjgg/H222/Hvffeu9l9JkyYEGvWrKkuy5Yty6PeAABAgdmu0di77rprHHzwwfHKK69sdpuSkpKsAAAAxW277nPx7rvvxquvvhp77bVXfjUCAACKP1x8/etfj8ceeyzeeOONeOKJJ+Kzn/1stGnTJoYPH95wNQQAAIqvW9Sf//znLEj89a9/jT333DM++clPxpNPPpn9GwAAaNnqFS5mzZrVcDUBAABa7pgLAACAKsIFAACQC+ECAADIhXABAADkQrgAAAByIVwAAAC5EC4AAIBcCBcAAEAuhAsAACAXwgUAAJAL4QIAAMiFcAEAAOSibT4PQ0ObOnVqwR7kNWvWRCHq1q1bFKo5c+ZEoVqyZEkUogsuuCAKTXl5eVNXAQAKipYLAAAgF8IFAACQC+ECAADIhXABAADkQrgAAAByIVwAAAC5EC4AAIBcCBcAAEAuhAsAACAXwgUAAJAL4QIAAMiFcAEAAORCuAAAAHIhXACwTaZPnx7dunWL9u3bR79+/WLhwoWb3fa2226LY489NnbbbbesDBw4cIvbA9BCwsWbb74ZX/rSl2KPPfaIDh06xGGHHRbPPPNMw9QOgII0e/bsGD9+fEyaNCkWL14cvXr1ikGDBsXKlSvr3H7+/PkxfPjwePTRR2PBggVRVlYWp5xySnZOAaCFhou33norBgwYEDvssEM89NBD8fzzz8f111+ffQsFQMsxZcqUGD16dIwaNSp69OgRM2bMiB133DHuvPPOOre/55574vzzz4/evXtH9+7d4/bbb48NGzbEvHnzGr3uADSctvXZ+Nprr82+bbrrrruq1+2///4NUS8ACtS6deti0aJFMWHChOp1rVu3zro6pVaJrfHee+/FBx98ELvvvnsD1hSAgm65uP/+++Ooo46K008/PTp16hRHHHFE1o8WgJZj9erVsX79+ujcuXOt9Wl5+fLlW/UY3/rWt6Jr165ZINmcioqKKC8vr1UAKKJw8dprr8XNN98cBx10UDz88MNx3nnnxde+9rX4wQ9+sNl9nBwAqOmaa66JWbNmxX333ZcNBt+cyZMnR2lpaXVJLecAFFG4SP1jjzzyyLj66quzVouvfOUrWZ/b1Nd2c5wcAIpLx44do02bNrFixYpa69Nyly5dtrjvd7/73Sxc/OIXv4jDDz98i9umbldr1qypLsuWLcul/gAUSLjYa6+9soF7NR166KGxdOnSze7j5ABQXNq1axd9+vSpNRi7anB2//79N7vfddddF1dccUXMnTs362L7UUpKSmKXXXapVQAoogHdaaaol156qda6l19+Ofbbb78tnhxSAaB4pGloR44cmYWEvn37xtSpU2Pt2rXZ7FHJiBEjYu+9985ar6smBJk4cWLMnDkzuzdG1diMj33sY1kBoAWGiwsvvDCOOeaYrFvUF77whewGSLfeemtWAGg5hg0bFqtWrcoCQwoKaYrZ1CJRNcg7tWinGaSqpPF6aZapz3/+87UeJ90n47LLLmv0+gNQAOHi6KOPzgbgpa5O3/nOd7JpaNO3VWeccUYDVQ+AQjV27NisbO6meTW98cYbjVQrAJpNuEg+85nPZAUAAGCbB3QDAABsjnABAADkQrgAAAByIVwAAAC5EC4AAIBcCBcAAEAuhAsAACAXwgUAAJAL4QIAAMiFcAEAAORCuAAAAHIhXAAAALlom8/D0NCWLFniINfTiSee6JgVkW7dukWhef/995u6CgBQULRcAAAAuRAuAACAXAgXAABALoQLAAAgF8IFAACQC+ECAADIhXABAADkQrgAAAByIVwAAAC5EC4AAIBcCBcAAEAuhAsAACAXwgUAAJAL4QIAAMiFcAEAADR+uOjWrVu0atVqkzJmzJh8agMAADRbbeuz8dNPPx3r16+vXn7uuefi5JNPjtNPP70h6gYAABRruNhzzz1rLV9zzTVx4IEHxvHHH593vQAAgGIOFzWtW7cufvjDH8b48eOzrlGbU1FRkZUq5eXl2/qUAABAMQ7onjNnTrz99ttx5plnbnG7yZMnR2lpaXUpKyvb1qcEAACKMVzccccdMXjw4OjatesWt5swYUKsWbOmuixbtmxbnxIAACi2blF/+tOf4pe//GX85Cc/+chtS0pKsgIAABS3bWq5uOuuu6JTp05x2mmn5V8jAACgZYSLDRs2ZOFi5MiR0bbtNo8HBwAAWnq4SN2hli5dGmeddVbD1AgAAGiW6t30cMopp0RlZWXD1AYAAGh5s0UBAADUJFwAAAC5EC4AAIBcCBcAAEAuhAsAACAXwgUAAJAL4QIAAMiFcAEAAORCuABgm0yfPj26desW7du3j379+sXChQu3uP2PfvSj6N69e7b9YYcdFg8++KAjD1BkhAsA6m327Nkxfvz4mDRpUixevDh69eoVgwYNipUrV9a5/RNPPBHDhw+Ps88+O373u9/F0KFDs/Lcc885+gBFRLgAoN6mTJkSo0ePjlGjRkWPHj1ixowZseOOO8add95Z5/bTpk2LT3/60/GNb3wjDj300LjiiiviyCOPjBtvvNHRBygibRv7CSsrK7Of5eXljf3Uzdr69eubugrQpN5///2CrVPV51pLsW7duli0aFFMmDChel3r1q1j4MCBsWDBgjr3SetTS0dNqaVjzpw5m32eioqKrFRZs2ZN9tP5Y/ttqHgvGoP3CopD1d/y1pzvGj1cvPPOO9nPsrKyxn5qoBk7//zzo1Clz7XS0tJoKVavXp194dG5c+da69Pyiy++WOc+y5cvr3P7tH5zJk+eHJdffvkm650/mo/SqU1dA6Cxz3eNHi66du0ay5Yti5133jlatWq13SkqnWTS4+2yyy651bGYOWaOmd+z/KRvcNIHbfpcI3+pZaRma8eGDRvib3/7W+yxxx7bff7YWj4zHQe/C/4efC5Evc53jR4uUtP5Pvvsk+tjpmAhXDhmDc3vmWNWl5bUYlGlY8eO0aZNm1ixYkWt9Wm5S5cude6T1tdn+6SkpCQrNe26667RFPz9Ow5+F/w9tPTPhdKtPN8Z0A1AvbRr1y769OkT8+bNq9WqkJb79+9f5z5pfc3tk0ceeWSz2wPQPDV6ywUAzV/qrjRy5Mg46qijom/fvjF16tRYu3ZtNntUMmLEiNh7772zcRPJuHHj4vjjj4/rr78+TjvttJg1a1Y888wzceuttzbxKwEgT806XKTm8jTH+sbN5jhmfs+alr/N4jds2LBYtWpVTJw4MRuU3bt375g7d271oO2lS5dm3WCrHHPMMTFz5sy45JJL4tvf/nYcdNBB2UxRPXv2jELmd9lx8Lvg78HnQv20qmxpcygCAAANwpgLAAAgF8IFAACQC+ECAADIhXABAAC07HAxffr06NatW7Rv3z769esXCxcubOoqFaw0FeTRRx+d3RW9U6dOMXTo0HjppZeaulrNyjXXXJPdEfiCCy5o6qoUtDfffDO+9KUvZXdQ7tChQxx22GHZdKPQXLXkc41zx6Za8rmgpX++r1+/Pi699NLYf//9s9d/4IEHxhVXXJHduZoiCBezZ8/O5lhP09AuXrw4evXqFYMGDYqVK1c2ddUK0mOPPRZjxoyJJ598Mrtp1QcffBCnnHJKNic9H+3pp5+OW265JQ4//HCHawveeuutGDBgQOywww7x0EMPxfPPP5/d02C33XZz3GiWWvq5xrmjtpZ8LvD5HnHttdfGzTffHDfeeGO88MIL2fJ1110XN9xwQ1O/PQWnWU5Fm749St/Epze46s6wZWVl8dWvfjUuuuiipq5ewUtz06cWjHTiOO6445q6OgXt3XffjSOPPDJuuummuPLKK7O5/NPNwthU+tv77W9/G7/5zW8cHoqCc01tLfnc0dLPBT7fIz7zmc9k9/G54447qo/L5z73uawV44c//GGTvj+Fptm1XKxbty4WLVoUAwcOrF6XbtSUlhcsWNCkdWsu1qxZk/3cfffdm7oqBS+1+KS7Cdf8faNu999/f3a35tNPPz27ADniiCPitttuc7holpxrNtWSzx0t/Vzg8/0fNwKdN29evPzyy9kx+f3vfx+PP/54DB48uKnfnoLT7O7QvXr16qzfW9VdYKuk5RdffLHJ6tVcpFae1Fc0dV8p9DvjNrVZs2ZlXSFSUzgf7bXXXsuajFM3knQH5nTcvva1r0W7du1i5MiRDiHNinNNbS353OFc4PO9qvWmvLw8unfvHm3atMmuRa+66qo444wzmvpXtOA0u3DB9n/78txzz2Vpm81btmxZjBs3LhujkgZysnUXH6nl4uqrr86WU8tF+l2bMWOGcAHNXEs9dzgX/IPP94h777037rnnnpg5c2Z84hOfiCVLlmSBu2vXrs5xzb1bVMeOHbPEuGLFilrr03KXLl2arF7NwdixY+PnP/95PProo7HPPvs0dXUKWup6lwZtpj62bdu2zUrqZ/z9738/+3f6xoLa9tprr+jRo0etdYceemgsXbrUoaLZca75fy353OFc8A8+3yO+8Y1vZK0XX/ziF7OZsr785S/HhRdemM2qRjMPF6mLRZ8+fbJ+bzUTdVru379/k9atUKUx++nkcN9998WvfvWrbBo1tuykk06KZ599Nvtmoqqkb+VT82f6dwq41Ja6S2w8xXHqm7rffvs5VDQ7zjXOHYlzwT/4fI947733sjG+NaVrgXQNShF0i0p9ulMf7nSx17dv32zGhjSt6qhRo5q6agXbnJ2a8X76059m97pYvnx5tr60tDSb5YBNpeO0cb/inXbaKZvfu6X1N95a6RucNOAtdYv6whe+kN0P4NZbb80KNEct/Vzj3OFcUMXne8SQIUOyMRb77rtv1i3qd7/7XUyZMiXOOuusJv07LUiVzdQNN9xQue+++1a2a9eusm/fvpVPPvlkU1epYKW3ua5y1113NXXVmpXjjz++cty4cU1djYL2s5/9rLJnz56VJSUlld27d6+89dZbm7pKsF1a8rnGuaNuLfVc0NI/38vLy7P3PX0etG/fvvKAAw6ovPjiiysrKiqaumoFp1ne5wIAACg8zW7MBQAAUJiECwAAIBfCBQAAkAvhAgAAyIVwAQAA5EK4AAAAciFcAAAAuRAuAACAXAg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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plot_prediction(lr, sample_idx=0)" ] @@ -525,9 +725,35 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "ValueError", + "evalue": "x, y, and format string must not be None", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mValueError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[21]\u001b[39m\u001b[32m, line 12\u001b[39m\n\u001b[32m 8\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[32m 11\u001b[39m x = np.linspace(-\u001b[32m5\u001b[39m, \u001b[32m5\u001b[39m, \u001b[32m100\u001b[39m)\n\u001b[32m---> \u001b[39m\u001b[32m12\u001b[39m \u001b[43mplt\u001b[49m\u001b[43m.\u001b[49m\u001b[43mplot\u001b[49m\u001b[43m(\u001b[49m\u001b[43mx\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43msigmoid\u001b[49m\u001b[43m(\u001b[49m\u001b[43mx\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mlabel\u001b[49m\u001b[43m=\u001b[49m\u001b[33;43m'\u001b[39;49m\u001b[33;43msigmoid\u001b[39;49m\u001b[33;43m'\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[32m 13\u001b[39m plt.plot(x, dsigmoid(x), label=\u001b[33m'\u001b[39m\u001b[33mdsigmoid\u001b[39m\u001b[33m'\u001b[39m)\n\u001b[32m 14\u001b[39m plt.legend(loc=\u001b[33m'\u001b[39m\u001b[33mbest\u001b[39m\u001b[33m'\u001b[39m);\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/pyplot.py:3838\u001b[39m, in \u001b[36mplot\u001b[39m\u001b[34m(scalex, scaley, data, *args, **kwargs)\u001b[39m\n\u001b[32m 3830\u001b[39m \u001b[38;5;129m@_copy_docstring_and_deprecators\u001b[39m(Axes.plot)\n\u001b[32m 3831\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mplot\u001b[39m(\n\u001b[32m 3832\u001b[39m *args: \u001b[38;5;28mfloat\u001b[39m | ArrayLike | \u001b[38;5;28mstr\u001b[39m,\n\u001b[32m (...)\u001b[39m\u001b[32m 3836\u001b[39m **kwargs,\n\u001b[32m 3837\u001b[39m ) -> \u001b[38;5;28mlist\u001b[39m[Line2D]:\n\u001b[32m-> \u001b[39m\u001b[32m3838\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mgca\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m.\u001b[49m\u001b[43mplot\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 3839\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 3840\u001b[39m \u001b[43m \u001b[49m\u001b[43mscalex\u001b[49m\u001b[43m=\u001b[49m\u001b[43mscalex\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 3841\u001b[39m \u001b[43m \u001b[49m\u001b[43mscaley\u001b[49m\u001b[43m=\u001b[49m\u001b[43mscaley\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 3842\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43m(\u001b[49m\u001b[43m{\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mdata\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mdata\u001b[49m\u001b[43m}\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mif\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mdata\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01mis\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;129;43;01mnot\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43;01melse\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43m{\u001b[49m\u001b[43m}\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 3843\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 3844\u001b[39m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/axes/_axes.py:1777\u001b[39m, in \u001b[36mAxes.plot\u001b[39m\u001b[34m(self, scalex, scaley, data, *args, **kwargs)\u001b[39m\n\u001b[32m 1534\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 1535\u001b[39m \u001b[33;03mPlot y versus x as lines and/or markers.\u001b[39;00m\n\u001b[32m 1536\u001b[39m \n\u001b[32m (...)\u001b[39m\u001b[32m 1774\u001b[39m \u001b[33;03m(``'green'``) or hex strings (``'#008000'``).\u001b[39;00m\n\u001b[32m 1775\u001b[39m \u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 1776\u001b[39m kwargs = cbook.normalize_kwargs(kwargs, mlines.Line2D)\n\u001b[32m-> \u001b[39m\u001b[32m1777\u001b[39m lines = [*\u001b[38;5;28mself\u001b[39m._get_lines(\u001b[38;5;28mself\u001b[39m, *args, data=data, **kwargs)]\n\u001b[32m 1778\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m line \u001b[38;5;129;01min\u001b[39;00m lines:\n\u001b[32m 1779\u001b[39m \u001b[38;5;28mself\u001b[39m.add_line(line)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/axes/_base.py:297\u001b[39m, in \u001b[36m_process_plot_var_args.__call__\u001b[39m\u001b[34m(self, axes, data, return_kwargs, *args, **kwargs)\u001b[39m\n\u001b[32m 295\u001b[39m this += args[\u001b[32m0\u001b[39m],\n\u001b[32m 296\u001b[39m args = args[\u001b[32m1\u001b[39m:]\n\u001b[32m--> \u001b[39m\u001b[32m297\u001b[39m \u001b[38;5;28;01myield from\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_plot_args\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 298\u001b[39m \u001b[43m \u001b[49m\u001b[43maxes\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mthis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mambiguous_fmt_datakey\u001b[49m\u001b[43m=\u001b[49m\u001b[43mambiguous_fmt_datakey\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 299\u001b[39m \u001b[43m \u001b[49m\u001b[43mreturn_kwargs\u001b[49m\u001b[43m=\u001b[49m\u001b[43mreturn_kwargs\u001b[49m\n\u001b[32m 300\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/matplotlib/axes/_base.py:455\u001b[39m, in \u001b[36m_process_plot_var_args._plot_args\u001b[39m\u001b[34m(self, axes, tup, kwargs, return_kwargs, ambiguous_fmt_datakey)\u001b[39m\n\u001b[32m 452\u001b[39m \u001b[38;5;66;03m# Don't allow any None value; these would be up-converted to one\u001b[39;00m\n\u001b[32m 453\u001b[39m \u001b[38;5;66;03m# element array of None which causes problems downstream.\u001b[39;00m\n\u001b[32m 454\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28many\u001b[39m(v \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;28;01mfor\u001b[39;00m v \u001b[38;5;129;01min\u001b[39;00m tup):\n\u001b[32m--> \u001b[39m\u001b[32m455\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\u001b[33m\"\u001b[39m\u001b[33mx, y, and format string must not be None\u001b[39m\u001b[33m\"\u001b[39m)\n\u001b[32m 457\u001b[39m kw = {}\n\u001b[32m 458\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m prop_name, val \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mzip\u001b[39m((\u001b[33m'\u001b[39m\u001b[33mlinestyle\u001b[39m\u001b[33m'\u001b[39m, \u001b[33m'\u001b[39m\u001b[33mmarker\u001b[39m\u001b[33m'\u001b[39m, \u001b[33m'\u001b[39m\u001b[33mcolor\u001b[39m\u001b[33m'\u001b[39m),\n\u001b[32m 459\u001b[39m (linestyle, marker, color)):\n", + "\u001b[31mValueError\u001b[39m: x, y, and format string must not be None" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "def sigmoid(X):\n", " # Clip X to prevent overflow or underflow\n", @@ -556,9 +782,25 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 24, "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "NotImplementedError", + "evalue": "You need to correctly implement the NeuralNet class.", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mAttributeError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[24]\u001b[39m\u001b[32m, line 89\u001b[39m\n\u001b[32m 88\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m---> \u001b[39m\u001b[32m89\u001b[39m \u001b[38;5;28;01massert\u001b[39;00m(\u001b[43mnn\u001b[49m\u001b[43m.\u001b[49m\u001b[43mforward\u001b[49m\u001b[43m(\u001b[49m\u001b[43mnp\u001b[49m\u001b[43m.\u001b[49m\u001b[43mzeros\u001b[49m\u001b[43m(\u001b[49m\u001b[43m(\u001b[49m\u001b[32;43m1\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m64\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m)\u001b[49m\u001b[43m)\u001b[49m\u001b[43m.\u001b[49m\u001b[43mshape\u001b[49m == (\u001b[32m1\u001b[39m, \u001b[32m10\u001b[39m))\n\u001b[32m 90\u001b[39m \u001b[38;5;28;01massert\u001b[39;00m(nn.loss(np.zeros((\u001b[32m1\u001b[39m, \u001b[32m64\u001b[39m)), np.zeros(\u001b[32m1\u001b[39m)) > \u001b[32m0\u001b[39m)\n", + "\u001b[31mAttributeError\u001b[39m: 'NoneType' object has no attribute 'shape'", + "\nDuring handling of the above exception, another exception occurred:\n", + "\u001b[31mNotImplementedError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[24]\u001b[39m\u001b[32m, line 92\u001b[39m\n\u001b[32m 90\u001b[39m \u001b[38;5;28;01massert\u001b[39;00m(nn.loss(np.zeros((\u001b[32m1\u001b[39m, \u001b[32m64\u001b[39m)), np.zeros(\u001b[32m1\u001b[39m)) > \u001b[32m0\u001b[39m)\n\u001b[32m 91\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m:\n\u001b[32m---> \u001b[39m\u001b[32m92\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mNotImplementedError\u001b[39;00m(\u001b[33m\"\u001b[39m\u001b[33mYou need to correctly implement the NeuralNet class.\u001b[39m\u001b[33m\"\u001b[39m)\n", + "\u001b[31mNotImplementedError\u001b[39m: You need to correctly implement the NeuralNet class." + ] + } + ], "source": [ "class NeuralNet():\n", " \"\"\"MLP with 1 hidden layer with a sigmoid activation\"\"\"\n", @@ -665,7 +907,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "metadata": {}, "outputs": [], "source": [ @@ -675,7 +917,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "metadata": {}, "outputs": [], "source": [ @@ -684,9 +926,25 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "AxisError", + "evalue": "axis 1 is out of bounds for array of dimension 1", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mAxisError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[27]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m \u001b[43mmodel\u001b[49m\u001b[43m.\u001b[49m\u001b[43maccuracy\u001b[49m\u001b[43m(\u001b[49m\u001b[43mX_train\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43my_train\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[24]\u001b[39m\u001b[32m, line 83\u001b[39m, in \u001b[36mNeuralNet.accuracy\u001b[39m\u001b[34m(self, X, y)\u001b[39m\n\u001b[32m 82\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34maccuracy\u001b[39m(\u001b[38;5;28mself\u001b[39m, X, y):\n\u001b[32m---> \u001b[39m\u001b[32m83\u001b[39m y_preds = \u001b[43mnp\u001b[49m\u001b[43m.\u001b[49m\u001b[43margmax\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mforward\u001b[49m\u001b[43m(\u001b[49m\u001b[43mX\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[43m=\u001b[49m\u001b[32;43m1\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[32m 84\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m np.mean(y_preds == y)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/numpy/_core/fromnumeric.py:1341\u001b[39m, in \u001b[36margmax\u001b[39m\u001b[34m(a, axis, out, keepdims)\u001b[39m\n\u001b[32m 1252\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 1253\u001b[39m \u001b[33;03mReturns the indices of the maximum values along an axis.\u001b[39;00m\n\u001b[32m 1254\u001b[39m \n\u001b[32m (...)\u001b[39m\u001b[32m 1338\u001b[39m \u001b[33;03m(2, 1, 4)\u001b[39;00m\n\u001b[32m 1339\u001b[39m \u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 1340\u001b[39m kwds = {\u001b[33m'\u001b[39m\u001b[33mkeepdims\u001b[39m\u001b[33m'\u001b[39m: keepdims} \u001b[38;5;28;01mif\u001b[39;00m keepdims \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m np._NoValue \u001b[38;5;28;01melse\u001b[39;00m {}\n\u001b[32m-> \u001b[39m\u001b[32m1341\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m_wrapfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[43ma\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[33;43m'\u001b[39;49m\u001b[33;43margmax\u001b[39;49m\u001b[33;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[43m=\u001b[49m\u001b[43maxis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mout\u001b[49m\u001b[43m=\u001b[49m\u001b[43mout\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/numpy/_core/fromnumeric.py:54\u001b[39m, in \u001b[36m_wrapfunc\u001b[39m\u001b[34m(obj, method, *args, **kwds)\u001b[39m\n\u001b[32m 52\u001b[39m bound = \u001b[38;5;28mgetattr\u001b[39m(obj, method, \u001b[38;5;28;01mNone\u001b[39;00m)\n\u001b[32m 53\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m bound \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m---> \u001b[39m\u001b[32m54\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m_wrapit\u001b[49m\u001b[43m(\u001b[49m\u001b[43mobj\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 56\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m 57\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m bound(*args, **kwds)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/numpy/_core/fromnumeric.py:46\u001b[39m, in \u001b[36m_wrapit\u001b[39m\u001b[34m(obj, method, *args, **kwds)\u001b[39m\n\u001b[32m 43\u001b[39m \u001b[38;5;66;03m# As this already tried the method, subok is maybe quite reasonable here\u001b[39;00m\n\u001b[32m 44\u001b[39m \u001b[38;5;66;03m# but this follows what was done before. TODO: revisit this.\u001b[39;00m\n\u001b[32m 45\u001b[39m arr, = conv.as_arrays(subok=\u001b[38;5;28;01mFalse\u001b[39;00m)\n\u001b[32m---> \u001b[39m\u001b[32m46\u001b[39m result = \u001b[38;5;28;43mgetattr\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43marr\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m)\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 48\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m conv.wrap(result, to_scalar=\u001b[38;5;28;01mFalse\u001b[39;00m)\n", + "\u001b[31mAxisError\u001b[39m: axis 1 is out of bounds for array of dimension 1" + ] + } + ], "source": [ "model.accuracy(X_train, y_train)" ] @@ -822,7 +1080,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "deep-learning-env", "language": "python", "name": "python3" }, @@ -836,7 +1094,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.12" + "version": "3.11.7" } }, "nbformat": 4, diff --git a/01_materials/labs/lab_3.ipynb b/01_materials/labs/lab_3.ipynb index ef6d808c7..26312b403 100644 --- a/01_materials/labs/lab_3.ipynb +++ b/01_materials/labs/lab_3.ipynb @@ -15,9 +15,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GPUs disabled, using CPU.\n" + ] + } + ], "source": [ "## Tensorflow GPU disabled by default. Comment the following lines to enable GPU if you have a working CUDA installation.\n", "import tensorflow as tf\n", @@ -38,7 +46,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -75,9 +83,141 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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item_idtitlerelease_datevideo_release_dateimdb_url
01Toy Story (1995)01-Jan-1995NaNhttp://us.imdb.com/M/title-exact?Toy%20Story%2...
12GoldenEye (1995)01-Jan-1995NaNhttp://us.imdb.com/M/title-exact?GoldenEye%20(...
23Four Rooms (1995)01-Jan-1995NaNhttp://us.imdb.com/M/title-exact?Four%20Rooms%...
34Get Shorty (1995)01-Jan-1995NaNhttp://us.imdb.com/M/title-exact?Get%20Shorty%...
45Copycat (1995)01-Jan-1995NaNhttp://us.imdb.com/M/title-exact?Copycat%20(1995)
..................
16771678Mat' i syn (1997)06-Feb-1998NaNhttp://us.imdb.com/M/title-exact?Mat%27+i+syn+...
16781679B. Monkey (1998)06-Feb-1998NaNhttp://us.imdb.com/M/title-exact?B%2E+Monkey+(...
16791680Sliding Doors (1998)01-Jan-1998NaNhttp://us.imdb.com/Title?Sliding+Doors+(1998)
16801681You So Crazy (1994)01-Jan-1994NaNhttp://us.imdb.com/M/title-exact?You%20So%20Cr...
16811682Scream of Stone (Schrei aus Stein) (1991)08-Mar-1996NaNhttp://us.imdb.com/M/title-exact?Schrei%20aus%...
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1682 rows × 5 columns

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"output_type": "execute_result" + } + ], "source": [ "all_ratings.describe()" ] @@ -180,7 +744,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -190,36 +754,240 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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item_idpopularityrelease_datevideo_release_daterelease_yearuser_idratingtimestamp
count100000.000000100000.000000999910.099991.000000100000.00000100000.0000001.000000e+05
mean425.530130168.0719001988-02-09 00:43:11.369223NaN1987.956216462.484753.5298608.835289e+08
min1.0000001.0000001922-01-01 00:00:00NaN1922.0000001.000001.0000008.747247e+08
25%175.00000071.0000001986-01-01 00:00:00NaN1986.000000254.000003.0000008.794487e+08
50%322.000000145.0000001994-01-01 00:00:00NaN1994.000000447.000004.0000008.828269e+08
75%631.000000239.0000001996-09-28 00:00:00NaN1996.000000682.000004.0000008.882600e+08
max1682.000000583.0000001998-10-23 00:00:00NaN1998.000000943.000005.0000008.932866e+08
std330.798356121.784558NaNNaN14.155523266.614421.1256745.343856e+06
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" + ], + "text/plain": [ + " item_id popularity release_date \\\n", + "count 100000.000000 100000.000000 99991 \n", + "mean 425.530130 168.071900 1988-02-09 00:43:11.369223 \n", + "min 1.000000 1.000000 1922-01-01 00:00:00 \n", + "25% 175.000000 71.000000 1986-01-01 00:00:00 \n", + "50% 322.000000 145.000000 1994-01-01 00:00:00 \n", + "75% 631.000000 239.000000 1996-09-28 00:00:00 \n", + "max 1682.000000 583.000000 1998-10-23 00:00:00 \n", + "std 330.798356 121.784558 NaN \n", + "\n", + " video_release_date release_year user_id rating \\\n", + "count 0.0 99991.000000 100000.00000 100000.000000 \n", + "mean NaN 1987.956216 462.48475 3.529860 \n", + "min NaN 1922.000000 1.00000 1.000000 \n", + "25% NaN 1986.000000 254.00000 3.000000 \n", + "50% NaN 1994.000000 447.00000 4.000000 \n", + "75% NaN 1996.000000 682.00000 4.000000 \n", + "max NaN 1998.000000 943.00000 5.000000 \n", + "std NaN 14.155523 266.61442 1.125674 \n", + "\n", + " timestamp \n", + "count 1.000000e+05 \n", + "mean 8.835289e+08 \n", + "min 8.747247e+08 \n", + "25% 8.794487e+08 \n", + "50% 8.828269e+08 \n", + "75% 8.882600e+08 \n", + "max 8.932866e+08 \n", + "std 5.343856e+06 " + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "all_ratings = pd.merge(popularity, all_ratings)\n", "all_ratings.describe()" @@ -227,7 +995,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "metadata": { "collapsed": false }, @@ -238,9 +1006,140 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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item_idpopularitytitlerelease_datevideo_release_dateimdb_urlrelease_yearuser_idratingtimestamp
01452Toy Story (1995)1995-01-01NaNhttp://us.imdb.com/M/title-exact?Toy%20Story%2...1995.03084887736532
11452Toy Story (1995)1995-01-01NaNhttp://us.imdb.com/M/title-exact?Toy%20Story%2...1995.02875875334088
21452Toy Story (1995)1995-01-01NaNhttp://us.imdb.com/M/title-exact?Toy%20Story%2...1995.01484877019411
31452Toy Story (1995)1995-01-01NaNhttp://us.imdb.com/M/title-exact?Toy%20Story%2...1995.02804891700426
41452Toy Story (1995)1995-01-01NaNhttp://us.imdb.com/M/title-exact?Toy%20Story%2...1995.0663883601324
\n", + "
" + ], + "text/plain": [ + " item_id popularity title release_date video_release_date \\\n", + "0 1 452 Toy Story (1995) 1995-01-01 NaN \n", + "1 1 452 Toy Story (1995) 1995-01-01 NaN \n", + "2 1 452 Toy Story (1995) 1995-01-01 NaN \n", + "3 1 452 Toy Story (1995) 1995-01-01 NaN \n", + "4 1 452 Toy Story (1995) 1995-01-01 NaN \n", + "\n", + " imdb_url release_year user_id \\\n", + "0 http://us.imdb.com/M/title-exact?Toy%20Story%2... 1995.0 308 \n", + "1 http://us.imdb.com/M/title-exact?Toy%20Story%2... 1995.0 287 \n", + "2 http://us.imdb.com/M/title-exact?Toy%20Story%2... 1995.0 148 \n", + "3 http://us.imdb.com/M/title-exact?Toy%20Story%2... 1995.0 280 \n", + "4 http://us.imdb.com/M/title-exact?Toy%20Story%2... 1995.0 66 \n", + "\n", + " rating timestamp \n", + "0 4 887736532 \n", + "1 5 875334088 \n", + "2 4 877019411 \n", + "3 4 891700426 \n", + "4 3 883601324 " + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "all_ratings.head()" ] @@ -260,13 +1159,29 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "title\n", + "'Til There Was You (1997) 2.333333\n", + "1-900 (1994) 2.600000\n", + "101 Dalmatians (1996) 2.908257\n", + "12 Angry Men (1957) 4.344000\n", + "187 (1997) 3.024390\n", + "Name: rating, dtype: float64" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "raise NotImplementedError(\"Please calculate the average rating for each movie\")" + "avg_ratings = all_ratings.groupby(\"title\")[\"rating\"].mean()\n", + "avg_ratings.head()\n" ] }, { @@ -278,7 +1193,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "metadata": {}, "outputs": [], "source": [ @@ -318,7 +1233,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "metadata": {}, "outputs": [], "source": [ @@ -329,7 +1244,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 22, "metadata": {}, "outputs": [], "source": [ @@ -376,9 +1291,38 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 1/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.5789 - val_loss: 0.7395\n", + "Epoch 2/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.5509 - val_loss: 0.7403\n", + "Epoch 3/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.5219 - val_loss: 0.7420\n", + "Epoch 4/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.4929 - val_loss: 0.7461\n", + "Epoch 5/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.4654 - val_loss: 0.7522\n", + "Epoch 6/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.4387 - val_loss: 0.7553\n", + "Epoch 7/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.4133 - val_loss: 0.7600\n", + "Epoch 8/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 1ms/step - loss: 0.3906 - val_loss: 0.7646\n", + "Epoch 9/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 1ms/step - loss: 0.3693 - val_loss: 0.7717\n", + "Epoch 10/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.3497 - val_loss: 0.7763\n", + "CPU times: user 16.7 s, sys: 5.44 s, total: 22.2 s\n", + "Wall time: 14.4 s\n" + ] + } + ], "source": [ "%%time\n", "\n", @@ -390,9 +1334,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plt.plot(history.history['loss'], label='train')\n", "plt.plot(history.history['val_loss'], label='validation')\n", @@ -408,16 +1363,16 @@ "**Questions**:\n", "\n", "- Does it look like our model has overfit? Why or why not? \n", - "Your Answer: ____________\n", + "Your Answer: Yes, it looks like the model is starting to overfit. The training loss keeps decreasing steadily, but the validation loss stops improving after the first few epochs and stays almost flat. The gap between training and validation loss increases over time, which suggests the model is fitting the training data better than the validation data.\n", "- Suggest something we could do to prevent overfitting. \n", - "Your Answer: ____________\n", + "Your Answer: We could use early stopping and stop training once the validation loss stops improving. Other options include adding regularization (like L2), using dropout, reducing the model size (fewer hidden units), or training for fewer epochs.\n", "\n", "Now that the model is trained, let's check out the quality of predictions:" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "metadata": {}, "outputs": [], "source": [ @@ -432,9 +1387,29 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 28, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m625/625\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 305us/step\n", + "Final test MSE: 0.980\n", + "Final test MAE: 0.767\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "from sklearn.metrics import mean_squared_error\n", "from sklearn.metrics import mean_absolute_error\n", @@ -467,9 +1442,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 29, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "[(944, 64), (1683, 64)]" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# weights and shape\n", "weights = model.get_weights()\n", @@ -478,7 +1464,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 30, "metadata": {}, "outputs": [], "source": [ @@ -488,9 +1474,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 31, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Title for item_id=181: Return of the Jedi (1983)\n" + ] + } + ], "source": [ "item_id = 181\n", "print(f\"Title for item_id={item_id}: {indexed_items['title'][item_id]}\")" @@ -498,9 +1492,29 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 32, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Embedding vector for item_id=181\n", + "[-0.52633417 -0.38961077 0.47974575 -0.4725018 0.6764073 -0.13393678\n", + " -0.248083 -0.02409915 0.54252136 0.55377036 -0.44798332 -0.34799626\n", + " -0.25930583 0.60337377 -0.6407078 0.5748911 0.41324702 -0.09209636\n", + " 0.3425184 0.20441027 0.01993409 -0.09191808 0.07016047 0.1741447\n", + " 0.57250804 -0.647196 -0.09420686 0.04988901 -0.26224124 0.03997108\n", + " -0.5693863 -0.35549125 -0.36246794 -0.28951794 -0.4136681 0.29152057\n", + " -0.74537766 -0.23861729 -0.32529745 -0.4369203 -0.17188162 0.19230607\n", + " -0.18170035 0.19492736 -0.26365736 0.48813814 -0.255323 0.17104377\n", + " -0.38012934 0.13411506 -0.15837578 0.38629073 -0.23106268 -0.0164053\n", + " -0.35936806 -0.10658368 -0.2996474 -0.6087526 0.6419556 0.31927994\n", + " 0.33151898 0.5691497 -0.07395058 0.53589666]\n", + "shape: (64,)\n" + ] + } + ], "source": [ "print(f\"Embedding vector for item_id={item_id}\")\n", "print(item_embeddings[item_id])\n", @@ -527,7 +1541,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 33, "metadata": { "collapsed": false }, @@ -544,9 +1558,19 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 34, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Star Wars (1977)\n", + "Return of the Jedi (1983)\n", + "Cosine similarity: 0.801\n" + ] + } + ], "source": [ "def print_similarity(item_a, item_b, item_embeddings, titles):\n", " print(titles[item_a])\n", @@ -569,27 +1593,57 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 35, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Return of the Jedi (1983)\n", + "Scream (1996)\n", + "Cosine similarity: 0.344\n" + ] + } + ], "source": [ "print_similarity(181, 288, item_embeddings, indexed_items[\"title\"])" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 36, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Return of the Jedi (1983)\n", + "Toy Story (1995)\n", + "Cosine similarity: 0.641\n" + ] + } + ], "source": [ "print_similarity(181, 1, item_embeddings, indexed_items[\"title\"])" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 37, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Return of the Jedi (1983)\n", + "Return of the Jedi (1983)\n", + "Cosine similarity: 1.0\n" + ] + } + ], "source": [ "print_similarity(181, 181, item_embeddings, indexed_items[\"title\"])" ] @@ -607,17 +1661,87 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 38, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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popularitytitlerelease_datevideo_release_dateimdb_urlrelease_year
item_id
181507Return of the Jedi (1983)1997-03-14NaNhttp://us.imdb.com/M/title-exact?Return%20of%2...1997.0
\n", + "
" + ], + "text/plain": [ + " popularity title release_date \\\n", + "item_id \n", + "181 507 Return of the Jedi (1983) 1997-03-14 \n", + "\n", + " video_release_date \\\n", + "item_id \n", + "181 NaN \n", + "\n", + " imdb_url release_year \n", + "item_id \n", + "181 http://us.imdb.com/M/title-exact?Return%20of%2... 1997.0 " + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# Code to help you search for a movie title\n", "partial_title = \"Jedi\"\n", - "indexed_items[indexed_items['title'].str.contains(partial_title)]\n", - "\n", - "raise NotImplementedError(\"Please implement the next steps yourself\")" + "matches = indexed_items[indexed_items['title'].str.contains(partial_title, case=False)]\n", + "matches" ] }, { @@ -631,9 +1755,29 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 41, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "[(np.int64(50), 'Star Wars (1977)', np.float32(1.0)),\n", + " (np.int64(172), 'Empire Strikes Back, The (1980)', np.float32(0.81781304)),\n", + " (np.int64(181), 'Return of the Jedi (1983)', np.float32(0.8012985)),\n", + " (np.int64(1416), 'No Escape (1994)', np.float32(0.7682843)),\n", + " (np.int64(1681), 'You So Crazy (1994)', np.float32(0.7669746)),\n", + " (np.int64(174), 'Raiders of the Lost Ark (1981)', np.float32(0.7555182)),\n", + " (np.int64(1565), 'Daens (1992)', np.float32(0.7540978)),\n", + " (np.int64(1550), 'Destiny Turns on the Radio (1995)', np.float32(0.75153077)),\n", + " (np.int64(792), 'Bullets Over Broadway (1994)', np.float32(0.741269)),\n", + " (np.int64(1627), 'Wife, The (1995)', np.float32(0.72713554))]" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "def most_similar(item_id, item_embeddings, titles,\n", " top_n=30):\n", @@ -654,9 +1798,33 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 42, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "[(np.int64(227),\n", + " 'Star Trek VI: The Undiscovered Country (1991)',\n", + " np.float32(1.0)),\n", + " (np.int64(228), 'Star Trek: The Wrath of Khan (1982)', np.float32(0.7621919)),\n", + " (np.int64(229),\n", + " 'Star Trek III: The Search for Spock (1984)',\n", + " np.float32(0.75446147)),\n", + " (np.int64(1400), 'Picture Bride (1995)', np.float32(0.73244363)),\n", + " (np.int64(1601), 'Office Killer (1997)', np.float32(0.72481346)),\n", + " (np.int64(1485), 'Colonel Chabert, Le (1994)', np.float32(0.71712506)),\n", + " (np.int64(1619), 'All Things Fair (1996)', np.float32(0.7046928)),\n", + " (np.int64(1522), 'Trial by Jury (1994)', np.float32(0.70459616)),\n", + " (np.int64(755), 'Jumanji (1995)', np.float32(0.7021196)),\n", + " (np.int64(698), 'Browning Version, The (1994)', np.float32(0.70044875))]" + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# Find the most similar films to \"Star Trek VI: The Undiscovered Country\"\n", "most_similar(227, item_embeddings, indexed_items[\"title\"], top_n=10)" @@ -680,7 +1848,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 43, "metadata": {}, "outputs": [], "source": [ @@ -691,9 +1859,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 44, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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HG3S/0U0eAAAaSNGgRbVMJSNl7kMvJD8IrQAgbILthpJDFOkdYrJcp7H3P1y8WnWObC/sm1CFa6mCotMI2OaDCRprJIIDAECDhE5VIR5WGloBALB7EZRHiKI0fIn7Drnu/mfV5XcsS0pqU/+e9JmPeS1lh34BtzWFvOoohQ4AAA3o0QgVD0vGSRc5AGUNAYjnRZBW8HGx6ru8Q7KeitHD26JcS9mhX/VK6HAxyXwgBePC909Qs6cf2ZBjCwAAqtkVjZMPG6PGdrQmZWh98DE2oqwhAHGsxhLrsi58yVYtzqV6XVaA//KZR9fU+xpLaasHYoSLceYDKRg3z5qqph1xIBQMAABo1NApWmQ++M2HvJSMlgYK4wKgXuBajbnb2RJ46e9X3rWiMHwprV4nfR+kAvym3p01rUYUQ2mrB2KFi5nmQ8uenxs+doLqntgJJQMAABpV0fApP5glZNQ0yhoCILMa6wT7FmEFH04C7+Ztu9TcRasKPyPrN3k8ukbLlYGx+7c7X0uIcrihlbZ6IHZejG4+0O/oowQAAA0eOuVTfjAGLXsWIJQ1BEBmNSZjAT0/2We5xaGCD9da/92HX1Szp08s3C8Jl5THkMb797yxI0kAt9E1aj+nawkV9mML9WnE91MZ4WL5+RAi/wMAAJqJYc1YfjA0LkIRACCs1bizo5213badb6u5i57Xfk7PMAmm50w5RH26ewLbUyG9lpBhP7ZQn0Z8P5UVLpadD/RvI40hAADEpm49GlWKNSZBAnXqAVC1tRoLNr/9t6tZVYKkXhfutcSoEpUqOnkPSaO+n5oxXAwAAOqNulU0qrR4XHNW4y3iAJRJajX2oefNHextqcEnN6RGKsDbroWUDGr8FyPsp5lCfZoxXAwAAOqNulU0JEJFTGgxu+7+lerMSY1Znx6ARjU+SLyioQT4opyMUOcYUmlrxhwfAAAATa5opE2Z/vWZ9ep/P7pWVYFGrk8PQD1auLlCvFQxcRHgs43k1vRsUzctfE5UwKJKntsq0mzhYgAAUG/UjaIhtQQ2c84IAM3Y8Tm1cH/ux0uN+ywrpMbnnYWwHz7NFC4GAAD1Rl0oGrpuv1UClkcAwuJS+pX+fstfT1VX3LUiycPIU1ZIjc87q5HDfiSKo4RmCRcDAIB6o/KKRtX6ZeShJXJsR5vasGV70mwLljQA/AXRB1ZuUD9YvGbI52npV1Pp29TCTSVsb1+8Wr2+fVepITW+76xGDfsJ1TMExFXaAAAgJC39/f3W9XDr1q1q9OjRasuWLWrUqFGqTEh4n3XrEvH38smBZYGFE4C4oUZpWNEjX5luFaxqIYy5vrOIa846Nund0WgCo87Dk14lOm3LxxNKGwCglnB1g8o37HPNfaiVB8Sl2RYAzY6ueZ2tAEMVm625vLPSxn+NqGTYeoYQ9DltB+yEbPQIAACxqbyiUW+5D1g4ATBDAiVZ/e9Z9mry787dfU6hRlUtwCB9Z1UtJyN/f3wVAFIIuT1DgP3eQGkDANQT+9Z7U6YqgpK3APBDPijHaVPvzoYxQkjfWVXKyYgRksNVCKuqOFYJidKG5HgAQBXYt56bMlUdLJwA2OP0pUpG1Uu/2hrJ0e9zZkxU4zs7KpXEq7s/nAT8EAphVRXHKgGlDQBQb1Q+dCrblImEiyxjO1rVRd3j1UcmdakqgoUTgLDV46oWZiR9Z9HvVH738hlHlZo3UsuQnNTD02LJT6mq4lgloLQBAOqNyns0bE2Z/vXpDeq2eeYGXWVTdYsrAFUL+eBy0Kh2de3Zx1cizKiRGsnFDMmxeXjqQXGsl7A8rD0AgKpRN4pGUVOmBcvXqdnzn1RVAgsnAPHCCL/5icnq1KPeUTdDXC+N5GKH5KQennz+R5XyU+oBKG0AgHqjrhSNfDzxpfOqpWQQWDgBiBdG+F/mP6lu+PgJEExrdH/W9PQ2hYenykBpAwDUE5Vv2FcExQl/4BuLgoRi+NI1ql394yenqJ43d2DhBKCkZ5Zys2Yc1wVBNeD96b5hkdqw9S3r+27xFWdAOagA6AwOAKglXN1g32aO9+ZwxjHvUA/+/o+Fn5EdjuLFu4/sLOVcAKj3kI/P/ThMPtVti9ckPyT4znrvoZWr4FRv0JjRON648Dnjdhu27qh86dRmEcDrJSwPANDc1KWiUWbZ2L859Qj18anvVl/95Qq1eduuvX/vqqOkVACqAIXNjB6+r9qyfXewfZLge+PCVcF6PjQz4ztHOL1/qyTYx+gDAgAAoMkUjbLKxqYlFx9YuUG177uPUmpXQdo3AIADCaMhlYwifHs+NDMupVOrJNjH6gMCAACgwftoSOuyh2L7rrfVP/zLs8kilY9dfm3rwOJFixsAoBqeSN+eD82MtN9FKtjnw1hTwb7Md2PMPiDAHxr3R1/YqO5Z9mryL+4DAM1DXSoaabx3bF7ftkt99+HVWLwAqCNPZLbnQyiaQVDKvldbLGW7yxDsJWMu6QMCyoUUTioEMevWJeryO5Yl/9LvMNIB0BzUZehUtsTfFXeuUK9vz4Y0lYdPEysAmg1bs7GqelCqFB5UldKpIRr8mXI7pGMeuw8IcAPhbACAulU0CFpwRu7Xqi74/mPs75z07lHquT/0qt4dbwc7DyxeAMiajdWLB6UZBSVOvwtfwd6kSBDSMXfJLwFxsXm9aDbR5zTXGrEqGACgjkOnskw7/EBWvkb6+ZMvbw2qZBBYvACQWczpmY1JNpfAlUaO+7eFJaWlU8+Zckjyb14Q9BHsbbkdV9y1Qjzmm3t3Ws/lgOGtqq+/vy7vVz2CcDYAQN17NPJWUloKdUtIjKWlZU9Iga9AA0AzkbWYU5GFTW/uUKs39qofL3kp2DHOe8+h3lbSEOFBVSREKJgtDE73buQob5QbJxlz2ud196+0njOF2JL3u1HD3qoGwtkAAA3h0chaSWlhy0ILygEjWqMeO02OBADwSS3m5550iLro1MPVWSccXJOeEM0mKIWqFGVKHE8VgpmTBpTJrAchVLPV7JhL91mLqljNCMLZAAAN4dEwxRX39fWrC27j529IOLCjTX393EmwigFQwUTxEOGMjSYohY6Z1yWO01dJt0i7t2c9CKGUsuyYS/dZi/yAKjU1LAtXrxcAoLFoGEUjayVNofjjGIztaFWPXnmGatu3IRxCAFQ6BNIUEllE16j2IMJLowlKMULBsgYeamz6g8VrEiVDl8Ttq5QVjbnLPssMeyPPybX3PpN0sc/O0WvPPr6hDVW2Z5pARAAAjU9DS8rSBYiEijkzjlKf6R6vrSVPP39/7glQMgAoKQSSfv/O+SexE8hJgAthLZb0lSi7N4fLd2OFgtH1k+D/q6c3FH7ev+eHPAgnHzbG2hRwzJ5wV+6Y+zRwjR32RkrG55KGr39SMgj6/XNNEL5leqYbsWIbAKDBPRou4Rjknbjmo8errlGD3dn0f1steQBAeaVVhw1rKSx7mjKibR/1/31yctDnk9tXosyEbNfvdu7fzjo3Fw8BJ0+CPv/d2s1WK/f1Hzsh+Zc75tyCIGWHvZHyRxW0TNDnjV7elVMuGQDQuLT09/db38tbt25Vo0ePVlu2bFGjRo1S9USa/Kg0i5rJqtKMcbUAVJkiIXv/9n3U33zgcPVfzpgY7fkM+S7Q9ebgvJNcv1sUvlMEKSyPfGW6+NrIs0Jdn218ZFKXmnv+1CTMyqYsSce8aG7YQrBcrpXL4lU9rBzBn1z0PtU9sTPKOQAAQCy4ukHDKxrN1tkXgEaHI4BW1UhA5/WBbyzSCsMmAdj1uzrlpIhLTpugrpw5EC4mgcK3Zt26hLVtmp8Qw8qdve9renrVjQtXaT0nsUN3vvWvv1dzH3rBut3s049QXzzzmGjnAQAAMeDqBg0dOpUC1y0AjVv0oZ4MCz4J2S7fNVWaKuLep9arL3/4WLHAT0oCeZbeZDRDJa9KrK7q+blxdNfIGobAcsew9gowAADEoikUDY5wAgCof3TW+2zlo1oqGz4J2S7flfaY8KnEZPeND6aM8rK1NDLRGM596HnWdgAA0Kg0dNUpAEDzwOk6TZ9LqjuFxqc3h8t3XaoquXyHBPnenXZvRpH3pSwj0zlTDkn+LSuEbtrhB1obxlKFLdoOAAAaFSgaAICGQBJaVCtspVjp7+M0vTlcvutSVcnlO65lYuupq7oUUmhu2FNBSwdV2KpC7hAAAMQCigYAoCGI1SciJD69OVy+K+kxYVJyYpWJrZeu6j6hW7dQH4lRg6+Txpn+XuucIQAAiE3T5GgAABobn7CkMvHpzSH9LrfHhG8DQk7Ponruqu4DipEAAJqZpihvCwBofNLyrzpht4zeCRJ8SvCG7jERoiqXrmdRnrLKywIAAIgH+mgAAJoOnwadjU5WOensaE8GpefNHUErMRUpNLTbbP59VUoNAwAAcAeKBgCgKalVH42qNgks85po+yUvbFSPvtiTqHdU5ek948eq363d3FDjAgAAzc5WdAYHADQrZQv9VW4SWNY1NeIYAAAAKAaKBgAA1LBJoE+4Vq29I9JrijEGAAAA6l/RQNUpAACI1CSwxaEDdq09A9JrijEGAAAAGgP00QAAgIo0CUw9A/l9UiUt+jt9XrVrqkqjRFJ4Hn1ho7pn2avJv5wO8C7fASDWfASgEYFHAwAAHMOYQjYJrIpnQHpNVWiU6OIFqrXnCDQumFsA/AkoGgAA4CgwhGwSKPEMUDWnWEivKVajRG6eii4/JPUCFeWHuHwHAA6YWwAMBooGAAA4CgzkXTB1xJZ0wK61ZyAV7DdsfUuN7WhVm3p3FW6XvyZbV3CXLuBcizCd87X3yrxAVfEcgcYDcwuAoSBHAwAAhAIDQZ8TJPwSeZE0/Z0+5wissTwDXMGeuqrPunWJmvPTZUYlI39N9G+oMZDmqcxdtCpRjCT5IVXJKQGNB+YWAEOBogEAAB4CA1nYybtBVvss9LskBCf1DOjEcfr7OKFnwEewL0J3TaHGgKvg0XZ03jcuXCX2AtXacwQaF8wtAIaC0CkAQN0Sq9+EVGAgQZpCbbLncvJhY5KO2FR1hnNuqWeAhH7aKitsp79/ZNLAMXT7cunkrRPs0+OO7WhTV591rOoaPdy4v6IxkN4ProJH3cdTj5LUC1RLz5GU7P3s3L89GYCe3h3asa11/5Vmp0pzC3MBVAUoGgCAuiRmZRcXgYEEujRJm87tg998SHxuqWcgf10tLUr19yv1g8Vrkp+ifbmMB0ew39i7M1EyOAno2TGIqeA9+mIPywNDdI1qH+QFipFTEoOi+5kle29JqJy76Hl1++LV6vXtfwp7QxWtcqnK3ELVK1AlEDoFAKg7Yveb8Aljcj23tO7+jt196lt/NVn95KL3qQvfPz75LF+CP78v12NWLdSDb+nlW+lnvffQQVb90DklMeCEs6X39voFK9XJX3tA3bjwuUFKRtn9V0A15lYVevEAkAWKBgCgrpDE8ccUGM57z6HqvuXrBjXjcj23bDL25XcsUxd8/zF12fyl6oe/XVN4ftl97dzd5zweVQr1kCh4Eq/J+M6OIX8LlVMSA1s4W0r/np/vPrxavb6tOHk/1PMA+NRybpXxbgRACkKnAAB1RVn9JnRhTAeMaE2OQRbkfIjK6OFt4nPTldHVCY/5ff3o0TWsY/5w8Wr16e4Jg6ypsUI9XOPDbXkqBH0+7fADjSV4OUpSiJySWsxvKWX1XwG1n1tV6cUDQBYoGgCAukIa7uOTFJkXGNb09BZWOkrDEi7sHi8+N4712sTaTdtY2113/7Pq+4+sHpSzwRXsJQKSb3y4TsHr2rOP9H6cPflg9cPfrjXuy1alyzenJAaxwtRQRatcajG3qhYKCQABRQMAUFdIwn1CJEWSwEDCKlU6+m/3PFO4Tdro7Z5l60TXEMJ6fdjYEext1xd0vqZ/P3vaBHXrb1YnCefZBPSLT50gCvUI1RVZZxF+YOWGJMSMO2a2Kl1VJFaYWhWqaIG4VC0UEgACORoAgLqCG8e/uXdnkKTINH/igtseG5JsW1ShiUJ6TCLtQSPb9lrZfS2LdJ2fOmW8cTyKzjMbp03X972HVw9JOKff6e+25HUq30v/+uSKmCzC50w5JPmXlAxuv49Up6AKXZT3QvevXpJgbfPbhRj9V0D1qFUvHgBMQNEAANQVnETta846Vl13v7/QK2lml3LulEMKzy3lD2/uVP/wL88GsSzSOLTtO2zveHBJ47Q5oVuc5HX6d9r1C6N13OacJyl43Cpd9Tq/XWipQBUt0DxVrwDIA0UDANBwlV3GdLSLhV6Jhd7EjOO6knMY3rZP8bH7ByoFUVlSV+s1yQnfOX9w+BMdk4RtLuRNkSSP2pQvTmJ2elwpnBAzOv49TxWHrtVbxR3d/M5C8+aS0yYkc0c3f8aMaC29ihY9N7f95kX1X+95OvmXfgflUeWKaqA5QY4GAKDhKruQsiAReotyObhVjYoqNJEw+9aut43bU07EF/7iGG0ytom5s05SM08cN2Q8tu/qU3N+uoy1j86OdrX4+T+Wnrzu4sXhKiebenc2TMWd/PzWdQY/6dAxQyujDW9NChPMnj6xVOs1Kc80r7O63NcXPJvk+lw5U+Z186HZu2JXtaIaaE6gaAAAGq6yizRhvCiBWapkZMMSqJSszXBOn1Np2otOPbywyhJZo/tzZW5tiexdo3jXvV/rMHXpvKVqiyHnJHTyuk9X5JDJq/VUcYdTuagqQiUpGeSpK5rn6d/LUDYWLF+nvvrLFWrztt2DusNfe/bxTWXNr2JFNdCcQNEAADQc3P4QJx82Rn3wmw95WeizpVdTQYZbcjbdTicsEhIBMr1umzLw1q6+5EeqHLgK6b7x4Zz7Ocazr0Y9U2uhksKjyJPB8eBRTlHZys6GrTvU5368VN2C0CEASgc5GgCApk2K/N3azV7lZSlE5Sd/8z71yFemD7KWckvOZrfLV1mi34v+xrnuUEnEeeWAK6TnT9M3PpxzP792ziSvijv5HJ16yOWoCuSZ43rwYrFg+fpCJSPLFXetwH0FoGTg0QAANCS2xm/0OTeXI08qzN7w8RNU95GdQz6nkrMUm24SvkgYp+3Kum46nkR2zntpCBLSObkrdByq/NU5sj1YKA/nfg4b1qJtPthv6Ksh6bfS7PH/RUg9eKGhe0LhUjYoDJH64XRPHPrMAgDiAEUDANCw2OLXuRb6sR1tgxKNi4TwLBQeQgmwJgsrfR4rjCR/3T1v7Eg6g3OZffqRas6HjhoiQNPvVL73tsV2yzQpGeSJKfN+6pQRaj5I1b6orwb9ZJUISZPBEA0gGxEXD15IaD5szuQymXj0xR4oGgCUCBQNAEBDY4pf5+Zy/PpLpydhVhIrdpr4mq/CQ18rowpP9rqlnhvy0uiuj8r3chQNkxLn4xWw5SNklZGFKzck56rrq3Hz+SclCpiu3wqdESkWtL+0YaBv1/NGpJYePHnuUHN7nwAoGygaAICmJY3914XbZJviuSTbkjJBCbAUm05hI2TRJWErZkJsEUlpVCZpHoNOGeAqZ7pciDK8Aul5/t3Pikv9pkrE1fc8bQwDS0viLnlxo7HreVYhacYwqlp78CQJ/qjEBEC5QNEAADQ1nNh/H0i4ohK2NUWQm0HXTNZ7kzLAUc6KBG5JmJIvnGaE3BLGlBzObWzYrIJsLT14pFRSCVuqLmWCSkZPO7w57w8AtQKKBgCg6alKL4I8oRKPqckbh890D4S2cJQBqXJmavYXwysQtl9Gf8P16IhBrTx4NF+oTwaVsDVx/cdOqPkzDUCzAUUDAFB3xKj8E6MXgc95hgwx4oaWnHHsQeqLP3+KpQxIlTOOhyGkV0CS6L+5d6cxDOyUwzvV3IdeCHbMRqZWHjyaj9Qng0rYZptcpp4MUjKaNYcGgFoCRQMAUFeEFMBjlir1Oc/QIUbcvAr6UKIMSJQzrrU/lFeAe83XnHWcumyeOQxs2hEHeuWlgHJIlV8qYUvVpejO0PykcCl4MgCoDWjYBwCoG1IBPC8MpwI4fS7Z1we+sUjNunWJuvyOZcm/9LtkHzHO0xZiRNDnkoZy3AaG3BArF2WAa+0P5RXgXvPMEwfCwBJFS9NkkLsvCLO1IdtskZRgUgy/eOYx6otnHm2soAYAiA88GgCAuiBkjH8Ij4HOG8JRFL5699Nq+jEHFcauxwox4uRVkLAWSxnwrVblAjeXhBMGFrtoAHADvU0AqDZQNAAAdUEoATyEwmISbkYPbzOeJ7Gxd6eadv1C9ffnDo0bjxliZBOoYyoD3FLCoa3PtmvOK4wfPfFg7TlUtWhAs1JmFTMAgBtQNAAAdUEoAdxXYbEJN2nlJhtUWrVIGIodYmTKqwilDOi8PbXyCuiuWacwUt7GmI62QmUiRtEAIKfsKmYAADegaAAA6oJQArhUYckKzdT47tp7nzEKN3cLu3DnhaFahBhl8VUGbKEsVfEK6BRGOu9L5w0ukxq6oSDwp+wqZgAAN6BoAADqglACuERhKRKaTaRN4EwlU23CkMmrkH7nvPccqmLiqgxwQ1lq7RUwWcOLQChO9Si7ihkAwA1UnQIA1AWhKv+kCotuK/o7fU6KQlHlKA5/OeVg0fZ5YSj1KuQrIaXcuPC5YBWydKTKwDlTDtlbytZEjGpZsVjyornTd9XPH5RfxQwA4AYUDQBA3aATwLOlSEMoLNecday67n6+xTsPeQPofMiz4SoM0bU88pXpas6MiYXfcSnpW5VQllpC43XZT8wdpKt8/kBmMIjZ2yRbVpf+hRIKwFAQOgUAqFlTOxdCxPjb8hA4laOUJXyLzodK2FJ1KQqnsm2fks8Jmf/4S4XfrVrCaz2EsuhCuyQgFKca1KqKWcyyulV71wIQAigaAIC6q1EfIsbfpLCQhVJKkXBDfTKohC0JQ4ohDLnkhKRWdjr3WgopVQ9lkeZl6EAoTnWoVRWzGGV1q/quBcAXKBoAgKatUZ9XWNJQiFWvvSHel0644QpDPtb2B1ZuUH/3s2UiISWk9ZT21dffrw4Y3qpe38733lQptMtGrc8fFFN2FbMYZXWb4V0LmhcoGgCAITRjjXqJNyEVOr/1icmqp3eHVbjhNI3zsbb/YPGaIX8zCSkhraeccSsjlCVmyFMVzh/oKbOKWeiyus34rgXNBZLBAQB1m9gbitSiyFUyUqGze2InuyqTqYqTj7Vdd1hdpSTdtbokl3PHTZKsHwtuyNPlZ0xMlK6qnT+oBqFzkZrtXQuaD3g0AAB1mdgbKhxI6k2IEf/tM46maqt562oo6yntZ8kLG9UVd64wjhvt4f89Y2LyU2trLLcPS3q+SMoFZeQi1eu7FgAuUDQAAHWX2FuEazgQ15uwf/s+6ruf+jM17XC790Kq/LiMI+VDfHzqIeq2grApnZASIuxDEmJG+/v2g6vUseNG1twbIK1ShG7SIGbj0Hp+1wIgAaFTAIBK1qiX4BMOxLUUvrnjbTWspUWkZNBxqbHerFuXqMvvWJb8W9RozzbeRdx8wVQ147gu1rZrerYFsZ5KQsyyVKXRXYg+LKC5CdU4tF7ftQBIgaIBAIi+mMbEtyO1xFIoCV+QKD/Z8baRCh7kWeEqKDctfE4tWL5O9byxg3WMojHxSVivUox52ghx/sXT1LfPm5L8S79DyQC1UFjr6V0LgAsInQIAVKpGvRTfcCAS1sd2tGqb6rkoJS65ELrxtgke9P/P7enToYOOOXv+k8Z8DlvYh295WGmMeb5xIV0Ep8JX1aoU1aIhGxq/1VdZ3Xp51wLgAhQNAEBlatS74BsORNfytXMmqUvnPWn8viR8gav8UEL1sGEtasOW7WpT7041dv929a2/mpxs8ODvX1O/XLYu+btJ8KD/z5kxUd24cJXxnDhKhsl66puMKvEc2fJA6rGRWVkN2dD4rTxCKqz18K4FwAUoGgCASlp/uYRIppx54sHqkldeV999eHXh5y3C8AWuUH7ZvKWFDe5SAfSrZx3HEjzGd3YoX2zWU9dkVGlyLKdxYb01MiurIRsav9U3VX/XAuACcjQAAHVNqGTKK2cep75z/lQ1tqNt0N/pu1JBkCuU67por98jgFLHb13vDZfj6bjmrGOteQouCevSGHNuHggn96Yq+OYQVe04AAAgAYoGAKCuCZlMOfPEceqJr87wThR2EcqL4AqGvsfrHNnOajhoG+cDRrR6JcdK8kCq3siM7tujL2xUNz7wXCkN2dD4DQBQRRA6BQCoe0ImU4YIXzD1bODC6WkR6nhcj4htnH1jzF3yQKrYyEzSayTUdaDxGwjJzt196kePrlFrN21Th40doT51ynjVti9s00AOFA0AQHTKqIJTtWRKnVBOjfZ0IVM+AqTueHT5OqeINH+CM84+SppLCFjVGplxckwkJYW587nWjd8gmDYO1y9Yqb738OpBc/hr9z+rPnvahCTEFAAJUDQAAKVbd0nYvrB7vJo9fWJQRaBqyZRFQnlff7+64PuPsfchEQyLjre5d2eSdK4Y3bBrPc62rss2JanWZV3p+FfctUKkZOiUPWn1qNAdq6WC6a2/WT1Iof36gmfVxadCMK036F4WFcWgW5v+HcoGkNDS399vfSdu3bpVjR49Wm3ZskWNGjVKdAAAQPNis+5STP8NHzuhLioHhRRGqTu4LawmFQwpR6RIWJYI1bFLnoYU8NM5Q+jmTbrnbP5HFcq6fnvhc9Yyw7brMD03uu3z39ON3S0RqnTpBNOUS2AFrwkuzyR5pY6++ldGRZn28B9f+wjCqIDi6gZQNAAANReo66VMaZnhNaZxcRGqY1n7Ywj40j4aroJ5SGh8T77uAVFYXNE42Z4bmwJKY0Felde37Yqu1JNgesw1vzL2aKFT/P11EEzLxPWZvPXhF9TXF/zeuv+vzjxGXXzaEcHOFzS2ooHQKQBAFLgVhPoLumQ3OrYu4CahgNsroUixMIU7uSgisfo25EPATJ3BXbqwx4DOlatkzD79CNV95DsKx9i30z2xJadkpH8L3XuEkoVtRdHoc9ruolMPD3JMoKI9k0+s2cwaXtru4tNwJwAPKBoAgChIquhwqyvFohax/VlhOtsZvGuU/vhcobqvT6nr7i+2aBYlclO/DhcPSUwBn5sHEkIwL3O+k2dhzoeO1o6JT/WospUuqkgUcjvgh+/972jbh3Uc7nYAEFA0AABRkFa3qVWZ0lrG9kuTqrlC9aV7kr/zFs3P/XhpIuhmw2ryv3MtoPUm4MeeX9z5fuH7JxiFfJ/qUWXfEyp7GnI74Ifv/f/Y1Hepu5etsx6HtgOAC4oiAwCikFbBqXKZ0jTMIL84p0I2fV4lfITl1MqZVyqKlIzs9rqmgfUm4MeeX5ymiaTUzZ5+ZLRO92XfE+qtYHOM0Oe0HYiP7/1//5GdVm9FR/s+yXYAcIGiAQCIQraTtAmT4BQTEp6vvfcZbZiBpDN3WZStjJm6VteLgF/W/DJ1Tk+hZOwQHdh1JYnLvifUwI1K2Jqgz9HorRx87z/NqX/85GTjd//xryY3TS4dCAMUDQBANCjkhkpqkiW3CJ9eDr7MXfS82rB1h5OQTZAC8ugLG9U9y15Vi1f1qMXP9yT/p7/FUk44VvMYLFy5oW4FfLoT//nP3q2W7LlXMe9PmuRPVaGy0DhISsvq9kO/m5J5a3FPqKcClbDNP770O0rblkuI+5++sylXzGcOA5CC8rYAgOiQYEeC/e2LVw+qzFPLkqyUr8Dh2+dNUedMOcSr/Grocbxx4XOqbIqEDF3fhjLLynLvSZbYOTih5q1PJbCy7wk6g1eDUPe/1s0vQfVBHw0AQOWQLF4Llq9TV9/ztNrUy1dMQvb3SJl/8bRBiZPcHhihhTqbIE3DGDPKa5ymd0MVGuUNVsRWWZvm1UIRKhPpPYFQ2VhU6ZkEjQsUDQBA3WLqNuzb4I9CZ2bdusRJuJYoKbbGahJsys0nph6ifrH0VRWbvNIVUlANtY9a3J8qwh1PCKWNCZRHEBs07AMA1CULlq/XKhkhGvxJKu7kc0e4TQglpURtAoGpNj5BWy589g+qDHRjJy3TG0vYjXF/6hXOPYnVcBHUHt9nEoBQoI8GAKAykFBN4VI2fAREbmWWOTMmDhGyXMqCUjM83XlyBGxObXxuR2pfYlSQCinsutyfWvVviY2PAltmR3UAQGMDRQMAUBlIMKIO2VIBURImkFZmIUFW5yWgz2dPnxhE0P7B4jXJMfPCMuWgXDrvySHb5wVsdsfp4a1qy/ZdxtwRE6YcjzTMKHQFqdDCrsv96XljR3IejSRM6xTYa846To3paEvmFF13FRou1iMISwKADxQNAEBlkFiXU6FSGnaTlkMlYb5FU5lFV26Xo6TkKRKWKTxs9vyhSkaRgM0Vnj8wsVPdv9y9wWCqZEjHxIfQnazT+8MNnyKuu/9Z9f1HVjdMoqzOQ6TrGN+sHh9XkNMCgAz00QAAVAauUD22ozURKl07e7v2KeA0ZbP146BzIoHPVCEq+x1u7wxSMj572gRRN/Y8F3WPF49J6P4cPsIu3R+y2kupaid4KbZ8nnpoEllldO+b9Q0yfwCIATwaAIDKwLVIf+2cScm/PmE3JDjTZ9JKR6mSwu3ZkELHSAVByXdS5YbT9+Pep9arRV/4c9X9jQcHlQXmMuO4LnXVWceVUj+fxuLuZa8GF3YpNEhKo+QkSJLhbcQKl6vXUCSbEudbpAKARgWKBgCgMmTDmnQLOnUbnnniwUmZWt+wG9fKLFklZfHzf1RzH3rB+h0SoKSCYCpg0/E+euI4dZ8hNCq93nmPrRUrGVmhsqxqNQP5OPbzPLCjTSTsuob6NEJOQqgwp5jhcvUaisR5dn3mTz0oWwC4AEUDAFApdB4DEjivO2eSmnniOJFQFSvGPBXISSC4c+mr2ryNrBB/3/J17P2TsJUK2CSEPLKqh/W9NRu3sY+Rnl9ZQqXLfTlnysGi8/IN9annnIQ1Pb1B9tNVkqAfquJYGUL6hi3bg25Xj8pWDKBgNT5QNAAAlYMT1sQVKGPHmEuSyyXnkhX8aRy4JWx/ueyVSgqVebhjQfNAgkvCvst5VVFgm//4S87fv+asY1XnyPbSrOmhKo6VJaRzq+Fxt0tp5l4mzaxgNRNIBgcAVJLUY3DOlEOSf/PChi1JuiXnFYgJN7mck9hNl/md808atNBKrOxvvPW28fOWPd6hGz85Oen0TZ2xa7Goc8bC5f65JOyXPV9iQMrohq07xN9Lr/vT3RO0z1oMJBXHdLgWg3Bh7P7tQbfjKFsEfU7bNRpl3jtQW6BoAADqEpNAWYtwIBLWSWgn4f3b500pFOI5QvDcWVOTHJQQVnbduHz93Enq3KnvGiRUkjBDeS/3LHs1+Te2cGO7fy0e90+n+I0Z0ao9Xi3Cx7hw7o1PyFctrts39NEmpKfJ2aHmcdeo/YJuF0rZqkeaWcFqRhA6BQBouHyOWoUDcRKpdedsChkgK/sBI1rV69tkSd5UgSkbyjG2oy3JeRg9vG1Qk7pahTDEvH+68Dvq1F6V+cKBe29clFFq8njDx0+oyXX7hj7GTs52qYgn9YjVOs+sVoTunwOqDRQNAEBd41qmthnOmeLuu0YPT/pVUCnZjb07k07l9JMKq4QtRjzmucYciyLFr57miyR+3yU35bLTj1Q7dvclXpKyx8B2vrbyuhu28oRv7naSXCwVqKllVfLMyqZZFaxmBYoGAKDuKaska61IksGF3gyClIwt2weUC52wOnpEqzEh94q7Vqhr7105SGAL7e0o+/7Vw3yRJkvnBWEbJA9/fcGzNUvClRRRKGLTm7x8FO52tfDA+Spb9UqzKljNChQNAAAouXQjWarzwjvFdl97drGwIrXspQLKyYeNUR/85kPGWGiTAtO/9/NdTVcRp9blOV3CSyTNJPPh77W4pz6CO4UBcuBuxyWkR8xX2apXmlXBalagaAAAQARhsygXgBbXsyePU999ePWQfZDSQd2/bykQ9FwseySg/G7t5mCdohuxk7YvMXNbXMNLsoIwzcFfLls3KE8nL9DW+p66Cu7krePA3a5WHrGq5ZmVQbMqWM0KFA0AAPBQLNb0bEv6F2S9E7rEbRIkipSMLFfetWKIoJckgw9vZfXSoGPf8LGBBF+qUhSLZk/YjN3/gKtcFjXpSwVh+vnqWcepuYtWqdsXr0nmT38F76lNcC9S5GMkZ9eKesobCkUzKljNChQNAADwtGLnccmnSNm8bZda8uJG1X1k596/kcBxYfcEdePC56zfv3nWVNU9sbO0GOdmTNgM1WzOBAmaFE5nS2YmJXf29Ina45BX46aFq0TNC6t0T01eo9Qqrgu/qSereD3kDYWmGRWsZgR9NAAAUSm7P0MtmkyFhsYpz+zpRybeClvjtWkZYYXTFM+XZkzYLKP/AQlbs957qHU7atKnO45JIaqHe2pr6kaQVZzmeBb6HflDjdGYFdQ/8GgAAKJRq/4MMXAV2twYehRagCkkivI48ujimk2x0L40c8JmyPKcpmTy8Z0jvI7D6TUhuaexEt99vEbUFBNW8fLvDwBcoGgAAOoyhr1spEKbD6cc/qewqSw0XrcI45p1sdDcnA8CCZtxynPaFHHf40hCoGxJuGUbDaRVt5ot7KiRjTqgsYCiAQCoyxj2sikrbp3Co7LhT7q4ZsrjGAix6k8UE853stbOvv5+dcH3H7Oez5wZE9UdT7zsnbDZSNbWEOU5OYo43TOf40hCoEz3tBZGg6o3davSfG40ow5oLKBoAACC49IDoOpCQoi4dU74EoVH2c4lXzp37kMvWK2X+WRTGgOOEEuJxvTjI1Q1mrXVtzynRBH3OQ6nWzh5tm6+YKqadnhxfHytjAZVbupWpfnciEYd0FggGRwAEJwqWyNJSPjANxapWbcuUZffsSz5l36nv5uQJFan2+STt0lwp9An+uka1T74s1HthT00pAmytuvIC8vZ89UJsT4Jm6HOt2qkIWl0T7OMaNtHfXhSlxq5X6u28IFEEdcdh363Wapt95h+bvj4CUmFM909LSPx3fV5o1P+v8+sL7XIRNXmc63uDwBc4NEAoMmJEQIQyhoZ+tx8QgwkidVpGIopSdUlgTW09TJ2LftGt7amIWlzFz2vvvvwC2rbzrdV78631a+e3pD8ZHua+CjiPmVAfe9xrYwG2edNB+kWt/92bfJj8iiEeo9UcT5X2agDAAFFA4AmJlYIQKgY9pDnFkJI0Apto9qTUqTjOzuGCDK60DCXuvkxQtJi1rKveghdCCiMTdffhPqpFHV7d1HEffos+NzjWoYw0Xn/zanj1a2/WWPddr3GWBDyPVLF+VzlEDMACCgaADQpMRMIfWPYY5xbKCHBVWgLYVUNYb3UnUcMwajRra00ltfe+4x1u7wCG0IRl+J6j2Ofq+m5oM/uXCrrbp8d69DvkSrO51rMJQAkQNEAoAkpIwTANWQj1rmFFBKkQlsoq6qv9bLsJNYyrK00X4oqcJURukICMjXMs5FXYH0V8TKJea62+UhjtqmXV4I5bywgwTr0e6SK3oN6mkugOYGiAUATUlYIgIv1P9a51UpIkFhVbV4PH+tl2SUw6Vr6+vqN/Tp8ra10TVfctSIJUUqhCly63IjQSCzX+W1j58eEJMa5cubjjt19TudLYx3jPVJV70E9zSXQfEDRAKAJKTMEQGr9j3VuqZBgEj5IKKb+EiQkh7AASrwz+ZK1Rd4GV+tl2UmsRZbqPCGs4UVd0k25EaGRKKVF28bMjwlNyHPlzsdvfWKy07nSucV4j7g8f2X126inuQSaCygaADQhVQwBiH1utOCePXmc+u7Dq7XbkOWdmtiN7WhTXztnkpp5op+QyrWqUtWimxY+x/I2uFgvy0xi1Vmq8/hYWwdyI1Zat6P8iZgVgEiQo0IAtvCpcQYrd6z8mBiEOlfufCTp3WYc0HkUuOVcpe8RyfNXdqhiPc0l0DxA0QCgCalqCEDMc6NF/3sGJSPLpt6d6tJ5S9Ulr0xQV84c6EPgAtdaevvi1SJvg9R6WZYHy2Sp5jaI4+dG2M+VFICYFYDo/K89+3itZ0XVIEa+Sh2rfedZz5s79noQbIpr3qMQ8x3Hef7QrRuAAdCwD4AmRNKsrRHOjSMAF0HejwXL1ylXuNZSXQ6DqeGWpIleDC8RjSklYN+z7NW9DdNslur0Woe1DDQBrEVuRGhI6KQQrXxzRmLMiNbo4VshmlGWjWQ+ph4EUhqy5GdPvoFh7Hec6fmzhYYR9DltV/QcAdBIwKMBQJOiCwEY09Gqzp1yiBo9vC1YrkKoc3MNt+EIwDquvudpdeakcU7jwLGqjjYkS0sFZp01O7R1VxcS8pFJXaUI/xKFqOeNHdHncWrhXvLCRvXoiz3JiJLw6eO1kVJPFnTpfCwa3/dNGJsorD29O7Sem1olSfNDJlepO554ubTQqmakHjx8jU5Lf3+/VX3eunWrGj16tNqyZYsaNWpUOWcGACj1Rfx/n1mvfrH0VfXGW7srs+iFWiTIWkgWXlfmXzzNOfwmFQCVJnn08zMmqhsXrrLuZ86Mo9TlMyYaj2OKB7edB1cQ1Qm0tm7pocYznRfdNyxihU9VYR7HhsaDPBc64TYV3B/5yvTKCFnS+eiT71C2sOnzvpE+j7FoBAGd5gzlaWVzqCinisIdG/VdUCZc3QChUwA0ObR4/Nt/vKZu/+3aQUpGttturUIvJOFBMZPafSzwqVWVBL2iUI/Z0ycmApPtyqj79ILl641CW17QTK3Z9LntPDgLL6dakOkWtVgSo2W5Efzcmew4NCKSZP+qIJmPnPldxnukjPdNPrSqFtRLCB6nKl2+UAP9Tn+vp2updxA6BUCTQzkIpkpM/YFLn1YxVCO2omJLHiWrrC2hmJg9f6maq05KQrnSfXV2tCcVmDjJ5L4lMDkCbeojj908LM2NyPfRUCWV8K0SVexYzYEzH8suzVyF903IKnCNHIKng+YMvRdM0OdVmjONDBQNAJoYeiFTDoKNWi16oTDVv7cRwgKfnoNu/GjhnsMIoSID56XznlQHjHjaKlzrhBafEphcQfWi7vFqwdMbosfF743df3Gj+sW/v6zuXrauksJbM5ertmGbj2WWZg79vuEYD6qkGNajUlcE5fLY3o/0OW3XPbGztPNqVqBoANDE0OK8qXdXXVpDpegSQzva91G9O94u/E5LidW3xnd2sLflKhmh7x9XUJ1+zEFq+rEHJVV0SEQ55fBONS1SyArts/vIzqQUqknRaJR5XG/lqpvVW0PCOFUic3lWa6UY1qNSV8RAwQDedlA04gNFA4AmRrI4V9EaGipU41+fXp94drJKV9kJxLHHN8T+WVW0RrSqL/z8qUGJ2ncufVVdc9axakxHe7Tk0nq26vvi2jG+HqjX+0rvGFclo1aK4YYt2+tSqRsKd57X3/NQj0DRAKCJ4S7OB3a01aU1lBuqMfPEgwflPdgE4RgVWVIh3rUMbxlCi02gpd8HhKvBAhZdE4V8ZckqciHGs5Gt+hxqVco1NvV6X12F8VophpSbcd39z9alUpeH3u9zH3qetR2IDxQNAJoYrnB73TmT6tIaKoGTu0AC8dxFzyedvLO9L0J4P0LFdccWWnQC7UGj2tVbu/vYVtw0ufSzp01Q9z613ruXQCNb9bn4JvtXkXq9r1xhfGxH6yBPai0UQ10CeL0odXmof40tbI2aadJ2ID7oowFAk2NbZC45bYK6cia/lGgjj5OuwlHI2vdUwpaqS4WobCkR2KVehfz2ff396oLvP+Z/0p7j6dNvAYQhhsevrPsa6tzT3iY2T8yvv3S6+t3azTVTDG09WLLQWdVD1alseVsdt9TJdTRCHw0oGgCAwkWcLG1fO2dSElbU7NgWrdBN0ajkcD7UyEbLHq/CP35ySpIYLRFaQghxvk0RQ45nVZqNZc+jc//2xBxv6mTdCMRUCGLf19DnHqpJZkyoYAP1ybBB68Hfn3tCzc9X3rBv5aB8MRgdwgFFAwBQl8JZ1ZBY/EJ0vTYJPeTu37xtlzaExNUDoOv0zd0njdEPF69mx3hLCDWeZVN0/7I0osATYi5VzZjge+5V97BxDQQ3/ucp6tyTDlH1Bta12isayNEAACT49FdoZGwlHzlJoC6LnS7e/oGVG4Il/Iaom28TqH2pRS8BX4WbE/NeTw3QGr0Hg6nBG+fcTXMmZt5MiLnKzSXpGlXtBHAdWNdqDxQNAAAIKOjmF24fi2bRIhlScPGtm89NIvWhzAo3IazPJoG7noTvZurBQAUeTInDpnPnzJmQwm6qXJDB4ZfL1qlNvTu1x23kql6gfhhW6xMAAIAqIxF0813EU0E8L4Cl1mz63IVUcDlnyiF7u32X3QyNK1DraGF8HqorO4dQ90riAcsKsBJo7Cm2nsJe6F/6vdZUtbGebazod6oi53LusZ5vHbQ/CuOknIofLF4zSMlwPW5a1avomaxyVS9QP8CjAQAAHhY/XRdxWygJce29z9TUmu3TDI0rUFOjvnGjh6vr7h8a7nX25HHqew8PCHm1LFsaMuzHRZDmfmegvPIqdfviNcHLKzdiYz2OtyFprJcZS+65lx0qxvEeuh63UXuwgGoARQMAABzr+GeTtK//2OCKLBxBfMPWHUnYxuUzJtbkHviETXCF486R7WrmiePUmZOKw71OOnRMzQWckGE/LoI05zum8spl5XuYcgKqFoKjE8zzY8WdxwcMbx107mWGikm8h67HbcQeLKAaQNEAAFSWqlQM0Vn8SPi4sHu8mj194pDz4gowNy58Th3dtX9NrIY+zdCkFmxdnHoVBByXsB/d3OR6wLJlQ6n8JoX16K7bZs0uI9/D5h2oUmM9ibeBO4/pOc+ee5mhYtKCFK7HjZU4XZX3OKgNUDQAANFwXWCqGCIiFYgllu1aJgS7hk2EtGDXujKMVGmyCd02D1gW6go956fLtPNbklweK9laV/o17x2oSgiOxNvAUQzJY0nGhFqFirkoDWWGqNVzeV8QHygaAIBKLTBVCBEJIRCnAgzHElnrajwuXoUqWbB9kShN3JCcIoHbRtH8DlFeuczSr/XmobKFRtLfKCwyf/5lhopJlIYqVYniPiugsUHVKQBAcFyrsaTf05WaTBcsEmx0lXaqUpEnW82litV4QlSySgVqEmyy0O/1JERwKu9QUvuSFzeqK+5cYUzwT+cmXTt1NaeGg98+b4r6yd+8T/3kovepGz85WY3taGPPb9/yymWWfg1dFc0VqbdBN4/HGeaxT7Um6TsqVWo4ldpMxy0TTjEM03scNA7waAAAguJajSVEiEjV3PR0zDkzJqobF66ybtvzxo5E8AhtAY4dH10FC3YITGE/VB2Lup7bPAv5uVnkASPBMl+W1LQPn/LKvviUfq0lLt4G2zwueo50c2b0iFZ14fsnJPvL4/KO4hSkqFqVqHruqwLCAkUDAFCJBcY3RKSqbnqK7Z7/+MtJwq8OEh5IkE3pGtWurj37eO/zLUvxqnWORSiKhM3NvTvVZfNkTQlNQveGLdtF+5Akl9ss2VKl07X0a61xDevTzWPbc0RzJptTRh4gKvJwxxMvDXrWfN5ROqWGigmcO+UQNeO4rlIUfO4cqmpfFVA+UDQAAEFxXWB8QkTKrmkvgY537dkDQk96PkXnmC97S8m3t3goR1VVvKpOVtikeUUN0qTBHTqhm+5JVqHk7INjzT5gRKu6IVdeOYTS6Vr6NRQ+3rhQiemc54i4aeEq4zb07vF9R9XaeyiZQ1XsqwJqAxQNAEBQXBcYnxCRqrvpdUKPrSoRJeG6KEdVVrzqCamXzZSIy2m4ptuHtrzynhCd2dOPNN5HV6XTtfRrCEJ443wFc85zRE036X+2Z23kfq1B3lG18h5K51DV+qqA2gFFAwAQFNcFxidEJGQfhFjkhZ4/bH1LfX3B743foRCMJS9sVN0TO0XHKlvxatQ6+RIvmykkR9JwTbcPV6HZR+l0Lf3qS0hvnI9gznmOyPtoIn3WKDenXkOJXOZQI1WlA35A0QAAVCY+2jVEJHQfhFhkhZ5v/atZyUh59MUesaJRZnx00ViaGhnWExIvmykkh+sZoXj7vz9XHwLlIjT7KJ2upV99qJI3LqzQ31+3oUSuc4ju0ednTBzSD6lKSesgPihvCwAIjmvZU933SMGYM+Mo9burP1T4XVv5x5ZMuJVr6d3wcIWkwZW5yDJ695Ovqtt+86K6e+krheUxy4qP1o0lCRVUaWvyf/+/asHyssYzPJyyojQ3qWwtlbL1zXW45qP+BQBcj63bzqX0a1lCbWxCCv37DhvGfkdVDZc5RO8Gym+i90CqZJABgt7jpmcFNB7waAAAouAa6hGzeRxRFWspWf7mPvQ8azud50DnjeGGr/X19TuX1OWEA725Y7e6dN5SdckrE9SVM/k9RaoCZ16Rh83mceIKrF2jwluzQyidZSYhV6lakSSc08ZP//3lpBfLZfOerLtQIhePcVHo25btu9RNC59TR3ftD0WjiYBHAwAQDdfGXbGax1XJWjrt8AMTa7gJin+n7XSeg5T1OW+MrZkYXef2XW+rC257TF1+xzI169YlifVR4s2RJEp/9+HVasHydaoeCdGUUOJxC02oY5fVhK9K1Yo4Tfm40LMypqO9LhtcSuYQGvWBPPBoAAAaBpvltWxrqSlJmv4laziVsdVB8e8Et5Fh1htjqlS0edtArX+fRFvpGF19z9PqzEnjKmOxlSSw+1r0a5kYW29JuVWrVmQqk/tnhx2g/s/yDex90dwhRa3eGlxK5hCFcla5AiAoHygaAICGwpQwy7WCdna0JwumjyDASTinf6lXxrX3rhzU0C+7nW3hzpJfwPMCcuf+7eoLP1tW+F1p6JjUorypd1dlhAvX7sw+5x6qr0O9HVuq3FVRMSpSNE8+bIw67R8WifaT7Y1ShecgxhyqUugbqAZQNAAATQPHWjp6RKv6ws+f0gr+octzhvLCpOS3zwo1pLSYynFKrI3pWPp0c69F6dxaNjKsZcO1emr2VhXFKEteObA9S43YM4Izh6oU+gaqARQNAEBdUiSAEqZFMLWW6sKVSPgcCClyDyuSlue0CdLSBdm0fUhro20spedG5Mdic++OpJN2qDLEVSidWktrdr00e6uCYpSiez6lSnOVwtN8FHnbHOL2Xql3pQvwgaIBAKg7Cns37EmszuYehOqNIRFCJQnnW7bvHHIdYzva1F9OOTg5Di3Gkso3tqTe0NbGNPTrijtXDKqT73JupqpaoTwPZTYyjNXEsN6aI/ood7UOMTJ5YbjPyIEdberr505Krs83HDM0MfoJcQwQlCP2wMoNlU1+B2GBogEAqCt01tF8cnORUJoKPS5whVCupZMWWmpklb+OTb071Q8Wr0l+0kU/jVk30cKwmrok2toE29TyfPkdT6r7ND0zbOemu6cqsOehrPjxWA0ha9Vo0oeyu9SX5YW5+fyTrAYAasD46JVnqEW/fy2p6lal+xYzhJCeSzL8FL2TVcllxEHtQXlbABqUtLkb9UkoaupWj3B6N2RJt6PvpAKzJKfARQjlWjp/uWyd9TrSsrUELfwknBTBbZ7GKdeZVQjSpltU/tZUBpe2n3v+VPWd809KhKuic0stuvn5KL2nPmWIy4gfj9UQMvR+y3o/cJW2xc//sTLvKk6JVgrpu+Ys/bNEP9TlnZSMajQI/ROxS9DSc6lTMtJj0HgseWGj0/5BfQGPBgANSD1aPjm4KApZoTREpRObEMrxGozpaE08F1zoXlI33TRmnRLVN725Iwmz6ho9vDAMQ+eJ4Cbaulg8Z554cFLCNn9c8t7oLLqjh7c5K3/S+xm7dGqsHJDQ+y3z/cBV2uY+9EL0cwnthRnT0WZ8luh+0LyvQoPQMr1M3OfysnlL1Q0fP6Gu1yRgB4oGAA1GLavqxMZHUaDvrunpdf4+VwjllOc8d8oh6rbFa1jHzS/6nIXfJkjaEm1DxtXb5uNnuscrV6Seh9ilU2MJcCH3W/b7gcrA0nBKjOO1fldJQuxMfTGq2lMidggh97mkvK56X5OAHYROAdBANHpXVp+QFlIybly4yum7UiHU1k16xnFd4nPgLvrcEBtTp+dQHdQ58/HuZa8qKT6dtEN0+va9Rxu2bI+yX9t2Id4P0pCr363dLFIyJOcSC2mIne5ZqkWDUM694V5fzxs7nMLZbJ3E89TzmgTswKMBQANRr4mX3Eo6kgpMeU/E/MdfYm372dMmqHufWu9dv9/kNaDrlV4HRzgIFWITSkDizEdq5EchYJt7d7LGIoTngePRoc/Wvb5dLXt5c/K38Qd2qE+dMl617au3z3EFOIrvH962D3s+hcot8X0/uIRcuQrRkndV6EpcoULsyuwpIbk3nPcoDR/NU9u+bJ5DG1Vdk0A4oGgA0EDUY1dWyQJpCn0pIhU1znvPoerGhc9Zz+XzM45Sl8+YqL784WODCC668pySHhSSvIFQimYoAYk7z6icL1Xg4tzTUE3bdPfGVGb36wueVRefOkFdOXMgCdhVEab8HLr3F3WPT7xbtvkVSvD1eT+4hlz5CtG2cy66X12j9lOz3nuoGt85wun5dQmxK1J2YucEud4bzns072CQhrOlnkNO6euqrUkgLFA0AGgg6q0rq2sjr6IEzKI+GqlQumN3H+t8SDApq36/rQRkSr/Aeh9K0Szbopv2DClSOKmyDyXdltF/wFZml4Sv7z68Ovl/kbIhseQSlKdDP7brDJVb4vp+8PGUuXSQ556z9v2x9a1BhgWX5HJJd3KTsSRmTpDPvdFdny6fxiV5nY4xcr9WdcH3H6ubNQmEB4oGAA1EWRa0EPgIL7rQF0KXlMmhzMXOVgIyZc6MiaWH2IQSbCXzkfZVy07QkjK7t/5mtfrCXxxTGEaVCnBX3b0iCQvjQILepfMGKyd54Vgi+IZ+P/h4ylw6yJvOxeV+uSaXc7qTc4wlvvfNhM+9yV8f5WRkw6Uk+9Ix7fAD62ZNAnGAogFAAxG7qk5IfMN8dF6Hor/FVMBc48O53ofxnR3scwl5nSEEW+l8rGUnaEnpZLL4/ujRNeqiUw8v/JzGZvuuPjXnp8ucz6dIOOYIvjFCgqjHBQfdnN7bQf6uFSzlmvOuktwvn1KypjnJNZZkS1OHVqJ9vZjZ66PE75DHrLc1CcQBigYADUYIAbHR8kliLXbc/JIiZSRGmFvo6/QVbBtxPqas3bTN+DnlCfigE459lTHfkCDXuZrOpbmLnle3L149KG4/H67DmRvS+xUj6VhqLDEd19VgEeI9snN3X6I4P8ZsgCn1/NbLOwDEAYoGAA1ICAGx0fJJQi923PwSnTJyzVnHRvGyhL7OEF6GRpqPKYeNHcjn0eFSIa2sijw+IUG+PWao2MLs6UcOOjb12qAyuJK5sabHrOiVkXQcylji00CRmwNDVd2KuH7ByiQUkFNd1sfzWw/vABAHKBoANCixwlBClZKsRT5JqMWOGzLR19evLpv3ZKEyQn+nUrrfe3h18JCCKi7qtQyL4iBJWqZhpFK3JqQV0squyOMaEpTHZa4WHVsyN0gwv4lRRS52HlYIY4lvA0UaSzJaXDrvSeM5XHf/SnXmpMFhY6RkpMUNbIQIc6r6OwDEAYoGAICNj+WtKrG7IRY7bsjE1fc8bVRGqF/HzedPVf/jvpVJpZyQIQVY1OXK80cmdakfMDq2U4lbUz8Nm3epTOHYxTAgyX8oO/xFogTFNlz4GktC9b0Z09FuPde8Z4zCpciTwSXUfQ7d8wRUHygaAAAWvpa3Rord5VqYTVWHUmVk1R/eHGLv7u/vd16gsZD7K8+6Ep/096I+GqYxz3qXHli5IVFkuB4OX+HY1TDAnd+zTz9SzfnQUdEExaJxlShBsQ0XvsaSUH1vskYKE9ntKCeDEy5FPW7+83sODaIQhDRUgfoBigYAwEooy1u9hPnYhB4qAxmKokaCr23dYc3zGNvRqs6dcsighm9YyMMoz6kA9v875TDVt0fp03UG54x56l2in6J+ITGEYx/DANeD0n1kZ9SeJkXjOnNSl3hfMQ0XPsaSUDkem97kvY+y29mKGaSMGt4aJNwphqHKBowu1QCKBgDASijLW9XCfLgLkcTqTdAexna0qY2aBEwbnDwP8pakDd9I6fj41EPU93+zptSFvJ4FAFsIDp3N/135WlKaVHdurg0n84r15t6B/gXZ+TVmjyI5enhbcq6S8fE1DNS6H49pXGm+c6C8hc6R7UPmV4y552osCVUQg941HLLb2YoZSLerlaFKB4wu1QGKBgCgUqVodYQWELgLkc3qnSc9o+vOmZQkYLpWHbLleeSVjlt/UyyAmRbyWgj8VREAfJVnH+GpSLE+c9K4veFVv1y2Tm3q3Tmoc7hkfEL0qKlV7wPbuBJ0WHI0mZSgT3dPGHJ+Meeei7EklELXNXo463jZ7cg79/UFzxrDpzhFD6pgqKqC9wTosWezAQCank5GsqFkO5eF4wPfWKRm3bpEXX7HsuRf+p3+7ro/WnDyi1+6EKX75SSe5mUtEgxoIZt54rhEgCHy4phEPON2lzaRXchjjWnIcXeB7hV1gKemY/Qv/R5TeZYIT1xBdcv2ner2xWsSJUM6Ptnr922wlw0JovlcNL9jCWqcHAy6takyp5hKUMy550qq0CnhtegUFhPjcgoLhQBSvlGIogdVMlTZFFX6oc9t7wcQDng0AAB2uJJxBGN4aOuUxBLNFXp0YRqm+O3z3vNudePCVapM0oW8VvHSvuETOg+Mi6XaN2wltPDkMz7SxnrcMahF/hR3vD7TPV796ukNrLyIWoTulFkQI+uB0nlGihSWtKhBvo+GruhBPfRM4ryzY/SmAXqgaAAArPQwkw2524UMo7jizhVq5H6tatrhB7KEBIklmiv0kJJxzpRDBp13Vjj79ZdOH9KQjLjjiZeNYRM+eR5F0LFrJXT5hk/olImzJ49LepFIlSbfsJXQwpPr+Ega67nkWJSdP8UdL5qfXz3rOJYSVHbojpQQCp1OYbEp3KRMfOEvjkmqUK3Z2Jv8bcq7x6iDDxguzg3SUWbOD/edTSGKUDTKAYoGAKByXbwl1qnXt+9SF3z/MXasNXch2rBlOzv2OXvdJut6VhkhbHHwvnkeRQt5rYQuHw+AyQOjazjGyZPwyUMILTy5jI9LT4nYORa+SMaVqwRVIcesDIXOVWGh8KhDxgxX339kdfLs/2jJS8HzV8rK+eGuQfcsW5coqlV8BhoN5GgAANiLv+6V3FIQAxwCycLPjbXm5pFQE73NvTtF1y2NA7fFwWfzPHxJF/JaCV2uyirHq+WaJ+GThxAqvt5nfFx6SsTMsZDmyZQxrrU0lNRSYSGjBv3LGacy8lfKyvmhdzFV4bNBnmJu/hTwAx4NAICVWlWhkSz87LAf5ilu3rZLXTZvqfrsaROS0BzbdbuGJNmskCG6S48e0VpzocvVA+AiTEuTnl3DVkI2nHQZH0ljvYkH7R81xyJkRafQjTxrXa63ypQZSllGzg/ti8pCc8og19KD1UxA0QAAVLaLt01AcAn7keaR3PvUenXz+ScN6XOQv26fkCRb2ES6QH/xZ8vU3cvWKSlbtu3am69A+6mF0OWqrIYQBmxKkzRshZODIxWeXMZH0ljPdH2+ZY5jFBcIKZTWslxvaEKXpC47lFL3rIW8LmpiylE0GsGDVQ9A0QAAsCm7Co1JQDBhEk6lXhJaZMd0tCeN20zXHTskiY5FcdQu5C2TtRK6XJRVH2EghtIkycGJPT4hLPW+noiYFvG8UJqGZrm8e3wNJVVoMhmjD0gV8ldCXxc8WNUCigYAQETZVWhcQodMwqnUS5IusrbrXtOzjbWvnjd2OFdzOeXwTjX3oReUC1nLZC28U67Kqsv9iqU0lVEWWDI+vpb6ENdTlkU8hDDqaiipQpPJWHOv1vkrMa6rkTxYjUBLfz/11zSzdetWNXr0aLVlyxY1atSocs4MAAAykHC+5IWNSd4EVZrSMWq/fdU5Uw5W4w/sSLraFjWckpYEnX/xNKOQJN2fq5BCY3Dy1x5Qr29zb+L37fOm7LW8V8FKyyEdX6URGiiPhkLcYgqCNFbU0FAnVKfeA/J81YOlO9T1UOI3NXyUzDspuucrPauYye1zF60q7Hfjc2zpcxdz7qX7tnnFYszr2M9UFRTERoarG0DRAADUFTqhs4iWFqWmH/0O9TenHjFkMaf9XHvvSrVhq94ay1nobIulbr8E5X5QWJbUuvq5Pdfvgk1pMlFLxcQmNMQ+NwrZoe7pMcfXB8n107Y/XLw6yTvyvR7uuPzkovepYXuqnknuD1cYDZEnkyXU+8FV+M3eT/KChrhXru/U75w/UAEvNGU8U/ViTGlkRQOhUwCASsBdECShVOSvffD3f0x+8ot5GkZhs1jaXOwuVZHSxXz2/CcHdeTlWNvos1v+eqq69t5n1Iatf0ps7xrVrt7a3ZckfsdI8q61ddAW9hI7pK8KsewmuNcv7SJuux5OPDxVPfvCz58aJLRz5w43NGva9QvVpt5dQeYm10MpDQvjhgm5dnp3nXu2dyr18hk2bGC7enumyg71BUOBogEAqDlSITYrdK57fbv64i+eSpQKE+sLYn5pEbp8xlHq6K6RzvkKPotgvs0ANy5ZJ3RTt9vQccmm8JGQuQlVFxpqHcvuo5yn2y1cuYFVjUdascsUD0+/D4T67XKaO9znK6tkSPafx6UJIuccuUnzfX0qCQ91adDpM/dojPr6+tWl854s7Tmv4jMFwgNFA4AmoMruY9dkwFTovO03L1qVjCwuvSzKWgQlVXqKhG6dZXJMR2tSW3708DZRIrotfCR0nf0q41vJRhraZNuWo5wPKInPqx888qLa8tZu0fVKPGC6eXfQHi9bUU4Rd+64Pl+uc9PFQ5meo+m+cT0zV9/ztJOS4dswlc5dF54V6zlHdajmAIoGAA1O2SEvUoHKtzTm2k28ak++vSx0uFZFcjlHDlmliTwcv1y2Tm3q3ZlYsunHFg/euX97chIP/v419QOG9Tt0nf2q4lPJRvIMcrblKOfEFXetcCoc4OIBK1LW+/r71QXff8xr7vg8Xy5zU+KhzCpjtvvG98zsVC74VlEqu58GgepQzQEUDQAamDLKcfooNdLFrUiJOWzsCPF5SsOdTMqTa6+P0OeYhc5py/ad6vbFa6LFg4c833rBpSyw5BnkbEvCvE05d1UwONcjeUbuW77Oe+6kz5dPAQTJ3JR6UOjc0pBF032LGf5zUfd47/d4rXKQallqG5QDFA0AGpSYjbRCKTWSxU2nxHz1I8cqOv18voMJyaLPUZ7SxTKfoO2Dj2BSRjx4nsQT0gRIwuwkzyDB2XZke6tVOfdRMq4561j16e4J4s7gRc/Iee95d7C5vn/7vurNHbLwL8n+pR4UKr5w7dnHJ/eOqmLZ7htVxbKF3lGIYz7XhNsJ2weap1TZikMMhansRrCgXIYWmAcANAQSb4EvNoGKoM9pO5dFi5rhkbKSvx5atP/LHU+qM459J2s/LcJY5lR5Kjou/Z0+zy6W//jJKaz9hjrHtFMy9TKgf9PxjR0Prt1pk5CG2VFfCPpXJxBJnkHuto++2KNikM47FyVD94xQAYEDRrTuDcXSHdPWuZz276JkSJ/3rAcl/X4Rc2YcpRZfcUbyzHPvG5Xe1e03/f1r50xKzrcl4vUVjS8pSrbyuS7H0r2ffJ4pUH/AowFAgxLKFc7JuXCN7+UkA1JC6fzHXzJaDJ9+dau6+NQJ6rZHVms9G9K4cxePUM+bft4MyTmaPC07dvdFjQcvoqc3jCenkYgTjhJeAHOtSsYxMOzc3ad9tm3HdKkAJdm/6T138/lTk7KutjBQyT0mIdoWJkS9RjhhmCE6XHPL+Locq9blsEF1gKIBQIMSonQgd7FwFag4yYCz3ntoYWnVvBIz/ZiD1JfOPEb96NE16uFVf1RLX3pdvZGptCON+XVRnnzDCorOsUjRs8WEf37GUapsJNde5SpoLuiuJ0b5Tpprdy59JVjxAZ94eE6Fpm07307+zYc3co7pUgEqhXp33PCxE1jXpHvPURiZraGm9B7bwoR0OQsu42dCosRJj+USRtto7wTwJ6BoANCg+JYOlCwWPgKVLRmQa52nBapt32HqolMPT358Fy4X5UlaIYfivEmRGt/ZUXiORQJQ2pjP5Gm544mXku1e27ojeDy4byPARrN0mq6HBErJM8jZdtrhB1r7VlC4EidPo6NtH/W9T/2ZmuYYqiLxxKRC8me6xyfjwnkefRKPh7fuszf3xYTpPXfZvCeTdxN5IkK+Z20V7oqUkZMPGxO08zlXiZPm7HA9wWQYSq9nTU9v4rXO5rfV8zsBDAaKBgANik/pQGnYkK9SY7LyUWyvixLj29zNRXnijDl5G8Z3jrAKC1oByJJsnnpa5syYqG5auEp7HhQPTnHZPpZxaUhF2VXQYltMOdcjeQa525r6VpDiunX7LlZjvn/85GTVPbHT+fpdPHh3P/mq+upZvPni4yHklGINUTAjVonWovdXiLKy6XPwq0x+mYnOke2ic+d3cn/QGLpZdjNQEA8kgwPQwKQCCQn5Weh30wtcmkhuSqDkLra6ZMBUifFJKHXB9bi2Mb98xkRrwiPFtV919wqv0BjykpjOY+aJB1uTXrOcccw71NiO1sJ9cQQB14IBIUgTXmfdukRdfsey5F/6PZvML4V7PSSkcp9B09yhnAFquJgm1tJ+H/nKdDX/4mnq2+dNSRKU6U5SmGGqZOgeN5q3twQQ4GzPSBGbt+1KOs3H2r/EIxKqYIbre7Zsss/BPz+6NkpI5OLne4Lkh8V+J4DygEcDgAbHpXSgS9hQrHrotWrq5HNcn3KNJAxcdffT3mFNdExSZug8lry4cY9nqF+dcnhnEipjumdZsiEMPl6BWjQEi+lFkVyPZD4Ubbu5d4cxMZmu8aaFzw25xv49f/j0+w9T7x4zQo3dv111jQoX/+7aQ4b6u8yePtF6Dr49amxCcshk/aqXaOUmfocMifSlWZqBNjpQNABoAqRhRFwrFtVeJwtruqjGWmxr1dTJ57guoVtSYYAjIFDiePb85z70wiAhNX/P0s7gVEWqqDmh64IfQqiTKjqheskUHVd6PZKxy25Lc4JyBXSK0s3nn5SEwJmu8V+feS3xfsQQejnKap7Xt+9iC4/c5GgXITl0sr5vuGYspNW7QoVEhqIZmoE2MlA0AABD4CQ10/qTrb2eFV5jLLa1shhmj7th61tq05s71NiOtiSMhRbwUMf3KeWpExAWLF+nLp335JDt8tb8MgQkX6HOJYk8hBeljGZ0PooS9UIxeb9M12hS3CRKXfqMLHlho7r4R/++t9JUKOFR5+UhBSy9RhchWZpbVq+VkcijKfE0SAw4Id5bNmJ2VQfxgaIBAHAKWchbE2kh+9yPl6qLuscnnWpjLMK1shjScbds36n+4V9+H61akk8pz5TRw1vVhXuq+ixYvl7Nnj9UyYjVGd6GT8EA1/AnXy+K6bhpM7ot23Y5FUDgwFGUuCF26TWmwvLClRvU3cteHfT9dD4TUqWO5hAlll9y2hHqxoXPBRcei579fxrW4uXllIRH1mu1NDrvK+5cwdr2/znlMPWRSeOChkRmGTOiNcnR4RLiGQK1B4oGACBYyAJBiaj0Uw+LMJcyqiX5hAd0tA5Tvbv6kpAUEoBvX7xavb59d6Xin11zXnzCn3y8KJzjZs8/Ru5QyJARukZbHP2GPcYC3WecuT57+pHq9t+u1pbXDSk8Sr2cRR4JTnhkLaul+SANaSIlQ/ou4M7Rj0w6SC1d+zp7vzHz70C5QNEAALAXcsrJyIZLmaj6IswlVJx/zPAAUjKy2JSMWsU/u+S8+IQ/+XhROMclYZqqPVHfkhi5Q9w5QaF8m3t3Gq8xDTUyCZ22z7jlXqlRXpHCEkN45Ho5bR4JncJS1vMfGklIk4/yx52jv3r6NdF+Y+ffgfKAogEAYC/klPjNhbMIh4h5jh037SLocs8pu11nx0BFoNe2huv4XMX4Z6kV2if8yadyGPe41BOFEq1jzEGuonTNWcepy+bpG/hNftdo9aU7l3vPK64XjO4xlc91CWuqVb8TXW5ZraqllR2K6ar8cfP5bBVqB/KeDmX1GAL1BRQNAEA0odS0CIeIefbdB0eokQq63HMq2o5i/stUMmL0Hwmda+ObRO5aOUxy3Fi5Q1xFKbnGYfrKT//yjMyaXKtyrzHyICT9TnwUTlfPYCxDCfd86J1DHqhY5cfpd04bjG99wq95ZC2o1+IAZQNFAwAQ1HrFWfRCxDz77qNQ0E+SqSckcebpgiEROLnnpNtOF9cei7MnD1ScqjK+Xeddhd4Qxw0BV1HKXiMlelOeVCylNUa511r1OyHoc2oieHnS9DBuCdwsMRPMuedz86ypYgE/L2CnTSmL5ujMSV2sLvVUTrueqNfiALUAigYAgI1rA63sohci5tl3H1pBP0mmfi5JZk2tfFyB8+TDxqgPfvMh6zlNP+ag6OUguXz34dVq99v90aqEhSBUw0ap16FWjSKN5WM1jRez50z3cc5Pi6uN+RJLuYqZB8G17FMRhaO7Rg4REmMpnLp3UFq9b86Miaymhjq4552fQz4CdlEIIf3OUTTqqYRtvRYHqBXDanZkAEBdQEIACTeUn0H/ptar0SNard9tKQjPkcQ86/DZBydJkjwLtNjTgpIKnOn15K+PoM9/t3Yz65x+9OgarzK2fznlYBUSEgJm3bpEfeAbi5Lr9Zkb9HtMqz4JRlno95iLuu249Cy4XL/LuFHjxS/+/Ck196Hnk6aLF9z22N57lt3fDxevVhu2+luHTXM9tHIV4p0QQoCl90L+XnCe/2vOOjY5N+795LyDSPHpvkH+TErOW3ovUwE7f69SAZvmKCnz50w5JPk3VXxpDWgRrBFVhhuKF+tdWI/AowEAEFuvaGHdb999lFLmUJ/+gsUsRMyzzz4kSZKpFZUTvsJNlF+7aZvyYdRwu4LngtQaV3boQBUaNmaPS0IVCfrS63cZN5MFlRRiirMPEXZn6qMRswpQzDyIVNDlPPOpMpNa4jmhQRR+SJX4QjaSTKEGoT4Wctf8pJBepyp5BkNQr8UBagkUDQCAWLgp6jZdBLn/84sZVVfioNuOFjwqs+tqzZQIK9kFQydwEmTFXPXaG6x9HjZ2BPv4Mb6vQxKiUqvQAU74U4wEzfxxXa/f5XscC6qPknFgR5s6Z8rByT3PjlWZSl3MPIhU0NX1B8nzz4+uVn/7498lYZS20CAqKUzVvmI1kiT6PcvnhlLQfQTskApPrYldHKARgaIBABgCR7jhsDWzWO+Fu74VbGdrOMaJm5YKK9kFo0jg5JxPloNG7ueUUJ9e06dOGa++/8hq7y7irta4KvcVKMPL4nr9rt8L0TG+CCp8cPP5U5MY/aL7FKuSVi0S7+neU78TTsfyon4PecWB7iXly1x194qojSRTfC3kIe6lr4BdK49kaMNDTKW4UYGiAUCTwXnxhhJuKP7/PXu676b0vMnzRuS343a5tbnjJaEUpgVD2nU35eu/ejYJPaPmadyE+uw1te07TGShbdunRe16u9+rSlh2zpA3qYqhA2V5WVwtu67fi2UZveHjJ0QrJyoV7kKE19iOSZXk5j++1il/Jas49PUpdd39duOCrZEkKXpZr0nVLeQhBOwylddYhgdJcRDydP8BpW+haADQTHBfvCEXtbxVz2XBknS5HWhgdqwa2d6qvvWvv09e/bS4TTt8wHKbFWpM+zNZUSXnk4fGfkxHe2Eowbg9Md/3PrXeWsr0I5MOYnXbnXHsO5PtXKqE0XXOXfS8un3xapFQVLZgVKaXxdWy6/q90JbRMSNa1fUefRNiCXeu4TUDc3SVun3xmsJwp/R7dN+vPfv45LknpM9uqjhcOo+n4NsaSV7YPT5J+OZSawt5Vco919rwwFGK6R1OFQhR+nYAeDQAaBIkL96Qi1requeyYHE9LKRgjBs9XF31yxWD4tapUk+2MVUq1Fxx1+DtsudgsqL6enxI+KDKLLpQgi9/eKCKjcka9tfvG89SNC5433h19pRDxCFnNF9048MhP4diNrcqM0HT1bLr+j3X3jUpX515jNqSCOADCvd7xo9NKqRR8YLQ98FXuJOG15jmaNExdcpMTHT3nUrX3v7bNaznqwpVmeopqTu24cGkFJOS8b2HV6P0bQYoGgA0AdIXr69wY8tzkC5YXGvwq69vTyrAmErW3rJH8EiFmiJrqM2K6mutT4UPXShB9u86AZ1i623VhujzNAY/FeCoWtIPFq8xjj1tww3N4iiKsXMnykzQdLXsun7PtXdNur/PfODwvc8S3YdYltZQ/XEkSobJK6k7Zl6ZWfXam4khIgaUaE8hNEXQ+ZDhg+NZ9Q0b42LbT70kdZdheChSirm9lD5Ug/y1WgJFA4AmQPrizQo3Max60gWLaw2++0l7idnsi55+qBswWRclC7WPx0dinbQJ6CSomBQC+jy9jlR5oR86vm7saWyobKsLRYqirTFZqvj5UGaCpqtl18cirHteUkWTsz8fb0OIvC6bcCdRRrmhi7pjZhV5iqOPpWhs7N2ZCJ46IdzmYYlVLtlnP7VK6q6i4SFvKKK5VMX8tVoDRQOAJsDlxZsuglRZZVOvW/iMKW5XsmBxrMFjOlpZ52kTPDj4eHzItc5ZlG29E6h08PjOjqSazrzH1qrXMiV/u0a1J/HoOkHDNPa2xdJEXlHkCIQU+uJr4Ss7ftzVsutjETb187Dtz8fbEDqvq2g7qRIkDV00nVto760SKnLZ+0p9Mza9uUON7WhTXaOHWwX4UHkI0v2UndStI6sAJ+XQWwaKiPiUP/cBpW+LgaIBQBPgavGlxWX7rj4156fLxMfkxO1yFyyONfjcKYckVa7KsmS5hLMQlOhNORi2UAhbeeFsIikpFqniwbUw6sZeOjaUF9M5sr3wuByBkCzylHB++YyJqp7ix10tuz4W4aJ7xtmfq7chRl5XUe6OVAmSzlFbJSTbs0yeo7//y0lJWKZUIeGEzLgI7qHyELidrqsW7mMrLU6nqmvOHStxHaVvixmm+TsAoIFIrXa6ZaLFENLTNYonQIztGNyxml7kIRu3pdZg2m/RcWYc18XeVwhLlu58bKQCnQmpxfa1rTvUTQtXqfZ9h+3takzJvuSdIEFCgmRsaM58untCktiehtxl4QqEt/92tfg8pfMjZgNB3fWH/p5kfzSedP9pHix+voe1n+z94gqg6X1zfcdIlCDXOWoTKHVzhxQM8hg+ftWMpFLczEldTl6PomvwxWXcXPajIpy7jezcLXqHpQqw6bxNSkasxHWfdbaRgUcDgCbAx+JL3W851qFff+n0pJpNzLhdk/WWFiOy7Nvq5NMpbe7dEeV8uImlNgFcarFNLZhX3rVCXXvvM4PGQBqvzQ0l4SSpcgVC8mqEiFuuh/hxCa5Jvi6NJPP3yyevS/KOcQk3kYQ7cQVKU2haPoE+/z60FWUouoaqhOlw90PjUEa4lC1UT1paPH+vYiau11NlrjKBogFAk+ASH04v/cvm2ZvSpY3kyliITJWaKC/BVi2JFh1qlvdPw1qCLDYuiaU2AdzF40L3aDOzzKcJTigJtxeDpDFZKCGsKvHjvrgm+bo0kiwKJfHJ65K8Y9b0bGMdJ/tMcMOd0nLWXOUtP3d0Y9m/5w+f6R6fKCd9ff3qgtseE11DVcJ0ktwGBr9ctk6dccxBqqd3RzQFnhOqN3p4m0iBpve9KbwzNPVSmatMoGgA0ERILL4cyxF9be6skyrz8qTzoCpGV9y5wircxog75lhaSUi3uc5DJqgWxWu7lrEkpYEajVGVLm5OAbcxWa0bklUJ1yRfl0aSOkurT16X5B0z//GXrMcgT2X+mbFVbNpv32Es5Y1CPim/i0Ivs+fJyYH41dMb1FfPOi75W9nN7EIUQKDxuPbelazjberdOUiZClmeWpJz8uUzjxbvm5QMCissi0bzrPoCRQOAJoNr8eXE7pK1iGKXY4SAuIaN0EueuoKbLIyxygymllaTV4W8DhSGYFqgfZLNbde7ZfvOUstY2hqTcYWwmA3/bJR5bJ8kX5dGkjpLq48gK3nHUKUlG7Pee6i27C95Ey6d92Rh3lJWKdMpb1SpjopI0E/2OZCGjpUdMuMbpuPi+QrZYTsPd7xJ4ZFSCyNGo3hWQwBFA4AGwkcgyn+XIwBwQixcQkB8a8OTez/EubuMLQmAppjtIkGxaN8xuhiTgkPNCcssY2lqTMYVwmI3/DNRxrGz959Kc7rW4ufO59mnH6EmHjTSOI/LiDfnni9VU9ONm65BZ1Ypm37MQSxPT/Y52LG7T3QNuuf1oFHtiaJE+6PQypBKKr1DPj9jorjhqIvnK3YDOu5cGLt/O9vbG6u6FJABRQOABsFHINKFFPhai1xCQELUhg9dZlAytiQAmhJD84Kibd9ZrwLFs9+08Lm9+5Hys39/pSZda33ilkP1CnChjGO7Jm4XCWbc+dx95DtYCmTseHPf55RrBf/Ro2tY45t9Dr71icnicyt6Xik0LBs6GEpJLZo3A6GNE9Ts6Ucan2EXz1dszzB3LlAVRI63t5mTr6sGFA0AGgAfgcgUUmDjwI42dfJhY4KFgISqDR+ygduC5esKQzN0YytJouXet+wifnTX/mLBlK63o30f9eaO3TXrWusSihVqPrhQxrF9wleKBDPXeW/y1sWMN/d9TrnP2tpNvITz7HNAB3c5t9QLSPeWjAIxlFTdvNmyfVdyTHpHmPYdsvpVqP1J5gKNsc3b28zJ11UDigYAdY6PQMR1oessRxt7dyalH3WWfWkIiGtjsVhhHwuWr1ez5z+pPZeiseVa5qjayxd/8ZT4vqWC39xFq1hJ1uk3uW0qQgshWaShWKHmgwuxj+0avmLLjeDMe4LCeAas7r2J1d1UEjlWvLnkOS1ShrjP2mFjR4jP7Q9v7FDnvefd2meMzvWas4rfIb7vZJNSF6LBXuichRD7k76z8wpwtjN4sydfVw0oGgDUOT4CEdeFPqajTZuEF8Ky7/OdWGEfZDW8dJ65VG7R2HItc/QfH0H2jideVhzoWOe951B1456Qq3qq/hRyPlTt2C7hKxwl2TbviQ98Y5Hx2JzqVqE8HJznVBdeSII+51n71Cnj1fcfWS2q4nbdfc9YvbrX3b9SDRs2cA1ZfDqx20I0JQ32dMphqKp2Es8wZ85I39lIuK4PoGgAUOf4CETc73515rHq6wtWFi68vpb97Hahcytcwz5SqyGX7DhyLXNkeZPuWyqkfmLqIeobn5is7lu+jnUsSmKXJE7GrsYUej5wr2nJCxvVQ7//Q9RjuygoXCXZ1HyOE6plsrrHSI43Paem8ELq8fPZ0yao7z282visUY+f9JnkwgkdDWlk4YZRcot0mLYLUdVO4hmWzBmUhm08oGgAUOf4CGP8zs07jQuvj2U/K9iGzK3wsXpJrc1FvQRsljkKXXHZt0SQWbhHWObe5wvfP4GtKJRRjSnGfLBd0xV3rWB1efY9tkRBSRvDSRS5/LyXhmoVPdMxk+OLnlNOCNK9T61XN59/UlJ9ymQF51Rxkwrd6bZX3b1Cbd/VlyQqS0K60u0koVabmAYK23a68ch30qbn7+zJ45JxHlwspE2dM+XgpIEenb+0jK5pzsBT0VhA0QCgzvERxrjfpUWFw+Ln/7hXGHLJkyijpGZoa/M4zdjaLHM+942vIO5Kjs8JlSBvBlWr4VBWJagY80HnhaFrsnWV9z12lvSe2BTabGM4n3nvWmkofRYkwjCx5MWNe5TpfnXK4Z1q2hEHis+fG4JEvXwe+cp0VmhO+kySd4e6XWdDQuk9R3lnUsgIM+eny8QhXemzLQm14r6LOdsVvaOouMfv1m4eMo5f/vCxyXYLV25Qdy97NRmnHyxek/zoDAy1LOYAqgMUDQDqHB9hjPtdslpxmPvQC+rOpa/uXXRc8iRil9QMbW02CZsmy5zPfaPFn0pZ2rqfEyQwcEIlqNcFZ7EvW3gIOR9Msf7/475n2PsJMRc5zR1DJry75pKkzwIpDhxhmIoU5Bs00nuBFFmaY5Ixk4Qgca3g6Xb0Q8rboN5BW7arOT97SvkgCekiSBn71dPrWfum8+waPZy17UvMSltF41Y0jrQdNfskxYJrYKhlMQdQHaBoANAA+AhjnO+ScMlNHswvOi4xt7WO0+V4AOhU5s46qdCKxz1v1/tG+7uwezyr6lQqKOqOZbJGFl2Hi/Dgm8sRYj6YvDC2pP8s15x1rPp0Nz/EzHZdF3WPT7pS21j8fI/XMyDNJcla3ZOQsjtXsL6nm5OkeJBSdYvA2xU7RycvZHPDGU1wQ7qI7hseHFTty0Y67ylEy5arQZXEZk+fGOyd6WJgqGUxh9j5Y4APFA0AGgQfYcz2XUnyYNGik13QuQtALeN0Odc7d9ZUNfPEoc0GOYJ8fgx+/aXTC8MVTJAQkbcc20KvuHPEdB3Sjsmhcjl85gOnJCiXzpHtbM8PZ57POK6LpWjMfeh5defSV5w9KZJKQ1mrOzeBnMu19z7D9naVnaMTqhqTLaSLxpQbplfUQ4I6jduqyJECI/EU2Oari4GhFsUcysofA3ygaADQQPgIY7bvcpIpQ5RvrApSDwA3b8E0BudMOUR0vygUpeiYptAr2322XcfnZ0xkCw+17OodoxMyVyiSzHOJcOszbhJjQWp1J4WArO6hlAypABwqR0di3ZaUgnYJ6aJzoYIDXIquc3zniKCeAs58dfFOxFIUTfezKu8c8CegaADQ4ISueU/Cx40PPJdYWGOUb6wSXA8AN6ygr08l8ducMYhRd94G5zooJINCN17bahYeKKmUmjlWIRE0VGiGLvE/i3Se+3oLQynPJGCTAJuda99euEoU2hPjfoToh8NR+oq2yzJmRGvizdu2820vpZRKJ3OqmpmuM6SngDtfXY4Zo5hD0X2ifLULuyeov/3zI5B8XkGgaADQwMTwINCi0H1kJ0vRcCnfWLU4Wo6XiBtWcPU9T7PGgEIralF3noQg23WQ4DlnxlHqpoXPGYUHCgWrSiJoqNAMm1DkOs9DeAtN55SdG3Rsbvgc17JPid5UGjlWU0jXOS7xMprCw+bMmJiEKlJC/AXff4x1zgd2tCXKdp5HX+xhff8vjjsoEZ6LrjOUp0AyX12PGbqYQ9F9oqIYNPdu/c0L6s0dekUQyee1AYoGAA1KTA+CdNFp9OojXAutrrt6vmrPTQtXededl3qyJAm/ZPm2CQ/3LHu1ZomgrvOVEr2v+uXTQyzOZM2+nlExSTLP6ZyKFIAbH/iPpEqTdNyK7rdEYfVpWHnzrKlJ+VrydtmSlLtGtSfnJpmf2W07O9pVX39/0oQy/738dtfeaxeipx9zkLG/CG13xxMvJ4rGtMMPZIe5UflX8ugNHWueAeCog0ZGqViXRfpedj1mCGMIpw+MScko+50D/gQUDQAakNgeBOlCJ4nvTYUFKjVJgvnY/dv3NsKK5e3wDS8Lmcx4e0H5SCL9GykDI/drTYQeU5MsiYBps+gWXS8JHibhwSe8I3TFGO58pbE5c9K4xLMzYHkeUOBMY52FO89JAfi7ny0rvD/dR76DpWhkx60wnGREa2GIDsfQIMlpofNOe2Rce7a9XO+1Zx8vUoBsIU1p2MzEd3YMqfBkIhWif/TomiDCdhH0PRqP75x/kpp54sHJ32gfHG+wzeASwlMgzbvwOWZRrgpV+eI+42XnWYFwQNEAoAEpw4MgWXS4L/Y1Pb3qA99YVHjusZLGQ4SXcSzmYzpajd3VU2y9MehzCt/wTUp36Rid91SZwspcQy1iFQzgztckNHBiZ/IjhTvPqReB0tyfm8+fKho3bTiJJg+AY2iQWHyzBgUaQypfW9RdPe2jQXDnJ0cBTsNmXFnL7DdBhg9pmFvK7PlPqrmqJalSR0qrTgnMetBoOxtZTwF5kqgbODXqs3XrTnExBoQqNS19xkN4IUJXKQM8oGgA0ICUVb+cu+hwhE5afE19IdYLQr64FvFQ4WUci/nXzpmUWFxNYzDaIoDYztHFkyW1FHKTN13CO2IXDIjdn4Xbf6WvX39/rrt/ZRLCddm8J63jJlESJYYGrgBKuQu6nKGizuAEGRI485NwuTYph43lVXCiZ3d42z5DegNRfxObh4LuN/VquWXYwPwlhcvk+aEwPe6cTBvp/cO//F6snLsaA3yqG7o+475eCNfkc+DPsAD7AABUjDLrl6eLDpVmpX9NHciJ/Kfp7xyBgra56u4V6u4nX02EGBK0ihYyEmZm3bpEXX7HsuRf+p3+Lu2tQJ8XHaOI1NJJC3MW+p3+TqETujFIjznjmHeyjpVuTz9kPV68qmevcsX1ZEmVTQpRkQr6tjHhelYk9yMNyaAckaI5wpmv0n1K5rnp9LP9Fzjj5htOorv3qQBqGhn6nPIWTAUjvnjm0eqLZx6TeIekzR5DhsoU0bLnGs5/32GJF8DG5t6diSCcvkfSeTTxoP3Zx0znb+r5oZDQLHQ+koaGWcE9P1ap4J5/70nna0jB3PaM089XfrE8Ud7yz1g6J7nk72nROweUAzwaADQgZTe68g1dkdSup/CjOT9dVmi1k1jLYoSX2SzmtrCLXyx9VWvx1kEekAtuGwilmjlpwBIsETApaZbD/5p1kjr1qHeoWF6EEPcjRtiVdJ+meU73h9Ocj8aJFCHbuPl6JHWGhhhlSUlwJAGyCsm66VmfPXmcmv6P/2Ys0mDzCEqMNdn5GztBmpuLZwsppO9KcilMcJTHLW/tLgwNzc5J0+sxXdtcmqCCOEDRAKABcRUUQifh5tEtrlRBxoU02ZLKrUprqMcKL+M0PqRzoOpSRaFiEiUjr0xxhNghwhHz9g7zTMa2KWu+9yNG2JXrPnXznH7n3KP0/tjGzdUjyTE0hC5LKslpiJ2sS9dASsb3Hl4tCs0qUnZTow732rLz1ycEKaSxRDdfKWk/nzPno7hL3qVFobLpnCzKAcqvbW37DqvLCoaNCBQNABoUqaAQs2u3TYHxFSzIG/LD365Wmw35DflFt8zwsiKoZKYJqWejP/O9/v7iULQiAbPnTV5DNu52rvhWqQpdZc13n0VCZGhPo6SrePYYXI9EqMRfbkWz/PVTKVzfhoG0z4NGtat//OSUZA7TNZiaSbooCzSWtmpbMd4nIY0l+fkaQ3GXXnt/wTOWNdRQhb5s8QzXRqUhiW2sq0egaADQwHAFhVCLimstf6lVsAiTklG06NYyvIwTQkBKxldnHqNufugFayWq/PcIrieLu/j/YesO9a1//b245CsXn/sRIwwuxj5DhyTZ9ke/5yscSYUxH6u7tKJZ/vpnvfdQY4EI7j6ppC7ljKRQKJDPu8ZFWYjxPnFRzjmCcKzy6C7v+aJnjI55+YyjkhyhKgn1MY119QwUDQAaHJugEGpR8anlz42/DUE2LCV0HHpoS+Q7R+2nbvj4Cck5Etyx+Uz3ePWrpzdoPVn5xmaUlPraVr1VvKVFqa8veHbv71RlJy1XKllATUIO934Q+ZjxGGFwsULrQoYkcfYXs8qWDUlCd9H1j+/s8Dq+bkxdc0CKlAVJc8PQ7xOpcs4VhGOVR5d6f2z3yzf0LCSxK+bVs7cEigYATU6oJFxpLX+1p4IUdealeFqX+vS+QkJooS+GJZLGXDouJFx+9azjChclnUKYKpWFCmfBH+neksDArZLDEXJs94MoihmnYgKhLdExQ+tCl9m17a9WwhhXoJ99+hFqzoeOHnL90rG9+NQJyfvENqY+4Ut5ZYGrTH1+xlHWbuy6+6f7TGIskQjCMcuj0zGoLLLEU1X1BnuxG+TWu7cEigYATY7vouJayz+tIDXt+gfV3587aUh9+rQz+AEj2hJrOpWXdPV2mDwUsXsrhLBEZnsTXPzP/6627Xy7cL/Z7xVZ+3TCxpY9CmG+jwcnT4Tr7eIKOabEVN0+blr4XKIs0XWECoOLHVoX2hpbJeuuVECkbuhF84eeeW4pU+pTQw3xYuW20OnNnTVUqea+P8d3jnASIgmTgMkxlkgF4dj5axTyNP/xl5MmgzboWul+VdmaH7tB7r+U4C2JCRQNAJocbnlT3aLiW++elIl8GFX+ZdzRvs/e8CEXbB6KsoU0l7At+v8bb+3SKhlqz3504RkcYWO/fYepn/zN+5Kk2Z43diRNymzYFlCJkENkhYmPnniwtTFduo90HEOFwdUytK5R8FHW6J5T80Ibnz/jSPVfzjgq2L3VQQr3mIJ+G75CuUmI1IUY5QVMm7FEKgiXoWRfezavVC3dJ06eXy2J6QF6uwRvSWzQsA+AJoYWuS/8/ClWYyvdohKq5r2pGdvexm+5BlccqPTtI1+Zzk5m5zRmCwEtDBROMXp4K6uxFCcWnKz6qcCehyNsUIWfYS0tSQ+HzpE8BdQ2B7hCztxFz2sbLXL2QcUAKCSD0xwwRsPBRiD0/PdpCMc1YLzv8IEkb+l56+6tdJ7bmhua3p+cJpWK2cDS1IhSKgiX0cgvHX9dEz76O31OuDYkLIuYHqDHHZqwVg14NABoUrhlJ+lzajRGL7Iid3WI+FmOa9nWf6IIOtM7nnhJzZ5+ZKViYAvzJIa3qgu7xydhBa6CF4U96cZQKmyEymfgHreoYWNaS5/GhQMlD5NSGTLEohahdbUg1vx3zYPizpuFKzeov/vZMqfzTu/tDxevZnnv0nmeD+O55qxj1WXznhR7vny8wZJwHBdBuIz8tUGhslvfUpve3JGEwXWNHr5XMSNjQ9Wt+TE9QH+I6C0pCygaADQh0rwKajJGP0ULuEu8s+vLMi1reHTXSFZyNHcxLjMGVpsnsX2XumnhquTaio4lEbyKrlUqbNB95fQxMHm7JMfVQeN0zzJeQ0c6VowwuCrmP4Qk9vx3Uda486aoAaLkvOkcPt09QX3/kdUsQVGnkH32tAnq3qfWR1GmTHD24SoIl6Fkm54tWxli39yHUMQMs3xnjfs9hQChUwA0Ia6WtCJ3NcfNzoX7sqQFkCzXVK3GdzEmpYs6zZrCF0xhXek+OKEbnFAJ3bEkgldROIE0xGMgjvp46/FsC6jtuBw29u5UYztancJTgHmOSuakT2iVKbSnCM581e2C+9xmz40TKpQWJCgK46Eu49ecdZyaf/E09e3zpiT/2kI2QwiHnH34hEJJ71tI6smaHyvM8r0eoXlVAR4NAJoQ1xezzl1tcrN/ZFKX+kGB1bEov0DysqRjU7WauQ+94LUYUyiWrgwvx2omCTnxqU4i8RwVhRO4WN3o/Kl8LSli+TEaM6JVXc/oo8FpKsfhnMkHqx/+di0Ssx0wzdHRw9vYOTQUhlhWQi5n3hSVXXa1dnP6kdjCeCh5nZQLrjBOHco5ld0kPT103odalfL2od6s+TE8QPs0QFEKKBoANBicMoA+L2bdAq57ydLvHEVjxjHvLD02lsbqdsa56ZQzaciJj4VO0uxKJ2C5CBt7S+u+sFE9+mKPU2dw03Hff8RYdedSe2jUu8aMqDtBKRaSUp+2OcrNfynKoYlZXpOukZQgOr9fLluXVKdzMWBIjComQTFGGM/v1m52VjLyAia3T03MUKjQJWhjV7+KQYwwyw/XoZKYBYoGAA3EguXr1NX3PJ30p0gx5VX4lKXVCcOulvhfLH1VLX5ho+jF6WvtoUXx9e16b4ZJOXMpO+hroaNxoa7fPgKWi7CReI8mdiY/rhQdl/okXHn3ctb3x+7f3jSJ2SYkHjTOHOXmv6gICbk6wbToGil07twph6gZx3WJDBhSo4pOUKxl93kqFJF9T+UFTInBI1a+UYxiAo1gzQ9FPb/7oGgA0CBcv2Cl+u7Dq7WVe/KLDdc67ruAS2rWu1hIddYeKhtL1lBduVfJQj+ibR/VtydG3bU2fSgLHV2Pr4BVq+Tm7HFJMLlsnr3qWUpa2rjeE7N9rL5SDxpnjqb5L5t7i5sd2nBNyNUJpmdPHpfkO+TPhc6P5v179oxX2dbuGGE83G1vvmBqUnZa1zW81n0WYhYTqHdrfkjq9d0HRQOABmDB8vWFSkZKf8DFxmUB1y0WoRbGP5W+fV7dvnh1Yv2jHyqDe8cTL2sXJO5CT03yLrjtsUEWOhcLZwgLXT2GE/hWPXNNdqxaN2Efq6+LQMmdoyceMlr923MUFueOxJKvE0xpXHTvsaJr5DxLBIU9+c4B6XPHmXvcfZrCFGN3pbbBKSZw7b3PeK099WzNB6g6BUDdQy96CpeykW3qw2n+VoSPuzqtFEU15024NiCiijA3LXxuSCiUqbGTtCJSdl+uFk7f6iRlNNOqUtWzFsfroXukawBYC1Lh2rXxmEvjLu4cTZUMnynDPZZUyTRdo+1ZIkLNAclzx517IZ7lWldm4jzLVCKbjEA+1LL6FfAD5W0BqHPoRZ9NlOQsNlxBr6N9H7EwbCqBSYsDt+O0ZGF0LRtrWuiVZV9UMca17GCqdElKYTZSx2ruvd2/fd8k/I2SgiWlVH2F+tD4lDX2ESilirSpipMKVF7Tp0ldyuLne/aOle5ZIkLPAc5zJ517vs9yyJAul/LFkoacVejiDcoHoVMA1DkSgTxdbLjf+dpfnpDExnPd1ZzQkBixzj7hA9ywrvy+qGKMTxiUb7xtPYcTcO/tmzt2J3H59BMzxIgD7de18laI8BaX50aSH5WehwTdPDeFDW3Ysl35Mveh59WdS1/ZOx/yz1LMvAXTc0fHpTAh6XFdnuV0jKmjNuXYZAuASEMpaV9U5psq8GU9wpxnTvKerkIX7yqHVjYqUDQAqHO4L3pajNLFhvsdUjK4wjA3IdAlx8C2IPiGD2QX+l89vV7986NrWfsiN36sREXOIljl5EDT+bt0k+cmlsaIWae5ne8lQsIu9X65gdFLhDs/SWiM0d1ZokhLKJrnNmMD1/vqMx+4c+DGB/4j6cUjFTB1zx2FB1GYkMvckzzLRWNcBMfgUTS3Jc+cpIJhFbp4x6ySBYqBogFAncN90X/tnElsQU+aUCy1IEo8AWV5SbILPUfRSPcVw7PgmzRcayud7fyllnaJJTp0zDpdi646Gwln9Bk1NQxh9b3mlyvU8NZhhfvyKSTgokhz6M/FWnGMDVSmOMixDfOBe2+p2Sf9kBGG3o8zTzzY+Xzo2ot6jYTOl9CNcRE2g4dtX5xnTlrBsNZdvFPvDRUKKbMvTDODHA0A6pz0RW8SJS85bcKgRTR0QrE0UZUbl8yNd7bFokviyF32ZUpUlMY9++QXuCRAu8Rlhzh/3RzwLRQQOmadQmFs2PIraK50jbIL2G/ueDsR2HT3SxLPn7+vBM3NjwQUoF7bumPvPeXmobyTmaNFwr/rfJD2zqCwo0vnPZmUCHdBWlzDtWEqHYe8D7YnlEp7z5lxlDHvi5uUz3nm6BhzZkysfBdvmqfdNywqVDIk+VJABjwaADQAuvCIAzva1HWJpa6443OosB8XK7LNExDTS2Ii5L6kngmusFZkXXSpZR86fEB6z/JzYNVrbyQWZp/5FtJbNxADrw+F4YaE0LXOeu+hWgEnj8mCzPGgme4rfVcatqYje09H7tfKMjbQf2weWPr81186Xf3PB59zmg8uoXkEldad/K4xg96XHA+hJME9b6SQeCDJEl8U4pRny/ZdSQW+o7v21z7H0qR82zt+9vSJav7jL2vD/2pddpvrCYpdDrgZgaIBQIPgEsITKuzH1YqcegLSxfa+5ev2noM01j6k4hRiXy6CP2fxL1oEXZJfJefHFYZc8iOyIWtkeecIlrYQuFCKYsguz+M7O9j74iguus8491UatmYivaep18RGT++OvcdPv190f9r2HZbkT7jMB5fQvJRr7nlanTlp4DnhKuKSeSINC02hZ5CStSWYFFZpCJPtHU/HuPZs+31Nk+ZN75NQ4Z/ZhPnr7itO0q9qiFcjAUUDgAbCJTk4REKxjxVZt9jOnKTv6O3qJZHgsy/XqjemZOAs+e2kAr7k/Kg/CVcY8s2PCOWNCKV0huzyLA0ZcRF0uPeVQmrCJ4jzxDgaB5qDdPxr7105aC7n74/PfHBNgqdO6fScbNm+k62Ic+8thRflw0IlXd7zPYJ8LPOS+cgNO+U8dzblKpSXlZrYUn8p1+IDtQzxajSgaAAAvHG1IpsW29uY1judlyQErvtyrXy06U17mE7RdlIBn3t+FKpx08JVbGHINz8ipDcihNKZ5lbYwqc4gpikOo+roCOZd0PD1t5MKmm5csrhnerOpa8KlYJ+Y3K573zIXiP13uBeHyk///Avv2cbCjihWvQ5hRfF7vIeSqnPIsnXMz13NuXqs6dNUN97eLXIC1wE5droOszbqHWIVyOCZHAAQBCkjac4+Qi0toVI8C4bV8v+2I421vfy20kFfO75UaiGpMlciKT8kM0IfbsJD4SDHG/djiOIcYo2+M5r6bzLjk/3kZ3KhfR8px1xoKhzNgmOeQUum1weaj6k1zjnQ0exEsxTRV5S3MJWXKMlN0eWvLgxWpd3qVJfdM4pVL7ZVlGN+9zZ3vf0c+tvVms/5yZpL1i+zlnJcFGsgB14NAAAwZBYkTn5COma4mvdLhtXy37X6OGs7+W3k4aYcM/PFKqhy7cI4ZGoUjNCOhcStop6DYwZ0aquZ/TRyO6LhGNd3wLfee3jUXJJoM6fLyd0xsWar5sPBOWGcOYI/Z1K2FJ1KRNUQGP1xl6nsE1OuF7St+LOFeL9Sz1iSqOw5vMfbj5/qrru/sHnTArGhe+foGZPPzLYMyd537smadO1UbiUK+S9JMOCa2nbKpQWryJQNAAAQeGGG3Gtr5/pHq9+9fSG4A3xYuIaW84RJoqEB6mAf/JhYxJvkWlh5ybR0n0cKrycpK67/1mve1alZoSpoOvaGbxoX0WdmH3ntU9Og20O9e8RQLMKUtH52pRE17DC/HxwieWnEt+XvPK60eJNORo/XvKSclHYbNcu6YGR37+0X0WRwqobs2vOOlaN6WiPKiCHSq427YfGXdch3QaVA/ZRrNAAUA8UDQBATeBaX2nhvuIjx6ofPbpGrd20TR02doT61Cnjk6o0VcXVsp/9nk5QNDVl4yZA/27tZqOSQXCFoTU9vUmvjqHCy3FqTEdbw1j36Ny7J3YmPyH2dXki2EwMagENkdNgmkNcL5NJSQzRUNGlolvKlTOPS0rY+iQK2xS2omvn9q0w7Z+u6Tvnn6Rmz3/S+PzSLZk7a/AYmMbssnlPJmNGoU6xCJVcbdqPizITohu4z3xsBqBoAABqAtf6url3pzrtHxYNiue+9Tcverm4y8C18pHue5wFkRtyxF2QDxjemtTk190fsnDrOuxeNm9pdOGl3sMbYnhtfCtu0fwZ2d6q9dz4ni8ppj4CpWtFtyzUJ4NK2GZLn3It4a7hbdK+Fbr9k1dmrmpRl87TezbmzjppSC8Q3zHzhROaR4emegCuFee4ysyo/fZV//3s45MQVN/nvwpjW3WgaAAAagLH+nr25HGFCyopHRRC4JKoWKZw6ppr4JOjwBFeuQvyhd0TksZfuvujExhcFtgyFACyPFKn76zS6huXXUVc509R+MedS18JFqZI93j+4y95NbXreYOfqG16DtLnhHI8JOE2LuFtdP5U9YoDKe83WPJ+SIm4ZRjfGOEarlb2+/7iUweqTrnmd3HzWG742ImFTWxdqMLYVh0oGgCAaNiER5P1leKGr/qlObGPkmpjW4p8Y29drdYxcxS43iSKWabuwkX357z3UKfr54IssGXEN9MxiuLby1Zay0I6f2I0cHTttE5zy9TUjkOIEK0s/88ph6mPTBonVoCl53/zrKms8DyJMhl6LGJ62046dIyzN84WekpcctqEYEpGlca2ykDRAABEgSs86hZMSrwtqsyThT6n7ULEzeuuoWjRWl/nsbeSWH7d/aEu7iEW2DLim0kwJqU0ttJapbAsyXlScYAYDRxdha3xnSOckqez+PZ0yUNKhlTxl5x/qtxTmeDQymTosYjp5fWtOKdTZqi0MVUdo9CzkMQY20YDigYAIDhS4bFowRyIEbfz2xd7jIqG64JoS97sr/PYW0ksf9H9CbHA+sY3c+9tGUprvVSdKTpP6stiSox2beCYRzJnJMnTPg3XuM32pH1NpMnfMct1+1Qjq4WXN/08fb7JqFFGyGoVxrYRgaIBQJMSy/oaLjmOdy4//O0adcIhowsXOJ8FkZO8yQ0Nqqql22dBDrHA+sQ3S+4tV2ml7VwUjXqpOqM7T271JVMDR85zLZkz0uTp9PtSgT3r3dNBuWLS51Vy/rHLdftWI8u+vyiZX1cAIqQHsqj8cxkhq1JC9Q5qZKBoANCExLS+hkqOo8/mPvS89Xi9O94uXOB8hb8NW7Zbj83ZLvRY0yIcop9DiBwS3wXWNb5Zfm+5Y9NSiaozMRRTVw+BTwNHnznjEtOuE9g5uWKfPW2Ctr8GJShT7oBkv9zzn336EWrOh46OLoi6ViPj5piEqrCUNDTUNLSsmuIeqtJbowNFA4AmI7b1NVRyHAnP+QZhJrILXAjhj2vlNW0XeqyLFmFSxjiVaqq4wLqEX7ncW67S6qJwha46E8sI4OIhSKFRHM18Fm3PNXfOcOcGFY3oHNmuVcg440lz6t6n1huPk59Ttv1yz7/7yHeUZu2WejClOTK+FZZsx6tyudiisaXcp9+t3azuWfZqpTzZZQNFA4Amooya36GS4+j4JDxzOuHmF7gQwt/Y/dsZV6HfLvRY66omESQA1qpyUtnhVy73lqO0jhnRmmxXy6ozMY0ArlVv0rt44fsnGKuMSZ5/zpzhzo1Pd08Y9D2XMB/pnOLcJ7q+Ksbucz2YPh4w8vJS2WDJ+4B7vCqXi82OLc2RD37zocrnbJVBdVvrAgCCI1lQXUkFBN2y0iJIrqQXMgnPo4e3ioSpEMJf1yiewqTbLuRY0yJM/R9s0EJN29ZqgaXmfPSvND6eyH9DF37lcm9TpdXE9R87wUm5DqVY2xRT3/vLPU+qzpOFPBn/7xkT1dRDD0gaOKoAzzVnzrjMDRLuqEv9rFuXqMvvWFaoZBSNp2ROce9Ten6S89dBxyTBnSzj9G8Zz7iPB+y6+5/dew/oX7ondG9CHu9XT68vbSykpIpo/no27FFEbWPRaEDRAKCJKKPmt4uAYFM2vnP+VJEwFUL4SxUmEybByness8LFDxevZvUf8FUSa0EaSkPW3Sz0e5EF3/XepkprXjGke+jjCQqlWMc2AnDPc8mVM9ScGRP3KhXkBfr2g6vUp37wuDZHI1bSq2Ru6IQ7znhK5pTkPknndhF55YkruPviswbkw0k5Arb0eP/86NrSxoJD+r6++8lX1VV3r4hmMKhHEDoFQBNRVs3v0MlxVFteEoYQoiJSvhqNNNnZZ6xdm5TVa2MoSfgV/d0UBmW6t/njdFLYW79SPb07EiHBJYY6VNWZ2EYA7nku+v1rhSVsTcRMeuXMDZ8wH9rnR088mP2+kPaP8QkttIVo3Xz+SWpMRzt7v5IiAyH7PnBCRV2PV4UEccn7ur/CoV+xgKIBQBMRq2Z8zFrm6eL4kUld6geL17CEuVDCn4/C5Krs+DQpCyEg1KoULzd2nBrGmXIt+i33Nj0OjfMXf/5UkBjqEIq1j2LKvWe286TnlSzE3LlHCh91siZDQMw5YpsbPmE+NF6S94XLfXKp7MYJ0Zo9/0mVNYyb5q+0yABnrZBgE7Bdj1frBHHX9/Uf6tAg5AoUDQCaiFg1403H87HaFC2OLS1K9Wfe6jphLpRXxVVhclF2fEuQ+iqJsSoehVJe0vGxCb90v8pOuvZVrH0UU8k9M50neXUkAjspfMOGtQQV7lzmiovQlh9P7vsivU+mcUqfQ595z1Ge8tE3uvnrMt9N7y8fTPfqvPccyio4UBUvgc/7+p2MnK0q9l5yAYoGAE2Ga834sl+AusUxXVwv6h6vZhzXZTx+KK+Kq8IkVXZ8LLO+MfKxKh6FVF4440PCr0ngiFl5jTNPdM+Pi2K6YPl6dem8oUaDonvGeW5dBPbsd3zfDa5zRerF040n531B/ydjjO79SdDn5Hnzmfcu96Jo/vrMd937yweXUNERbfuobTvfrpyXwLWpZJfFIBSzz1UtgKIBQJNBC889y8xxxrqFp6wXoM1SRGe14OkN6qqz7IJ1WR1idUiUHdeFkkqzUtWk7D2QCH0SYYTwrcPvqryEyGMI3fdCgu35kSimC5avS0JnFOOecYVel7C79Du+7wafuSINuzF5NW3vC07PjZ/++yuJwcZ13tMxet6wF38oo9R3/v216rU3WT1puB5XW+gRFSb4s8PGqgtue8y6/5B5JRyk7+sWhkEodp+rWgBFA4AmY+6i540VjHQLT5kvwFoKg77oBHzOeXIXyq/OPFZt2b5T2xlcKvRxx3vuolXqjideZu03hucgRDEDrnDg0gvABPf54SimtK9L5xUrGUX3rCi5u+i55YQFFVlmfd8NvnOF4w36/Iyj1PjOEd73kutVU47X4lMIIkSpb9v7i54JV0UjH5bLMSjR++Zv//zISvYkkSo2XRbFu4w+V7UAigYATQQtYtwY2HxIRJkvwFAVeMqOc5UI+EXnxo3T/8wHBjcpy5+DVOjjjjen+VkMZTEdqw1b30r6PGzqlVeckgoH1AsgW6bTx3MnfX5MiiknTyXL7YvXiI5rCwvKW2YJ33dDiLkiDVN0fTf4hufkr4XTYNAFl1LfnPeXT5I4eYK+/OFj944z975Td+0QxT1Cw3lfj+1oU1efdazqGj3cOsfq2cBmAooGAE2CVEDJLlBlvwBDWK7LjnOVCPimc/NZUF0VQp+QA91+QymLXAsvV+DgCkq6XgAunruQz480LlzX+6LouJywoLzwbksg51xbqLnCDVP0eTeECs+h83P1XtDl6NowuJb63ty7U102z/7+8kkSz88DyX2nxo4hS6aHQpfAns64r587iX1uZfS5qgVo2AdAkyARUPKxtGW/AH2boLl0ZvXpvivp6mw7N8K1yZdr0zfbeNso2m9nRzvru6btJE3YuE3QTA0lTbg226JtFz/fE+z5kTxjVIFLclzuO+Jbn5i8d5xDvBtC9vexdRz37drMaeTJgbwXkgaDKdecdayaO2tqMnfz89dU6jv7eRaayf/5z96l/sd9z7CbzOkaEUrngfS+03Ef+cp0Nf/iaerb501J/qXffSviubz300aKuggBSVPGsvtclQ08GgA0CRIBJW8VLvsF6NMHw8Wq7+v94Ar4S17YyDo3WjxdqmW5Cn228eaK1YP2y5Tin1izSXVP7Bzyd078tiQsgRNmYwrLcvHcSS3WnOdH8oxd+P4JrFDJdJ/c+UMNDqXnY9ouRINNDiFCQDnhZaTgbdm2y3gt8x9/yaksaufIdjXzxHHqn4aZrfv50LCbz5+qrru/eC7e9KA556Jo3ue9R5S8TuGGknngct9DFvdwfe9zEthnT58oDuV6b0nPQdnAowFAk8AVCOglmX/J+noYXNBZzWyWIqlV39fCKRHQHn2xh31uNstsET5Cn2m858w4Srzfnjd5VXN++OiaIVZE+v2Hi1dbx2pj785EyeCOT5Yi6+g1Hz2e9V3O/ZZ4YyTPD8f7REPxnfOnqtnTjxQ9ty7zJ8S7wWR1DxmD7+rxy99Xqiil45LTJqgbPnaC8Voo3MZUkMPXup9a22fdukRdfsey5F9SMsgbwn2WuQaK9B316e4J4nlQ1n0vwvW9z01gd2GfGo5HTKBoANAkcAQU+pwsMVV5Abq4yiVWfUnIUxgrc0vUEDRfoU833iSwmsJwivbLHZO070VKKiRxrKO+4Xp5Za5rVBjPnaSRl/T54YR+zZ11UmL1lj63XCVmc8ajEeLdQOM1eniburB7vBrT0eYdgqLDN8yLI2RSjgtZ+k1GEqp+JUUnqOeNESYBmiqV3f5bc6K/67x3nQeuBiUffN77IZRVE7UYj9ggdAqAJsEnHClkp22X85a4yiVW2VBJulyXN+2DUxrSNQQtvcefK+j8zhX6isabhBddyU6iv2C/NCYHDG81JiPnBTtbSAJnrFyrCdH3+vr7jeecD13QHUuSD+Xy/OiexaKwD8lzm31H6CDZiwTW7yilZp54sPgYnPAVCmE7d8oh1oac0nvu6vFL90+5Ntz3ha0DuwSJwmYToE3Psen4nJAd13kQqrEqF5/3fhn5ih8ueTxiA0UDgCbCV1koegGefNiYpPwgJdNV4YUoiXO9b7m5cSF30eAqcVu2Da5kVESIEDTyPuQFitEjWpOQDqlCyKlWRg0D02Z+2TEhCzWnXCfNG4kXQCf8+MRc23Ip8sKe6Vg7dvexrmH26UeoOR862ul5kQgj0m0pnn/2/KXaykbJuc9/Us1VLYnnRHqMFJ1iubl3l/rB4jXqPYx3ieSeu8TAu1SGSt8XOiOJtEQs59nlhBu6IPW4uQrJZTZW9VEWyspX3KfGjWZDAkUDgCbD11qSfQHSIvzBbz40aHEji/CF3ROScJtaKBwSz03IRcOmxNGYU0iQjWsY3c51mDwClJzqAsc6v3lP+FN+YaQwvNt/u0ZrRc0KdhIvQJHw49o0jutFySrjtmN9fsbQ8MMiuo98h9czIhFGJNtS+JKt+M6AZ2OpumXYn8ZVcgzfxGz6PjUjlPR2sZVmpd/Pe8+79/7u4mHjvC+kJWJtz26oJn9FmBLMdetGlYVkSdf1ovtoa2pZrwnbMYGiAUATEmIh0C3CFHZClW4oFtjFgl6m54ZjWRyISd/JPq4pXIIjCORj1IsoWvAJk0eg37Gpoo/1j45Dc6BonuSVBUmoQf4+ugqtHC8KeYdunjVVTdsTA885FlUUonyP17aWUz0mdGNKyb1wbdTpE75C755r712ZNHBUwnuuezekkOJCybyUOE15QhIlQ3JfbeeRh7Yb2d6aVPzK3mNXZch0/lS+uOg4ZfYlisGC5evV1fc8PaRHjuQ+cqqO1WPCdkygaAAAxHAENLJiU67ALTVKYON4brgx6dTIispJcq5Dp8TFbGBHCz5VsrEJLPQ5hVdQhRjuQujr9eEqfdzjkACYP39XoZXjRaF5PGxP12zusaiiEFX3uWnhc9E7GccQACVhH66NOl2fB65gbVJU0nfD3EXPF5b/TROnJbjc1/Q8vvKLp9Qvlr5qvZYLbnts0D0m7ydVk5KEG1IYVuoh0c3LfLlpV29hlbh+wUprx3vOfbRVHfvsaRMqPxZlg6pTAAAxkjAXaYOzkHBKxA7EpJ+kWlriXkeobue6ijKcfgkEWWkphItTtjdU+VJO9TDucYqUJFehdeHKDeLvcY9FlYViV48JUZo5RFM6l8RXl+dBmsdjO7c7nnip8O8uT7ntvuoawz2wcoNRydAxoAzxG/6lTwx5GCXzMlRlvlqyYPk6lpJhu4/cqmNVHotaAI8GAECMRLBwtXiWyao/vKn6DWuDtFFbjGZMnAWfi8QS6VutLLsf09j5HMdVaL172avi70mORdcbq3pMiOZzLtXLQiW+ujwPEgOH7dxc9qVL6KdcG9N91XmdyDv3P+7jlXH2febzHkTuvAxVma+MkD/dMShcytVbWtZYNDJQNAAAYqSChU+pv9jQQnT74jWsbam8petiaArT4gjsoQQjF0E0dGljnYDhehxXodXUBTxl//Z9B31PeqxYibGxhR6aF5efMVH9zwdXGS24rrkmLoql5D1iOzffd1K6f1vVMFPYkTQ8y5UiAZo7L7njtGHL9ughfy6KCfc5T7uum/ZXRmnbRgSKBgBAjK3yho9iUoaVKwsdi9PrgaAeGHcufcUr/p1ipPNVmCjh+HpL4nzoxUsqiIaq7W4TMFyOw8m1cRVa39yxOwlvyVZWCuHh8cVH6LE9Yy7lfjnkj5s2tuMqllIDh+ncJPtyvc8hvZA+ypAkJ8t1nCgkc3jbPqz3okvOh2sukuS9abvWskrbNhpQNAAAYrLClmnBlFo8a1HZRCrAuyZAmpJYqTxsrRYvyfX7Wue5AobLceh7lIh5629WDyrNSvLVxacOTdCUjGfe81Or5pUhhB7bM+ZS7peD6biUr8PpzcPtP9E1ql1de/bxg84tr+TQMTieqTThWnKf/9Tg749RSs4WEUvp5Y45VebjvBddQv58ktG5z8mBHW3Wdco3/LVZgaIBAHAiFbauuGtFYZ8E6UJXq8omUgHeJf6dk0Ro2x9nkdNVlHG5/tCepZg5BdlqMEN6I/Sr5O8nHTqmMPmcIwgWeX5q3b3Xtfmc6RmjRn22KkbUJ+fmC6aqaYcXF1fwfbaLevNkFSFb/wmq9pXv4aNTcqhMKc0Nk5BOxzxzEv8+x+xpoVeGBkrxxlB6Od5CyTMsDfnzfW9wn/PrzpnEyjOrgjez3kDVKQCAM7SI/e7qD6k5MyYmAohrdZ1aVjaxVTuyLYYcJIurbZEjWoQVZaTVokhYospUs25doi6/Y1nyr6RSVVGlHVvXYumY+s6f7Hj69AmxVTWLBWc+ZIUezhhdc8/T9nK/23epYXtKtBVVUfK5N5wqWqmBIz/HaS5TKe3LZ0wcomTo9klKBnnBbBWYuPdZd6xYpA0Gz2RUdTOhq4iVko752I5W6/nYnmFpyJ/vuzN9TkxP5iWnTdjb4d6Gbv6FrCbXaMCjAQDwgl7klydWxInO1t1aVvOQdumNmRxo244bspNa2ql8620Fie4m61soz5KrZVc3BiYPi+v8oesgJbmou3SeNT29KjZSL5IkhIszRhuZjSkpZ+XvfraMFeLIvTdLXtjItlxzvUkcaziVI/31l05PQrV8PFMupXdDkDYYdPVecMNV6f/bd/WpOT9d5vUek4b8hXh36p4TUpy+ds4kNfPEg1nHqIo3s96AogEACIJP/H6tq3lIu/TGSg7kbMdtREj3gn7eM2EsO5eAa322hTf5dCsuGgObMKTrEM2ZP6Qgz3/8Zes+SKA7umtkNItl0TVyBCGu0BPy2flBgfKqU0S5x330xR6Rssh533CVHFIy0n25hgyGrAonJXTemG5/1O3e9z0mDfkL9e4MrRzEqibXiEDRAADUnCpU86BFaOR+rUnoQF9/n7rjiVeSBMcQSX+hkgjzQtBH9wigpsVTssByhCX6fO6iVYkXK6RlVzcGNmGIQl9+/rtXnOcPjcO1Z/MKG/jkkJjQXSOV5aQSqJe88rq6cuZxXkIP99kh5WZz7y7tWNClF0VJ6eLl+c8sb0zziotJMZAaMKTFKLLHXvXam0rCmBGtSREIrheVtmsRjr0Jl9yHEO8xaZ5DyARsKAe1AYoGAKDm1LqaR5GAQSVn0wXXN+kvRBKh7hyJbDJ+kWAUuma+ybrvYtnVjQHHw8Lp+GubP3Qdn59xlLG7eqzwPY5iRtc4+V1j2HHk+f3TOVOfg7EdbVblmRKLL5v3ZOE8pd9NaVJFY8R9tml7Kh9tg5SJ9JooNJCaLmb7JGTnv8SAIbXuu4YGzj79SNV9ZGcyLhSCxtlHOvYhm4q6hBuGeI/RvRs9vE19pnv8kHtX5GlFAnb9A0UDAFBzarmY6ASMtHpTvu+FazUXn5KounMsqvblU6VLWvJ1+jEHDYltdwnRGdPRqs6dckgigJAgws294MCdP+M7R9QkfI97jZSoTdWPJM8AVxjOV1n6p2EthfN05qSuwpwf0xhxn22qYsVRSDb37kgKE+iuKTv/yRrP2efu3X3qijtXGBXaa+99Zq913yU0MD3WnA8dNahMct7bSIpgUTndj0zqKgxZKztvzPc9NjQ8sE395ZSD1RnHHJQMUs+bOxKvctYzVYVy0sAdKBoAgEogWUxClV7lhA/st+8w9ZO/eV+yAPrG9brECUtDkXxKxUpLvk67fuEQazJVweFAlvNXX9+ufrlsndrUuzMRYOkna5EOIdSTIPP1cydZhRGf8D2f+ci9RkrUlnhTJMJw/hnTzVP6naNo5MdI92yP2ZODkh7XppBQOVrytvQL5r9pn/T79l1vq0/d/rj1mjZs3aHmLno+KZ0rDQ00eeyK5k1ROV36naNolJE3ZnqP6a5JNx9JsaLruuvJV42eWSRg1y9QNAAAlYGzmIRs6scJHyABg8p5UmnLEEjjhF2s+twwiiKhgMbxc5aa+SlZJYMgyzGFVVFIF3mETFZkumdfu//ZIdvQedPxqVRpiJycq8861tpALAkt2vpWkp+QvyZODonPfJRcI1cp4SindK3XfPT4JMG3SDEqmqc+IY40Fn19Sl19z9OJYknQWFP/h2HDWvZ2hdcZG9LGef3C+a/b5wF7ciSKvII60tA66fNYZCyxzZuQY18EbUdjoLt+2/6K5ofumtI+HyaPUf48Nux5D1CIFa0J6RxFAnb9AUUDAFApTItJ6KZ+ta52FfvYpu+aBJ05lnwFmzU5RWeZ5giN1Ajy8atmsLoSm+gaPTxoaFFe6S1SylJl6aLu8WpGRkgqgj4zKTguSglHOaXjkZIhEdx8QhxprC6bZ392Td4U11LJ+X127t+uvvAze5nWIm79zYus7WaffoSaeNBIrbHE5T123nsOLXwuXcJLKT/EpGT1C/dnuiYqaCAl3Q95O+jH1ZgEag8a9gEA6oIYTf2qUO0q5rF137U1Rpv4zv1V16h2p2PS6JMAQ8nVuqZWYzra7I3htu1S//RvL2ib0nE4sKNNa5GVNFcrasZF84yUIRMUZkTNDrtvWKS+vXBVYUM0EuQofMiGrrmij3JKwqYUl4Zl0me3qEGei8Kdnf/ZfZKHkjyVLry5Yzdru+4j31HY4M/lPZY20NQp/5xmcdmmfItX9ahr711prYpFyhkHzjX5km3aaDoPThNJUC7waABQMjt396kfPbpGrd20TR02doT61CnjVdu+tdf5Q+U9xCJGU79aV7sKcY4mQaHovDl5KeRt+K8fPS6Jh0//LoWSq6k7cdGcIkGAw+2/XZ10nnfpcUKcM+XgwjlsCy1q2ZPbQWFX5BEpehYoXp8bdkNhWVkhMW+dpT4ZVMJWV0GrRWhd5iqn9yxbp756lrzIgjRePsSzK1W4TYpZTA+l7Z0hHQtbrg01nKReMNKKdTYorCxUBasQ2HLPQobU1oq3K74GuwJFA4ASuX7BSnXrb1YPKhH59QXPqotPnWCskx8byUu6Vi/DGGFO9VA60bVzOQkKZLF27dQ8pqO9UMAnLwGngzTNDV0YHFdoJEE+jbMn4eLGB/5DzX3oBcVFZ5HldskmJaPo/OkZuH2xvayujqIQGXr+qYRtNofBVVjihmNJE8yzSOLluc+kqWmiJMTM9tzG8lBy3hmS9xhHIaau4KRoxGieWbXQUp1CGjqkthb8SwMoSjpqb0YFoImUDLJY5r259Dv9nT6vBbYwmqyrOnXhUzjI5XcsS/6l303u7FDECnNyCQUpG905mtSf1PqXDx+QCA90XPJKzL94mvr2eVOSfx+98oxkAdQdu4UR5kOfjR6+r0j4JMGNwlHKtGjrtiNB5/Xt/CRibogM9cl44qszBo03jb90DtJYUblgDouf/2P0EBPuM3ndfc9o3yXcEDOS779z/knGMUu9hKHNB5x3huQ9JvF+hGyemUK5LNxzLZPscxkjpLbsUKx/EazB9Qg8GgCUFC5FngwT9PkX/uKYUsOoJN1hyTpeS6tRzDCnskon+niD8ufY88aOpJKL1PrHFQpo/7TAFp2nrxeIPvvQsQepXyy1h1BtenOHUxhZCIu2brsQFlzd/QlVWYeS0DmlaMlD9OMlL6kLuyckpVtjeO+49428FaZ3iS3EjJg7a6q1saGrl9CW/D3nQ0dbx0/yHrtv+TpvhdgrpIk5MJLnMsR4Z5/LGCG1ZXoY3nbo0F5vwKMBQAlQTobNGEKf03Zlwn1JL3lxYzSrEdeSlAoHRP51mxdwXSxRRQmoIQnhDcqeY+fIdichhGPNpUsnJUZ3njoPC/VFoHKUaeM9E9QdmQPlSqSY5kAKleyk0ripMFA0F2xjYPPKhLTgxgo7kVjtyTtDOSQnf+0B63x0fbYkSf2mdwmFmH3n/KmD5gVB10r3nds9XTeHaT+XnDYh+VcCeds47wzJe6yzg/eM67bznVs9vbyEecn99Vkhip7LGOFdZXoYHvf0WtUD8GgAUAKU+B1yu1BwX74kUMSwGrlYkmxN/aoY6xojhtjVKs+x5uZlvKLzzHpYyNtlarxXxEvMuZ4vT2vqi3Dh+wdb5U1zwccr45qg73Mfpd4wF6s95cSkPUyK7pvPs5Xet6vuHpyDonuX/HDx6kSZLrpWUiaKmtqFTGr/8oeP3dtfhUK6pP1VgjQn5V6OZjtfhdj0/fx8pHGUFm2QeDd0z2XokNqyPQx/qFgeTAygaABQAlRdKuR2oeAvRP2lvAy5ArlOOIidFOgS+hRr4fJtnlYkFLS0KNXfzz9P+nfL9p3q9sVrRGNO94ka+9nQeRWK5sDJh41Rv1u7OQk3od+p47CtbwO3E32M0BuJgOoq4Ovus42i+Rji2aLPt+98W8352VPWc8iGBRZdKyfEjPO86vaT/fvw1mHJNSqmUso5LidcsycTNmiCtis6po9CTKexWePRMM1HyikiJdEU1plCZa6LCh8Q3OcydEhtrFCsei6x7gsUDQBKgErYUnUpU5QBvdhpuzLhvqRPObyTVe3H52UoFcjzL/nYlihXYS/WwuVbMSsv6PzmuT8acyaKzlMy5kTWQmzDVtI1Owfo3nzwmw8NGmf6mu28SChyzc0xeVYIU+lbSUUzXwH/TxW7nlNzH3pecfC5z7brMTVQ1OFiKAjp2WR7IITHtSlL3Pfpmp5tSXijxHNng9YqKm/9T3u6tkvmIzeskzqG03woeva4z2XoyoFlexjeWwcl1n2BogFACVCCN5WwNSUx0udl99PgvqSnHXFg9JehJF+EGm7lF6CYligfYS/mwiURgIpIBR0SJP/bPc+Iz5M75tRz4o4nXhJZ1anhH0cg1N0bk1KfnwuulkmdVZpI/7amp1fNf/ylQQ3iuPeHU1Hn2nufsQr4AxW7OtmKhut95jxbLlZ2qTKj69ju49nkeCBCe1Q5QujoEa3qpoXPGY958/kn7Smb/Cfll/b70RPHqdseGVoJMUt2zDnz8Qs/e0p96LiDWNenKx8tLYrg+x7MEqJYhoR96qDEui9QNAAoibRPRr6PBr0/atlHg/uSjv0y5Aral/1k6aDSopQUSmUvd/X1BT1Oiq81N7ZrPETFLEm51ux5csdS19HY1vDPhm/5zg1btkcLvcn+jfocuNwfTtUgUmBIkbt8hr6XQlZo5Sp7LveZs51r2Fk2d+PT3RO042fq2M5VWHT3XedJzXrqQnpUbUJo+rvpmFfetUK17ztskJJB78xrzjouCV0yVUPMK5Cc+di78+0kX8tEDCu99D2ou8ccRTgtlhEqB/DDARWlKgJFA4ASIWWCSthWrTM45yUd+2XIbuKWE4gpxvfSeUsT61zI44Sy5pbhGvcticoVJCksKHueMeOGOfv2Ld9JwsLwtn2CJz6Huj8SRe7orv3ZeSUm4b5oPoZWll1zR9J79r8WPa8tx2vr2G57XiX3XdJxW3dcmzJreu+e9553G3Od+vc07syT5i9RhTjJPAwRLhTTSs99zmz3WFosg/ZDHjTq30IlmF34cEkl1msBFA0ASoaUiotOPbxy4855Scd8GfpW8rlv+fqkCdzW7buDCvS+1lwX13jZ3de5AuKnTxk/JAE7VPUll/vkK/iQwFUU0mILgaFQFOqcHvv+SBQ5jrU8FVrJ4l8kjOvmYwxlWdoXpqgc7+2/Xa1u+NgJg0oZczu2/2pPidLsvZOEPrl23M7OWa5So3vvcvts6Lwddy+z97HJzsMQhgWJYSrGe5B7j4uUOzq0Kcxs9vwn1VzVwi6xnCdUD52qAUUDAFCJl2GISj60MKWLaKjwrhDW3FjJpKHgKHkdbfskeRY3PfgnCyp95+zJ49T3Hl5tDO3gIr1PvoJPUUgLJw6dBIqswBHr/kjCnbg5EqnQOnfRqqRaWNZDqBMCY8WRZ98lNO7ff2S1yMORL8crCQH850fXJj9do9rVtWcfn4yJpLCBa8heOmel+RxF712f+U/HpXAqCqMihZujQIYo69xfVNaugBjvQUkYrIsiTO8E8q7fMixu89p6Aw37AACVQddEK63kY+PNHW+rOTMmDvk+/e5a2ta3uVsKHZuqHM2/eJr69nlTkn/p9yJLehmNoqQNtyj2OpvQnJ4XKRmfPW1C4Zj/pxMHhDIu+ftkaw4naUrHbYjFCcfS9RkJfX+y94UD18ND+718xlHqd9d8yDgfOc+mz7OVPydSWl1IG/y5eLhoTpOyQiFX3BBJl5C97HuCo8xyGqCGmP9/OWUg1Ce/jyIFUtp4sYjXtu6wPiux3oPS5nguDVJDN69tBODRAABUiqIwgb6+fnXBbY+xvj++syMRmEK53ENac03eoNDleaVhBzqvCwky23e9XRhqk57XvU+tV7/+0ulJHws6HnUq7uvvV7PnD638k2cgMXWgzGU+jMVm0QzhBQsRhx6jkVcKXSspz5y+I1ILt9Q76RI6yZ2HtB3NIxcGKputUu+d4O5p/e7D9vLdBF2HVIbMvydCNUANMf/pftI94ebe+eTXcJ6VmGXKfcJgJc9WyD4bjQAUDQBA5cgLQLT4kEBq6iicXRBCh3fpFtfRe7pRp+EUPoQsIerT4E2q5KXnRUoGnRcd+4u/eIothPw/0w5T505915Dz54aV+Ao+oeLQQzfyykJVq+Y//nJS2UjVuNa+5NmSzEPfxH5SxL5z/v7OoT3bdr7N2o7mx8p1W0T7zgvtIat42QwEW7btsoZF0T3VNcAsKuGavieWvLBRXfqT36ktb+1WoZ6VmGXKfcJgpVXb6rmTd2igaAAAKg8tcFTCluJfTRwwvDWxpJNiEjo5tyi2naz8lJRKuQu+MfqhhA/fWv55QZIEDe55uSTI/vC3a9Qx40YOCpeyhZVcdfcKtX1Xn+oaNSAA+SQWh45DDy1gpB6BmSd0qR8sXlM3tfal8zDEuNE9p+pzppKtJigPiRQOm2BuK4uc8tfTDlVnnXDwEC9OjCpeRZ6mB1ZuYHtibQ0wixTEYcNa1MdPflcyL10ouucx+w75FDVIvUdF/VkarZN3aJCjAQCoC6iSxyWnTTBuQ8L/Bd9/LOmSGyOfgRbumxauGpJwGiJGnxq7+S5goWK/ucfLQuFSLgmyNJbZseNYtimJdc5Pl6lZty7Ze6+z8dTUZ0ESu37eew5NKvhQSAvhE4ceUsCg66Lro+tMhbmW3EmFypEIQZpTc/fSV9RVdz8tmochxo3mjauSQZx21DtY+QovbeIpGqRk0JzMK4Ch8r6yZOd/eszU23HQqMH5BaP221d9fsbEQk8sJz+icF4qOUX3PGbfIVOOCUdhp/GkErYmfd7l3jU6UDQAAHUBCSV/fvRB6sL3H6ZG7rePcdsYybkxhPgUOk9bDD5nAZMmO3LgCkX0H5/QF9eE3rSG/YJMqU9u0uqYEa1J+Bt5pS6/40+KC1GU+FymgKET+NLpdVH3eGsCd4otqT7U+abC55yfPWUMcyyahyESm33562mHWRPe6TqpE7eN/FzI3gO6bmqY5yrwyhm8Hwp1ovdN3iBje8f17+n8/bmCeZl+Z+akg9Rlpx+RPFsuz0oMJSxkUQPqkzF31lTtuVXRu1hrEDoFAKg8RbHelLPx1q63C2OrYyTnxoodThd3DrYFLEbYATcZvufNwRWpJGTHztWyna9hr4tdP7CjTZ0z5WA1enhroXKXbb6VLyqQNjpLzzmWgGHreE5HWPD0BnXVWfbjhSwTqkvsDtFTImRivwskGE87fMAToEt4l3Siz84F3T2gam2UAB+rG7TtvqzPhbFxO3/roKt98uUt6n+df7I64ZDRyb5NzwpByldSQGL/9mTDnt4dexsRxgoT9O0HRe8YKmHbqJ28QwNFAwBQaXSLpS0xPHRyLlc458ZvS5NgPz/jKOsCJglzksDpA5KGHfmO8UdPPNgpR6Kohr1OoCBSz4VRcZk1tPnWP5UgYIRSan3zdfL7KhKWyTJ/3f1+PSU4ic1Umex/3LdySInlUFz/sROsgib3WaUqYbbGfmlp6FjNH7lKUX/GIOObJ5Odl7Z3RvoM6sYzLWmerXYX8jnzLRjSyJ28QwNFAwBQWSQWxNjJuVwhnhJSh7ftw14Muec3vnOEdRtuIvMXfv6UuvZs2YJtW1hDNPNKK4b5WLbzXqwigcJWXtTUfKsMASOEZypkmVCTsGwr0KCESbem8aXkY52VnDtP8tXr8t4dkwdox+4+dolt7j2g9wV5zmz3wFYmOP85FcXghjL6ehOLjC30jNF4feuvJu/1VOST1E33jKplEXNmHJW8+6ooyDdqJ+/QQNEAAFQW35KXRKjFkytIU3iNxFocMvmRK6RTmVQKD6I4/xl76uj79gGRVmUxCZ4+JWs5ln6J8lkkjMcWMELMiVBeEU5ukgum8Bfd+Jqs5OTxIKHdVlEo2+8lL7zaPEDkVZTcl5CeKVP4W9HnVIGvLG9iHroPRcocXaPE00J3hSr6cRQxUF2gaAAAKouPNyJ0b4GsEG9Cai32KblYRCqMXXvvM9Ywk9sWr0l+XGP2XShSgOh3isvWWbbJQpoXXkwsfv6PQ0KlstZeSehYzOZbOit1iDnBfXYWrFiX9IUgS3++aWIoZT8PJeC7jtfo4W3qyx8+Rm16c8eQc049HqbY/rZ9hxXeS473gYTerlHtSXdrzn0J4ZmyKT+U50EhWPnP85XxyvAmpuSf02yoHt0/7nzyCX+VNiwF8YCiAQCoLK7eiFjVP1Ihnvo4UInVEAtkyM7j2fMcuV9rUuqXg0vMvjSpvWWPgLnfvvsUNp6j5M87nnh5SOfvdPwoHI3rLZn70AvmWO9R+yV/L+p2XlbzreICB61JvxiqbOM7J7jPzo+WvDTo97zSGePaKSwmVI5Idhw4uUQ6uN4Hyr+gEtec+yLxTBUJxoRN+aFyvr6J89kqTqEaYBadK+2TlEQp2TnIUSBCFkAA/kDRAADUFNPCwbHsksDYvu+wQdb7mNU/aJ/ULI76ONjgCmk+ApIOSRWoIi+M1CLIEdRIsL/8jPHqtkdeVG/uGFq9Jhuiko/LTmvYU5K2pDprkTLx2lZZaEheYPS1luoLHOxSl857Ul3yyuvqypnHec0J15yZfCUiibLPtYKHzBEp6hTvkkPDz5XqMIRvHZdY7NNu2tRdm+OZonDLfGI0fY+8fLZnqt9Ty2gpUFqznb+pyhrHO0JKMsf4Qp4oKekc5CgQIQsggDBA0QAA1AzbwsGx9lO1mLKrf5BFnINESAudZCz1BmW9MFu27yy0tp875RBtTgdXUPv2g/p+Ien9pb4WRfOBLP3f7lfqv8x/UnRtRcdJlVRSRExlZPMhSlxrqU4Z4cSof/fh1Wryu8YkFa9c54RPGEy2EhE3jCvNkQgdFuOS1O6SQyPxPtC+8/dlcy91ox86L86ePC4JbdK9v+hzEubz10f7sfXW8cVk5acx7J7YqW74+AnGBPzPdI9PxoK8lBzjC4W7cRXg7PPHUSDoPEIVQADhQMM+AEBN4HSg5TZYSuPaacGnhZ8EgBhNyWI3lSrq7hvrHHUs3FMRJn9fyFpJ+RzZbtyxOmKbOhL//YJng+yXZsfmxMMysfDzolAY7pzNNq/LNgKkv3NzHq655+lkDvvMifTZccmJSJUAbjdlUgIp0fqrM49RI9rMDTUlCmqMJpQhnunsfSHF/LJ5TxbOC1IyKI+i6P1FpW2pj0YZPUPIUPD//dXkRCG88ZOT2c0eTe/fW/56qvqv/+n4ZBy4xhfKqeE00yRoXNJtOc1SyQNTxlwBMuDRAACUjtRKabP2lx2TGyOvIjSuFu27l71q3TYfhkD3k8ppUqUbaRKqjXQ+XHnXikQxCM2Ed3QkApMtRIk7Z/v6+hOhU2d5JQswh429O4MloXNzUXRKACe0r+gZ5GBTUGM0oQz5TNO8oMILpnlBykRRtSubYGyD9t3S8qdu8SbIUDDugOHqYye/S3wcjrdVUsCAvifJA+Eqm4++2MO6nhh5R0APFA0AQOm4lH3UhUPUKiY3Rl5FaCSJnS17whpIwLUxWLCmcpbm/ft2ek69DzHQhcJIqy+lc/bqe542Cp2kyHHxFYgkXedtSoBJ2HTtDE6CKeUxpN2hi8Y9ZPnnGM/03EXPG6u7pfOClIzs+4vG7Io7V7DPTaf8XHzqhCTUzqUam8kQUhT6Z1J6pYoajeX0Yw5S065fqM3tkCeQ8ww7sbyvoBgoGgCA0gllpQzZlKxeu8PaEpOz50iNsn6weI1WEDhnysHJ5xxSAYrTsK1rT2Jr7JhzCfn8C1tcP3fO2hJi6fOR++2r3nhrd3SByKc0bVHoX9EY+TTVpPyED37zIaMnMnT555DPNCkL2XwiE9n546KYjck1GswqPyPaWlnnka3GZvL4FldEa9tTEW1cMEWNlK+QCeQ0N+9c+kppcwXwgKIBACidUFbKUA2x6rU7LDdkLD1H+qFFVicIUMUcrqLBgZKtb541VU3bMz5Uvta3GVhIJOFtIa2gH596iPrhb9cat3HJ8QnlESmqRBRSmaHdXvSB8YX9H/KeSI6lnPIOuMq+KUlfYjCQeovS+eOqmNE1Un5D0fnNnn6kmv/4WmvfHI7HV18RbWdiVLjklQlJRbQQihp3ftoSyFMFYtrhB1Y+pLUZgaIBACidUFbKsuK3q4hryJhJECAhKERn4GxuADVRSxf2EM3ATHxi6iHqF0vtoUkHdrSpr587SRTe5loutogzjx+XlGTWhbxIBP3QypE0t8nl2fr2eSclSf2SHC2dpZy8IvlqV7pr0CnmtA/Ko5DkeEkUrKzS6OplIiVDZ9CgMbr27OMLq0NJS1rzKqIdkCT/+xpfuPMzTSDnKBD1ENLabEDRAACUTqhk6jLjt6uEb8iYThDgdj+XkBVEdUIAJZGfOvFA9X+Wb9DOB6qcRI3eTIrp33/sRPXI8z1Gyy5V33n0yjOSDtESQnRNzirQNP5UwpZyOrIhMSGLGHCUo9HD91WzT5+oOvcv7gyepcjqL3225sw4SnXu3y72RBYpyNR/oqg0bJGyrVPM6ThFCp9NYZcoWNl3mVQx4xpdXBrt5ceZqwTRnD1zj7fJhxAJ5EUKRBVCWsGfgKIBAKgJISxPITwjvs3XJIQ6VsyQMY7AIhG084JothnYQJWYAaWHwh7OOnGDdj4Q5vCZ45KY75knjDPmofz9uSeIlYz82HzlzuVqy3Z7joWyKNAU737mpHgCEUeh/8bHT2Q9a7q4/f9+9vFsT0/XqPYkzOe+5etY558XyrMKMj1LVDKYo2wT0nAlm8LOVbCok3h2fKUNEJXAu5UXsFe99qaa+9Dz7HGW5CFJ3y26d580gZyrQNQypBUMBooGAKBm+FqefD0jZZbFDXms2CFjWWXgx4+tUQ+v6lG9mU7e2QZtLkoeJaVfe+/KpMkXQcIQ1eG/9uzjktr+uvlgDp8Z/Hcq+5ntmhwydEKqZJiO7ysQcYoB+Cr0prh9ap74oePemcwDG1RsgM4thCdS2l/DJVwp3Qc9BxQCmB1jjreIPp89faJzCJ7LnM3OJ6rmxVE00nGWKEGSd4vt3SeZn1Ag6g8oGgCAmuK7cLgKUmWWxTUd63M/XppYPcd3drCTUHve4CV9runZ5nzOpAwUhThd2D0hsUrTOZLwJVXyaCzomvOQ0kF/v8Uw7sXhMzsK+1akvQU+eFSnOm3iO9SnThnv7MlwTQCeffqRauJB+0fzlHGVVx+FnhO3/8DKP6iLTx2v7lu+wSjQU/L3SYeOSc7F1xNZZn4WhWdl+8OkYywxcmQVwrQCW4ul27bvnJF6fOlf8lJlQ/l0cJUS7nvWNj/L9DyDsLT092dtPsVs3bpVjR49Wm3ZskWNGjUq8CkAAIA/koUoDbswhQbRAkzWdd/FzHasPNKyk7Z9uVyDTjhI95KPfed6amgsTv7aA8YGcmNGtKp/v/pDbCGYO7YhPFVkIaYu31yo+3Ks8A3JPfKBe82U+7L4K2eo7m88aOyLkD5XpMgWJS9zhW3uedE9ICT3zUZ2jAnb/C96RqgiG5F9FormqIuAnf0OGRtu2lP6tp8xTxYsX28tWc19r4R6z5bdkLUMdu7uUz96dI1au2mbOmzsiCCGkLLh6gbwaAAAms4zUmZZXGmVGWnZSROSa0iFkw1btichUaG6tmdZ8uJGa5dqasxH23Uf2Rl0bEN4qiTW8RDlaXXCIyVT27pRh+ofI4nbn/fYWlZfBLoOnScyDXmjPBv60QmUnBAkUlrTexCya312jElINs1/3XNLhQ3S5PjxnSMKnxsXAZur1Og8vpQ3RCVsQ1REC/GerVVD1phcv2CluvU3qwd1dP/6gmeT5oum0sH1ChQNABoAEkJIOCMrH72+Tzm8M+ldANdy7cMupPtwLTvpcvxUeCXr8i+XrWOFTEi6tmePQefxb7//A+ucaR5zFA1SiriEEMAlMewh6/VLPVmuirJvVSmyzkrmZFZJXbhyg7pt8ZpBwpdJoEzzs4rC8LJKK81t+t6F3eODNozMj3HROHOqw93xxEuFFn0XAduk1NDfuCGaJOxSCduBimhmj4tp/qQ5WK7vqDIbspYVmnX9gpWFShzN+/TvjaZsQNEAoM6hxeWKu1YMslZRB1iyYt3wsRPqztpTBmWWxXXZh2vZScnxpcKriwLlfgyeSsVRjEJ6qjhWdJJN5s6Kn99TVsIuJf1z4/YpBEQ6J0mYo3H9u58tK9zWJFDS7/Se03nJst+jpOzbf7vG6lFL4XpATGPsYtFPjUZX3LlCJGDzlJqX2aGU1CeDSthyhe/iqmQDnhTXd1QZnmcat7mLnle3L15dmIcTcv3cubsv8WSYoM+/8BfH1F0YlYnGuRIAmpA0sbZo8aS/0We0DSgWGHXLbUvA0BfbsUKWneReQyq8uioZHAXK5xjkkcsKAuThuGfZq2rxqh61+Pme5P/0tzEj2pzO3dVTlVrRCd39nDvrpCT8JAQ+niyXhN38vSKFihLtqZO5DZprFGfu8lxJK0hlv2dSHLLfo3tHhpeic2vZ80NhTN8+b0qS13HzBQP5Fz5jLPWc0n2gnIYLvv+YUckpGg/XMTSReirPmXJI8q9JySiaP6YwOs57Nrbnmc6bcsZuXPjckPGma6H1k3JWQvGjR4d67PLQ57RdIwGPBgB1CgkhVCLUBsVyh3AtNxKhGgb6HitG2UnbNfgKr9zeJK7HIAs1hf1xPCJci2ke6i9Aikq2WzM3ZEKXWyCxgHLDNFw9Wdwmb1xL+H3L1yfx4zprbBq3T1ZYl+dKIlBmc4l+/dwf2d+TVqij4/hWxpJ4Tl08V9lxCy2Uc+co91l3ec/G9Dzrqt/lmT1/qZqrTjJ2Qg8dWriWuV29AEUDgDolWWwZMbDUJTlEUnOjEaK/gO+xdBSVneTW3rddg08YFlcJ8zkGWZ1p3xzBy2Yx1UG9BeiHW/knjy0B3iSkSRJ8XT1ZKkLC7vRjDlInvdset+/yXHEFRaqgJKngltLZ0b73/9ziBS7GiPx9P/mwMaxQu41vvKW+/qvfixXz7LiFFMolc5T7rI/Jhd9x3rMhGrL6lqkmD8Ol855Ut+wpfOHDYczQQu529QIUDQDqFIkQEiKpuRHxbRjocyxb2cmsEGMTeiSJnj5zgauEuRyDukZfe/bxyb5dPCJSbxFRFHbDrWajS4A3CWmEJMHXxVIrVZQllnAKoeHE7Uufq82M/A9SCul5cfGSfeHnTyXNINMx4VaokyhNdN+zTSiT7Ubtp86ZMi7pH2ISZGffUZyfoqNIwA4llEuT0Lnzh3J9ukYPF71nY3meXQwhIZLOP3XK+KS6lCl8inZP2zUSUDQAqFMkQkiIpOZGpcxOs/ljHd21P9vyG8oDI50LFJ50zUePT4QmrhLGPQYJH50j2/cKHgSFNFEehlQQyFtM6TRt8dAqcDUbm5A2ekSrKMGXKzx+6xOTVU/vDidFWWoJ5z4v3O1IqaSu7hxcw/1e2+peCpWjNJmaUFIlIQo7u+2RweVMXdEJ2CGEcpcqT9z5Q0qGy3s2hufZxRASotx5277DkrmgKx1M0OeNlAhOQNEAoE6hxY6EP1v4FFmKQ9bzB+GQWn5DeGC4YVjpHv/+3IHKZZLyj1wB+dPdE4whRRLyFlMKW/nd2s1q8fN/TKqwSXCpZmMT0ghu4nK2bDBHeOyeaC8FXHZ4SmjrMrdalKvyaJrftvLNVPXPxPzHXw6iZBBUAeycKQerke2tiULe8+afFEyuUK67VpcqT2XMn9CeZ1fDW4jIgCv3lK7N99GgS0EfDQBApaCXLIUD2BLaKBwlVChQWbXGmwmpR8XXA8NNTs8KJ9LGYVLrqk8JV5PFlH73EQ4k3/XJSzEdM5RFV/fsllkYIZvITd6nsfu3qxf+8IYqA5Py6NN5mtOE8s0duz3PXqmOtn1U274tamPvzr3NDLNkz9fWQFB3rTt294nnaFnzJ6TnWZrzFjoy4MqZxyUlbOu9MzgXeDQAqGNoUbnlr6cO6aNBhO6joYtBzsY+xwRKTjh0wiuFSZ075RA147iuvcKJa2deiXU1ZhUsH+FA8t1QeVBFx/S16NoE6TIKI/h6rEKRv0++nacHmqSGQ5eD1bvzbWVKZcmfry5/yHStn58x0WmOlllYIwTSSoAxvHpt+w5TF516uGoGWvr7+63v961bt6rRo0erLVu2qFGjRpVzZgCAynQGt5UCJGUn5mLiY3EE7sobfW6q8pMuwKYmYEXHINK/9byxQ113/7NOtyk9okkYTK9BYr3kXFceevZm3bqEeQT9MX/9pdOTkK9QXkOdcFk0drGUeR+PFR39oFFUNaqF3WnaBPXIyDbH853f3/rX37NC80wCbXqca846LslXyb/ntu96mxU6ZjpfzrWm40w5Lf0O41FvxiCO8st5xzQrW5m6ATwaADQA9DLvPrIz+QkNJwb5yrtWROvV4WtxBMVwhIIQnXnzIQ8hLdsci2lqveTUzNeFe3DGihOrTl7Gzdt2aUNMzp48Tn3wmw95K9TZECVS4rjJvTEKI/h4rFoy4Z+ET3hdkVU6xPwmow5H0UjP2xReRPf4zEmDPVd9ff3qgtseY12j6Xw510ql0KlpIVX3cgmDKrOwRpxKgL1q/uMvJeNQda9MPQFFAwDgHYNMwhNtF1rRcamCAsJ5iEI3AQuRi5Ey+/Qj1JwPHR38vucFC+5YcWLVr//YCcm/RSEmpGRQGVRfhVqiyLkkvUvxyV3J3wtTL5pxmTFUTCE5xPwmz/GItn3Utp1vW/dzUfd4teDpDcbworywfs+yV1nnaDtf7rWO7xxRV2FQvuTHe/b0iXXllakHoGgAAIxwY5Bpu9CKRgiLI3D3EIVqApaE9r2wUV1x54ogSgbRfeQ7WAKArTlXy55KPlfvqVqVT5yVeNO4ser5fAuqkEWeDFPFqq/e/XTSNM+UMOqqyMXss+Oy7wOGt6oLuyeo2dOPHHSPsxbobEJ5tvTySYeOYQvJvvM79Rx98KhO9aunX7Puh3KfrjrrOJEg65JjVPQdybXSu7Ss/kJVo968MvUAFA0AgAWu2BJKhFTRLOrNjtRDFKJ0ZegkYNMxi0KcOMoqVfLJV61y9aZxErfzwgwp6bbxoXOcdv3CveWGQ4Yoxeyz47LvLdt3JeE71Gcmf602QVDStZ06hpOSYstJKJprknmd3Y9UkJVUSDKdr/RZlpxnqNwMn/3UW35IMwFFAwBghBuDTNuFJpRFXUqjLlpSD5GtOgv9TgmsurEJGSplixMvEvyoh8zUQw9wUla5Y/XDxasHNR10yXXgKsqbendpw6hcQpRCV9Mpem5SAVdybr5hkZKu7ZQ3kx6Pm5Mgmde6/XDfMdwKSbYcilhlaIvGlDyEXztnkpp54rhSCn6gWEi1gaIBADBCMci0GJvyNOhz2i40tWgmFmLRqqqi4uIh0oUDpVCVnGHDBrYLYWFPu4Wv6dm2JzHzT8ekztoXvn9CInxm0YY4bd2hFjBCWoqUVe5YZStmuVZCkyrKRQK41KsXukeG6blJBVzJXLCFRUor7enmyJY977XRuXecLtxKOq+L9iMVzm3PoOl8Oftxzb/QjSmFtF06b6m65JUJexvUueyHk5+EYiHVB+VtAQCVLm+bLiRKY4ULWXVKUgq0iqV4bQoOtwRrtgRout//+eBz6tsPPj9kW93YSMu9FpXOpOPOXbRK3b54jXp9+67C8bSV7eQwrqBkp0u5Wtc56VKCN3+PpOcbck5ynhvCJYTu2+dNUedMOWTI8SS9g7ilXf/xk1MGddouUlq44zz79COTnLX8fmzekEtO0wvn+bAvOnHb+cYyhHCfu++cf5KaeeLB2n2QsnjZT5YOer5DluyVlqkGfFDeFgAQvDHgtfc+M7j036j2pPRkTAG6rGZQISpc1dK6tmD5OnX1PU8n4TU6YdLFQ1TUqJEzNhILu866/sDKDeqmhauM4zl6eJt3/kdR+JdL92DXkJ9sWAuX/PjS+VLDxez9N3mNPt09IVi3b85zQ8JeNpF76Uub1Y+WvCT29piMHqR40Gd5wwe3tOuwlpYhSk0e7ryeeND+QzwxHG/Idx9erSa/64BC4TxUonKI/XBD9eiddOakcaxQxxgle1EspPYgdAoAwMK3O3HVj+27aNkELoKqLo3cr1VNO9ytmaLOEnn9gpWJgJJnfU7BkcZpc2PRi8ZGEg5UpDRyBdgvn3m08mVMR5t392Bf4SZVqK+6m5RFQwvoPeTHl86XQm8unfek8XukPIVSMlyem3RMzp5yiFr47B+sSi/1kaASr2l1LlJ6bZBBxEXppe1s1n7qtcAhf39ov5TP4yqcVy0cU5JXlH8WXHK3fEr2olhIbYGiAQCoi9J/sY/tu2hxLHwUHnDB9x9zClvRhWR99MRx6tbfDFUyUvpzFnauh8glxyI7NhyPAJUxvez0I1Xn/m2JZ4KOmQpPXAGWQkd80d1TTmy8dJ8m6HhUwpaqS+k8E6a8JLKCX/LK64VKZ/rdUDkZKdxu3UXjcd57DlU3LnxuyN9TxY46Ymeb1XE9NuSdcFF6H1j5mrrhV7/Xhj3S/KS8IRvjCryCkjmUF86rmOwsMSRk771r7pZvyV5QO6BoAABAgEVLIli6NGHThWSZlIyUvIWd4yFyqWKUHRub9yT5vUWpry8oTqbmjienIprkvPPkx6rnjR2DEsBd9mmC+mRQCVtTXpJJWaD4/snvGrMnjG4nWzB1sZjTvLzuvmdY15UdD5vgnXZQz+dgcJQMndJLYZ7ZsM8i7lu+fsjf8mF6tn2kCpTUK6g7f244psv98/GSDITqtYm9b9L3SsiSvaA2QNEAAIAAi5ZEsJQ0YeOEZHHIC+42D5E0x6JobHQeAZ0gmRWeuONJPRdc4Qoi2bGi+/G/HnreWoXNR7ixeZ1I8aGkZJ2ASJWLzpzEDzV0sZhzBej8GNu+9/kzJqo7nrB7DaRK76z3kvdklXg/LmF61F07RG8TbvhgX99A9Tfp/ePec51CMhCqt1Tk3QmRuxW7ZC8ICxQNAAAIsGi5JA/bmrC5ehZCWNg7928Xba/rE7Bjd5/61icm762QQ/v9ws+WFe4jKzz9w8dOTEKrdNVofIkpiITYm87rRAny+Uo7RQIiN9TQpYABV4DOj7Hte7T9j5asTZ4LH8h7kVf0tnrMozRMj2O9zz5rrs9uKpxzwweLhH3T/ZPcc5NCQgotlbCVhOr55m7VqlgIcAeKBgCgYZGGBvgsWq7Jw6YmbKESGSm2PRW8OGMyUGmKFxJTVHnMJJxQZR9T+EkqPH3q9seVL2P2eE4Kz9tREKGxM3kzCDqmNBm8iLyy4BJGkyiM/Ur19A4tg+paaY0rQFNozdfPnbR3jLld2n2h+ZgvKXvb4jXe+x27f7vI6+ny7GaFc59nX3f/JPeclFrbfBsI1TvAWvFOYpDpaNtHfe9Tf2bsi1KVQiXADhQNAEDplFFBxTWB0mfR8kke1pVEDZHISCEOtF/OmEhiyufMOErNnn4kq09AKpx8pnu89/VwPR3/9T8dr7pG7WcVuCVzlUqzcuAIiZLnwCeMJkv2frtWWuMKwFefdeygZy1k9Z/92/dVb+7Ybe2jkY5bCN45sl3k9ZQ+u/ln0ffZL7p/3Hu+5IWNbIWEihBQlSxJp3NTX6benW+rN3bsEq0JtSxUAsxA0QAAlEoZFVR8+1n4LFqpokIL9WXz9I2ouCVRXUKy8g3ASBDgjAmdNyckxhTLbRNO7l72qvJRMG6+YKD5G1XvskFKho/woevgzMEmJEqfA58wGt39prA2DnkFgSsAd40e7vQ98sBt7t1l9Br8+kunqyfWbLJ2Bg8VepjQL/N6cvK+aD6RQkZjlRfOfZ/9ovvHVfYefbFHpIRK3pn0niGlUOcZdOlFA6qLPgMRAAACkwq7+QUsFX7oc184ydP0OW0XC1ocuyd2qhs+foIoXr9ICEgtgER+Xy17fkiZIKE6Cwkw3zl/ILSBOybUpZcjlFHOhaswTOEVdG4u4gMpbb9fv1X9YetbLIF/c++O4HN1syW0p6UgATbEcxDKG5C939w8nLyCkArALcIx4H6PPHDp7/nPCXoeqIACdd7+4plHqy+eeUzyvBV1jl78fI8KBXnDCJr71ICQurNT53L6l37PPxO2Z5eg0LJzp75rr7Au/b70/vG9JLwjuMxLW/hhVokB9Q8UDQBAKZSlAEjCQWKTWj99reDpfshqmoV+p7+fdOiYIVkhbfu0qGHDZGMyYB3mC1yuQsdfThnoeuyibFBp2Tk/e4qVmEvbFs0n+htdKzWCo3/z27hW+uIkmLs+ByF7AaT3m/7jojBwBOCiMeB+jzxwpvnOLQlNSfNzH3pehSK9B/mQN2okSL8XzSfbs2u7FtP3v3P+SeL7x1X2uN6J7Ly0PVcpaLTXXCB0CgBQCr6dt7nUahHTxdv7NmHjVCEqCol6besOcYgMN4VdJ/RyhWG6Djp3l1wWCUXzacHyddbEVX6y8+AGcpwEc9fnIFQYTV5h5OQcEPlyuq6FE7jf88mVcu1doSP7fBaFvNEpZWXq/HzyTVY2fX/YsBbj/bvmrOOGfI9zz6cdfqAo8V0SCohGe80FFA0AQCmUpQDUYhGzLbK+TdhS8nHQ3AThpLwsA4pzv3Ppq869RCS9SOhassJTWvaWFKSQQW3Z+XT9gpWFpTjX53J3uHPwmo/+KdmcKzy6PgeuVc1M0DnTfNIJ/tecdaz6jw1vqCvuXDEo1yg7t10EaO73XHKlpL0r6IifPW2C+um/v1IYzpN9PnVKfd5wX5QL5pusrPu+SXE7e/I4bX8NjrLHTXzXKXb55yoFjfaaCygaAIBSKEsBKHsR4yaex6j3zrWO00VzxoSSaX16iUh7keSFJypLGlKQzs6nBcvXa+v9qz3HSxNQ2cnODsnmPs+BT1Uz0zNQJPhTLspVv1xRKHzn57aLAB2rSpAk+Zum4dxZU5N+EF/+8LFq7qJV6vbFawYpVdkmiRSKxZmXptLAMSrxFd+/HeqyeU8a30uUV2I6JuedZVPs6O9X3rVi0Dig0V5zAUUDAFAKZSkAZS5i0j4Eoeu9c63j1CiPOya+ChFXONGFmYUQpPPziY5H4VI20pClmHPVd9/pHCKh2KXTte4ZyAr+pDxTxTST8FjVykASjyh5IsbsyZ+ia7g8Kdc8sXBuUuiYZE7aQkGzz8Canl41//GXBvWXkVbiy3ev1ylF6d+uunuF2r6rL1GWP3riwdp7aHtncRQ76itD85XGN7tfNNprDqBoAABKoUwFoKxFzCXePqQlV2IdN4XI5Mdkb4neFzcOKR/KwSSc2MLM/pTT8iC7E7OOdD7RNXD3RecbYq7qlKlQz8EdT7ysXLA9A9zQo1A5VaGRekSLQtSKrmfhyg1O55PdfzonKATrl8vWGecktxR3ERzhn3KL5vx02d6y0Rd2TxjSEyfF9M7iKnbkKSIlLu8xid1or4yeTcAMFA0AQGmUacUqYxGLnXdiWySl1nHJmJAwlL1Pcx96QWRlLRJOuGFmv1u7WaRktLQo1Z/b6egRrU7jT9Zl37nKUaZ8ngNueNDs048cuAeCRoXSvhNUPrZKwlv6THCvgaOY0HPo2v8l3X/RnDDh4zWSvm8oVOzGhc+p23+7ekjDw1CKHR2jSCmN2WivjJ5NwA4UDQBAqZShAJTVLTZm3glnkXSxjnPGxLfhoW+YmVRQyisZxJZtu/aeq2T8KYQltby6zFVuY8TRw9vUlz98jNr05o6k/HFRwzYd3PGZeND+Sa8JCdKxp/Kxdy59Jbjw5mqJ5nSeloa/0XnoKsZx9u9aBcvVa+Sa50b5ODRutwieb7o+8ohwGpOGrvRX9jvMBDwneqBoAABKJ7YCUBaxYvkli2RoL5E07yRGmBm/g3Sb6uvvL0xYzp4rdZHmWrkpTt411I0zdpQYe+29zxTG43PHM6aCu6Znm/g7oYW3IiWbcglmvfdQNb5zhFXxoHMgYfmKu4qT2aWhmlIBOV8aWFIFK8TxfUshS55v2obCrsgjUmalv1q8wyTzld5N1Hhy5onwnKBhHwAAOOLauMyES0M3bqfiMhoe6pp2ScLMbE3F0h4W3/7kFFaHYQrFSu8T9xxc4IwdJcZmlQxbR/AiXDtz26B7RR4dKbp5yWmMmP9c2zV961uJMHv5HcvUrFuXJMnOpvFKQvCu/pCaM+OoxOLu2vjPRUDO7l8aimY6Prchnum9xEHa0JRyOw7IhCqGmo/10LRVN18p9PPSeUuTktrNDjwaAADgQWiPAiVguzR0C+Ul8sk7MYV7SazwnJAw6kuyaTs/wfucKYckQifH8upi1U+P44LUymrrqUG/Uw8MqbWW5hQJ9C6k8/LGB55LwrWovCp1ZteF/hV7LdrVW7v7WFZ4jhdloJLUxEQQ9gnV5HgISPFN+6pk9+8TLmRrFGjKN/Ct4CaZB3StlNtRFK4Wo9Kf7V6W1bOJUzjhuw+vVpPfdUDS7b5ZgaIBAAAVyTshYYKao3GIFe/sGpZjC/e6+fyTxInrNgVuoCIW/1xJ4Jz/+NohHoU8Ny18Th3dtb9YSfQJDZHG49sESRLyqWu05BpcKyvlczbop4h0LlCDvO89vHroXLHcF1flLESzPI7iWzTWrnOC0yjQpmxl30sbtmxP5gS3yALlDklIw9ViFvrgKltl9WziequuvudpdeakcZUpmFA2UDQAACAAvsKMNGE0VryzS97Jzt19SV1+U0w0CTnXnHVc0p+Bm7huU+Ck50rfo6aAtkRhZRFgdVZV39h4nQJp6jtCYWG3/sbe7Zwz/25bvEbFJB0TOt8QDRlDlti1WcpdPZeuc4LTKJCjbGXfS8Pb9mHN/TTHoEqFPhYsX6cunffkkL8XKVtl9WziGns29RZX3GoWoGgAAECN4fYuiNHZPI+0khUJqFfd/bSxKk8qEFJzNKmwZlLgXKpu0THmzJhobHZnEmBtVlVTSJOrp0h3vL6+AaHddB0ci386/8pCk1rgjK93j2spdxGkbWFu2eOd956hye62RoESZWtg7vPCB6kKWlUKfSxYvl7Nnj9UydApW2X1bJIYe/5QYsWtqgFFAwAAaowkYZQWzZmTBoSdWGWBudZbqRcmzZUIafV0sTSP7+xgn69LNbCi8yFBcvuut43J6wTlNnCOR5bp/dvtSzhHCJUmLLsqUbHoeWNHoiy5zCFpGdRUkE49IPctX8eqglU0Jyiv49wph6gZx3Vpvy/NN7B5Zjjhg2UmbnPuDyVVmyhStsro2URjRJ4fTjjaO0uquFVFoGgAAECN4QoTaWM6CnGhH2nzKUmtd5v1VuKFyS+2Oqunay16qaXZJYZbUjJTdz7/+vQGq9BEIWYUz03Yqo+9uWN3kPnFnX+f6R6fXIdrgnEsaMy+/8hqsQDpWgbVpRFcOieo2MNAblG/OuXwTjXtiAONc1wyV7m9dyh80GQgCJW47YvU05afx7F7NtF+qISt7ZkeVyHFrRZA0QAAgBrDFSbyjekk/QtchCNTGITECs4J9/Lt4isJ2XCJ4ZaUzKTzKDofCh2zkS27GUqYt80v7vwjoY2uKRXeFj//x6RjvBSS82guh/SK5J8FjtIqvae+jeAoqTs7x2nsbHOcO1c39+5M8p8kvXeK+oyYytSWjdTTVjSPY/dsoj4Zl7wyIakupTT3579VRHGrFeijAQAANYbTN0LSvyCPtjeBsH+DT8yxabGNcX6h+5+EKJkp2UeomG4Kz7FZU5PuzhYBkz7PJtWT8DbnQ0eL5m3Lnp+LT52w9/dQZJ8FiumnBGrqt2Hqu+ESliTtceM7xzlzlUoZX3e//Ly2FITx0d9szxy3n4cvkmegll6DK2cep75z/knJs5Y/p38K3IG8HoGiAQCoHGUtZFXBp8EWp4Geq3Bkgt+9u9W42MY6PxupVZeswZxmbiFKZkr2ESqm++NTDwliTW0JMG/TsSXBrGjsfUmfBQpl4Qj00nsq8YBk32GLn+9JusG7znHdXB3T0ZqEs9ExJQ3qfBUmjhIXAskzUGuvAfXJeOKrHwrSNLXRQOgUAKBS+IbQ1Cu65EXqavz6dnMCscn65xIewoFTtvPAjjb16JVnqLZ99TYtyfnRMU05I9JYbEkMd4iSmZJ9/OvT65MQI51+RduOHtFqTS6/b/kGdcVHzEIYXb81SX1bcYlOU/I7lTOmcLGisc2P/R+2vqW+vuD3Khb5nAuir7/f+nzR6T724sbkHFe99gbrWBQi9Xc/WyYq8GB7BrPj9X+fWa9+sfTVpNKbpCRx+o5wfSf4hI25wHnH0P2ZO+ukSqwNscO06hUoGgCAylD2QlY1igRfEoYu+P5jzta/WF1yOSUkv37uJKOSITnuwgLhLVVACVfllCschCiZyd0HCaqXzXvSmsNw4fsnWEuV2gRYUtDI4s5Bd69ojKcfc5D60aNr1NpN29RhY0eoT50y3nrvs2PPPQcfUgF67qLn1R1PvMRSBEjRu+lBfSnkIn7g2I/E9izQeP3bf7ymbv/tWqf9p+8Il3eCa+K8D5zSwHNnTU3yJEB1gaIBAKgEtVjI0uPGqkriQl7wpfPzsaTH7JIbooQk97hFltu0zGsRMZTTENdr24epQdtgK+5UtYsaaTDQCZZF3kOXe1W0n2wVKM4z1sPsRE0eiC3bd3klknP6SLhi8kL5PgvUtE6XdGwi/45weSfE8ozaMHnMGt3L3ShA0QAAVIJaLGT1EKbla0mP3SXXt4Qk5/xaNMKbSZ6LpZyGKJlp2oetQRtBY8GpYJVSJFhKeqCY5ojNC/nZ0yaoe59ab33GuMLvhd3j1U0LVxU+C7XM5EqP76JkpON78mFjkvuvCw28+p6nnfadf0e4vBNieUY5xC5TC+ICRQMAUAmLf5kLGV0ThU8UWTarGKblY0kvo0uuT2yy7fz6C8r6collZbVdL+eZ0e1D8hx89MSDnZRIaSd63RzhJBUXWeCLnjGu8Dt7+kR1dNfIwmdhoPrSs8aY/ljQ8amRpiRngkhH9OzJ49QHv/mQViGj+UQ5GS7nlX9HuLwTYnpG68XbDNyAogEAqITFv6yFjK6JKsDoOuNmq66EDtOqhVWPFuvRw9uS6jR3LxtIII3RJTeWIvWRSV3OMe8xrayxnhnJc+CqREr6E5jmiLTPgcnbJLkW07MwbFiLNpwuNLNPP1JNPGj/vcen85EqGjS+pGR87+HVxty0Hbt5YXJ5SPkqundS40Vsz2g9epsBDygaAIBCqlZhJMRCJgkX4VQ6KttKJ/UcFC3WYzva1F9OOTgR1KpkIdQJj/S7r6IR0soa+5mRPgcu3i6u4jX79COSXhm6OeKjwBV5myTXonsWaA5Rzw9bFa0QdB/ZOegcuPfuW5+YrHp6dyTzksKlyJNhy0371l9NFp9fS6bTfNE9lBgvyvCMpjR7UZBGA4oGAGAIVaswEmIhk4SLpHz/Ny9oKx25LHRlWunoWEWWXeogfPviNSIlo6wQhiLhkVPi0sZGi0Ac4vpCPTMuz4HU28VVvMaMaFP3LV+n3V8IBS6vrPjG43NK9fqiM3pw7133xM69f7fl5KQKGf2HngOJB4kTOigxXoQohlDVoiDpsRGqFR4oGgCAIVStwkiIhcwlzOPB3/9xyN9crWplWulowbzirhWFn0kX61qHMHBKXNqYfccyte++wwrPN9T1hXxmXJ4DicDI7U9A1nDTmIRQAouUFZ+cn9hhcjajh/Tecc+XPCDpc9BfwzGJnZhdq7Wn1u+5RgaKBgBgCI1YYSTUubpY1cq20lGiu8mqy12sqxLC4NvMUGnGN+T1hX5mYgp0HOUtXz2paEw4ifw6Qsf0S70sI/fbV73x1m7rdmNG7Ks2b9stMnpI7p0kJ4ee1aLngPPdkJb9mI3parH2VOU916hA0QAADKEWFUayxFjIQp6r1KpWppWOhITbF6/2XqxDKkchQhJ8mhmqgvHlVEySKH8xnhnOc+A6tjrlTdcHQnfP6f+fnzExCcfLKn3ZJOf0+7Fi+rNw8yQWfeHPVfc3FqlNvTsL95Nu9+svna5+t3azeHy57zDO+R40qj2Z6/csezU5h/ScNmx9S1133zPaalQuylytLftlrz21DNVqFqBoAACGUHaFkTIIEeYR2/oWwkqXxKgzrfymxTqUchRScNE1M+Rad7PjywmlG+givUpdPuOoUp8ZrvLgO7Z55a3njR2DwqVs97zo+ORlurB7gpo9/cjknE86dEzUmH6pt6Z/TyWm4W37qL8/d1KyXfr3IkWIupvHst7bzjf9/a3dfYMU6vQen3vSIWp46zDrNXAFZB/LftGcJaRKcNlrT61CtZoJKBoANDnpArFhy/bEujd2/3bVNYpq0h+nLpsXv8JIWYSI9Y9tfYuRXKuDBELTYh1COYodkpDeU2450+z4cq/vxoWrkr4NtvMMVcyAqzy4jm2RQJgKUGQx50Df1R2funbftPA5dXTX/snxa9FsTeetSSFlisrgSvIpYiYK685j9J7qWfkwyPw9DpHX5mPZL1Q4R7Qm/2bPnaMEl1ndqtZhws0CFA0AmpiiBSK7KBR19a1K74UYAkis+PIyrXSd+7ezOyybFmtf5aiskAS6p985f6qaPX+ptitz0fhKlDruefoKfVzlwXVsbUoMd0xojn3x50+xjx+iwaFteyL7Nzp2X59Sl84bqoTmx9OmCJURTpQ/j86OdvWFnz+llNplHeMQypyrZV83Z4tyxLgGhjKqW1UlTLgZgKIBQJNi6ylBL3iKr775/JPUmI72hunOml+U1/RsU/MffymJd44VX16WlS5tRmhjzIjWpMNyTOWozJCEmSeOU3PVSerSeU8WnmfR+KbXxwm7kpynT2NFrvLgMrYcJYb2zbnn9GGoe8sV4lPl4oGVG9Qvl60blFtRZD3vGtWehBwppjKU7ZeT9s+hv5vGjTxp1AhT15NGqkBlFTIqe5t9J9nG2DevzcWyLy0ZLjEwlOUJa8Qw4aoBRQOAJoS7QPTvCTN45CvT61q5yJNflCmevGhBCxlfHttKx21GSHfx+o+dYL2fvspR2SEJM088WN0yrIU9vtKwK8l5ugh9EuVBOrYSJYZzz6nUquT4vh4ck+dVaz3faj7H7Hhu2b6zUNmhXA56/5kKBlAzSfrJN8IkhcjHC1L28+Ni2XcpGS5RQmNWt6pVqFYzAkUDgCZEskA0QyKcbkELbVWLZaXjKo7ScA8f5agWIQnS8aXt58w4St248LlSz9NXsJSOrUSJ4dxzsrZLjl8EV/np6+tXl817MlgBhzwLV25IFIUiZafIQ6aDPCyp0qHrTC7JTQrx/Eg8Ki6WfR8lp0o5D2WGajUjUDQAaEKkL/kqLQplE9qqFsNKx1Ucv/WJyYO6EnOEElfliBuaRJ3KJecTenzJmzX/8bVaC3hZoRMSwVIqFEqt47Z7HiLchKv8XH3P09GUDOKOf3/Z6LFwQdfDRhI65DvG0rwSF8u+j/JdtZyHWhQtaBagaADQhEhf8lVbFIBy7i7sIpS4KEf0HQo9sVmFr7t/pTpzkixpWYpJaaF/rz37eO8Sob5ViSSCpVQodLGOm+55iHAT7pzV9YgIRe+Ot1WZcEOHfMbYtSKZ1LLvUjK8yjkPZYRqNSNQNABoQuglP7ajlbWIH9jRVslFAYQJs4hZgpaKCNhwSVqWnA9HaQlRLcpXMZIKlpJzjpHw6jtmzW684ChaLmPsW+1NYtmXlgxHzkNz0tLf329VRLdu3apGjx6ttmzZokaNGlXOmQEAorJg+TpWDDKVDqWqPqC6kHDxgW8ssgqS+aT+9Hu6EBbd97hQX4bL71hm3e7b501R50w5JPj56JSW9Jt5pcXFKyE9BuecJUqLpLmfyWvjqlC6enI4c5YSrDdqQuvKJlTvnZT5F09jW88lY0z5M7NuXRL0+DZ8+mjE7E8C4sLVDeDRAKBJoSo9l7zyuvrunhKuRVxy2oSGVDIabXFzDbOIXYI2ZtKy7XxcLLvS0IkYvUKkseLcc46V8OoabsKZs9edMykJrZOE5uiYffoRyb9zH3pB9D0qk/tfP3p8ch7SCksqkPdIMsa1aECnm7NErfuTgNoDRQOAJubKmcepye8akyRcZuvSU1jV186ZlCgjjUatF7dYSo6LIBlbKImdtGyijD4esY4RK1a8SCA8+bAx6ndrNyfeJ918DDFni/bBmbPDhil2aI6J7iPf4TSPqRcHnQN50ej8qUrVbYvXOJ8HXQP16Ill2KhVAzrdnNXNY50ncD0zRLLRjEWNDBQNAJoc8lhQMm4zvLRj5iNUQcmRWsNjCyVlJC3X0rLreoxaCklZgZDm4we/+ZBxPoaYs7Z9mOasThkhY8i5Uw5R0485KOmg/dpWuzJLx5CyZduuQe8GGrv3TBirrrp7hXOiOjUCpR493PGLXaa2bGzluPstnsBaG4uADORoAACagtj5CDZCx/LXMrdDiqT7c6jzKSNWnXsMqr716e4JeztNV0FI4sxHwnfOhpr3JmGbm39im186iubdzt19atr1Dw7yBPvsT4fLfPHNx4mtCPs8m1V8jzYrW5k5GlA0AABNQS2SJKui5JiIlSRc66TlMpQoieBKwiGFzJA1u9ZCEnc+Uq0YW38R0/iVOe9tAnk6/6hjNzXVcwnFyr8bdHOVCymgnSPbtc+Dj1DtqtCWoQjfvfQVNednT1m3u/GTk9W5U99VF+/RZmQrksEBAKC2SZJl5gtUvStu2UnLIXo9+BwjDykjusILronjseejCc6cLXPem0KwioTnlhal7DU3ze8G3VzVdQbPc939z2qF+TLL1JYdWsr1AuW3q/J7FOhBjgYAoCmoVZJkrZWceuyKG+p8ylCidMfIY5NpyxSSQs4z077KnvdFyqxOeO7b84eLusergw8YPkjol7wbiuZqX1+/uuC2x0TnnhfmQwjV6Xik3pz7lq8zJvyHrqCmY+z+7U7bVf09CoqBogEAaApqmSTJVV46///t3Q+wXVV96PF1AzeRXLmXxHRMgkJC1SJGCFAVHkKnFuwzOKQ6TB9/xjdtLeJIZ9DHe09ReMO8aCmtM8g86LMC1XnaQB3/FAbS5yNCi6QJWiHEGCgQEhgJcbxJuBeTNAnmvvltsuPJuWfvvdbev7X3Wnt/PzPMJfecnLPPPvucrN9av99vWWxw15VdcbWOp44gKn2Or63ZYjVgbXqQpBlM5z1Wk8G9TdGxXAGrNm43//zfftfc8ciW0t8N/deqPK/rjtn9g3mtQbVtKlSdqwXzR19X6n5NX08oZ0bJvwcAUUnTXMRQzTvWpkFO0SNL9xwZGLiQQY3Un0h7Uvkpf8bggaBsCig/td7j3nMvAzDbmdqmB0nS0lY2w8siZ0euV9lDYqjgPnmBedF1n/UYWte07eBZ2vuW+W7IOs6875o8vYN5jUF1uprTfw7S1ZPe75o6VwvS6yLPoOui7PWEZrGiASA4Ie01ocE2l19adLrkQofSwaiLBp17ablaVl1tR9PjzsqT7x1Yiyo1LmXqZMpe04O+M1wGzxKEunw3FB2nbUpd1vF88NSFlVZgXVOh6lwt6L0u0uOxubbqqLuCPrpOAQhKHYPnpvYxkNd2w70/zezk49I5hTaPzb2fWee+rLq6TtkcdxP7aBQdX9H5yXp8Wbm5b8NLTt2kbK4ll+PsfbzxV/ZZpdalx1OlA5trl70mOjqF3BkLxWhvCyA6XRg8r3l23Fx+x6OV2uzS5rG5QUfRuU9lzbh+7LzF5t4nXqp9kGRz3LIis+7a883Mo4/Mqi4afNsMzm0eo8xAN+87wyYQlPSwNZ/5PevBc5XPXpmWy2Wvb0nnuvru9YWv55ZLliarOeLGVZsyO6MNefr+LTtJwM7gzaO9LYCo1Nn1pEnjv8xezeiVl/ZBm8dy7Tg1BidF5z41Z2TmEelJvSk4//0/vr32FTWb45adrqVeoT/AzSvMtxkIy+Z2X1+71Ty/c485ce5s84ElC6a93jLXtLyfn/nOTzK/M2xc+u4TnM59lc9emdSfss0MXFOh5H2UPV6ySIDsIxCW15Hu2i6vT37avL7QmlcgGzUaAILQlcGzRi40bR7dA1OtlQ/bcy+bsc0fO2bg4LCJQZKPa8Ym0Hv8hV3m9h9sOdxOVnxh1ZPminMXm2uXnVLp+G598Bmr/SryLJo3Uut5LFMnVuZ6cemyV9SdS3zrxy+aa95/8rTVrqpIg2o/Ag0AQejK4FmjzW7IbR5l0LJu8w6z9rnx5NXIAOmsk/Q6PZUJTCf27lfbiMz2nEqQ4SOYKLsqo33N2AR6/+WbT5g9+3817XYJOtIUnTTYcD0+ef6vrtlq9XdsHk/7/nn3q6PlssvqidRzFK127di935x142rz5x96p9rKRl0bBKJZBBoAghDy4FlTf8cVU6JzitaeINp5zjJwkFSW3lnmWx96Ntkp+S8+rDdAcQk4t0/sNX/5vX9TS8mzPfdSiCwDOM2BZJXZX+19ZGwCvUFBRi9Z6UhnyV2PT57/5b3lVzPyXm/e58L1OLMeq45VLdvVE9vPkqTWaQUAXUmVBYEGgEA0uaFeE8ZmD09L+5AB+Y0WA3KNNo/aKQvyeB8fEDwJeZ1y25cdByh5Az7bgFPqJDRT8mzO/UWnLTC/81cPqRZ8V5391W4NqrGyKCsbUrvx0XNPyg3AzaHjlfOaHl+V5897vUWfC5fzGEJaULp6MmiVsezkjUYA0JVUWbBhH4BANLmhXp3SAeOg3PJdDvnm6WylBF+95M9Fg06XjbxsAwJp22szQLHdfE2OQTr0SItO6Z4jP+XP6bHZbt5lu4le/8A1b9O4vHMvRbNSVKt1bm1mf23PbZVrxtfKohSI9x6fnL8scl7T82f7/B88dcG0zeGyXq/t58LmPGp/xrLYbG74wKbt5r9+6wlz60ObkxVG6Xrn8lnKCgCqsA0UV2/aXul50DxSpwAEo6kN9epSVHTpmi5QJtfbR8qCPH/e3iAp2xlK29l7m5nlsWOyd8Du1TtwtZmJHnTuJV1KVjLKnNu81RvN2V+t+oCiFUhb0oWq9xxI69886fmT55cVwLxi8JGZR5lbLjk9+X+b9rsun4u881hXWpDNdZq10pj1WbJVdUXLNlD87voXzWcvjH+CqcsINAAEpY5CSRs++rT7SBdwzfX2cQwug46i+7oM0mwCU3k8l5Q8lxSl/nNfVFSbdW6LBozajRI06gOKUoiS92rImKmcKEQ+Th85e1Gpa9MmhXL4UIckm9db5nOR9bh1pAXZXKfyGZGaKePwWfrsdzdm7hqvuaIl79/cvhbQWXUhvtOn2JPDLwINAMFpuke6r9zqEDpr+TgGl0FH0X1dB2lFgalLTn3Vmegy59ZmwBhqo4SiQE9a22ZtACekxW1vu1SX85cUgxekGsrttoNUzc+F78+57XX61Euv5J6jQZ+l9538xqS7lAzwjcdaOfn8/MHSheZvLTqH+fw+HPRdLwHQ55cvMctOjXsFPRS6DZEBIHI+c6tDGDD6OAYZdMgOy0UWWAxQygzS0sBUdjiWn/1BgG1tgkuQM0iZFq02tReSkmVTj9JEowQ5d7KTtexkL7tMy0/5s/xeWtdeed7iZOXiiOMdeq12QjYuLHv+tAfzts+9dXx3459z2+v0jkeecz5HEvhJC9uhGmrlJGBv8vsw67teVlk+sfKxZKd0VEegAQDKRbdZbAuYfQ4YfRyDDDpuuOgdhfezGaD4GqTlDYhTVQevad1Anjmzh49o0WozYJTdukNulJAX6Emw8dSKD5iLzzjezB4+KvmdpFPdt+G1Yv/ewN3l2tS+TmwLom9e/UzhZIPrdeDK9jr95b789sKpeX0NEzSbBticc9PA96HNJoWyGrdqwzb15+4aAg0AOKTqjHYMnbV8HYMMPqR97aABlgyqbFvb2gz45o4MJ7P8ropWPupYceod2LgENnUN/nx48Kmfm28/9qLZc+BXuauELtemdsDc+9x5hipONqSmKnSVUp/hnyoXmFeVnvM6Vk9cv+tT192zsfJ73W//qwfNnT94zvyPezYmP+XPbUaNBgDUWEMRQmctX8eQ17PfdrCQV1ORkvxx6UuLqv8AAClNSURBVO6kfb6q7uXiWjfgGtiE0ijBRZluTjbXpva+IEIe+5Pnv83cvPrpSoXcWvUjWbVi11/49sLrdM7IcGadRb/x3YM7xoW0qaA2l00KNYvRb1y1Kdmosjd2+cKqJ5N6JVn9ayMCDQCouYaiqDVmHQNJX4NW+fvnvHVe8p/24KPMRnUuqg5eXQPVMoFN040SXJXpwGR7bfoYpC6a9+t2u3ny3muNCYu8JgFXrXz88H4tWdepFDNfd89PrTpIjb+yL1kxqfIdUOV7q4kA2uU7XKsY/cZVmwY2R5CgI/19G4MNAg0AaGB38kEDxrp3Eg550PrrDjjfHzhY0tyPQGvw6hqo+piVD03ZQbfttak9SNWYbKj6GDarQLLfyG2XnWFW3J93nQ4lRc155DStuP/JSt83Gt9bdX8X2bbXFRqpavtfPZisZOSR2695/8lHdGJrAwINADikyYGfy/4NXSFF0HkDAY39CDQHr2UC1RBS6XzOWtexSpg1SC1zvBqTDRopeDarQHNGZiZ1E1mvUdqzXvmzxbkthvvLD1y/b2L93pJzJKs+RYGYVjH619dunXau+8ntcr+PnnuSaRMCDQDo0cTAr66dhGPT5L4jZWZYywaqMdRelJ21rnOVUON4NSYb6kzBK7pOJRXntDcdlxQ199ZsyFMPGvi6fN/E/r1VFIgNKU4sPb9zj+r9YkKgAcCbWHdcrXvgV8dOwjEKYd+RugLVkNLY+j+3u3bvS+oCysxaN7FKWHWWXWOyIesxpEj7Q0uPN2PHzEzO86DXrX3dLzt1ofn9JQsOv6dSk9GbLlX2+6YN31tZgZh2yuqJc2er3i8mBBoAvKi73kBbnQO/EHYMD1FTs+FVxbBC4fK5zer+ZTtr7WOVMGsSQ2uWXeM97H2MBzZtN/+wfluSCnjnmq3Jf1nfhz6u+97vMyn81vi+acv3Vn8g5uPz+pGzFyXdpfLSp+Tp5H5tQ6ABQF2sebtNCW3mPpSVqJiLpUNaoaj6uc1LLbedtdYMvvImMWSlQGuWXeM9lMeY2LvffHXNVuvvQ9/Xvdb3jc/vrbq/g3x/XmcePSNpYZtXLyO3t60QXBBoAFAVe95uE9IZzKINpHZZdEgJbSWq6oBBazY87zhCCay0lHk9NjslV5211hjMFU1i/Mk5i4KaZS/7feizVkxrxcTXimPsq+FZrj3UurZ/Hw1529lHAwAstSFvt24ywJBNuD6x8vHc+0kry99f4i9A016J0howVJ0NzzsO0aZBzaDXKjupS4cdSRGpulNyk6ttNoP271qmBUmdwqAaCe2gs8r3oc+9bjRWTHysvLR9NfzaZackLWylu5QUfktNhqRLtXElI8WKBgBVbcnbrduckVmF9/EZoGmvRGkPGMrOhucdx8e/Mbi1ZayDmqzXKkWuEsRe+bOXMzcEK/t5rLNOxmbQLq9V9keQ1b+81Rkphr7jkS1HBJRlA+O84KTq96GvlB6tFRPNlZeurIbPPHpG61rY5iHQANDqeoNYNB2gaa5E1TlgKEqJyjuOLDEOamxSnyQ//LQ3zUnaemp8Huuuk7G99v9g6cKkJiKriH1QQCnKBMZFwUnI34daKyZaj8NqeDsRaABQFWunoKY1PSDRDHTqGjAUDfKqpAPFluJn+1qvv2fjwPS713ZKHj6ixWeRujcVtL32ZdArr6f/2sgLKKemppwDY5tVO/k7IX8faq2YaDxO05Mt8KO9SWEAGpHm7YqhhmdAZZZ37eYdSTtH+Sl/Dj1AyzorQ4q71PoOdOoYMKSDvP6BZDrIk9s1BiSxDGpsj3PH7v1JUJK1U3KRN4zMNDf/4WnmrivOSnalrjO1zOUzIsclxye1TzYB5fbJfYX36T1vNqtlcrvw9X3o8v0Ww3dh05Mt8IMVDQCt2F079s4lTbdy1VyJ8j1gsE3N+uLFp5V6fI1jrJvLcWYFJVIsLnUceTslf+FDS7x+fvJS4Vw/I/Jz3rHFtU9lzpvLqp2P70OX77dYvgtZDW8nAg0Ardu0LNbOJU0GaJqBjuaAYdDA03aQJ0+Udxx5fKe0aHc3ckl9ygtKXtspec6hnZL31zowtRkQu35GNAPF3sdyXbXT3kfE9vstpu/Cpidb4MfQlCQmFpicnDRjY2NmYmLCjI6OejoUANAZwL33pgczB6LpAFLSKkL9B6vJfR20Zj/TAY7JGDDYDHCyjmXZkvnJzspFbrlkqZl19IzM40j/nDWo8TUI8zXDvGrDtsIWyQssr/26r8GsAXHWe2F7fOn3QVHQK0Ohn0/uy71P73mT9KNLb19X+LokxUyzxsfl+03E+F0YywpM101axgasaABolTZ0LilbWKkxONTsRFNldSZvJtYmyBBy7HIe845DTN93YqZZvnRhssv0oL0WqvA5w2yT+mQ7I5x3DWoHIWW6lNl+RmxnyYXLTHpTaT4u328ixu/CJlfDoY9AA0CrdLVzieYsoFYnmrIDBptCW3kIWY+3GeQVHUd62+pN25MN36Rg+m/XbE3+k3MoBcWyz0nVQU8dbX99pz5Vuc6yAhTfkwO2Qa9LYNxUmo+P77cQvwt97R+C+hFoAGiVLnYuCTkPu8yAwaZVa1bTnHRYJ8FB/6A26zjkGCf2vhZc9D+sHEd/OtKggbXNLH9dq22yT4a0sNWeEa5yneUFKPtePeh9QGwT9LoGxk3UVPn4fmvTdyHCQ6ABoFWKUhrEcccMm4NTU+ppMU1o02666WD9Hze+ZHX/2TOPMnv2/+qI343MOsq8Z/HcQzP6B6xm3W02u8sbWNvO8te52qY9I1zlOisKUD55/ltrGRDbnBPX81Z3mo9rylbIe3igG9hHA0Bn9vFIvbz3gLn8jkeTQkkZBMXMNWc7VPI+yPshBbb/Z+3zVn+nP8gQv9z3K/P9p34xrftS7/4a/Vw39uvdJ0EKsIv282jDalvZ68wmDe6uH75g5o82t4dMVWlwsnzp8clPnwG9yz5FvvY0imFPDoSDQANA66QpDTJblydv8BmLNtSkZG2+p2nq0H8y6O0fGJU5N+nAWlZOijZtS5+v6U0Zm7jObAIU2Szv0nefUDggFukAd82z42bNM+OdHOxmfb/Jn/vT11zu6zohcPXd65OfbZiwgT+kTgFopTSlYd3mHeaqlY8lqxixpxYNMu/1s1TvVzfXtKWqBtVAVFlByNu3or/mIuZ9AsquxtgGKIvmzS7sDpbXqrVr7U9dUraqpHf11h5tHd9jvrT66VI1Ok227EazCDQAtJb8QzZjxtDAICP0Fo/WbEfogU74uqYtSX1N3vtp4/9t2p78TAc9Z544p/TGfjZ6B9uaBcR1Dt7KtnN1CVDk8zdoQPzApu0DazxCa3xQN5d6kjI1O4Nqj0zJGh32xeguAg0ArdaG1KI847v3qd6vbrbn/T+ffaL5wJIFSRG/1NdU8bV/2Wq+2rMXhwygLzptgfnKw1umrTRkGTq034a0wi3SP9iuWkAsAcatDz6TvIbeoMvnrH7Z1RjXAKV/QGy74jVosMssenlZBfyuEzYhd8RDPQg0ALRazAW4sb2+MgM72+OSIEMGMPIcVVcfZP+NXjJAkk3urjxvsbn3iZcKZ3DTV7Ri+RKz4v5Npbr6lO0KJQO3z3znJ+blPdNXdXwP3sqsxlRNF3NZ8eod7Eq7YmbR609n7J04aFNHPJRHoAGg1Zrawbdrr69sekSZGe+sgWtVf/+vPzM//Oz55sfP7zocLO3avT8JJrIG1jNmuO0o7XOWuY7Bmzzusa8bTgqw5RnPPmmeOaug05JLgNIfrG6fdF9plFQrWe1hFr2edMasiYO69o1B2Ag0ALRazAW4sby+KukRNsffv/meDHYHDVyrklWC//1Pm83Vffs65G1+V9embS4pRBqDt0GrUzKA73+d337sRavXaZMuNihYnTsy7Hzs/7B+m8oseldTr8qkkQ6a0Gh72irsEGgAaL0mdvDtyuvTSI/IO36pnVhx/5MDV0oe+fT7zNfWbElu1/LVf9li/ux9b0n+32WHaN+btrnOMlcZvA0a8B83e7hyulZeulhWsJrX1aufnO05I8NmZ07djG0gJsdzw70/TVrvpuaPzjI3XPQO1eAxxEDGNc0ya0IjpLRONIdAA0An1L2Db1den1Z6xKDjl7QlaU2ct1LyR+csNnc8skVtZUMG07c++Ky5+0cvOKWBae/EXTVwKDt4yxrwDwoytNK1NFocp8/6oaXHmzt7Cv3LnE85Bx//xmPTfi9Bh/z+ywo1MCF3YipKZ+yXNaERSlonmsWGfQA6w/cOvk3vmFvnDsU+0iN6j18GH1IbUbQZnkj3WdBy8+qnrXb6rpNL4FB207+yA/6qu89XqQno34Du/FPmVzqfcg6k2D6P3F7ls521QWXT11jKZkfxT53/VnPLJUvNXVeclaws5jUCyHucmNNWYYcVDQBQsGrDS8ku0b1pG6HMUPrkKz3CZaVEzq/MMmd1Y9LQdJccl1nmsoO3qgP+sulaVXP0pYZHVrbSlrZVZtFlg8+ia0hul/ud89Z5zscaSycmrXTMtqetohiBBgBUdOOqTUl71H4vdaBXvEZ6xKBcddeVkjT1StKe7nzkOTP5768abU12ybHptiV1FH/x4XeWvtaqDvjLpmtVzdGfd+ysw4Pyqs0R1j43bvWccr8ygUZMnZi00jHbnraKfAQaAFDBqg3bBgYZvQOHEGYofRWpVh3YZeWqX/KuE5wHqfIc0jFKirlvfuBpc+tDzxofmuqSkzU7LAHGH/+HxcnrrnKNVRnwyzEcPDiVXDuux+BaE2CzIWL5WXTbYy93nuvsxKRRbK5Ve1TlcZoqmg+1WD82BBoAUOEfIkmXKhLKDKWvItWyA7u8trhfWv10Mnid2HOg1GZ457xlnrdAo8kuOT5nh6sM+CWd6PI7Hy2VLlh2b5S8a6DseZLPqM11U/azbHvtbB3fY9pabB7D62jL+QvB0NRU/x6p001OTpqxsTEzMTFhRkdH6zkyAAicFHxfevs6q/tK4aQUOYcsa+CfDs2KUsBcZgDlvu+96cHMNBL5WxJo7NpzIHOlJO945PHP/PwD6jUbIzOPMl/5yG8XblIX6+xp0aaARWyvFde2umWugTJsrps5s4fNv153QekOW3LdFwVzQxVeW9XPcSiaeh1tOX++2cYGdJ0CgJJc0htC7xVfVKQq5Pa8bjsuXa9sctUlyJDuNjJr3Uv+fNtlZ5ixY2ZmdviSzeV8FIbv3v+rZOZeBota3YHkceTxJGi9+u71yU/Nx3eRrk6V2SjP5VrJem7pYCSdjNKORj++7oKk0H/QNeBjwCfXrNS55Lnxw+8sHQSmqzc2Z6bMOdT4HIegqdfRlvMXElKnAKAk2+DhDSMzg+8VX3eRqm2QtmjeSDL4PHJ/jX1J69ustIZ0sOBT3kZ1LqsTVXZV90Web++Bg+ZTf7++1N+vcq0MyuXPS4PysRKUdjG74d5NZvukfuqMvJaLz3iT+dZjP1M/hzEVm4f4Otpy/kJCoAEAFXPai1qCrli+JPgiwjqLVF3b4vYOPmVgftXKx3MH5rLSobWBX5asVqQuud0htzqdP/q6oIrmBwUgPvPoe4MbCTZ2/nKfmTsyM7m2yhS85x1znt5AJ8TPsS9NvY62nL+QEGgAQEm9RaxZC+lXnrfYLDt1QWf3w9Bsi2s7MP/w6fXUwvTPbhatTnzy/LeZRfNmH5559zl7WnWmv2onKN/pgnWsBMn5mti73/zl/31KJZgpU/+y4r6fmmOGZ1g/V92fY1+aeh1tOX8hoUYDABRy2mXw0Uty3P/6stPNtct0d632JR1YZg1FhyrsOD1ImV2DbQfmt/3TZlMnGcwXBUFTh3Yc763BWL1pu/Xj113zYfP+mJqulaby6DV38C676/rO3Qecnsv351heh9REZdVGxfp91PTzthmBBgBUNKiI9Uefu8AsO3VhNOe2zMBfK0izLfTVSleQV/D6WUcZLTK76bqrtgxW71yz1frxmxgc570/slI3VOO10stlJSiUYKbqruu2z+Xzc1xn04Imvo+afN42I3UKABRobWzVpGobnZV/Ttv9DjTSFdJH/U+//WbrgX7eY6XpXfdt2Ob0d9Mho7xMaTJfdld13zUfee/P6SfMqfVaqTOPXjutrcqxuD6Xj89xE00Lmvg+avJ524pAAwBQy4ZwVYM0jbqBdLAgRb02gcayJW80qzb+fNrv+2c3ywZB6SR1mV3V+/mq+ch6f5q4VurKo9cOZjSCZJdgJX1v1j23I0lxknf/7JPmJfu/uGqyaUFT11hTz9tGBBoAgGBXZ/qLmq+/8BRz1Uq3HaRTf/a7v2k+dcFvHW6Lmm4GZ3JWE/7XZWeaizZtL5zdrBIE/ck5i8w/btxeefa0iY45TVwrZRoJNB3MNFFc/0DfdXvrQ5tLFbI33fK1qe+jkL4HY0agAQAIUlb70o+dt9jc+8RLzjnvw0fNODwjWbSh31TPaoLN7GZvBzLXIEge+3MXnlJ59rQrHXPyzrVWHr12MFPl+igTOGmmOtHyFVVQDA4A8KJKh5q8ouavPLzFXH/h2w8X3//dn77HvPHYWYWPedcPX0iOwWZDP1ntkADAZdfzrOJpY9HBxmVXdZ8dc3x1FdJ+XNdGAiEUBWcd8wLl4nrtQvauBLDwgxUNAIC6Kpup2eSEr7j/yaTTVzr4uuw9JybtY/Nsn9x3uBNR0WqIrHaUSQXpX/3YOr7b3Lz6GW8z75oz/b42wHPdxNB2ZcdHHn3/89922RnTdqGvUhRcR3G9dqpTHalqaC8CDQCAqqppG2UGSrIRnnZ9Qv99bQfB/bndvzX/2No62JTtmOOrq5DL45YJdDTz6LOeX1bP5ozMUgtmfBfXa6c61ZGqhvYi0AAAqNHoUFNmoOQjvaP3vlVm++vuYOP6fL66Crk8rtTM1N0+1TYgumrl48nzS1qbbxqBk4/PQlYAO3bMsPnjcxYdkWYI9KJGAwAQ1GZqZQZKLvUJrrUMGpvgadRguHB5Pl8b4Nk+7rrNO2rZ6bvpncbrUnR9pzVIrqlO6caknzr/bea4Y4aT372890CSGuhr4z7Ej0ADACIgg5w1z4ybL37vKfPF7/2bWfPseJADH420jTJFzS7Fuy73bdsgtM6uQrb3X/vcuPedvpveabxO6fU9VVCDJKtIruTvfGn100mAUXXneXQDgQYABE7+8T7z8w+Yy+98NOmFf+tDz5rL73g0+V1o/7BrpG2U7fiT14nok+e/zex79eDhjke2XYvaNgits6uQ7f03/2J37ft/lHlcX8/vg6QyyapFlqESAXIXgm7oo0YDAAImgcTHv/FY5qyk3PZlz/nrLrQ61JQtah7U9Una2vZ2pOqtrSiqZWjjILSurkI2jyuDYdmssMn2qfNeP6vR5/dBrumifWJcN9lreuM+xIkVDQBR8dXnP0T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", 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[ + 0, + 1 + ], + "title": { + "text": "tsne_2" + } + } + } + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import plotly.express as px\n", "\n", @@ -746,7 +11230,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 46, "metadata": { "scrolled": true }, @@ -768,9 +11252,27 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 47, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m48/48\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step \n", + " 5.2: Terminator, The (1984)\n", + " 4.9: Supercop (1992)\n", + " 4.8: Dead Man Walking (1995)\n", + " 4.7: Boys of St. Vincent, The (1993)\n", + " 4.6: Cyrano de Bergerac (1990)\n", + " 4.6: Full Metal Jacket (1987)\n", + " 4.5: Manon of the Spring (Manon des sources) (1986)\n", + " 4.5: Shaggy Dog, The (1959)\n", + " 4.5: 20,000 Leagues Under the Sea (1954)\n", + " 4.5: Fire on the Mountain (1996)\n" + ] + } + ], "source": [ "for title, pred_rating in recommend(5):\n", " print(\" %0.1f: %s\" % (pred_rating, title))" @@ -790,7 +11292,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 48, "metadata": { "collapsed": false }, @@ -829,11 +11331,38 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 49, "metadata": { "collapsed": false }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 1/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 1ms/step - loss: 2.6169 - val_loss: 1.0457\n", + "Epoch 2/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.8507 - val_loss: 0.7970\n", + "Epoch 3/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.7554 - val_loss: 0.7687\n", + "Epoch 4/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.7288 - val_loss: 0.7558\n", + "Epoch 5/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.7068 - val_loss: 0.7483\n", + "Epoch 6/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.6850 - val_loss: 0.7399\n", + "Epoch 7/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.6626 - val_loss: 0.7368\n", + "Epoch 8/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.6404 - val_loss: 0.7345\n", + "Epoch 9/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.6167 - val_loss: 0.7379\n", + "Epoch 10/10\n", + "\u001b[1m1125/1125\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 1ms/step - loss: 0.5920 - val_loss: 0.7379\n" + ] + } + ], "source": [ "# Training the model\n", "history = model.fit([user_id_train, item_id_train], rating_train,\n", @@ -851,7 +11380,7 @@ ], "metadata": { "kernelspec": { - "display_name": "lab_1", + "display_name": "deep-learning-env", "language": "python", "name": "python3" }, @@ -865,7 +11394,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.9" + "version": "3.11.7" } }, "nbformat": 4, diff --git a/01_materials/labs/lab_4.ipynb b/01_materials/labs/lab_4.ipynb index bfa4a878d..3a84e6b8b 100644 --- a/01_materials/labs/lab_4.ipynb +++ b/01_materials/labs/lab_4.ipynb @@ -24,9 +24,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GPUs disabled, using CPU.\n" + ] + } + ], "source": [ "## Tensorflow GPU disabled by default. Comment the following lines to enable GPU if you have a working CUDA installation.\n", "import tensorflow as tf\n", @@ -47,7 +55,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "metadata": { "id": "GKDUIG0oI_fe" }, @@ -61,7 +69,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -70,7 +78,25 @@ "id": "p351aOgAI_fe", "outputId": "ffe85424-b3f4-4a4a-ab52-21020343c8a6" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "sample image shape: (400, 600, 3)\n" + ] + }, + { + "data": { + "image/png": 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qccLjCYWdECvE4MSj/wjY+Pf4YIlbvE+mI3KigCBs1sdA5CQg0e/mb5v/yfEL/uLfxyP0S/KJGo/jFPVBL3RG5+eB0/FehBNiIWEXCq+5J+2aP9fPd/7ck1MTnM7CcgwPZ9TFXxPP9xjgacLo3oEjOPKyrFL75KOlvblIhWAc7kBOmDyT1UwcXcdgJGFkf8xPNnI2GMpwi6qy88uFVRUL8WSr9YqVX3A6z5dkc3l+bllRWLNrPFAbySaB8x2V4rMhcqfrpT37yEdsd/fChv6FMrB9M9i2bxVcPL5c2KZKLB16a5rBupbJZ5aWhTKqagFES3ZS2ZAVNpCV6JawADFJHX7fHxrb7xorp8nq2qwuMhs6ssHCinS05tCrLHMYeP9k+2G0Q+cbIpvyckGpagGurc26JaBQGcEXUcoi/Gd9qoUkTVp7cpnZ43WpoEBlipIS2ELZ9n7XCvpXWaBz+L1eJJZNB+sPbPSdZVNYbPh3X3Zt7Dxrygs2UQ/0esoWbAZAwTw/NlOySy26LPyTlUWtBU8QvYILoHKHrLMFm/eke0vJqABlYUOP84OxqgGdWkVgR0BHsMwz1+ZPpOJBhRZgfjeyYE+W5Y50EtAwHjnXQfPquGgLKh/8HviCQMafhwSEwI1zTW3qWo3XZZlYXfBeD3wqkJC4eWkzdXSQwKtnMyrZZCjPBGSUrJnYh1C1nawJKBgBT0EUyu+7VoG1SpGWWFVOylJBAzNKDYNZM/Re6iJwqXIry9TScfJAioB8Imji+WfaTFrKAWyllCQIApQBJwrWOD/WGeawXk8Qx/Uz6VRB8GBNa1DqryFDp2QwdAezqbGUzJk6Yyg9a78ENVRC6MiYghBtcgTBHl4QaQpfUkWC8KNXMMyIA93gOxlPoKhKsDjvE9RWn6kAkHJfahUIU557EMDpC3wCOfHyP1FFR0mMwJp1QXMIdKpUGYsxM02UULyUxpgG8WK8Mm64h45UOaIvZGJMVArj2WsOaG308xTSJDSZQDvV2kOSQvnGRpBTMiVf7wkgJ36nEi/JjKOT09A5SsNbvEQQ0I/JBgIbjV0CRso/YT0ONAcPCD3BnNI8BOtZCPqYG0vr80pBytjeefBHuRl0i7Jywtod9r9Q/iIhSJPK0oLyD8s9Y7VVgkiwNHRHwcu3bIDy+37f77O3337b/syf+TP21a9+1T7/+c/bP/gH/+B9xNn/vYMJ4wt+CDXmMoV9w6BkDk60Qeo34X0nPI/4xjmQUcgaoBZ+jEFRCCLCA4ilC9+TA/pwskErHAnQDFmKoLiT192Hu074IOGaNFmdURLPygfdzFNhSkduyjHQ8KiAnAtA0g/VIecAJ1wlSaUmR0SBjrfBJ9QRTYm3LiIpmvwRFYlQk6L6I1jEOel0As9GmbYv/zo/1t5ni9w+frG015apFX1rQ9/YpppURqiNmjHbCQugIwZsLA6Tj4L1q2Vlq7PKcrL8cbCKjRJoVcFAanldWgHPA3icjbvKzLrR7g6D7fsUQMWqKbHty8aaZLLX33rd1svS+p1ZsSzsbtvYrhusqhJ7dF7aWVla3za2b3tlqpRd2LzKJWWQ3HIyWSEaJV+jxV5ZBTyKhA2ot+22tfawp7IkfklBuaQjXgDV8HLGbs/5DXYQlwBVm/MJuPrHV2uVXFpKMNTZyf7ZUPgu/hOiQCYMTN2Kb3JxXtmSJJkFjM2vAk4urG8J0jhPApPO2pZnCNeBiI2fyfR8c9H4iYOHDRbUCHSrYNEf/bNUKqgszYVZaDzqnoyt/p25Wy5KD1YYfIpZQ9DJhpRlzgNhURtG8TlC4uecAHJvMny+h82HzDBz7oM4HEontUpoMxECQqBCTZ7n4FCeNhBB5+InsFl5mUe8GAhEYQ5FWJ7Pd+SPTN6Dcso5pQ2WhwyX8+A7GJdxrPO9A5lyP1mSD+I+EASOfWJJkSq4SEbn8Ry2rQ3WOFpBWRCexeDBIUgeB5ssyAhBTgW/yAjAe2s7ArpBmznokwKbadIYBTnhugvGV8Ym70EmEb42aO6rUK1QmiOD1r4qiFKfyXSaKHeqVMg64isLXAqVF7Lc1xMG8jjounxNADpxJFkoTSg5Dwayxec5UqVyBqMb3oPWloSKn4JY3wi9DMxlqXzEO5XB+zhQOMJarBI7HJTe0im15cLRNcpN4kh1vfWcI2XawEuJnDHuFfeAbyQ4STMC+5AMMo48otH3T6NzYFjXKIHoO0R68jXWeXysU37N3BueMcihhijBQuaBr3NMOpWzkpknyHc4Dwd0gjmoEnLg6sQ9ROhSmGcqURJIDL1loDlC5ynXTTZqkPJ8KLtyJZnKNl6e9edAQkdAxDwUWsaTHxc2DaB5k54Hny0OmYIo7r2jWklGsAmC5IHcBNdOgW4vRK4/MA7+045vKkmWcs6vpqTz/iNm9PeIDPdfcRKceHx75HlEytfxdWEjVnTp0bkW5MiNiEfMFgRThwDmuKWfkEAjvHBEXWJAcZ8o6gvg6fmq5HBSSgmsv/eVtjQkdc6+13uwQ7YQOB6R2xbOWZ/NZDqBZjyO8tf6RIvfGrgm8cRD+eoYaARez0kgE8OneD9Pw6nj9ceJ5IFSXaT2pErso+vc3qgnW4yNoFoltiwWCVwQJ4OxEAWeogg3BCHwS5bnhS3qpTH0RcTr2SBZSKkVT5YvSssXtS9uNlq9KHVLb3a9SKZVndqqSG33srGsqu3JRWl50tnNy7ftsNtauz0oPHpylttmVYgD03eUdDo7dGxa1K4TlXQWi8qJqWmp8dOzOZCFi7fEoxxVVtrudoKPF2xkcCqGTnXgJKN8Ndl+N9i+Ndt3g3UT6AcbT2ttxzOabLmsbEGQlHmJg8kPhKMy2ZQGsqcHIlzsgqBqU1jBItx12qCqBYtmZm3jGzn3Stn5aOKkQO5tQHiaUJYJpEzGVK4yBuTNQEpN/O8+TlLV38XjmDz/5j0sVLwWHo6CBDYZNmkWsZYsdLAcMjGbd9/pOebaUAt9JmVVBe0s2BNkPZZXSoMBpWOjyVInN5P9CvJ3Aq44a5mXW5S9K6fw7D2ipyzYHuCHcR+DFZUUuHbVUxxtHLim0ZYlG7CjQyodUaMvIfqSkfpGo/JkCdcCxGK0pNsruGVs8HqyToKoZujEDaEcRbAvdIdSA+gcWTEbPptmlVtdElz6xhqJsIeWjRfSamIlNX/QAyE0BJ5ediS750+mCf+mhEHBAWga2e4oBIzhBDnaeQupcE7geScKB8Ip94P1R4iBv06ZvsriY9j0fAPXgyeIZQOfk0fGDaQNnpGvRX6Ez9UzCKUpIQLEBx5QaWsVcTuU94Swco1whJiTBOw8c9aJygqInSBlE8RyghMPYhWY6fNNz4NrBtkTp0gxVAhSuVeBKDwwlpQgihqv0iLoHs8rCij4LL8mAhovXTPeVBqbPKhngfOyZO7oVwhQhCCmHhQTwMyiCqFHPqcj+qvyEJt/WPtj8izagMpurLOB6Mv9ECmZZIoxO9nI5BF5mqyg8LHNNNN6QpKTWlISbNQ2NDEoEpCiIMzimFGQm4s/xcIjojC0i55ACQSIW9ipxPufevxXoeL5lY9jDj9n/u8JVO6hEzEGOYlnItAV1T8RRYl4gaC2iBJIWRIIKnOwcF/54+qT4/kxKIHp/GUOccbJeXoePlG/UWnqGBUfr/lIkJ1jl0Dg1QIeCV+BoRp+E5CPwNyOiMdMlj1FVAIHJZBsp/cqbWI4JpQkqnXmsnK4Vsd75scx37LwzALEeLFI7bVFZo+L1B7nidVDa3UyqFYKWpCOqZWQQqln8G6RQwerq8xWVWrLZW4XjzdWLnLb3lIKcSY5C8OY9pYvyFQdauQzyAbY/MgkIKQC2V6sQQ9aO2w7qy8qOz9b+qbZ7OywPdjuZqf7+eh8oRIUkPaeQOEADwRYNZOqpYaICpk7K6zPC+unzNq+s55JyiZN+cFG2+8buzs0tsj8/CkRQXbk2Q2Dw+YgK8+3DTmwGPMgMWRxSePE0xJ2f1XZQRkwHJVe16SHzbPUuBgtGdjcE7u8WNtyWSpro2yTgfCQ2aJ8alqRHVmUm7ZRcCuibJqI96LzZ6MXrOsLJJsUmXeYJcqW+T4ysRxSqTgFHuCXIBs2WbPvBEDCo4Bkp0w6BTFCncJzG5TZMzYoa4msKWKmq56OCKkHUllaWhagc/hA7JB5vdAiz3XmGWUhNvyO6pcyVDYvoOcsc+TF2aZ+rlmSz4qRqMpzyBv0ImToiprhMfN9rrLgGODrAO+DRlUhs5Zaw0mQ4mPAs1H2znYKKYhz9OsFAiehpixDDA3Jle9l3DUtAUur8yRDJzhZ1HngubChTtY18JEGZf4CMUrfwCkTka2rWkKQJ4ifbNhnJ9fDxsXmrPEjHpAH09I3SjlFsBFKSpSs2LBYy9jAVEbxEp9UJYzDuXwdV9LAkYDoTeI0USLg3nhmr00M+D8kSlp5QilMwWFI2LxE5hmXAiqVCAOiotohwR4lkFz8FVfcgEwSOLhqCc4QJRy+00n9XorvfFiF8jcBnteHFFAIJASlYTxQTnFFjEqBIo0mKrHBo1IgG0i8frLcSw/etH6G9ddRoJACUsoEcQvos0o/IA5J5+Wv3J+R7nNca8VN8bWdcThEdGrifjm5S8EKz5fyYqwUqITV6Fq82kM5b/CgAbQFtCgtLQEVsoOCMr6EgFdKJXDG5uDlHAH1IXmntEMwXhaWlTWYlNaObn8XgqZQwiRxHJ0k+wEIUE75JnFjPspp388SDsTY8J+jyk6AjVgFD8DroIwt36ijMiaiC4rrTzbck4+fiVvpPX6JL9DOiRu1ocWA6Ig2HLOHmM0dJccRKfFJE18fM5JISvX3u5RG9fyTgOI0cjstaR3pO8fymP5N8/Y9XJRvfOuPfJz4WWGi+SL3jcpmlJZze3WV25vrxM6HyRbJaCvrbAGsK5h5tK7tA+fECVYinLFIl2aL2my9qe3y6ZnlVWr7bWu77d56Mseysq7fO/mPfUCTN7VliRLMEQIyfRb4uiptd3Nnt7vOLp9d2hpCbVba2B7s+YsbO2yBxFNbr3MrWRN7s10DjD641DUrpZqol5VVZeUbM2gPEs4OtYbLJVHQJElvt6AmeyfhskjxrIFPD9RpIZtOozXDZLeHwQ5wUlaViGvIqgVVl5Ot0oVnVnB0Do3GqRLOABnPUr80tUWZ2dVlbcvVQhl0n9SW1U5MpBzUHbzU0nTIs1vbrGtbIFVALYNce0hsWeUKhMi+6gDX931rGRt0VSrwo1yFQqdIUdRMIvCK7U/NfgBlcrljpffDD+qcFwMxdE9WNSmQYRwNjdfbCehEXkxP6/0Mo1wEXJQd2aG3ifo4S1lQeIijAKoA4iDZKQGRb8YqsTGHQJa0ACCVHgXxw9lRVUJz25ESkCgCMXgOCujIWHkOaSFFDOeE4osgoFrAtZFvwbzKwPdIs07wvoStZO78c71QkAgLs9/vbL/1khrEzeWilNKGYIVx2e6lSVaJi2dRL3JxOri+VjA7vBR/jiBelHRYfw4twSj7F4TQ3NICJINnB7/HgzUQJ84RroUSKMUcHphR9gO9GvvWknHwIE9BhVsAxA3eVSZOjuYzVXoOxD3KJHEV0rMFSWQjFVowukS+g3MR5L+hTBM5QHwPAZhz+pzbExEvxq/+C/Jdxgsk8r7bqezC+FIgT6A3TNZOnSt9UTIp2+e8fZzA+YJ0re8RYhPWNAWwzDUxtYQ4WIJFAUqr3PJkISSLoJyxwB7BvFSAogDcJbzznhNL/6BjCkJBswbLCSHgsTAmZT1A0gGS6QPSA2OCBHYshgOE3LCGq6oGEuo0AK8+wUUK/B4RYaK8mnI6RgtOCQD1UDDN67ALyOGsEDAVlgz5zN2hXMO5KaTq2zlp9rIn6wUBeSjnSTJHSTXX2pAmnWV5pfWLueMkoQ9CgBLKJ6dlk0BrDQ8gICLv2Zznv+vn406rv0ZGLHKrIBOeUZLgMxLYFfM3nX4egYEeaPiFmPHz6YaJKkKYkySptWpSx81ck98jZGdihwsV9yVo/2MZRgMjwn9xBjgEyqIkNncIqGZ59Imvit8PP2cFVTGgOUVZ3nPMCFP0mznZEGeNTyijxM+PL2ExY3pd1IV9+LK0V7LUzpLeiqmzMjNbL6j7U6/0wJ3FQxROyISSD1NGmSzDt+PZudUiwgbOCGjIgnLPQhtpktZi0jfNnZ2dnylzhHDIgs1UYuMGSQHN2HWdfdsXPmvDluBhq4D15XZn+33vcDrw5jDadjvYjgyX8+IW5anKOWwceVlK/tcqS5vs0DTKOFHkAKUOXWf7/cHaQ2vDgQ15sGZkA+dZZNa3vimziUCUhOSbMz4mVBaJrSDj2tKacWNNcxB0zXMeUPZocXW1i3IqJKdVYpfnpZ2fL3WuBB9JWlpFZJcQFISSgQi+Ltl8dLlW+YMAitITCw4+KV2XWo5ypnSyIePKkQ4259b6ptMGSCbpaFFiNR4dBGpD6x4t9ULcIDY6ZeosdN1gO3nW+HhqBHk7SkA5xImgCTRwEQelXqA8wMKOikY+KZ0HxAocjoMW2TLjugDdogzEZltSdqMskNmUIY8O8wuuQNsqQNHmxCYs6XZvfSg5gT5QJgJ6F0ESVQjEaiOjzhQ0oCKhnKT5BULDgixfiVznMzSD4Y4xZry2VDAiHwvIqHjSZAQhbFyZPE3IQFsCMBDDMrUN/jtLXlfaHq4JCrSmF49E47TmWsnseS+cI0od7KO+ufvm6EoakBzuGcGBsnN8Tdh0peYICB2/xMsCUrFKXV6yCjQkLxPwswiZlLYcIYJoLDSXZEIqGUerFKxzv/FJAfkTGTUgWbEEH5IunrVC94A+smGKi6sym/NZNP6H3suGcM16xjlSqtQq0EY2ZJUiWusJHJLCzxEEiN/D6REXxBcoefVIIpioHOGBkitxREYVStjr37lHxCSguwRxCirgPgkVcY+SqFpim5UaRqiiJ7riDslbhD0geAyZWO86pGoeBgVZcY8Rl0soD0kAax/X5PJuXZNUe8E3Q+dfukKJD6MUh9w8RxZMDBJ4KZpT3FvnyU3IlibWCoKwyRJIyiDQRWm5FTaMtzbINIaH5ME+iKT0U6HcBsdMnDIPxTUOepzg2beEyJ1YbvxaDlBCVeO4M3vB4fiPp689yeQjf8IDFGCzYNQWyg6zdDfsrkfJcSSsxlDjhN8Svs/vfaSyhgDqXtknElFdQSCIMyAus/Q31GWjuuhIST+GRkc/FCeZujAolp+A7fxeeNxzQmYNQRn/RqYbLA1mtIbfxWv6xsfphQRI8lgECq/w85QhVvh+flHniT3bLO1jZ6U9yXqrZdLV6fd1nqmejMxTkDM1eHEZPHBy/wazxTK3y8fnVixKeZHcXt8SQdjq6gpihbXAj6F2PSSDrc9W8um4PTD9R0HjdWFS8GzH0VYXl/ZkXdnh5Qstrvvtzg7NjXWHRudDiAShE4Iq3A8yVc5DaoCK4KSwKcutS5DakRDzGieYlQWIAhLig7UYpyHXIzA5tLq/Up1kmR2awXpKIVUhDktRLKyZcvFW0mFnZ0tUGKX1eLLsnJ3PxjG1vaWseMEIS0oNjYXRnjxZ2WpVSp7cggQCD8vwa7SR4EOeEG7+xZAj2KPmvD3sDVBGCFxAxkiKWGdZnEW6zcnuB0ei4AVJBJPqd2VQL/EzBm8s/tynqnYkCNO5iWCjazXW5Bc2mB0g9KYgWmS3iRAdsm+Z4AULAGV7wPgsgk3j9lJch3wXQDiApRM77Knhtwq2WLyRRqcQbAU9u+SVpS8lSSBDl/mZlxQU+FCGIcgH8QkeDjoXKTogUILu7TRHKbeQPbvdiW9K4un0hwDfg8wQaMA5GFRewIirWq8sy5ZCtQhiKKNUPP+qlBx9nEqbksbyorWqSG2FUqt2Qui+Pai0COICj4HSH+idsuvJCdR8TxfM0NhzxQtRWcyDE6a7AlTPyqS+gc0DPwV+FRswyAnJlKPBx/qtK5Rcf0d5QBl85p4vjiA4uRoUS9wINlIhLmF94D4QmDA4gkEb5UOQsnk11zrggY6ra3ycCrnQ83PzPVApZqmQJMYQz5DfSOIMj2YUF4TzI3jjP97InIBQLBIvewAlseD74jwZP3+tlQpyepURHfzA3yRXAsTaJGJ60otw7lJlN6vz8gm5pZdoRBLlLsM3CUpfcX1AH7Sxg1IG470gw5wSkJUgk+AZprFk40hNVJxFU0LKlFKiRfGGSsOz/ZXL2oUQ+XnGvc+fmd+vpDvMqAmvzcrSkrwW2ZWy8jAuHJFhB5M0PSJrrN+djUoOiKRIHhyB9FybsUq5M/9gBCheLz0hkgakIPJEvpHpWVTZaPOLxrBhi73nFRLNiCI5NdR0nJF/RF+kBNCGHwKJQFKKsKYef0RgYmlGwY//q4IlRd0nZ3okfYTvOb0mz4b0mjAQZ01xRDRkcnT6lTO24e8NWEx6ct6Rh3Lvns0mbke6azix90iUQ1lrLj1FJZFDxVzfukztU0839lad2nrqLMeYS+6Og9Wr2nL4FwH+JPvQ5JUnwNFM7+zx0i4erbUJs7He3R2UNWsjblgIua9kK50tFoWtysKGQ2Mvt63QjYoazaG3l3cue1yulraAjNnu7fr6zuv98DE6OAFkyqlKFSz4AwsRWQn1/2Vtq2UtUlk/5daAmuBLoZo4JELKIpUWp7u7W9ve3slE7uzRRkFIt2uF1PT7ybbUaQcnvK5WtY15ZgcSV2SrKZkzC+vCerLmprF230BUIPWzDM4GBE14CTkcGCdPVnVpZV25AkNk41LlTKlhekqWLh8m8GLzAmEY2sZeHNxQSpkUrHzxZnzxY4OWSSUK3rDBsDiKV+ODUYEAARajgESWzRq5NQtl2+wF64shiH8K30uJgXPsCVQgfHotnu+WmjFstAqACJR4kxA/JwPDZWAcKOsvKmWnbbeX0kWICgOHDLCutdjCTfAN1102hcDAVRDpOJhZhfnKtfgmTJbvpnwEKM0O+amvCTUyzJQg0jcVSgny0AiKOhZ/7hsBEF4ymlkDpRwnLoKfAKIrwCFA18bJze+V4RKsLYuFlan7ypCd7+E9qY7PBgUZ13kwvJ7n7QGCG2uJgIvnCUFEOrj0VaRV90ZRxismuW/oUgWxcfF6GSI6B0MEx4CQiAQZ/DCGOL9n91vfWGfNYe8kSXmPaLN3bhilK+6pK1sIloLJY/CdkZIl+MO4l0ZYV4KMNXo2STYeg1Rt1OQqzuXQ2qpz9LWK0oOriUCnOAc4F+PsicLDcf8Ol9yS5fvzBKnExTmQv/FZwugvmII6qbUPPigB4fMLdQRd40GUf5VOnNMTXGhlvhYNQEGaHLFT4BbQhlElqdRG+F76fEdchfSEREyv4es4J1AW7AhAlyaItjyzRKT0Y4Lt0vBZ5SmOWeQx+tpKIKFrxPNEgUxmQwJHJbFyuZkFGRpL4f4oYFG5DDTSHaIVpMpZ2EtkJABc9wciQDnBFu799tRbJJqP+UZ//Fn/dhTPhNIHf4Z6avz3OaiIL/OwQuHFHOFERCZ8RoRhZJjjXJeTs5u/WwMusq1D/fy0vCLdfyBzHU3ejsaubrkc19SZKHO82EAaPuYlMX4Ids3xF3PZJ5Ut+KmvzHyn52DmeF+dKX5yXSGyczl1uKZxtCebhX38MrcPrRK7MOri2Mb3irQfndXyjWgCF8IX9VY+G1JBFDg3Jvb02SOrCq85k23jG0LdvG8Tm252trlYKjJv+s4u1gurkl6w4qE5iGdCbfrubisvkrXIrkzAyXY3z61vUylVyEjleUCmlTrJa9/IfFulFyzYcaZdLHzD67E2H1Pbd/iSYE7lLq5VlskDhACq3e2Dcdzanj15JAnyzTsv7TlE2aF1BRFqmcXChrKyXdvaDnSASQ/JcagtY5Hc7a1tdwqwpm6wAgVLVSnTYYOry8RWq0IlnM4yITmqc+e1DL2AmCVVRYqKD0bfK4hL2ta2B4IkZ/GzVAF74+WQzZbm3BMn/+H34mUYFqbgV4Hfh9AiDza4LyxEJWUIuaB6TR0vBZJW5J7KtgOjH6QJ+XGUfzty4mOXTN4Xe3nVKzvEIVekyRAkYSFPyUyeHSyK8uMIDqVFLX8HMs8olWdO9R1olvNqRDUggMFbYuqF1hEMUc5RIAfSdBhtj5U/4wP1TJHLe0MIQkD5QAM1j+AmIPsV0oKRHY6/zhUgMCAI7jReVlbUuRALxqfk3QqgCDwHlXryrNJGDDK4P/QizLp6iWfOfea8C417NlfmDGLsxhmJmmeEqSJVgrCoPOeqI+4D38mKBprn/FnfHLUyBMMykggvWzvBNUQhYa0K0mRVoY++VCjcdH/lNxOM12hREAJPEBVHEHjOXLMHSzxfhRdZCH5PygGMMwWfwV6BIKZVsJY496YgOAkGaFHNyFjEnFCBSRg3BADidaCe8kYnLssNgSXBI0GiAjUv2+H3IRUW5RmpXkIbkEAijfJ00T2QjSfcdZA3gjzQHsai+63o7RMRvBNUfbEP5SWRvr1kaeEOEXDoq2R+Flx+tXeBWoRSGJbTBJwtPA/mA/4qgxsKCi3xtgIq+4OWyUE2qjRwqCY4Ylxxz+Wr7oGi1FVwcyj5hM+BsC6UjznCnEZtRzCqrMRLXXIfdiWW3iPzPyf489oPToByL0I5Qgn3e80EO5HZEj5m+9HiYGa3+sATqhG5IBEoCMiAonnvZ8D3uUlR9AFxqNs37mNU5KWKuLeHkgyQZuS8BOmmJl1EJJSuh1psIP5G7MONk8IADkZVx6DiVFXk/RXcVn7GkAJ+EnxZIqoSsqJ7ZNpY/nE+/7HXEPXkaGl/ZOH6PDspObHwfPhybR/flHaVtXY1DSZeYOPQ4PnZQpvgbrtzKFHlB0eFCjbPZLTNo4U9e7bBeUrkUVwk2fQP9IfBCXNV2uZiPUu5H21W1m9vbAsJtsisBknYdbYdzZ599M2g7igtbRq7ef7Ce5hA1uv6QKrz7EN9crjn2Iaz6JeJrZeVFluhESx4Y2ZbgiCcbEEQcOtM4apQ0kHq3NnlZmmr5UKk0rHvbPdya7c3W7tF0ZKg+iEoyOyGTawZbXvYqZeHm2iSNY8qJ9UoKXDoxMANXkXp9tQEEqs6s/WmEmEVNIeSM1I/UBURAJVVezavTRRztyXut6PdYUFf5LZeFSqZwZVBbq2NHEkimWcJCdPLCWVV26audA/2nbtkshkzzq55f1HY4uxczhZIk1l0CVqA01lIF5tSPAyQDmrdS2TOOeWIRsoBrLV7o7QBX4CXNA5XpyBCTurjPBkrmO0ph4zulJFSwpxj8yZrJHtjgwjESngE/aFxU76Ao0dfDBZwmcxR/qAE1RFYeH8SfEXg7iwlMXdjMmW6rAGgEkIkQARMmz2lCDJvggQ2Wojx8HNQ44BAFVNqNWgbN5LvV88ch8fVP4pSGefOOGsT2+LVs2UTGRVcUwriXMfQ/oCxy3WQ9Xt/J9Ym5zCgfFNxBIWPjMZ882E8EADKRVebN0gAgYpvPiQSQPasmYCPCk6URXjpjExYqIOkqJROKncqInsWV4dL85IGQYmSnCKzTKUVL2+I/Mz5BNM+ztPN9lifgnmkSlUgnZDmHZEDqXRlTSm+CSggsYkyeVA61yg5Tw9Eb2iDFxGeOMxV5yRxyJUgOL36+oxLtJsuchDwwaXBrRZEYS6/iDQbyvIy5PNaSo9x21j6vSEgkc07QR7WBk6ojqgj+4AAkOhGK8TIEzsLAgvW/r5vvK/V6PddpGuZ3bm3imgmU2ndcNA6o9AG9ERbvKMlqASZzyL58rN6AIFwhHqTpOgHy7NF2Fvc5ToBVWac5wtL8krBRlRRxX2A+Y3VPQGbUDY5GBNMMk/pmccO4hy5qd9+MAKU+4dvo6eYymmQEvCN0NQuogtHEmzkaAQ6Z/AhiZ8cFC5hI9YiGBAQL4uE7w8IjaJp138Fcqj/qZphxFDQj4fSjqOWUYLmkUpsQ+3fE43rIycmzg7PZI4NAiNEzSYfAzXncaiXy4z8RJrNkZXjpxAJsCe9ipyI4NemqF6V7GA2F6Cd+f75ZSNJ21S5ferJyt6A4JmgzkHyubekd9h8QxaN0mW/V+kFzwQmdE0TPkh6ZW7rRws72yxtPBzE80gwVYM7Ap9jTG3zaGlPnlwqW2NRxtxt/3KvCXfx+ML63Z3tDmbF1ZW9enluWbt31nwy2POba9sdnMwlB9tFLQh8f+i0Gev76LtDZobLKj1FikIL2ZiCUrBp7BXYsAGgpGXj2W3xnj94jXoJscw3KDL45+++K1Lv3V1vLX0ygLrhNEC+I0gdE6FD2NcLdVAjMoyiAndIqDglp0Elp0WZ2qqkvOOqIfFNQ58PFne8TkQgDH2BHHEYhADIVr3rrFyhWlrY/nDQIpMam2KuXkH1xcbq9UYeLNO4suXmws6ePLb68rGVF49teXFpi7OV+EDYsiMvJJDzPk0eQFFeisoajZkAo0uJIdMxLP4hD++sud3a/uW1NTc31j5/2/YvX5rtX1rS3ThhEyfb/Z3uITV/bXRhbGJZrnkCdwTCbmzKl7volXIYUtZ2v7OEwEqLu/dyUXmGjJ3ghPWADC8kNZKrC3UAsaiDRB1UJXidcp3sfJh0sUmmweuFBbko1FCRBBOEqg2JCw0Zl9hFUP5onHI7yE/CrILfJPUTPBiCGjgncFggEfeOFNBnSdk5UnonxC8o4yGhZaOXWzC9l2q+xE3b4A9kbqPuEldXTaUiMgbzueDkCz+D7yJQhjiqspuUMLEpqydskviGcpIrRTCZI/hw+3s3AQs9XVRCS60guYE4HjppyoFVJST6xngJUZ/vQ0U/K+ggI5cXkJOsSQmEgGQEG6HZni9lEiAwHpwYTBNLN5iLCaU8eIJbqgdqSLj9fGMyCvrlKAsIrj9bHxBurBb5gsckLq7xIDXB6VUIhztca3zG8ndMNKXg82RNwbPKZRqY/vmD2+iT3Ihc60YiChwIlJyyQzAq8olM5zxZ5bsxlyP4CI0DGSsD5+HlbXmjaOCDdHPTmT+gnAwZ7lU1u5YzPpWsoKZDzYAih15b/V6lYQJ5nr2mqJSJQagjTxoSGC+tYVCI2ePhbvdBDFDicZ8rEbkRsw9IpElrQAf7VN9953fKwjqWgU7KGvPnhwGp6H/mgM7vDtFxIK46XTPQoY7hk55feN/swaYs7rQHT/BiCCHEUXnjQ+f0dfFDTw3UjkWwkyJPVPWoNntf7hVNYCOheDbBi5d9wl+ZqS0icjmPhoON+tV1bZ+6WtkzYOqOni34mnRWcr9QneDiiJx27BTM+H9wIfzbyFKXq1qIhPqQkIZ0iW13+EF447CrzcKW60pWzqgM7HDwXjLLUqodISNTbpun57Y52wiuvWsbayG/snB13sxRZleoX5DsorIQ+oCngZcp6G3CpkBA0A2pdSpDgCZ41k5IzMKAaoINkA0OpenFxcrOLi+s2+/csAhJKBMUJAjeCaUjkAUIlEgguScsbHJCdXM3bmaZ4toIsuQSTfHe8tRW2Pov8P3Ab8UzQzZROsr6ouaLFQ9MJQYFfQSWTgCV+6qCh8x2Q2W2emrLpxvLN4+sunxqqyfP7Ozpq1afndvi/Myq1YVUIpRT3CXz/QaGHhQHrlTE6k42jjCKT17vY3J54rjsMa8bew1jYf2hs+buuTXX79jhxTu2f/6uNS/escO7b1v78qs23r0w67YaB5RGypL7hh9GbhOcCYIG0BsQEch7oTyh2RgarqFOkjRXZFvneyjWoUQhYY+bWkl6KjVH9GYmWCQjF0/bJaWBPwF6U9S1kKRh39iw90UZ9VilUqojUrgk24A5YKbu27KfJ2NWn53Gx0brXXkheKtRI4ZuPF++l/IgvjPy1AK9cFMwIZ5hI4VHpO64YcuRoy8bR3AjVddZJSi4EWOvHz1okDMHOa42M39obHTeaTrA9wR5gRfjJpFhGKi85EGPmodOcIB8bHB+lGuE9gjJiX1w7vcgc2WIr1dOVHY1DNwm2f8HHqLOR0oc3xSjCEBls4AUEceI0xZQadYIBzKCGZ0+xzlQfCbjAF4XXZ4p26lxIielIMxdbX0MeRlU7/WCmkt15ZsT+H0iBHv05YmtN+fzKognI75+O6KGQiYRETZIj7WPeW8dKaK4D8GLxsUcAQVX42F4Pd6YT8GOkHQn15OoCvQX/ygoReEwBU6D7Atmgnx4jqFEFa0wKD93HWvpVmR1KZso2Ulm7RYCMyeR8SGvG7hYjXX7rXXNnX1gApRfSW0yc1BCOWeO/ENNIvJIVELVJDg+kBiqvM/zJLTZjp2NZ35LqN+o8VP4Vud+OMPZF/G4aDvTfX7fvMDH+u3Rx+XoVRLKPqcqnRBGxD7K4Qzu8VHmzw/ndxoczdWd+YUcsaFVDGJONo45TJrv/Px+d0mkFDLZRy+X9pF1ZY/LzlJg3p5uuGzak1Qi9JDpqUNkjqKQxak1eggM4VEsaTKH3A1VQV3YducbfD91Vixwcl14TxYCP4iju06T7OLyDDBXUt5sc26r1cIyPDqeP7du7Gx3u7P9zUGZCpkkPW8IPlC13MmQzFUXGfB5RXDCxEU6TIM+R7LIZqkfc7012Wbb2UEd+0ZlxWxWRYlrJYtHIzgW1EeZ1YFM2BdGdfCF+CaOR2IttW0CInxFyNAh6uLPoSwts4YdCEfdsrDFIrPzs1LBkzLAQILjWtRcjICQ0dANyoT5Eko6bK57HGOTpWXrZ1Y+e9Mef/wTdv7sVSvPzqw8u7Jyc2YLuj4vNmoYNtFLhfsclQYsQqHzrJDFE+J3HN8Of8eu18eO1bFXCbh4VNtFFUnkfhFser3bF89qVVm1fGL27LHLfSgrgITQL+j2pQ3bO5u217Z9/o5df+WXbPul/2jD7dcst702YFA6FnOk2JjWsenIrl40qUluu5Q9UlJHKWKios1N1gCzpX+hyZ+4O25Gpz4nKjmx8fnird43Iuw6gsWmKaElYwUlRNZbrjImPYp800AGTadoElPk6nwvY2S/H6RGosTiKijURJCy8dchSh2sBvULRnEEzHKfBXULXAPQBkn06e0k237/d3rRHIMtX1/EJ5Bh3ah+MEI/tHYEQmpoIqf7EKz+HSgOUIc8P46eTpQZ3Cws4M96zI7WCIFq8d7x9wulEaLhKhm3Wz9ZaSAIh6BbZTT1dnLnVpGsg7xcjzbwU8T/gS4T4gIpkwiuQ7nJe9V4Ofpov+CrqaSzcp+FWM/N8E7KCgK4Z4FPJJaWvHmc3wIhPSLiUgEpMSbSdcUNaqu4rnOf4xiMe4zmhoI0J6uPYc3x8rebvRHUMMYkTffulEpgFNRoHXbkiADFkfgwJ2PirTnoyM1MWwQpCg7KKvuISxO6imeVBzl8H2VLBRe5l6HbvU3NXsGlB0VBYo1zsBqCOqZOYkXADd9vHPYaxx+IAOV/txHgPXJstGgPwcocoIcyywmQcFrYiaRZbdgnYIR32wx4TGRhxyAhNgOLnxlIXx4Z+3dHLCXK6GLzqNPvPL0u/6Ig1p9f4wxvj31iccXJamQhspmeOwdH5ORohS/EKBJ152JUaN4XWg9FLMXjpfudoeO/6s/JoenPXJ3Z03yyNdnsobecDUA5JAsWxDkv+4OUnC8L1bUxHlNvkSSzsw2wotmdOrqiwBmtR/bawRtJ7exyI2KgMkcgTbge/WTVcqHNGnXLLhntUt4fnY2HTuZtzbaVLwkN98haIYey8MROyDJew6qeRRkOxQLTNTbiRA36YCJgTUTWwHNis5EVfdPazeEg2H9ZEYBQqzXbbBZ6//5ma9u7znbNQVA+rrJqneBeSsHG2sfAalHZugQ56K11JFlBDDAu3IDl0snEC7xeVrl8RihzgRbUxULkZlZ94FgWM/wzKNvAoC+ypV3vSssvP2Zv/aYv2Guf/IQV51eWLzdWrkrnaiRsoAuPScd98NdxQyZF8RoksyND4FFFB+YYUPvGLqx3xiu9qOo29KFhJYQ+oW6OLMaWETGe9i5Danlr0+gNHWN7eS3CZW6LolIJSpXSabCrobfXKPUddjYddrZ7+x378s/8rL3zs//Gktt/b+XUa8Mhm0MOPUIlxolWkbF7PohaIj5LK34L1ugTnA0g9rABcR7yP2FRxzWzYPN0/ovLvYHKIcLie4JKxNvd15kHYASNZPRyScZ2vi59PFLaVO+lSQH59vYgObr/G+VFggwBkOrbQ/BMsMp8b4OLMFsIyISQHz0b7x+jzr+Bf0ASgaeQSmyavP7sULaoE7gs5Hk+3i6Cm5/PlvkO+ctDRWUQeDYu/Ya7JZ4IqIlLuMJyCb/E00FXT3G+lBiZCx7MK0AROZteT24Wgqmh3F+1wwbyLKhPkOYD5mAJz5xilZGpnDTrXkYAadU9yZFney8d57SGkgqjThslHCOCFZfEcm3wf/goBaKgWfLEivxAXhOkuerv5G0JRszPwj2Pjft8/PrYAhERPyUJdv2hs6+P9eAsrgTJA4WjonEKCip/f7Tqd24uwclgBclDzprJfUTGC8oGfw0uikuhvbVD6JEkQz33DnA5sqNoLDYCRyWth3tWufJuyp2TNZBouScOpFzIw7MayE0zXLJduPuukH6CqcPO9nd31uxf6nMXNHD9IAQo94o5pw3/ZgIsdTNfABUVB8LqnK2pNk9GGdQo4T8Rf47lyED7DHa/IduPn3Mkvcbv9ODEiU4eUMxyrphxhJOXS+oRDD/xdDm+L3Jhjq6yx27GMzk1TJzZpRA+Q8xRQ/8chxGjpO148zx0imiTG/dEVdJ8n0+CJp3TiXEdE/eizuwjZ7VdTZ1VBBPIH/POlurKa9ose0yjpkGkyGVJRpkqc/QmV4OCFkofaVFZVue2byGpuh0zsOzF5cZWGyysR0l2989vre1bq5e1lWlid9d3llbBMXW3F5cEOe+ubeywY0PxzW+xqkQqJdtFfaPnpSSXrqhMHgiIwmbsQP1/BPYGiaCEgB9FqUDohuCo621TZ3a+xKWV1m5mT549sjTt7ObFnd285DWUjnyhmMcbgSDcNjK8BNM4OCz4ivhixMYNd0GKolVhV5eVw//ieMCrwKDLCbyLxcISFg8IquJ3sNAj9ilsXD61zVufsTd//ffYs099xFaXjywtFmGf94zLm56FMTXunIQYA2apAV0e6WG1BxnOInLHTc+63D1SNursJ6Gj6nuG2pEoHquGoR7vtevgtimJM9+Nz0nwwpBfSZT4e9sITxvgAzlZXFlmXlq5ONNzXr72EXv87V+wof89dnhxY+/83C/Yl//Nv7b9l/43K4d3LEkPUjmIlBlg/0Hmdfi6FCHkCv2cgK+D5J2uyjwXUAnUHDF5kUw4p2SGzw1yddd+Vote44kyRtvhhSPutFJ7Ggwuapox+njD7X97d7DdFgfixNYo3OjuiPR7gGcEPIeLckHzaff4EA/EnUYl4VVZysnEgbmkjZDxw6YO54RuvG6HEDpWy5TPyalMuFga1IYX/EBibzDxGgLionJBDgmyt6QohZpIcjoHrN5HSJtj6LxLcCYvodSvg+AE1IxEA96E901C1g84ABroKhU2XO6jVzmYK45CsaPi5ExPIiTl4vtANiZRhDdEiZb7LyNE7zF1hA5iiw/GoJ8TSQDop4jwEWFW+cj5RWI5ljxzpLN45DNeIBFHR9ZgjMZmjoqGeSYSNnwwniGIj/u1sOYg5+V6tHbTCVqoisvwR4zbSKoxCdSmAq3dLfLhpUSyx5BhOZBbSoCjHT3wEM29hHiG4qZROiW4GLycqepCIArru5ze4giQgm++j4C3EdekI9Hq8UihpcPSG2HWy6D04Vm50Z/KSxC4QbdIDLd31h/uVHbdXF7ZkNcfjADlvcdpcOJrpPcliAjBETZ0SNkd+Y5lnEjZELQ5l0BCVHjKMwk/zy3BdZxIbu95ioTaoOyjUe647b2/MMqE4hIefFHiJ56WeObfBWbK/KtAXI0dleNvIqJ0TyYdMlxdN5nUqQ9uuL65O7Rf0+kRI30FMHSizVJ7ZVnY67XZedJLlbAuRjuDvFmVspM/NO5oyRw5q8iWqBO7hBVSZr6sLEU6ifz3cqV7v9s1QiDOaOhHVlqsZHjGZKQB3X6/VWZbQwLsJrvdN5Yu6CY7WXezt90Az2P0Bngw38UpGK1a1bZer+yAYyw1GxlOOZwJZLxGVYQvCvJeigTwUignyBOF3GSyw3Zruz3E2M7WnMNotnt5bRNKmPON9c3edgRIqHhAXhqXQcrIK5DwGDPquaIFMWajZJpe1mFS4udw/mhl5+crD2rJxCXho+8KSAAKnkw1YAIl6xMb0pWNy0dWP/uIffhz32nPPv5JWz++UvmHBdURCjefmlG4ebzJacTxcC9kS8bo3gve8E0N2uKYip4hR6XiHHi8t+h67+cjpen4xvS9ow0cwEsXAmhCfyEF23I2HSzBrVJSUAIG91WQt0nsUqyoc7SsWtr61bWtX3vTPvQDP2zb5y/t3X//83b9Mz9ph1/+GUsOX7Opv7a23bpHCuZb2OTTABKYWihElNx6yRO5ufoihSDMO/MGcik8JnhWBtpVqBEm3CQCG/rlULqDjwECVi5RhvA9qJom9ZK6U1PKxJa0ViAKoYwYAlnKUTKGS0YFs16hcA8SBlOvTrNhTVI27t4hqEiciI/01N1ymVgu0wUlc4M6rhs+FeEKSNCMVCh4ZPPzgEMIEO7A6rukPuFCQd12PnRCjpwjzkHmfF7OnEIJClM6Aj7Ge39cOAPB24vXajyZkLQQ/FGeA1nAjHEQ0kQgv1hi40/rAgzuCLBQKmHRj9LNO3XL3l+n4zJiL3FDQHWEEJRSRocEnapvhfEDSqEffUy5MsYTmliqH0PLAO012vzB2YKvSCzH07ZjICnqhRxxHlJBoRikrKX5FPrcgJLIJNDRU6EcnLtI824k527mobElPCF4SyIKO1comVqX7Evi68Gn018CogalDyNE/IeQtIs35NJzJeIhwRAXh87jB5cSS6ouZAY+UOdE9JCkc60ybdOe0oc5NKoXz9je6f4uN2ur12vrJlqOfAAClPcthCdEO/93z3Bi6haZGwFLCP+dNMmLBcRTbkZM++4pgk7dZd9/zIFF/NB7paf43iMi4Wqe00DliKLEMtDxBE+/NShzoq1yICq6eVz4nFiqCchPDKR8ET9RJs18mFNi7nsClvn1k63Lwj5ysbTXqtE2U28LGp9p0/RMTQTQxv0TzlaZIG7UJnye6p2F2arG2XOgba6tzpaaYIfbRkRbasAFCwy2r5JBOnyKfwUlFT4X7xRKNsDjpfzc4bh0KuXgwhp7IJVIbuvSXRCn1EhuvX0Z9flcCMaixi2xtA4If0ptp940qBKQ9fpCutu3tj/srRxHW5JhNaMdMC5aBAv5YbAXL/aSGbbNaM1+tJ1s6H0BjAoPFng4LqLBBZ8BCIl4v7AgErOcn9W22dSCsL3z7GC7we+te7Ml1twBu+aWnb9ilx//tJ2/9Sm7+NjH7dEbr1nG9RBSqXYeSjRBburVxGOwqhoz2SudTENzMa8/h43NWz0FwDD2gMLpN/zSceP3FEn1hSfDNYzdmVgeFHehIdv8RdFP6MSvyOsw4Rp0B8hea98ABI1JH2mJzL8Y32SXTmJ0NMjRFr5y/eortn79LbMvfp/dfe1Ldvcff9bufuln7Prf/a/Wf+0/2tTfCAlgYfYaPoRl74oLHK9GgCAn4v85V4Jnw6ZJZYNxzyZHto9XitxjW1AKVhqkz6aePYw5iLeHw6TGk4e929ozL/HaEd8E9I7yZ5ZYva5k8senMK+cvevGaaAFtBxQd1mVYQhECDrw+YiqvdMkKCQaMprz7rVqsKgsPnc3WZVS8hnhYuyw8Q4iaboZmru1otJxpZQks3Tp1cYGoOEoi+TrBEpwQQKvQ+W0wONxRa23hFB/psDbA0UCGYJbpcRhdHURLRH4RjqZU4ZzpbKjLDKbW1YKZKdI2pQnU/BTCd11Cda8XOPtAThXlYiEFsVl08n73rDSdbjOR/KSk6s/ff1WuVimdG5IFncbIZoj3k2ooqKBnyemICmU/+DPydMkIh+MtaDOSuVJAlfSbeuFtsgMElM95MtwqEAvg/Sd6xvpf+NzXGaFopW4xJx1piV46PGRwprfuTiKhdUqwz+H4IS1Fj8nGlly/6TIQcETuiFL7JMF2bSUYwERh6s1NuG9jZc4l2tbrjaW1ZW1uw+IUduvVNqJqhpHLI6vO2Ig71G/hF/FfX08cUA9GpTFDTpu8/MZHEmsgbuhBSD2nQgL9b14IPybvE2i8+SskInS3VjzPL4xNhE8pqvBWyCUr5w57TXb+O9Hn92TwGvubHwk+EbPl/e67542LPT3j/bKZmUfP6vslXKydTJapUK40xplJpTQAwd1zWRXq9L70QS5M3JGTLmQEaM+WFycWVnWsodnMceZc7EqLClrKX0U0IjwiZU0GTSTFIJdakOe2tXVSuTb9tCprAMvRH4KurbRNqtSiA1Z2mG7R9TvnAH1KMlssayEnuAyqsWUGvnQ2V7yOYzXMpcPY661hfQLWtFbn6VqVlgtyFxSu7k9zD1RWHhu7gJJj4WUPj0QhClP0cCv9i61fK42NCkhnFhJlroWx6QSkgPkxOeySUbLf+707a6w4skn7aNf+KJdfexjtn7tNfmPQGxlWkfOx+weeYJ8uWy9Mstrr21rowmlnFlqGYfXoD41MPdBjdSQkD4oCkjCIh1Li1F2eS/ij+XAU2Z2HHixfBTHY8gCdR4ut1QtjGsCFhZaEKT2Ti7zIEqyd8orsZtz8OtAKorlvFrRt5bi09AfzNJK17l+8szWT9+w4XPfa9uv/6I1X/v39u7P/bR99X/5F1bcfcnKHDPB3sY09hBBfeNGhMDfoA4opAhOdg1cg1TPeoHUOgP9R+3gwQk/E0hT1qHnDuU9ULbtbSc3YSYfahFxo+QhM9hhwLAtsw2eNTRwJESgVCFLd08oyGxlUCcOipejvGTpxlyOtjqKiNSdVhLiMhAwQzad6PINytcpQKAHj+ziVcELjRXh37CZqWUCQVbAjcMy5BS4kChF2wXKEJK2gqL2QloIKNTXivEjE7cgIJBwJUpsAxJOeM2GGOzYVS5QzyICCdYPEBUfB/L9obQs1KR01YgM5kAlg2pLCRpzXH6nGksKTNS6we8TYzG2+mCuOaHaEV+vVnkZXaWisJjOgYDIuk7m9zmX67xIPii5Cs0I/JLYYHHuRj9D93HaBIfc0eeVOh0j9WVF4ByCUorgjPKPnu3shxXMDoVmeGDmqiGXZPM7AuipLKRKhHhstN4gwEjpBJ554NJvxc1pD3daf6vVRnb3BIr+jHwNk6Mxa0NMymkJ0mytbw/BVp9Es7LFchkQF1Am70z/az5AOQYkkf8RNuhgMx2Jsfc29FMAIhqozWWhwEKeAxsfROnJwuovjcD4SfkloCJHaDM0DPQzvFd7V7gQXnesiYYOT7MM+CTAiUQm2WPHbCjUv/V5IXqNLw9ch/h19wOs9yNNx5LTaQDnm9uxiw89OlJ7a13bZ85rWyedbQhOsDEnQwQSB3LFY6OFgDjZ5VmpHi98nMqyEx1SFwpYWNzXm6UkvZRExLAfR1usF5aWhdAHTWgypkNji/VGG87L62s1rlInYlCZxHujkEESoHhs4k6OG/w58MEQQTWxBoIXjrAESOoZUwqePxBzGKTT0RqIllhX06yU4GSYbLtvbYJHQi+drlOzustnF7Zcldpk6DwMqx5vgH07+mbFogdsLNfrwXY8Zwh7QNDkuDJd8n48bCR9MtqSDayulDkhUWVy41XC4oI7LQvLocktfePX2+e+7zfb449+xBaXV5ZUtUO3p/UWBaoxQPG+GYktbIKDgqyQHUhZYTiclWvWEli6VbV+nqjn+6bmMY73SIplSx8tR17XcU7FkQp/5IiAuKonpKgnU9ORjsCBiq6lkZirspSjOiJ85tyjyqZi6UTHI1DoRHR5uQhoYdRa0uNtQqB1sGnYeg+ffuf7Qe7w+Nmrr5o9e2KXn/q8vfn9P2wvf+Hn7d/9T/+ddb/807ZeNCEDd3I5xEv4GQSiuA0fMECDS7Qk6GZjGm2/PYTN0AOBekngudAtJ5i+3R7s5XVr+5ZGi4VtNjjK4rMz2e2ObtmdlYvCNmuaCkLUJSslU2XuYPhFUBIs7yFLylzNM1tH6KO3SVCtsrmHXkD87A04S5V02OCq2gOCKFeFIC4PEz5fG7Jbzwv44j5oIw4JnFyBXTbPuxiJcC2EKvXu5bMUqdd5CZwDQYrHw/kcCEUvlhxnYeThOhfvD6MALMlsWS1mlVV0cpVkXgoWl1cHnMJVlNImUM5h48Z+3dsIYGFACY2SMZ+rXj6SmZNEuPkeaAMlI4J09nFcnzUWKY/TlJF1NsjKZVE/HstH6jYcUCDnlDB+w6qtUluQVCtcYo4Ar3qA7/QwdUYU6uKNYd0EVIhYXmr8OYnY1aNqQBv6VVHOlTX+6E7V3rICM0TGKc9xaeWiUvM/moi222ukYSqNkTSyVmPH0N7d2tjsnGScTlYvuD6QZloBOAEeRaYk1Jj8Bbm1XIQxroRsC2om/yAmKUGu1zU+UAFK+Omo2gmqgOgWey8w0WZ/5I3M1g3K3KKKNygOIjVwbsjk7znGJKH8cqJRvhcMSIIWjc6OtvSexbpp06zuiRb1oV13DEX8s4INvvaRUBMP6IrL6t4bcIQLPTkfz6JOS02BezPXZH1K+2c5VOfbhCsXLqtMjrCv55M9ylsFIpPkkJ0WbG0qlHVaGvIldgEKsEgkndxuva5N9ig/kFZ7h7283lqGLX2JbA1I3Sdbu92LpEXhmHp+uaxt2uPYir/Ews6vFpo41PN3dwc5t3r3Xe9AihFZiUSWDWSnfsiqbmQpTrCZiLpVvVAQQS29SciAcReNsj+Hg7GLR5lDP5+0b1XCWj/e2OPH56oRb5vR7vrEWp5lO9rtFt+HzJJ67Z4LbCCYpSkK9a6vUF+ojcs6Oy+982uZ2hnKnwpCJAx77wGC6RafR/koKy+tfOVj9snf+JvttU9/3PJqJd6O+nLEsknISKMpoVA41SJWlhQEgyh1wnyQhz19fTBZwva9QdLkipaQhQuxi8hLcPnETTTK2eO49zkTivZ6zf2A2KfG0QRQi2noXeIoT4C3o6u5jKo8o409q5zAHatAvrALFgddyWqsh/0/Fmhl4rEkRKqJXESEH0vHjRoFTR2kzp0CYJc1M/Zzy+vK8voVWz97zV79nu+25z/3b+0X/9k/sZuf/9dW9s+tytxRlqAcpQ78H8bFcr3SpgXaRbmGoIW2BwQXyMJXy1JB8/6ut5vrgz2/aYWoEUSfnbEx5ELUtjuUZnSjrmy9KLTZo4phM0CFg1qFjQ0OBuMqtuWQtzGlJ2TzQTocK2rOd8ZeHEt4/DHcQAzVl+4s5SY2YwEh3lpDaiYCu7Am0KxSz07mYd5kkEw+Is6OVvjzl+QZjtU4KUGBdEpJgiFHEkACQKAF0VjGXwqmAlqQO8pCwkKZgXKW2jRkiTbKqJKCNKw+QiEwyRnbbOjqbMw9iGZxbhEvAqfKQM5lcaWO813UQyv6BokzPlqq0geOiZPt1c/IZb/EqZLza4yCBuDuGyjbEhB4oOXxmysDCXTUskR5qI9bgn7NA/WVCg7kMeSXSsOngjyXOpQxkHHdZh4hAcRjjBbgtHiH7dDnxtyOn8SigwsVXF4LwTmjdclgCxKUqqb9tVm5VGuvtnlhaedOxtTfm93But1WfJZhzFXqJrBO8k4JpNidWaH7LBSvBT0i+CMw4TkVVubF3BGdceXNsoUxfzAClHulnWDmEzkS7w1ejv2H3fLXjcUc8g5FmPDKEOWK1xEUF3MZ5GhUNm/sp1ySgHd6hO+1yiO3JLxSMc3cICdGR0d0ZZZB+58eiBxR9/CSEzO18Lej5/z8bcfOzi72PL4/fHYMwmJ8FYIWvye+yGHn8eqysE+sS3uSj7ZIR7sAeUhTu76jczC8COkzxZ3AJv1iXdh6SV3Vm9JhKZ0DJTeD7dmhpUoYLBtSK1loDzuraJimUjclkULdhC0w/bums+12sKTKrMZuutkLrcBOHq4HXXXZ6LGkL8pEbdDphqt287jBkrmh1GCRk+NpYUNSWCvn1tHukIQOowirkJixaN9vIZ+2NkrqWVtRTvb4amPrTaGJenfb2/W2866o6sUzWCf2eiWIf1WgLGrscKDBlnes9iHiRDqZv0mqmttihYcJ1tXee8RLP8DQhVWXr9v5m5+xp5/9Tnv105+yfLmQakZjNGzEMRg5Ek+JaWtLMko4ZDwuYTUySKTSw8GDk8FNltRPJpK1Yy+WULLx3/viFhEU/R0UJKg9Iqx/iqo4LyqM+nkTPdGseToZgBWWuxOgU+WmI8kb1MTLQc5bmfML4Ou+sSTZmh2cqIi1fVIQfGLLTfBClknvkGCYxVBdlJbiwNVvvKmZGpvtZsTIdeDct4U9/ux32NUnPm1v/7t/Z2//m39th1/8Kbv76i/YeHjpmXGa2LKulHWzyRG4kFEjg0cSv8CFmGB+pAVCby9e7u35DSgdPYlS2yzpIJwq0AE5IcABbVhWvqltd538PvJFEsoXZNWMV+8Bw/1QfiCr+yM5mE1GMYdk055IMdbIkl3SSmuHUiXDWKbx0hDf6wqQ4FKnchaf7X26fCNWYKmN3xEGyiCHQPZmLlEOwxVaaE0oOXv3WzbVYHLGZxGsoArBZbakIzeSZuaGE4HZAJkXdQmB3RENnISFF0AkBU1SPxpHJbWm5y63loxdhBL/T86zobuzuEXizgSnWjp1Bw4Laxtj0rtP44+EysqRIsikbK9cpzetdJdcfQ4dyHkPKhnutxp15icyYoAGlzNzz2X/L28aD8J1TVLfOOo2gszAV0NFJj5KoT9ZTyc13gy9qCR79u/k79jg52VtSVerZxnuyeKDiLwKF6+1miDMRvH86lVpQ7pRMMHYwtSw3V2rdxYBNuOToEMNDTn/ZLJ2wvwRL5TOmu3e+gYF4CjUr1wshNDENUGlXwUr3k/rHm3g13KAwjEjG3HTv+eOGksXYWmMTqszfyP8Y0A/BHoccZK554w7vCbvgbSP5lIn3zQHR1FifHoeBD1Hu/sY5sS/BSfBMJmPnW/Ct4YgTO61s1zag49jJ+Ujh8b/ftwYvIXGsRcRh3daDu6Is2ts5CpAhE3tE+elfeKstrNksK5pXa5ILbo9iNQpHwLg7cLLFcsqtdU5sltIYWQ9hQB3lDk7ZMQ5/AoM4IGxgWf3IrjKLVY24mRijbfQGFigB7FGmZQyowQ+3zkD3f0svFaeJ/iB4E7Z282BTA3qAguel5OQclK7Ju+gmR78rj3S4KYVKrDW4j+qrw6/k/tq09j5YmFvferDNrYvLOngftCJuLW720aNBOl2PKDiAMYM51ERIN0yaV3WmMoIyQmCThwc1VCvwgsGozBZswsj0MJH+TbbPLVXvu277Mm3fac9/tjHrdqsA3IQfQdOSK7haXoxHxRmYWmOwRJjqrUJx8eBNgPIQAkqaYrn3ARfNeWr7T/HBV3QtZu8SSEmMmOQ/QrlC94fweWS9ChymMQ2CgiIx/bR+vAkpZfCzuXdqIdmib1gf5fICuIXNM41B7VKnPNqAOjoi9u0BLJtj0Rh5zXylE0aRjHoEXKwOnBZArpCxkkwMyws4b++ETJn/VZohwfykE1Le+VTn7Jnn/x2e/61d+1rP/lP7Pn/+s+t+/JPW10cNMs6Gev5GgLKAZekgqSKN0jX23bf28vbxl7ewZEyW1W5yOOcFvL6XQhs1qvSlpj1DZPKh7RlgOBNvyM2RFAT+WioGZtD+lLbIDNW2cQzdpnRqfzjcnDviTM7MOmeEtjMzyT0fwGtkMxbcWLwBppbd8ClcQM3xTxBEquxEZGTvhMahOEg6hrQhGhgGVty+OabaO4w7gBL4edA2GXDJeGAKwOiqRYEKkV6oBV71IBaUWqYMvd90XlT6iKwFF/LG/FhGMZYzYx76CohUGfOCyM7oRhyzWXu0sTS7xDEVuhm5FMqoSlAYJx6gCVLf/mMONEdvAZivoM6rpST+G3egPhOJ9dqbVeA4iZ+GAgKtQ9UHoIUn3vmqiBkzSHBcXFDTKYJwoL8OXi4xN5DjMFssbQxbeUM3G5BSkdLIV0f8FXZullAXhrtsDqrFCzSYBX3a1pK4JdTVBtPclARFrX1QygDWm6HZm/t9s72dzt5nTDecWFgX9D+ROCKe3WxcS8VNR38lc1Vf80FKH6xp7Lc+52L7/FOTtU5gUVyGm74L0NA8g3uny+4x8391NLt6It/9FbR3hEQlCPPJeIe/r3+smAa5BaC/jExpAnlqOPpzP63WoAi+uMffV/mPAcaJ8jQTGAU6hSufvY0PhrYMeCfrSv73GVpry9Gq5NJHA/VknF+NTc3A9ZbSUpJiWoQafTiYqmyD5wP+p8cdo2z2y21WrbcTsAD4q3y3A67vQ1IBGnO17duuIRCZ+edY0EWCIrYcIcG8yoyXK9Lc0Fs+mlFPxTc7nu72zvfIsVpskpFzFttVlLNyFljyISuHIZWf3Kt5/A++sludp2uM6UZnUzZBrnNpoc7NevatcDopTWHnRNegfWn0AQL0h6NCAluaAQoXgJqCPZG/DAWOlc2EIyM6uXC9wVyNTIzwd9m27Gyx9/+3faR7/5ee/TRj1u5OZ9bnnuQGmXqkX3k3o1p5oiJF4cHD6gIRvhPizqmWiHYCLJ0Qdgy+nC4WTEyG4pUMFEx4BwEdiTv60zW6PB9LCfJfE6IIRjuaYdN55BEq3JH8mgbEBC9wBPLQh+QiJi4M7EIJMFgyoMUJwO6LwfZ2wTRk3MLDqaxkafLo0NPk56sjYCFzQnCbWUJ8vRq7T1FRFLgpaVzc8qV2XAuJcLU32rjmOd8OtrVW6/bxePfadvv/PX2/Kf/jX3pn/5D677yb61AEaPmlBiGpd5cD75F09ntHehIa3c7AojULpaZ+EaMD8Yr3AAQtXUBCZFO1CCN7vIKekcAIvfhkIXLf0OUpsAnoayl5+o9eLwtjqtp1ABRJRznsajUG0rWGJ2NaprnTezYzNWvSTwIt7BHTUcAr6ZzofTTtaBObsPOBkqAgKyfpATiOXMGBEk4h7xDgoFbUI+p4Z4k0YN6VsFPYHNlDcCsTR2ElYwRPLgRnvpBy1PFlTe0JmCs04HXx3Lo+yJkB84KjS+jBTscDLoQgwTR7I913gM60GPZSKidja+vJAkNQYg6NENSxSXVeVBqvCnOh98nJRsi1hPUeKBQ8J4onVcgMgppZYrJfcQjE982Aqmbfl6Se2teBAv6JMjYg0LTm7MyF1upGrlfkg5LYeOeX7r8wJXCp6fGY2dY2x7+R+CkpKx7h1aodpbDPcHNGB4chn204YAg21guEz2CfHfgjU0C1b14oNN3Z4fd1g67l5b2IMWV5Ulp2QhCS8W1tPLiqU3llY3N3sbbF1pzjtSLX+sBynt/nlsKH8MOvxknxsle25jJYBxzl97kG0lrT74p/N3RjpiLBMJfGEixVfmRkn1EZCI6MiMec7gRlRahJ8RJxer0IqM8P+bPsUux10P9e2NX5Pl8j0zZGWqPWW68zjhPlI+mZm+elfY9r23skR3EreCzzxel1WRnY2fNjlJBb2drmuiRGZhdPTkXt2OrRnieVQF3y/mxLG29rnTrWQDxJsghte4b1baTAclwb4t1pY3r+mYvIisOsSULj5w3G0l/UdawEFLKgdPCAoNXCU0Bd3v3IIBoCtSIGuj8Eva5oyZs7hButyhyqI+jkKCc1PT2/PbWmj01Z5QbnS1XS6sxhup6e+edd22xLsQjgPPC/S5WtY0llvuZtfvGnqDm2e/sTgXdTlJICLhYzC+qTM30cnqpLCm70DXGe3VgmNQ3BEup2aMP2+d+22+3Vz/77QpM8DfwjMiNo9TZNQao2ojYyHlNHaCzrbr/knrKgTXU3b30EkoCyGdFSmCBxbo9NBhTF1i3EtfiK0mjb0Buke2IiyMoR+fLSOD2kmCA2LUwH9U5cr3x+sG8eM5V6NDIcAo24LG0mKXOmfBGZi7j1PymE7U6uRJ88BKyOy8DxfmP4dUcsIyeVYrQCMcm3VvSZmb7F5ZCsi3WZtXKERZl5exmlVmJM/FSVt7W34hY6zaoWz2/zWuv2/rpK/bkOz5vv/hPf8J++Z/8fTvLvi6FFmgfJRgcjF/cHOz6BrQQi/nMLtZI0t1L4iVEWkuk0lkuaIZpdrdvZCAolRG+J+mkcSl4PsiauUbJXyFwIv0NEls2bhErxY1x/pFezZiWi7Xa+R7JnAriJhsOk+Ys3hgcUodQPtF9dC8UUVZGUB1aO4DCgaTQcBIyLJkx1vCokEpt0Eq8AjSrfjuBcC8SpWSroK251XxXllgLehMCBpRzUprIqJKyg6PEoBhqOyeDEEcxIKNyjgpYgmcLAdTQ7BSICV2i+aLIo4w+vEt8/aMUwkwE9VRDRIz4UK5gqiZSMHwPVzX5ZztxX9LfpBAZFM4dfZEUemelvF1EiJV+D4t4/Gngk7EsgDZ7QKEST7DBV7kUBFJChNyKyde1VL1xvJQLYijUSiZv+Le4yaKEBHLs9mcZkx5H2DjfIqyTKxu7KiSL+PIEXhjLRyhxiUjeNY6AqJxWBnQyEsR9vwA1b+8wXzvIFyptDl7KDPb+IFa0U6gvn1h58SGzYmO7F1+1cXwnEPbtgxGgzFn/7H56lOFO39AFNSoNjgTUaFjlcUn8nPeGPkeeiL8+NrQKAUfI/FxK5tDbUZkTeSXHBn8xLIqS4oiLeDDBhuJ9T/ytR4s5R4iOzrBzFi3J59F6/NiH6BgG3St8BVdINecMKAxLX5X19u2PVva5xwu7yDrrMBubRluwUKrvjcOsi2VhT5+eSdHSDqOdPznXxLy5pmmbs8bFdGdhwKOErr6ybx9krY5cl+BkGtzDgcVhsa6Vqe12vRVVLaktmyioCHv+BBQxQWod1AAOaTApzr7vbXtwUzZ8PBaL0larytabypZnlEXwD6GXjcnDBH4JmcY5HivpaIe7g73ADh/EpjvoXD70mQ/Z1Vll7/7i23bd7G2NFDnP7O5FY82Y2d4Su+vYFA5WgQTROOsl1z1YOU7YsWizwOGyDqWlxYbmcZVq5iIrssMoU55sWL5mzz7/m+zTv+n7rT4/c9KnMjYfa3qWgcDkpk4BFVOHVKCXl46WhBKMS4CD0kIKhmDlTUlMkDtZqvslUE4jY0X6J6BFAYmjLV6bD4TZsKlFUxRxFMI49TEXmFwzFyuqynguAOCi/XsZSBuMW2/LLVZmVj5P3CMC4rGbPqnPSGjk5q618vj10gNlDBARqCcZbeC9g7H7Crn8mK7HaHp9M2YT4rwg10Lqayxprs12lOjWltTnNslXIxByQR7KlU0KVCj93Aa2WkAnkYw/emaf+V2/2974ru+yX/rH/8iGX/5JGw9fs6aBvN3bzR1NK80269TO1973h08gVqJTNH4pqzoVmrGnydqIs3BoxYCCRSRryTAcaQMl0CYdu6i7DF9ETDaeYPqmeS0X1l4bsnNNvGuw+Dh8ljoNj3bo95L0c14lqiZKqgIognqKmyGJr6vk1N0axQmN+OBi4NBc5t4dOQlNA3uCUb6ddQ0beO+ezebG5y7rUmgToxurfuYC9wYeSgV3iJJJ8LVxtQ/kS/gwvlHTRFIBMmUblYZcQQIfDIsDOl1XqE3CBi4kkIGSEwiEjV2N7Lg2J7fTE+sgvxe+h/uwdJRGBNBWARvBL4kO30UQKMNHyiucH0GdYG0k3ZWCcdCaAz4ozLOwB8jzCIJucPeOCQJj11dyD45MF+7jTL9lanQ0XnU3bStQ76Hq8RKY2ptgMJXA4eF+91JTgTyVSMxRn/WtUw3EzSUgBKUCwSawwynWn09RrIUcOVpJ+c/LTeSezd3Oti9eWNveiA+4zifbsLbR74TzzlnnQJ0IcNwKQ4RulR9LJ+J+MAKUkyBAPx5llrPZ2Cx75H/S46D4P/jkSLxVwBE+N7JF3ncWYeDNIuAgEZ5Rk9mY7YimHIMHMr5juca7T56Ukk6ZsSdk2yPR1mvf3rIiLvzByl8ZVLgX90zm/HUiz7EOJ2ZX5Wif2izs45vMFgNttOnz4BOs3XY2ZpMtgKHXpZ1fLtyXhDbvmJs1e7s9EIH7d9O1OHHXtiBBHIxaR1EsbXe3t93NwffOabRqUdhqhessyMtoCzUCdOtpOCqQzg4dfTXcS0EdTOUHMVkjDgzZSap29diCnyOBXuMbQSEqtX2XqDSzbzoRc8mkVpVLgq/vWru9O9j+dqt7/ujxxp48ObeLZWXbd17aoWtF/O0OkHRb9eXBmO2QlDbmMOMbW+J30AJfe3M2WXbjhVHgsklpivbukHeRNHtDLaSVoECHaWVnn/x2e+uL32/PPvZhSyvM6kACPBP20eF8jXtQWuCBTEPj5ZwRANxLCrFZoGrawbSJQFLBSO9Me6Ei+hNzL1JtiIeUdoLyR+UeXziDW0Xo+h3HO3/nAcYxFeX5obuxPib6YYC6eEfV0wHt70FxETqKh/Ko4pQArYsDFhHRYA0uUqZUHzjnJpbS4C+lYeJB8L1cNUWUPTdbveZOwfuvWzq59FG8DT5HFvqFE3A5h6GzlEZo5VLBiqGUAEmRZS/GgmubuoWZEJW92dQc14RksvXrr9unf+/vs7d/+tfZOz/5T+zFT/24NTsao2W2XprQRg64KmizQAgXlSNDjC82b/5OYK3C74DBm1uVi3iv5MQ70fKM2Uy1ocvIy5MUVT2FJvB8ZdcWSgChTYFKN9wjAkNvotgNjfhfWUmvJ5ev8ple8sDrwjNi8T9QwFDG6n2DBpWBS8Oc0haphn6h/BEURvLYSQlsHNoFTaxquGFsxok4X0iI+YwK6SybHJJ/4l+hZp3uId9LYsL96HHlVfDCoyHTR8nCOuBlFLgTVVbo85TRC/1x0m8yuGJKhPSgVEIOLBuE0GkY92GhVRkybD4X8zR4KF56Yp5gXUNwxohFqkzAMfdFC+OV70W/CCAmypbGnJtMKkAMKk6V5wIaLo6Mm9DYdEIsxgPKFWzeTZpkrqCso2cZMPDYcToGoGlpKT48ii7cI8dJMk7sFfJGaUkojjsnu1w5nGvgD2gVYHztttbQG+32ufWHG1xlFDTK3bheWlbXlnPvipXaKWCNb9sXNqZb6/fPQ3m7cvL2ByFAiaqIYy0jbvlH0MNLPCfcjhNnVrdtOPanOW7hfoROFm5vPJdu3t+YMHxd+PPEcC0gGWJFnKh23D45ODqKyOgZpwcX4dyDLHO+0LksNd5rGhhDGWW70TAr2CDHc4n3wNGSeO1OulpnZq8tMvvourBnBABogCF1ShY42gRhDVsvuBxruu2m1u/JJpzd3TaNtzNncZhSR01AXJBNUu8WgQ+VAj1KGieX7jotRBfnS6sKlwq302CrVW2VivcQ1MhQ3HWVzRMlw4pFYCJD8oVQzpdk4Tnum6Vd0UxwUdmU0cuWjMBs2wy2bTvxRVHp0FUZ5c/dXaPvpYYKmfaN1x7Z1WZtzXZrv/zOC2sbNnTv7jpQgoJ8t1ioTFM3va2Z1FvktxSPEnU5JjtFgVSGwAT0iF5BsROs7v0w2W0zWPH4Lfvw53+jvfq5z9vq6pF3Aw2uqgpQBSs7UXNueC3fh/5o8R5IrJHYShDiXJOAksAxoCeIghAY960UQgpOyHzxbhBi4iUdcRlFfDz6lIQQIcDcc7gb0BKvec/jPaqSNWRd2RW9fY5D2WXGc6lV88R5RT5JvMGY1xxDN93YgVWIzWkncXq2eGamAIneOgkePLlN5WhVfWYZDRAl1wZFCV2GrbF0BFEAXYHD4uRHFGQ2Npa2W2+cWC0tKSkDUUIjUMksyUFUakvanU3dTltQYAiIcPvkc5+zs7c+aulrH7Ov/ct/bOPbP2erRS8exu6w1wYrlEBmZ701OwJxzAszlRUpX3jvKm99wH4idYk2HFdEyJhNt5XtMSYablrHWuWW57jEUq4hGy5sAkERj4CgY7SxY1xM+j1cgaJmU+Y+JM7j4AFow/fgRMmaFH/4p5AoO0EX1EBuyLK5D8ZdQZ6sMooqY6wDZjXdy0EmMhxhkek3SnRo2SAysxRKPB9H89RFWY3rXFbu60FYA4WqePA0NU6EVes/Ap2ytFxmIt6rKHpKYbIH5wVeGwdlXoitCkAYTwHBAYVQcIGEV0ZkLhHW/g7SoOZ6PhdVgNVnE2dHJDxs6iqDYiA3ii+F14F4PcFw0Oc55VsSMIIK+j05cqUykPmzRQqPdFxE3WhmB4ZJkBb4KfPORdChANMl6WmJJH1vPX22mFZKbLxcqG0HmbV6/nh7C+6BPHOGg43tTq7JcFNY5+jZtL+7tWF7Y7V13g2+PnNCLr15KjysWH/dAyaheep07TFR1wrlVM+uDwoHZa65nLjJKjwJsjqVVaLyLhCanNTnvQxmDkosiQSoxX1x4iIY2ef+XTN6ca94cuKREkkgM3clFo6OIVS0Pzt9TEfE5GgnH3GWOLCYYFFd5MFIKB/FwCwEUSITOrIWktPg9jnzbujzkNjjKrFPbpAPJ3aejbbyZFG1RCbdAZv1dLIlXg3Y1WPC1rVyG2Tg0xuGbAaPERFAmayLKvSdoRRUKfDaXh9sj5lZ26pvzmq5tstnK9VN33n7ueq452sn1nENHdJhqYAo/5hdnFW+WAKr9qm1gcCAjwmZGOWh1QqWeamGfVITQDg9wO2gfXxqNDsu2STUQLC1lqCo2duj157Ys8cLqzGBe/eF3d7GMhC3GfldZgOeIyyULCAYaLX4onSeXXNOWsDo6Eo2UWjDXF6u7PziTAgFPgtquDaMtu0XdvXZL9rH/k/faxcf+g7LN5dmOJxOewV4szx8Lu+Etvb4OigACQ6usTlXVFKI93PwwASCIGTDrpVdNZsAJRzJl+VjQRDDmII06T00dD/p3xK8dsJMOJlmp9wud1OdA2KC62gtOvO6wrs1RkHzTjlYJ6L+0Z1xXXZ8TCYiqVYvUVnIjawiEcuDe4IMbyjnbyFoAsofLB06a7720w4rw1MRodSVGCkmb2x6gU9DsCc1hTrO+tgFUUkG5MuVJXBUqnMhYwqekHkWa0u6hU0HJO93sy8exnCU6T7xW3/QXv22b7Mv/fg/tq/95P9oWfu2rres4W3RVXa03RYTQlQviZUV/AWQteaofJGjqxNo05znT3mDuez3X23skammSE9BLX05d3WPe6J4A8DUUuT1eF+w0e/3QhP5fV4s9d2gBdF5VuhZcGGNa4yDdpwDNuvQEwg0vDRF+VDlh7iOSm4HwjBZM3YqLywrbxLKM9jhvHuAp+VNDFX9owxCuUSRBIEJ6ilX7omEy5imOCfSpiNAQmrUzRhVD1JYSlRePgEda0EU1TXbu+4SGLlKh3JQJ65PQxCvChrfFRu0OiIqT5jQJJbykHpYxvKl/GK8zKggn2aDQl08NJMKiXK0EB0nKuuZRoSE8JTxjSSbIaXn51byOPpKdjx4gIgPCxwVtewgGMjxH6HO5YIAzptmfxWmd70HemmFIKG0ksQqS20f0HCV+YwE043j/HZTOg2F/omGgt4ckU7y6r102Kt1RpoiHZ4M782K/mUoNGkhUtbq9zXKcM+bkMobB3VVsnf+kTopU/ADevqglHhO/UNCAKKVd7Z79+NU+ujZqGdxc/UkbPxRAhXLO0fNTXCOnRVCoVtnOAcREB3XC8xr/34tonNkElCMGKBEWgssded2H42rGPizM218hxMd/ROO0LpXeVk4uXZHZWQKpLphUAbFfSZ48VPhfWNR2bedT/aY3iA2Wk3n1RQZrGht4pHQnn4J0fR8IbSkgcC3YzBPtixLeYXQBGu1DpDx1FuPfwkkwou1DQ0a+UZOrXBO2MifvvbUrh6tbEgS+9pXr+3lbrRnBCC45ZPoDxD8PPOu69SWZa1FBEmi+BrS1HtvDHwkcOesF3iDJNaMoYcOnBC1W/ceE6iQMFyCa7Ld7SwRqWWwJ0839pEPv2LXX/6yffXFVmZvu31ji8sLKxYLe75rRFalieD+9s6S/cFKMvCW/jhO4AGKZrFAxlzQRK4o7OLVC7t6srGhaW1359kM2UdTP7WP/pYftg9953daefWGZaunNo2HEHgcSW4xuIyqCRAGNgZBtAHtEIlB6psuBCQw61uVcWiN3nU0+OI/iG/eL0NOmTGjVFIcPDICmqbFOQ7yMFeiJ45KRnETDpyTY+k09M6e59yx7QR+HLH9vJs0xT/5/ODMKmUSh2eE2rHm5CHMP5V2vLI09xcCeVEwHjxO9FqH/lksqb1LPsscyeBzOG8HAm5W7C0FGYEEiVRZdB1nABDMYAk+URaCrAuq0mzNipUlywsFqzoZBheOos3SksO1S7o5QbwmMN/70MftM69/zNYf+az927///7Sz8StWl5j/NeJagQjAT6qWSNwTcSeYQ0PPRsHHu+KLsTb06bF3ixIh1CPIRV2m7pwFd0yVUuekISqbkbJyDM4UtNJpN/iqFH7/5LAaumFTztA8C2uh0DXxmNxLxBsqOifB+/EQZLpsliAAYjJW/fumEXm1quiH5UVw5NR7vE+ssHXlFvcah3KL9fKEbOwriNCJyl8N3brVf8aJm1qtfaFzS/xozkj7AWXvbr/uPDsUcC5XFmcJBLXtlbiAkHAhfK7un7hBHvB4QMO5eXllmCiFcXNBWDgXV9EocTxB55P5u70s5+cA+dVFAiPrNIGdFGZQcT1AwdjMOWreeBIFUq/khvsKb0SFQZnQpSB/IGEyhJNnq6VTYc1AsEsiyxSim3MnV96qrkQQV0d2SbMJWlDkEPB5Asznzt3JRVgmGdxbd3djeZVYNS3sbFPY6vLcmgQOzEEBL7110hLfIecNDZj/RXI2aqQejkzuPKARLxaXon8wApTI4ZgN0QLqMRNR778u/OV9jf48g/PeOy7nClnfvT40eur3RDFOqHVvCvlCRAQmvv5eU8BAhJbsMsDj4TNi4z4B6Kr4EIgEkiGHCEaBChDqV3PX5pBpeuUnBiOcT5RgeyYA5AmJapMl9uFVbp/ZZHaWdbbALp4MgolKQ66u8V4cENkWha0XbrImc7K7TvAmWW9/d9DExWCJXh6CNwl+Vt6Ge/sSWNF9Mra71roks1c/+tQePXlk+/3B3n3nhe2brV2sa5n9sNBL0aJC+mSrZS23Wlw5d4fRdoeJGEOeEBgL1UsPToC/exoAwjdp8UAZxAkhqwSCXOTuJ3GzO8hQiOLxepnZ2flK2dtXfuE/SG10c9cokFhfXll1dWm7ILMFeh92O0dMMDcrvISFlbT2v6BeoB5frEu7fOXSLtYLBWqcB1Sc/VBY+sqn7dt+0w/ZK5/8lDJysiRr3nXb61Cb9kZdJ0wl9b1x4zQFIrOpGtkTkRERHfV3UBICk4P17V6LhDxYcHjE6VLoSnAH1SJ6RNfmMTMHItE9NLD8o/vw3ObhGIA7TuLZ4Ix+RNl/QDFFpp11Zx48hKb1YVoFFDKiku/prXX0Uzn1fIkNC/mVE2BVgIgAjO+eJ4R4L6O6XBnEj3HWWdYetCGQtdryozZBOhxeWoppm4I/l5+iMIJsi5dM2t1asrgwqzZuCsd501upuCAKt6nHX4KNJ1M5BDXQW7/hN9rrH/uw/dyP/T27/tl/bvvdL2uckwAsVFJwRUqc/8r4cxpKugSYIDPLgsGXyo5uSiYr8QqrflcoCQkiKdE6AYpE2cmDedaC7nCwrtuH5nnuQK1SHx2GA8lUfiLieeZB+othGuMHt9aAjsBXADVkHDCO+c6xtbwkS6dTt6uOcIRd46KLDYB6eXp5BNdXrk3DiH5FIAUq51COwrOoEg+rbxt3eGULRg4NugCnTd4mbuCG6oWSKmsOh1BC7g9rOUEGwWZshxD6AzXMD8imONDKg6hU4NvSpymhCZ/71xCI9UNufSBZi8/D0yUBDPwe7qu3Fji2CVBSERxpZb5PV22RmnNpe4ReoBgSirIQSi0XYMpmyOsJpCTjGX0sCeHxPjZeNXXyrLgmYTqQ5NI3irmVJ70ltKwgwJI8P3VX16r2KkLsbB7sA+RCLFU+zwAFGuTfVgFcd9jbYki0F+SUhmhsChIJil4BS9Nuog6O0ARTLqPW5wk5kTrCEd2xC53RY0LyazxAEaQ7Z3yn/3L0Q3nfe048GmZLbv9hjiK8nn2UHEfdry+hp4TTYwnnXv+baLYW2+soi3O40AeIZ47HnQHClJ9PXPY9iPGMdubUnJJrwmI+8wJOq046H0dU4vmCIjytUvvIKrPXq8TWaSP+yQKNe4T4Q8OtSuUM76pxt3fzJyZ9goxQnb/JAMJtEYowkjRatUKJM9rdbasMqms7mfdsHp3bxdNz8URubm/s+sXWuv3BrtZntr3e+ibIRpymtl6WrtChdw7k1AOeKxDNqHfShr609QoZMRwXgi8meqb+NyLCds5Cl3+J9fb8uhHBtd0f1PDuyaONPXm6tMP2YLcv9rbf4YjIJC5sdbGR4RqlLXUy3jV2t3/Xs4yptxUqAhZO+AGy3ybryLXgL67WdvXsUt+7v96GsmBmh2Rjq09+wT75A7/NVs+eWIode9xAo5fOjAh4v4qYiTmnJJphkcmzO0FOrFSbRwLbN7fWtVsb9gf5EshlFNmjsk4/TzdzDAqbAOtFc77Y0kDHaSuEE8RwxuxiF+xZLDf3bJ1/jvPqSOKOfJqjNeHpdyiwDX4qOmJbgBg8xel5WnI6VdAFhCXOC5FzKRsFVZE3ozt2nKUc4TV4nDGD10veWL7aWnV2Ycnh0rqbvbJUEUsVCKHKYDFHNkpZ712zZmtJfeakWpnBZZas1mZNaVOHKd5dIC7yDEfLnz6xj/3O/4v9x0dv2Jf+2T+w+uaXbFE6Z0jGYrrZoY+Y9jpHPNzcyj0/UHC4uSHJrnewBf0d1GzQuQfeMwlFSKJyK87GKusc4Jy4mRlzXM+B0mNI8AgEIEnqM7WJ8N3BGRZ1Wun8FcYtvxeUn3pzPW92mmkewDPjO1D1EIBRqtHnCO0BZcwl/WV5olwsBSLBRpZbVZEkEdh5iwjOC/dY9QgKtT6eHfeVOUmpTORZeTo6V4wARKIDqXTcl0RdmPk3oU5eAiNQlQmcSq8gES7Jp9QDosKwcc4LZSQPxuTCK/TSE0hhfeLk8Hm4UzsHxxGnyG10Uzy5qYI8iLfljqpYJeCmHXvtOOckkM9BVTJq53SdRF7tPZYkPYYERLkuoGXRyp/AAJddyYUJWAiqx62vU6HbQ0LwF/YqIVcQY4Fp4pwNSYdM7pQ4eXNG8CWV8xTs9yL0Z8Va5dJRSbcHJJFQC/lW3DEFbI7sSsHEpX+QnGRPpcFzR95Ywp/5IuG1JyTSIzMkZI7z4hwzxZMeOnPDwOMye+SfRG8KrxvOXJiZrBo+KwZNc3fkuNzGctFRGn3/58BBibvCPJCO3JP5avUGj4qO/muJneeJfWiZ2ZvLzJ4WZqtksmWWqNeHkyMTKQb4GDIebgUwrIo9LGKoddS7wtnuHki5kJMFv1h5l1ayF1xeD4fG9lDiM7Nnzx7Z1dMLvf7tr79Qqaffu8qEaJ1uwBONqtJJ9vhILA8EG/vRtk2vUs1Ac6+C7sGlbZZkXqPtD611WS3L+gb4kn4lw2RLumZS0+46u7lp7PZ6J0kictUFJaE6tf3LnW1vW9veYadf2pJ+QMvKhjS1PcHJvhUEjzkbecu+G2Q/Tl0W+3vUTQDNlHawE1gR9LxypfNqIIaRKbJQrF6xV379D9gbX/iC1eePpaAge/E4MxBgYzkk2I9H0zR3dSVYYWNkscbfBJdPs4TMpb217u5da3bX1kK+xDhP5FcWY14Hj2EeFP6Z3gzkdJAdya/BD2dGT8K/K9CSOifOhfB5sRt3KPHoOsK4OLUQOtJqI+v2qIjzceqvn8e+p3YxFTgpHQXYZ6bFRHg9Io0xtA+oikpmgcASTO4kZ+YdZNITFvneqFFy3q//rE03X5XKQM9AXIHCe2Q5+cb5LnouvIeS2sGM8k51ZoYCi6ABC32VfVKXJkvt47yFYn1hH/1Nv9ku33zDvvrPfsy2P//jVqa8hk01bA0RbAoKJm986c6tIoYHP5DoFAv5ENM6v09+7+SgvFg5ZwYOAYRvMl+QVic0+U0MBncj5GmaYPJ8KXXwkiBJl8GzmveF4EQbDYAKry+FKbCnQlxXrxa6Muep2kuoozPSX5RWZWbZshISINWIAje/PiFBIKiUNgaSIU7OvV14PjpnAg916GXjjnLkUFpSfy/M1Xyjxb4d3o4CCrXVABma1AfIRQ+QVLEtcB6Pd8GGx4Jvio875NAQdn3Ye7AY7Rkg2rrhHAEehnvOh6IMw5hUL6TQGdzLa+7FEw01QbKFmCJFVuwVfVYir8yRh5QllGALoUFIDtzXJbcEsmBeWotSRmt9UPqo76C8jaVc6htQKfg8WVC3efdj1hYFSvXC1WItMmjGCgpL1pyDfKKy4swWkp1T+tvalFCGWliK0SHIk5JvxqeXot2KiJJ/QIQlT3ZbAyGAmk8nJqe/pgOUUIo5BgBH+e6vdNyT28bfzTSRIwEvZppRk+OARVDPBOtmJ6Oe3uwjcVYQ6kkSeERbYiATHGTp96PB5/1S5rAFmdpM6o1usyEbnbkBHEzSANsH9nh8T2mTPSkS+8QqtTdWua3zUcHKMjfbLGt14BQvsAN2dLtpeTQwWReVL4aJG0wx6SGLqa8pxFMsBRjfG2TBie1uaTvf2Q7EJUvs8nFtV08u7fx8I7jw+dsv7YB7IQsrHBMg37s7y4ZBqAjyQ4b6duv1+UPrzqrqx1PR+XhlZcW5QYJNrcvoewEsCwzMRt7Z+uKxXT19Zof91l5+5cs2EPjIuIzmazQQTO32+c6axmvQZO/n50tbbOCkT7bre7u+PajTLDJrZIqtsjUM20YZOOXFaIuMPh2j3ew7qzZL21w6GVbDhvMbcmvP3rCP/ebfYc8+/W1Wrc7lYOoljzg6Yx+dwPdgwxPa4XJIlwwTmFCEJutnk0Ey3Niw+7r1uzvJu3EqpSznXg0xuImqrjiGjziIxnDI1mauVQjIvUVCkKZHwqNqHL6InrgLzbTuGAjPJcxolnjqJyRib+j9pO908mLsTzQHLzEgmbHI95odBlJr6ONzivLMf5lNFoPKTQoLOAQurWTA+4x1DxlPajzQOgzPw4biPXyonReSG7PReYsBMkPL2KRdDaNsErl3X1tSnjuiginaYi0vDDvcigDNJqssvFjY4098yjbPntkv/pPH9uJf/gMrp5cBRMtswP6HsSlA0a+fwBNPC5AB3JElsSZDx14gp1ThQcdIVl4VVmyWluZrwerqwQLCyf1GlaKgLrQNkDQe88PgHsv4ZBzHVgNCabz7NGVE8VpY84JqzD11UPK1Qmgot8J3qOCbjN4ni7WSjL9ar2SM5+geKqpQpSiD8shSWQZ4TxzKSa724Nolh6XMAWJOj5+Spp+hpEPJpnG7AdAcPFTKYP3vPB1M4PzapIKJ/EB1SXYVnNyMg4QXzxmJ++mnQ4AhUydQUx/oItmKz+MGim7pE2wluvC5GtcePB3dj7EYYJxF/xpX8OjSxftwl2ZvbepckJHEwNuzh3l40oBWwZP7HXkpxc0KceKVLw5lfkrE/WB9nkiwkNUEgY46ehsv54eI80IQd7izgRIgjr022Ga5cldc7qcMHkHpcnFOQA1FbQhQuiwDQSaDX828PsRWCATO2jvdBuGbFqD8uT/35+zP//k/f+93n/rUp+xnfuZn9HdcCP/En/gT9rf+1t8SKexHfuRH7K/+1b9qz549+1V/1325Uiy1HGvlv9LrA/h7kkue1rtjwBIJrzHic4+HwGE9cdY8LsRzd+NTRc4pwhHQkHtSzPCeWGv333u/Eh4OUt3T6zlyX/zPWcUT4eHwokWW2itFah+rEnulTOwqGe28oleCBz5aqNLUDlvs3XurKjb8zvKs1AKY02SXxntVrsCFRmMk8bRQR4K22dR2dVXb7npn2+vBDrRWJ2IoMnv87NyePjuXtO7lizs3cJNB0GTNrrd6uXRfk3Gw1Vlqy3Syw35vTY9PROIlHSSSVWVVlthyU1lZpzJA61MkgKAaIDUEBa48QOq2PttYVic23e0lkesh5rajrReVLWsUPI3dHHzRXODncrGyarny4OTQ2cu7xq5v95IfEzCyAZzVtdVYcdN0sM7ku7Fte7sDJSk4t6Vt940QlnRAbVBYf/Up+3X/ze+yRx/+kKX1es7gfVgEAvOcTQQ+hfglzjGRRWr8WUEJRFgazO2sJyg5bOU+27eQYD37kdQzIC/iLwl9IVsLHJEgl9cxd84+lmTmNguSjXK6QfYMOTXUuo8lFtUtj2My/jogLMc5EoKimaMSXxPUZsGWXTB/VJA4AWIe7af+KacGhH5N3iwtDH0PAk7sl2M7h0BxD83vuNfMO5dWytdiCMEiJRxdPwoemllC8oNsiKMoXA/P5nE+du56UMfxp55Ta8lwbrY482uoC5vyK7P9S7Nu6wxf1W9Kqy6u7KM//Lvsa1dv2lf+6f/Liu4rIUDg8wZt6gROOLzi1WFJ5QRUUJAO3xAPOriBSihyUJPCytVGma3KkDR2oxQpcrGXZrz5qTeFRN5Mzxkl4+qCjMcIiCntnDyIESI3uYJE3kaUssRzoZxBP51OwQnB/3LlgQGcMvxN+L6SzXGNP8ZCbqrw1TJZtEMQ9vvOhg4p1IM4EANvfeDXABpIM0JUI04IlvGXPJLgV0XzOVx3kdbmCHjEu+LftYFKveUqJYLiDqWUzEm8lE8JhCkh1Qzkc+5tKC3hGjsOqGY6Oc0KfVAJyVV5cJnUDkDBjpNrQWIoP3tJilJLjPE9QJhXcQU2kF09MQHhEtISLAd62TTk8vvxyo8jQVNDgMdYIujmcynjuf+MlDowoERlKZSE4qo7QOrFJ4gAieBPgZPLoHWOWl/gsQ1WlbVtVogc9pZCEIfIbLXPsZCZegPPsIQwtiQ6CQjtvLzgweIJl0vCKb9yjyMX7ZuEoHz2s5+1f/SP/tHxS4L8jeOP/bE/Zn//7/99+7t/9+/a+fm5/ZE/8kfs9/ye32M//uM//p/1XXHDJ7uP3h6/EoYyE0vDz4EiEmr+0YPCUZOYfR1LNnZSjY8cFl7n9bc5aBC8diwERSRkruYDg0uREOp2YZGM7QFPQhll+KqbhzQ1dmD22OmY/ZIRaeH1Ppi2TAb78LK0N4vEHpWTLdPRHm9W6ti630/ieFB3xAeAjIEJQS+NsmLScTN78UWWS6zaafmeSQJ4jadG0tnT1zZ2ualkcCZ2vxprdbY+r+3scmHr9VKy4rvdzrY3W3dYpJ4Lsapw0h8W+ZtNZdk42u0tChqCDmrevghWVama9JruUyh0psIGUBN8C3o3TmPxwewKngvs+P3NO7Z98TXrdns73LW2O/ROlK0LGcTdbp21f/5oY5ePzxUk0JuioV/KbqcsFZO5UT0oUjVLXNWJnZ2VtsHavuvs7ZcH26EMKBM7r2n2lyqAg8ezbQsr3/ycfeFHf7dtXnlV3XAFJcfNdZanB2lraArmniYsFA6TihSrbsPubjuhyGl3gnPlZXIAOXFYXqUc/hNQ4RPfjZ+8t0icI+EfjmSSuRwTvXWiOudEpTZ3OA6BeHCAVaAjTsvJJFQGF7gUM18qusYenZtnQmw0c1N5Nc5ED12CQ9D87/PMIxN1t6rjpNZLwyIggrXXwTVXZhlS+P6QJbtgimsKUmM9Fu4hjqSUgFxZ5K68ICStJfAlUInkICouW44+L4LlySzZTLedpd3ebHEpp09Z568vbNrXNrXXlpCJ6vwL1fFf/eL3WLGp7e0f/+/s8M5/MEuC0iL0myKQ16WEDRD1CMECS7caa5LIlKnaO2QE0KhYuA+QJFGIKQBzybBQixCYYnTGeBenCEMyMm1tMihOQnM+yNeSzwa4PiRVKG8i34l1BC4IawolMUrCfcvG7CZySH/hfIBaQqDF04NyrrxqtOGCxPi0cBt5V3gxvsX9oVdoynrA90qPbA3dJCh3cU0Q86WAIYnw54kKUP8FP4KU6nUV+ubQZFTmcG78SCCu33duWEZgWSLuUvmLr3NUWohNQLl5DcmA+BugT96xVIE8aCt8l+jILGQLRbeCRALgMLe0brL2BqdYTQ8PYGRJIPQ6DUOYgIjPC/NGgUWYz3o2IRAyGp+6I21E8Lk3smgAYeoPXu7JXTKMnP1w2Ftzt5W/Cb3Q1EuoqqwAceu9Q7HcmVEXTYGHxBopybDPLXFOgtW/94UKaIpQWQ9mZcEYfZ5iifGbFaAQkLzyyivv+/319bX9tb/21+xv/s2/ab/1t/5W/e6v//W/bp/5zGfsn//zf27f+73f+6v6HnWx0YIU1DfUw6I+MyywvhYeeSqhDHhsvjRv9kdgefaIChH2kas3V+BDXfo0wzsSVuOir/pubDUeDOK8THP8jNlnYEZKwgIbPvOeD4uCmRhoRRmgnyubEY6wj/PEPrzM7dUisTOyl3y0uiisbfFXoDTDJHLEAZAOxZBY4mo1PskVcLmo1UMG5RiLEC6xd00nR9QnlxvZ3m9f3Grx6PejHbrOluelPX5yISUQah+1lG8bVweo5OllJAKAxYLAJxPicIdD6wFHSWfec511VdhqgzyOIlVmLZwBo4kaJmvUVh2FWNGMiuClaTyTQ6UzdtbSgI3ghHryMNnz5wf5PlC2evL00habCpNnO7StAp2G/hOqvUOwnexyCSUNQmxjVxcr25zXWtD3SK8v127XbKO8HS43C03ibZ/a+jNftE/9lh+yzauvWZrXM0J2mvcfPWs8MHFSrDu+aiVTRuOICXBr3+6UyYCY4Myock5zUP8glwizwIMk+UIQmRuzu6vGdjBGi0jGPP5iafTowBxrnE7kPp73vIZq0Qk7ivvTB5JfQGvG+8qfuWwZJ1746rmMevq98ce51OTEO/0++P4QtM/hySxljnc2EBBPatwhpAocmVDKOBZ1w4uiPQF/DbLbYLHPhiJ3T3GEIExCCEfJQA+ZOigAvYxF92TIAmOLvXhvCUof/iNjXXr7Ajvc2DQdHH2hT1Ce2ePPfofli4V96cf/oTVf+ilLpoPmKxwI7d7Bl+RI2A0IFEZpeFFUriBRfMumqQBtFEogHkUk+Ks3Edm4BzvqX6POxKHfEmEIQYClChBicsamJTImEtvA22CjV15dEIjgyIt6xzdtYhnOCZm3XOyBRofGMvULggTsaDQbrkLaoPhwmTSqlVAaMmwCSEA8OIEaQRAFR43SDeUW5P204iDJAg3qINdjwQ8xNySD+HG4bxHBPJ3YWzVz5J71uBDTLwcEjd49xCAqHbmZoZSboUOwYnUZR+L94v4nPneDiV5sjImHdbC89wwytGlgHIaSTehdHJJV57jEDguRHzJGq4p5LsU2Bdw3fxYKgJDDq3RHIJXJC8ZbS3mfN8pwapoY9gyQJAIbKkB7rBdePLe22Vk29lZjGNUWdujubMTjB95c3OIInAJ/zOeZo1/i79Atm2abIPDY+ivY5d45x1FGc0EiC7/pmxqg/NzP/Zy99tprVte1/Ybf8BvsL/yFv2BvvfWW/eRP/qRUFj/4gz84v/bTn/60/u0nfuInfsUARRtQgwWXHzc3N/rTxYdOYD1W9mfWyLw4RbKZR3IxAIjlnGDvPWeVfsxrp152kv1Gou1xlTwu9sFt0DuAnnxASPKOr/dgKP6svHFeZI+cl1iGOg2sIheOhx3/DUhxk/T2el3YxzeVXcjTZLRKtWnf1NX5EnQuT9RVWIQuGuaxRgbCWWa9OBWyG1AHUndbBMYEWUUSyeTGT6nZDsqKxiS388cXdrZBapbai1vs4xttoAldT4HFwyaGhf3lFYERMPAgG/r9ARKdV1/lvFpXtlrjz4BhUGZ9ksnufrc/WINxm+wnCluTmdlkd/u9CLNL7nmTyK0TSSKlISbmLWoc2ttfbuy11y/kSHsjxKSxa8bRlNlitRIUyn5QT8GorkjkTAs5+O7uYLt+tMVmY8t64Y6x9FCpEpUArg+lnX/bF+0T3/9bbPP0tdki/dgvKVrzcbgDrHuaiEEWVDqOhiBlHvu96vQEJ7QxR7Lc0Qadkg6/l/FaKOdItXG/D5UIfaHc4W3aTgijMQY5UbmdBij3WiycID6RDxXRjxBmHRERVq5ghx5t2b0Dc0wa4hw9ziNHTryzsp/HCbbp8OOxln1/+oRzPAZUx3+LhnIhiL83Tb3VRSTcRnWRf4D38FHAF7J5Zarir4RmivKeUD9Xbep0yIVUq67M8iBy+anLmyEv9paAhC3wTqktUa+SC8hXlnS0VwiKjay0i499yuqzM/uF/3Flb/+bf2ZJ7+iHVjhlqG5IR4kV9Ud0ZSXQUYChAMyzWsZn30yaL1wfAYbuojZXtyQQuqYh4SRRl7L6RssYY+4pMPPIxlEDNhr8OUS4xbE1KI2k5HPERyRO8cw6lX0ZnxTvkOKrhQXPNrizyqYpluSl3AE1cZQGrhoCFmX8mcuDAUQg3LpHC8Zs3ueKc8PsEQ4ZpHphyqqk5UJSDjhP471CBADpH65Lipmjm7IJrcBluqIjOAiUy5XVMgLlDWsLDT69MibUGRRII0mlEg+cnJvo3JNxRjK8vYXIpLHTvUi0Uf0UghmNLR6Md+JGdm1SswVyqSx6IuUAjkow7AQdUz8rYg5UTVj581wiol8GDg/XwpNwfggB5n63t+3Nre33ezVMVKNCvpsmiAOcI64tEl6lMfdrAkGU0zg53eFIrZg7juOJ4j2aYqKjAlAg+nrvuG9SgPLFL37R/sbf+BvinXzlK18RH+X7v//77ad+6qfsq1/9qrrXXlxc3HsP/BP+7Vc6CHDey2vxg0X4iEz4opN8g3LJ6eJ4LMA4KXBmr8ylnYBSh284LoDHNn+B2Bh+kt9BQHC+sQX+0VwtOnDFZTdaietzIiQf/md2Tg6kKyfBEgmL1uX/m5g9KSb7yDK3j1/UdpmPWhvJzpGpbXcMcEpAk51vanUlxqyJwUywvKSJnTZ3BlQtG2u6k44iOnl3UM6n3TWS/1GWgbdyt2+VGZ5draxeLeW+ShdinFo5X+rQTTPYGa6Q2WSrs4XKQhk8DZwkCVD2cDZoU59LYXN2sbK6XqiHSEtGxsLXjfouEAwWOZjlOW6z7WQv9/h/NLakjn2Y7NA0tt4sbJEX9vLlTgsascLjyzM7vzxTXX/bD3a7a+3dl1vVxC8uNjKCag47q7CtSBNb1JM9fkR2PNk1wQk1/xVWdjAYe7u6Wtuqrmx/d23XO5CT77ZP/JYfts2jZ7JIj8hBHH1Hn+GQqccuw+OpPX1rE8266I0i1GQnEmyz38rwraVDKzViEYLdgdLHpkO5R8QtSHljYH3KZD1twxBDhZOST/xlNAOUUl0lmJO4QJ/jQceRBHsPV5y5I/I9QKAY1CJRSj07Pp94sEjyq43Ha+PHSXjspRUDpChpvI9OBal8uJaY9fmrYnDlJlSO8LBo+zqhzUSbeAyY+J3L63X9ut1hbZBi0yF+YPUU7gCusswxnPPF/ATTJ0BxfgHeEfJOgY/EvMrObNzSvfiFB0yBk1Q/edU++iP/rfVJYV/7lz9m5XSHNkObx5BAIiVQGa3KK1stat1O0AQUbDJiyzHKcit85o3YR8H+XkGxnHg9UHMrffgI/A5NWpC4EtDCMwlW8uqmK2MxTM6cQ4S0lzITGxglV4J7CJ2UQXB0VR8hRE6gFUliS9R69OVinspU0P2R1DCXkghkVnFNnARLMgRyQmmJm953eJd4EMa1gKiAwkDeJ6vHCHIHwsj1yeGUfd4DzrTz+eHmmD6yDyNNFdERgxx5oErXdNRKrDNuuEoyRGDhnbfZoN1Es7Aia0NpTG393Jk5KuRn/ykfy04BQ4I9iTdCkCc0KpTvo3V9FE3MbQuCdH4Mc8J5KZ6IeEsMLyPR3sGTcMpdqG0wnmPMhl5I6ovGHoUAwjsrDwccjLe2vX5ph7tb2THU8P1AVmj2SGkqB/GDHI45HFg73jBY/7gSKCJAQmRiBYCgTbJqzsg9gtR4FKNEkcxPu9B9kwKU3/E7fsf898997nMKWD70oQ/Z3/k7f8cWi8V/1mf+6T/9p+2P//E/fg9BefPNN+cOp3O9OpBYTwrgsyfJ0YPheHNmul4YIDMUzREMq7zJaiC3hhYlR9+HsPFEp+/5rT7YsKb39ddrb6dqBV+Tjxk2KEjoXu/t5qMrrcaYKw/8lVFzPtrCRnu9TO2Tm9w+fF7ao5pshXWSIADkyUsh1MEfPTqTaRneIkz+epHY1eOF7OWb3UEmaN6cb7J6WckHBFIgUO9h11u5zOVtcPdiLwfN9eVatcoxze2rL7fW3PW23+1k3AbCMWYYqVWCgC8uKrvclHbYtna921s/4CiJxTR9QAr1z7k4PxMs3AyZ9fJXGGyLXHnX6Mavqtqk4ExoU+9qIetbOytr293hHNvYs9euJIn7ylfeteuus2JR2+vPXtWC1oyma7rddXbXULcv5YaLAghPlmIc5ROwXFV2sVkoY9uJAV86OS+nPjzaxWZpC0i9tzd2S3Dyyd9on/uh32XVBZwD7/FxRE387z7unAjrSp1Q0hECggKkdRM4XD6bO+sp7ex31u7vrDkcbDi0TgaUBNF7nxzHjpcGPWB1VCWSrIUIauMPPTw0vt0fx0sSRwDEDx9bWkQC5+QYtJ90Dtdfhnn5iKqa6JN8DJCcyKqMMYh5RDJUl9yZSXvkiIRZJEusGXJ0RMPP86SFxD0t8zGJmEsFer+jpzM/LNRu/aVRgReCp5MeVzMmCqKlVsn+yXLhJcBh45PtfK+Amw2k+vB32LBtbbj5ZcsG0JHgcCsEprN0j5FaI8t8duZ0vbJpm9rUvXSnYHFkJqvOH9knf/t/a/2U2fN/8Q+tmF4IOVG/qzS0UygCF6PthVLwJLLU1R+oz2QNwHPACwWzNZ1+YXntyckeZ+bWyynAAss6EKGDusWRAMi6buo1jI4c4Y4rLgjPj45GrQfLkVA6svGpDMlne2sBlHAYqek+9LhEd0roKDGTQPlW7jOEOSZzXsrQIKhY5WtNCvw65M6gvVjzS2bNGkeJGJt8CKUEL95rhzHZdZQ+BqsypNf43pgaj06try8aV0KACOpSGxvM8EDHuJOjEreirOSGCoGV4InyOORu7yROma6zQT4j7nESOU2aj3PC6jwbOB+zSaj8TIB5Yvbre5i3FAhBq3kPt9h9ekYamXkyoMP6gOAS1MbVMk4fOiYoozXhKyh3D9Y1O+t3OzvsGuv2d7RltNXZxko6N6tbsZvVpXnwWpKfiqNwkuQT/JDFSgvuJqB4SLnpXyeDQSmotC8WNg4BGZIiqvA1UCP2W0RmDFryyU9+0n7+53/efuiHfkiZ4MuXL++hKF/72te+IWclHhXRHd4P7zlEuJl5o5F3ErMxVVRPCK4BborkOAXxYfGdvUiOoYy//hh2qI+Cf+lJshlgqxAoHfkFYdU/ltZDNht5K/Hb/Lud0x4aCobGUzIbih5xsr4PiykPDXlsNtlHV4V9bJXbs0Vu58UobxMW1MMdJTHao1GbZbLTqOxgLaaXMijCEK2wDCXMHv8CfEU6ydBAMPa9d1vtdge72x7sHN5JlihYyFa11atam85u39nL3UGBDf0V+H7q07Rsr8vCViVBiju67gNpFTIsJDeUBnWd22JZSkLM1VKqxleE0hKqmt32oMG+qGvPlhKUNjtdS03Wl2d2d7sVNP3mW88s7Xp7m0Z/k9mjJxtbY0qUof5J1fKcDAJSbE19PC3lrJn1g1VTr2wOPglGcQRxLQHLonYyXwhcLs8XssK+ebm3Lj2zi8980b7tB3+H5ednXqt1Id1JMBr4EO4/PptoeaDSakEgOBkhwvYodOgPhPpoK6UO3XA7SHiYaAltCWWLyJeaKRTwe2LLhUCSdXvLOWCPXj+OGgaoPUDMsWGV1CjycwiyxpMROgMeKiXFgOI04A+ZUVj0PeA/Kn3mOSsmf3inMjZXZbj3w/yqmYDnfX/iNRwVOX6txw3AS/SBOxKRlxmpcXM52YxrrXDi8lFwdxrsHJFSr7OH0ljoOq6Mtgfx6OWHgyCo247W//JP2+rRm97TREZZscTmJlmTgaig9nE0ZWLjWy1s2ic2Hd52CafGNBWhx/bt/82P2k+nqV3/5D+y5PCuxmeRleKNsBYhhfeNG8t6vy9wvlSC0sbo3Al4GWqdkRLkOBGdciXzlMxX867DUDFIcxWYObdJKqvAMyJg4DXwC0FaQHNASnyYOGxP+b494BjK5g5BE0ImaJM7UavMgqt1lYfvInhynpQccZPByamGJT/dzd2ATUwKvh/eHHMXpRAeRHifNATsbnWPFYJGhkM0c8PESqoVENnEsm6yqsTTxUmtKGVAgQjpxNKQKmq0QqZq4X6owR6fxYaN3BsJc0AaICnLp8QRFe6/er1JyuvIh7d0YFg412fmDuocA5ofmm96Q73ACxr7o4kbZN6g8sOHhXOgDM99kUeMzPscpXKRFmuAl1HlByNy8EHfxbMbmoPk8RCcQbcoC3Wh/5gs8ItULR1AQuKc0J6pqNADaoQRLp+mRObS6Dj2nQQDqbz0FgHyQXE+5T2H9m92gHJ3d2e/8Au/YH/gD/wB+8IXviBTnh/7sR+z3/t7f6/+/Wd/9mftF3/xF8VV+dUeutiZbXdCvIs/CcmYf5rhcA9g9Jf4SeHP9964+LqT48R3ZX5VzGajZcSsgoiw9GmUHL/35L9YolLwFLLVuZZ+RIRkapRMkg9/fJXbq1VqZ/SayWD3M+hza9VLwuFR1cYx24FfMg5WF5NtVqWtIJ4MvW0bWPRuAEV/GzbjjuZeBTXsRvK2q6dXyuxvt636RZRVpQgfcikGZiwxVZXYtnEonc2f81ktc1utKhtBLW7hTdCNlDpyIu8DDNrW2NkvKmvH3A5AxRBXBzxKWttvUTtMtlp4f6Ddfi9+STaaVdTCD408Wc43BDqFsoKXLw8y2Lq8WthmtRK5dte7G6bLEjnfQpAnE7RggpHZ0SzxrFYTLIIi+gTR/EqN5vLENucbWy9zm1pXD3VTbY8//T32sR/4rZafX4Zutx6cnAyUsJ06TEt5TDwTFjXYaSJcEpzsbJB8OJR1dnfW7vYyX2OR9q6poV9O4At4ozKvDUcUxTki8avvO5/5K8j2vGXCPMpPkMYZ0Tgd07OhWkQLY6fw4yIzN848fW3895mDdTQXjPNW/yKX1Pj60E01WgGc8Enuxw+nJbP7/3YMMI5IZCwtnXYtf++1+5YYLAICGTHO/dgU0VNf3yx8urv0M25gyYv/aLvt17UgywIf7pU4L9R93F8IVx2bbrzj7Ihd/tISSjXJY5sOL/y5ipA5WXV2bt/223+H/XxV2td+/L+zRfbSyzDI29WTylURoA4xIORP2bazMYa+L5RQhHfRcI8eNKI55B5ooIYZWpHryWpBDsJQs4xsnDIYKIJKMfQrGuwAETaoMEBn5I1EwIOxmzhieGtQpjmuQZLvCt1mjfF1Vhuobn9Q+wT3V6kL6XzOvA1WCKAtqITgo7jDK/15glooNOmEM8bBWibSOEEPqAblKoIDibxcYk2QowaAlK6RCSMjBgXIuGKXgheYQ4aO3HKdZaNXOcPLZXD64OKInwGqggOugq5EEvWoxJf/TCCzzvtAGPNCSiLyGIJI3RuIvUJXRy/PyTgtchGjC6w7UVNidMt6VygmyIEVvAdTuoDkDfSJ4lrKWs1fh4xGmA76ql0IDpwBTiXQZw2kyaFz6fz8eAl3yLlT4XzkF8S1l8H/z9tq6IYnOAQjqQhcH7dxCR4y36QA5U/+yT9pP/qjP6qyzpe//GX7s3/2zypa/v2///dLVvyH//AfVrnm6urKzs7O7I/+0T+q4ORXq+DhmKHkkCkdpcGxfBOzrZPeNSeQ4lyzP4WPZ8g79MU5qeM7fHxcJk92gVAmes/Pp2jMSQ8gZbvC18N1qGFazDYjUnIMYLxH0GibPLE3qsnexLgsHa1kTPWQVkv5CIy1683L4BUggzG6/RI0IJut0OjjCIjEEEvGUP8kcyFwwbytQdXSW7mo7GxZ2+72YNeHQZ0x2cy31ztbnW9sHA+Ce61DEuhW+3Vmtqwze3SxtDJnoeltv4fgOlrXserhJF/YYuHICRBiMyW2JygZc7vrJsnegEJBkRZ1qWz7JV4r+72t69yWaSLuCoHDxdVGHiF3N3u723fKwh49PteCRiDUiFgHSoQaZrBOm+agnhKl0AxHe5aLhRa9t/dkFKWtz1au3igme3x1LvSGDrD7XacS1MXHPm8f/t7vswWcE4y8Tjbfew15xXPw4MQ9Try5nzxO4JzQzK+9s36P6dpWvi2H3a3KOsgX5VshFUeAjUM26wieM7KdhHZKFA2mTWEQHguKjhxq8VRwEazv9VE+U2QBPnNQgrxRMumoIDjZ9GNScNJFfI4pTsov7o76fl7WfMfEv4moi9uCe6v5GHwFUu4J3cWxKTcNdOTFNxI2ZJ+Z7qOiuae/xBLtScAzl5WiMV0gxoYzjOtCyDiO0uiwKTkZ0rkslN9ylXK2Ul9NRWXpVLkqQ/PaF38PZij4bm3autJGKp964byCw7WaRwpGgVS+XtsnfvAHNa/e/f/8v60/XCsLZ/Ovy1UA5byjNT4mCT2DTspjWfTT6JHdeq8d3VlUfcyNBDjeOwy7Rbl7myh4yBOrMswNfW6zvsiKkPuNnDZDYcf8cp4Y80tES9ypOaHA2SEoUBbvHuc+9kMVgnlBR3O1klBw4Q0UO8i1snYvhBgRnIDgEBiJL6YkjN5ieDQFEnBCAgR641u4+DNSkLi9vVCSnhIIHA03oUOlQwBZyXzNOSYa+SIRux2/XBcIkvDBQX2k66Ic78Zo3G9Is0UwRyRIUTlGvjOOkPg5CDZ2GbFkytHpOSJcjhaqC7DsH9jWgwhE9zwo28T+jTtZ6KcDB4ZxoE7CoBsBeVRZstN5wQkUd6gicTyzNi+sVyNM7wGlgCj0s4oJjcp3klZ7BUFBUUBXFcRmlL0IxH3uqtyjUpIjmSnd1RnKQn+xTgitFGZZ0DchQPnSl76kYOTdd9+1J0+e2Pd93/dJQszfOf7iX/yLehggKKdGbf85x2mmxCHnwdkL5QTnOFl4fALft6PXEh54Hf6w7pd+jkS+8ON7nCr1yfdoKaH7a4Cu78uRjwZvc1Z6augWza7mLcA18K/ANVlmdkG5IRkkk1tXqRVZ7XwUjJQmyKhLlShoFrcoYc9Ptl6bLWkUtRvcwr0YbHO2URnh0A+2OF/a2dnSdte3amu+uTpX9+Lbl7e2Qz67rrWxHba97g1QblVSz8anw7tnwjVZLQp79nSjQIbaOHVz5L241SJjxmdlscRtsrYpK+yQFNYmue373m7bwe72B1nSOxkWh0o4Iwf5lCCZzjBeG3GerdQtubnZ2s3NpPdimHZ5cWFVVaub8V0LEW6Qq+yetvasA5S2gJ2x3246nctqU4t8+vKWZoEY05Wq3S9WhT06X8uwbre9s0OLkia1xeuftY99H311XrekBI71LrLRNMyJHUxw54u46dpw0vjPy2GQe6f2Ts24+gPIya3t7jp5nURraMGpcwO5yIqPQ9KdJ2dB2dxhWz3hndAXyoI6DRHXGClOqtOGrIXGu93q5XJGPiG0Bt+CYCByAlkcx2sMflwdEDOw++Udb1sfF6YTJCZ0NfaFls3Cm5cNNElDCUBSIL7DsUwVg4jTIOcoh3XyauTZHLklJ74LIZiaDW9DVBVt+mMwFH2PXB4arjsGgoLQsfVWmz2Hu+lPM+WWiRgcmvXlgzJ4ghU5b6pUy/3BEj61YfeOernYYmMT5cjpyob91y3lM2S+lYv79dYP/DYRX7/yE3/fymIrojifpf42MjZ1ZEgJlVBab+jGLyGYdqMjD+KOTIkdQFPgiYwE+hHBciI9oD7PpSgGqymN0F+na62l1EJ/Hb5bwUKidg40qCOYhhNRITmWqViuRnMyK4OTpkCJYY9BpD9Dbfr4oYR+SW1HWYcgIswjCLdqzOnk35HS1IHzwGI/NBVUfyAkz4GU2zv3hlIP4w80xf1dKK1QioiBp5eiUajkee3sLTgtKm0FlY26xOPDMtiUo9Q6TX59rul+Kkjxfj0yMOMndWd2/t84gQSHSi8IapB2e0IQ5y8lLEe6yOMcDWU9Hy2RLBnU1V1fHWXxJHcOqAk0kfcTiNMqgB48ATWD94MniZCmqhZaRm+cdGoVyCHXVtvClI7wSDpB+9yw0PdIT05GAh+Z2hU6D+4dfLk0pdVCHHfu86L2k7ROgGRAkAYXSt4tTg52m4L/tCOZ7qX9/3UckGRBY145r4+Nh0L/CmcQ3++KOi+KoSR0v0dgIBUesd8Ao/P3k0xQ6O6pvPh4eC03kKdmtMY3FK1n4g7MH+X5XcxCQ8nIl0E/VxZaXVcyymTtjSqzjy5ye5RPVuJwmZud011S+xKsfrKgxOplbYeDD073JzCZjFErp7Nu01Ezz2xxvrCeEkqRSoWDH8m7794Iqrt8fKaV7vbFzg4dDrOVtTizMvhzaoqO0Owgu8p3wQOu8/PKrs5X6utAgMQEhRGvbprI1wqaELqigFJLVyxsyGvbdb3d3KFScRn5oqIEVdntza09f/dWwcM6S+3Vqws7tAcrlpmtz0rrd429+7yVu+zyYmObs5WyIBoUbg8HQdE8ixfPr62ZKN8MdlbJ0k6qGGrW9QXvWdjzF9dWweRfFFYsSnv09MIusP0XCZGMzX0fps1r9onf/n+1x5/4rCULupDyBLxTrI+l45jyTY8NN/Q0EUzrhFhkxH1zYwPuuTT7297aYXtr7QHXUF5LdsXC7UqTSHdzG+xQ4Ji7DofmfTJ4OqmH6DXeLyR2yFYfoMTNuegh4mRYFpBIco2E8BO5r+ri/D1YvQfL7tiLZ55/J3wROWQG88EYUR3nYSz3zI2qgofD6ZyMijhHElRbD6iK32JHf1y+fkIejOWXuZ1E5Nuc8mRCSCQZdnhvMLWaCbszQvSNauWRgxO+R/Gb181cqeC9V9wnxTkIBY3dUhZ2ZMZg6hAOvY8JgUtSXcl9VtcEQevwwiXKlEhwNh1aa1++sJ/77/+e7f63f2rJeOvoC98PAgJnEeJWuD4vLbgLLRvzxLkkuXV9a3fb3ZzE5aGMA1rgKBqICgaJk7rXklnQVwvuCESXakEX4lKdyQ8tAUAvTk2OfwboaEmACBHWvUW0ZgbCtswEqXZlfHZlZYmrqUukWSt4vRQunA+8ubJ02TPX0Xa22w1SCub5ZIuFl3VV0u5JHDBec45DFaTXoC1IjDHcc1ZEagMBeDCkIwAqi1rXTjDpsmK/B17BC20RhCBB9s0DUTSW9XwNl30+v/eNwHluHTQN1rNTny0nt0MyZQyodBsTVRFIMbHkO2rrQFcwOpsG3ytCsEDARvNHaBJcu1oyiR/pyRAOvyQgQjPgR7X46ey1rleLhfiFi8XKLGlV4lbAGBofahzyuRgRUnpk3Wq9zB7XGrpJU7qEcJzlte3vXlo2gVwvZs+VCAao47RM/jhvN9v0pouT7fvRPv9//4vyRaOK8mu3F897o4UIw76nk/Fpvxw3nTwiLkdZ8H2+yYxgHA1NTr7mFH05BVeOdvV6WNFf5T2fICA2EhfDObmMLfi4oOKxwZ6Uk31yXdgrdWoLZHAJWUpoTgUKQFSsag6SvcJ2207cjgXSuKm3MzbtfpTihY02X1a2OqutxSp5tZCKp9se7J137xREXFyuRMhsdsjoCHIK293utNgvzhZOpGp68TRkIa3W6ZPUOpiW3V1vVadUSRRGSUo7eBoCwl3BLjoVEXYoc+utEBH2dn9QUFNluS3p7pmkdnt9bTfXO0u6xtZJonbtQNnnVxtJ4jrUQNvBhqK088drTZAWGPXQ2N3uIDLv2fnKmj2N2jJb8F6aEmJFPpqdrSvLlgvr8tJutlvLs0JKnfX50p4+ubJllVm339lebq3ehTpbPrVXvueH7eqjH5cDaDQquj8OHU1Q6cVxUYdeQ58dkBO5wnZ3yj5AT9rdnTXbO2tR66isE+XHrm8II/MEBYjcqmNg4PF1DMhjXTs4nYaaEwu1Sx+BZEP3aw41DguIx+zh5kiiN5ZzHxDv7s0BlBwWagUq7vEwc0gC/+EeLyWgiicz8gTdCGTzEFbcu0bcdf10dJ7K3oIaKVrRRfLs/LqTAGjmnERH2QhS6n9Ogoy4dsS5fUp8eV8jwphUHNcMf1aBu6JNil9SbnCDNxStaRHVVmFdmFpJsFP+cXrh31GfyStlms7NDi+dWIjcEyTlYrKP/KYftJ/bXtvuZ/9nSzMabPL5zq+K7tSxD5e4JOonh/U7pE66Fbcq92I3HjBg2furREP5hyZ/lVm9BL1KnUDfgRSAZjC+BvXdQWU3DSCRg5yglTPrPKZ5XZBbdYpvS2cdDoehSzNrCH4oPCyZfGkD9rIeSka4cCRAarCX4JPUG44GB/gtGD2WoB6Z0IGu38sXhrBVm7feQz8at8nn8F/B63A7e+TaalQ6jzvngniPGGo73oxP/XeiGRtJV9+r3ATh1K3rffyWBICSYfs4Q30FeVkme+BrKqP73VYJSFwbv2yVc5Q0e2kHtIR1Ts6/GDUOLt+OLSpU8pL7Lc/TAwBQD1EAQDTGTiVAPGjoHtyHz6AsXlLaIkiQ/w7X68pQb8zom6anb4kVzH9an1AyE4qLUguODkFRsD2EqxjJxpR5/Az9PjJug2mckjiVoaLvi3Ns/lOP/6oDlAhvzXXqkBndCx4CGvKeMnj4N33ASTklpsBxyYweK7Euf7Tsfq/fyUwa0g8hLJlVDwEqe0/gdFwxY73bOQbnJd2HC/vEWWrPsK8OfIQz2a33ttuxcCMPzG298loqfWkoaVB3pfnd2aoUArDf9/JCKWgWlee2vW2s5t/Pa7t958bu7nrrhslWeWbbF1upftTwruH3o7K/cknUnliz7ez6eicr5zJHjpzb2Wop/jvBEQotnzyUQwsrF6UtsMpPgW+Dt0leabG53m1tr0Z3vaTBK4KfYbDr22s77A6WD4M9ulzLJRLYuKBB334vg7V9P1l1eW4X5yttuHc0/9NnDQquWLzomszCA/oiaLHt5FBb5KUV66W1EG+3B0sxalukdnm1tiePzgQ7o0TYNyED45yT2q4+/V327Nu/3TK6xAbvgnvkiBgfSwLsz9LlxJRcAoltxMuEwORWAVC73Voj/gmusZTLPKMUogBiFUSYrgzyRf7YViE4VIYvDry7mdB5LKccz82H2gmaoPM9clFmwnncvLX5h6xS/I24rclZLwQEwYcl9CfxPyPSgo9CPN9ole4/zxysmXTOEV8Tz9E3GaF36rnSODdI5D3QoBDERVj0hI8ewrLjtXIf58uKXkiOAs2UntM1IPbnkllX5JjFz3rP1NdSMQuagxGfb0iRDhi5QDxX2YXzLwH80rsOL7xz8vJC3aqncWNT+1KlVcl0rLfls1ftI7/tR+1n725t+vpPi/jIeqANJCBGqiiHQI3AGx6a0DiR5B3BZH64Hw8oi8+TqihsuaKkVOtzaOzJ/Cdblst5UOpQvlBJQaUQRwZDHz0b0kG8MoJ9Alp64ajD9sTmnqnDMfQ4NY+TGQIkdIJOxgdBCVw3AhAaIuJ9ArEXO4LRkxxteK7sEYE8EDvhp+T0rJEDLP/GXCNIcoItxRpZrqsRIQosL3XJUTfYxgs1RGigrsqgXBjPMg+dFqDeNwQ4ut6j6ZjwauZs2CO6EcIpRGJvO6HSJ3LtMN7Y7+nnJaVOINwKxccGH7PIoHhRZ2DjWTpCy2aPeoeg1NnZfl/Et/E6nT4fZQ3eSaAqCGnYI3Tf1UMK2XWunjyx8KlglvklNNyDPYozOaVrAlEFoD6vYwXB1zVI0Ji2udeLK2O97Mi/w3cplmuj73u3fWljs/UeQHSz/mZb3f8XOyJjP2Zo7+m4ehqoyDtits+O8uRQijnJolxhcD/CE7w+d12ljnwkQ8p18n5FfF4aI931tAlh6DEWgqu44LsclQH/xiKzT53l9ua6sCucw5pJ5Qp5HzD4ZNrlHYPhgUQk5tD2Kk+sN7nUKM22UQZETxwks2j/8zoVfwNN/4uvPrcXt3urqjNlIWTzIqPlBCc+ABlkTNzmgAlbC9JsLYTZkv40SHJzGyiDdCxEDg8zmdKa+jDBCW3aEzXf29GfYlnbXdPY3W1rexQ5ltjFEqt4PE8wS2us2zVWTr2tq8Iuzmpbb5bqFfHyxdae3+5srCpbXV2prEPviEMHgbbTopSFmrPMoA6TFXR91abf2WJ9ZuUKpMWsoSbb9pbCpalqe/X1Sztfukb/DonxwZGMvEwMlLN87ZP2yue/YNXZpTe1i0GwoPFjkBJRD7H8pdToQrBWOfIjsu5eap327taaHU3/MGYjOMHe/sQDXhUGApPxGPA4ddAm0JAjxBchhrBhnxBBw+TQj8l9OeNM/haa4i++p+6ZEYYT9EA/O9dpOvVTCYRCuYGG706xFceDQWUORz/mUmqwTg/F2KM54km5NbaKOGIZcSH1AE7kY8kqT5awSI4PfbUcyTqiI8dlIyQbEdEIfg6nFgN+G6IUOQYzQWUXHWAhV52WjfgMsSqRhDpHAKg73j82NtQmLNopzWH0bP3f9Xntna9OyzMRZ92nBNUPKNlSkuazN1+3j//w/9n+7d/b2vjuLwj14D7gGQIC54FV7Cg7yFOH+y81y5zPscmxmXd6Xqjw2MhoDAoKgvkbiAtlKuwFIiEU4zkxJQIRGkS00wbLToKSJhe5XiUnXKRJcJLJ6hUlXoIl1Ds40YbutkGBpA7S6WhF4SgLmzjrFiUdSX4rShSOJKFuo0UFPX0gBUNyZ5MkydrDQ+lalba9LFjquwaV8kKjPzd8VwCB6igqp3R/CFBkquYtDQhyKEPR3BoOHc+VKcoJih+G3FkNGCmVoDrycaSSi8pv8HQcIVEZJ6Dkjui7yRz8Gi9TOkcDlAvSK4FlLt8V5OWsy/BuCJ64hziDNyFR8rnCd2PBL6fpvtH7l5IQYyznSJ5Iu0kuHhBzqZNNvnNyvP8X5804YVwEDxZ1lWaMeaqSqTQ1zY0THVk9Gi+qjQw0gGVt9cWV5fWlPf+y2bDbWkHJigT4Pfvrr9kAZSakzi3ij5bx3+jFc1AQM8170PwRYH7fXxQth0wxBidkOwycGLsGox1N3BNQfuafzFLhANGFFd+zZah2k31oXdm3U9JZmD1d59YdWrs9NILVpMBvRnXW3TyGp4HRERO/t67JbFPQv2ah6BkLeQyTsOEWflOanb96Zlebhb3ztWtr9m5Rv14/smuy+La3swWyw1GmbJRzaM/NBMbYCVIdMDATqF6mIsLy/du7OyEjsLbFf5BKZyHjNazzWQBvtpiomXVZKRLo7Z5A5yDH1k1da8C+vO1sR9mpbW0jh0gmVaoSz/66tRcvGuuzyvKLC1udryWlROLMAoZd89iNVky9NfvWsqqwGoXB3g3ZluvSnj57Znmdia9yd32jxY1WAJv10l5785lVGeoZmgU68556OBLF3Yu9pecftjd//Rft7NVXLSX6D5bVJwMrIBduR+6lCf4Dwo/mXyD+ICW3bsS2vbNmd2M9ZGZq4mSDofkXwY0vpIGwxxGaCapNq8orp8EDh9edPagJ7RiiG6yGduCbBHXKUU52f2w6uBJkuXNJ6cTkkIU++FSoi0KYT14HxzciEse9BxIbuhIDdXRtXaFDMAOXKXj2eJgSe5iEZGD2Jbq/kIE+xH4klCJFTKVLrYi0MfiJfkenZm7OTbuHPknU7k6gM4oSjbHm9SL4psT7NPctOnor3S/ihoxJng9sRsEMrCfTJiOOBlXBmIz36pkGdIzfUlPhPSApy41NW5COnTbHJFspcz7/6Mft9R/4EfsP/8Pftny4UdbMOJJqNSompkaiDtQ2WBCIB6JrdeIk1vDcIxpyQkhnXFMKvqMsapPKqviusInJvVqOtB50cadpbUNiRRBD0EVCIoO0NPV+UdjJT5OUfouq0v1gDZEHB/c+SI4l4cU5VoQK0IdJnZD3sNppPVHXQk94DecMYIQqBF4FwQkLcEPLjD0S6AYTAfUGYiDAweHeUyaJLtxRpUbgCOFW2pq8tko+Ri6Z5l5GwYTW3lj2wYyuc/dWEUFDGxAvXXi5RH/H3h/eRejfpMaCSSppd0pAo67FgbtC4M59Db2ToniCclKt4ALVUS5rBqHbITgCNafnDqR+DC/79k55Co+V816WmSPGmK1p6nq3apF+6bU00caEeedcoESZdiCynkiOSQC0HvHc9fqgOgoKPbmSiwTt3jBwp7h2rpXO0sVibYuzxzZs7zSORddizH8QAhQ9igAhR0KS//b9i1tcdLy7cMisQm7jQUN43Wm2dSrNmStJIZhhsT1Baxxu9y0ptpf37hxzE+r5+2aIWVyTyVaZ2SeWlX1ik9urS7N1kdlhS4+Dya5WlVWJyf2xkPQ3UyM/2VnLNZKJQ510spuXW4dc2RyAWsvMlpuVXb1ybgCd73ztpd3e0B68lM795marjW+9yG3fdtYdWGhoQFbORM+2dWdAspjVMrHLs6X2td3NVm61ZJHUeBnD9bKwFa3Vc+qXkKFwha1wbFLtGqM2atareiG5mzgodDLeHkQOrLPeqvVSBm6HfW/XLzo7UEctctVEzy5X2txAWyj17LY7tZ7HoO2grq+JvbKorJFb7GBFndr507VVq1o9e7a7WyuU+E92+ezM3nrrFUtohviCz6KZYqJJRfZ7c3uwsVjbW9/23Xb5kU9YgqyTiRgy7gB4hmHivgPuDOtW9gIYVHttbNzhCvvSusOdddutHXZbf3Ys1vhHhM6nEQ0LEU+Qa1IiagORM26O1LJdAeOBhHrf+rnI2Cpsrgp7CZolEA0jN7yOMUljvDiPeM+8ETsUHmo3cyDjbs0eqMDGn98XNv1jz6vAxtFiO84wtRZrAhQWWBZFQb58Nt4hQd2gjz2S248oaCQFxww0wNITJnZ94KfgrBnLtKE0E+3rZdN8TDh8SkceS0BPAuLkWNLMGg4KhSMyNXNs5rXlhHkfkg4PKKN1vqcsUoWotOEoqu8JkaCfBHAdp9Nbv/5646ZuO8ztGrN8aVNyaen0wl75db/e9u+8bV/+5/+9jQ1JDA36KnEfDnv6+HS2EH8F3xRUQd6FV/bzypRBQgsFBhSiCDh2bSK1zpJooCiso4QhfsRoNZ4WCiz5DGSzB/EnmOs4T0OmJzuH34bsVtb9fL7s7309AJkhaKBEl5e1ujCj/EmRq9JUlHNoBu8hlORCXioFT646QpmYjXsr8HYS0oEiyezQJ7YHNZjk/yiiqLgwSiLdg4Y7PIzUquDbuCeSSjHBwZvAI0F2rD5BIdGdEAS4iaaSAiF2jkAJtaFUJUQhzqlQ1guIBcEN91CMMfUGc7SJ4AxElY4IQlCYz5Iky1pTv6McV1HeVgM+3Hw98AQ1FkonsZWjWnhXyVZiubFHF0+tv37XivGgwHRW4SB3pjQK8VcoZEg7VCoO6Qt/By5Cmq7n5AIirjObMPIrHUkLlvwkHuxDQl9DLzAplxgf9Gy7u7NxfC5EJmNPUXdpkoljX71f4wFKbEVt9yu9AZ2InifzIQjutNNp6PR54mPhvTGCFPnke47usQGxOTWyillpQHH0DRE6C0dYUo/cBdSF2WSvVKm9xX/r3F7bQHD1gAai2KJKbBH6sJVZJdgRdAIDo9u7VgsF6pnuQNIGIRT2e241dd06sYtHKyvLym5e3liDT0iKSiWzO8o+qdnFeaZFDGfUtk8tqxIpWfa3e8GJXFdZTlIJETTUVaKSTsNEkezNS0D4hSzWpdj1XDeeIttutDFbuOwOlIU+Nxi5wb63zF5S9tnhBdJagftsgeJoJUiyQU4ImiGmbm1jntv64sKGfLTtbm+728a2dweP9GmG2PZClh6vF3bYUT5y8tlitRFy8/z5re0PtwocyqKyp688tddfv7Ckb213x7W7bXQhCfVg231jRZLb5Ud/nb3y+S9avj4LbcbfWyqI3KQTRr5rPYO0uLFRJZ2tjOUwk2tBauDLhLIO9tDyR1HZwk2SXLbrjQQJTryF+tLHT2jIp9JB5LmwOKi8FHtQxZJPzNiPKhU5YerkwQ9CkCWS3QnKGNEWdtFQf1YtXeAK7wolj8ATjk0slaVGNc97aOFORvEyiBqlgVrAFcBYi4ZpLNSYZelE3JMi+hnNpZY5qzgSVWPbefX8wO4dtYy8IqK1/9Gh+Yg4+aY7k2UDgfa9szUST2a3av14v6O5MkfN/cAmCTfDg5bwTMV3ADb31cjpieH0NKxi8OM8CbPGpubGeTv12pJq7eoeGggWK5uKjWXLyV75wm+wd7/6Fdv//P8s4ilW+AS7lIO9AzA242T5ZMXhHqkxXiWPE+51w70Lw0QtMFSO9CBNvjkgCGz88CikxgFNRTXD3p+q4zh28DxPVD1wR5xUS6lnUjmZoKlpG23e8ChITha1Jz1sglRTQEdQGRKc8FyqhQc43BjmClwbSqYLzNryShJnFIusRYORjBVWI0ZhgxQy5h172VBZL2kyqGcOjwTHalASqaAhjY8qGzE2KUOBBGoOUbaBgaE9xpuriv4eFKOSxAcfEi+bRoIyTSRDEkun5xheB26SK8uixD4EP6BueNxIVYUE2xVMmk+hCzWlYMYR7+XZcj5NixrnoC7aNEhdrStrk3MbbjmP1kmwceoFeTPnx/OiDOYVq1akbfaHOD+cYgTSQ/ABMsKcLCSTDqwcD/ojahcchRWgsCYf4EneWM4cp7hFIIyKTcnCB4WD8j7262mwckqQOw1STtvNv5/sGk2uvAHSsbFgdIH15kiBEBvIKHpYWgj9M2N/H49Dwveo10U8h9GeLnP7cJXZY7rmFpM9KgZbpPgLkAWkcnKEmMWASClpHHyi7w9bTQrslSEyeXM+Mo3SJzxeHxdLyYf3u9befvdaEN6irOWsSuO9sUrs2eXSLteVvXzZ2W231yZ5tlqo142cERNq/CaC1dmi0vVjxiRvA00cEFl6+uTitdSLQtyNLVmSovVlQLtRD/SWwXjPczlE3twRMECEpfYMQS+1i6u1HA5vnm8VfMltdlVbulhaUZZuuLZrrKGPxLa1Sf0+BsG/XDsZB5kR5mz0iliu15YsKnt5s7d2e2fLIhWf5fHjS7s4W1q326u5oKy05fcAuYxyy2AJQUv5yF75dV+0xdPHWtDnWR4f4fy/vnArq5fpmPueQIhFNTS0ezX965u9tVjYa0FpVGsWcqLXBhfY0LPCCQLIkRtLQGOKOhhEef+e+5m6kxbdEM3/IXJKjkxth6Njoz4fgp4l+uYfApVgTBjHudAIIRHwTtyd03kwwScBjkloshfr964q8pbuMzcsYpwqDwR8M27qug44TBC8we8DiVQeE66mOIEv7yOjsWQjxBIkKtzDKXo1hEBpRobsJHgK7rKh47EjTaG/ipaWGESchFrxfs7027mQGzg1Ibu+x2Px4FGxpZLN0IOdRR8PCZ2Py1R9tSGHdiTFmuvgBr2wRKTZayFyBCl85urZK/bx7/+t9vPXX7fx+hdtHA4KCIqKzS0UGFlT+s52xDfwGurSNo+eWktZIPR9WaxXdnn1zIbD3u7e/rKNu1sbhq3KsGyW2BQ4MksA4mOGfltFTenF/UbUZwYEACSH4EjjCW5YbwPEL+b5AkQgl/qDPxkn/Lt3G8aTA0dWAhjvUoxHxzCwvmEn7wGcc3lSrWXIcYlF4cmkE4lPaPiowIN0yET0PfSexDBGZJKmTuDO45LTrQzqGHu+7hMceIN5DzKlyhk7JUoKnEMjQH0bn6eeRSdBr5oSehNGiMqquiqY8QBVz59gITQmdGTfA0w1NpZ1AM68JCc0pIS4PDMgvVwpHxrQKviF+FJ5aw5rCrN+Z6OQxRBQwYfCo0V72mCJUCvGGZ4plGBTefh4Q1pfCEBiZSoZu5LDfVHHdS9Jyr4gOQZ0R0k/iY0TllsMPK1xNY8quiE4Ci7Cv+YDlNkO+162FppezWWe9/BRyDbnGnKsywf0JAYgIs0d6z5xiQpoWMgug19ErLnHJmsCTMPSFTwYfCH0cwEh+ci6sDeq3B7RSI/mWMlgawhXSMM6z47P1rWCDcogae8W64e9EzfXy4W11J1Hs0WaKatQN4k6syevXlqF/8e7twpGzja1NqabO7O7bm/rTWGPHm0UMECSffv5XgNsWZTa9NNFrA0jM07l3iqYGJ+AoBwR86aEWV/KxE0BxG5n22awPcTBrBaCgemYE81YKExdhG8JYLZ7WwD/FrjdJvI+IdihJkpws+c+rTZWXm2E1MDkR5WDLl/Me8iY42CvvXppq6q0u9s76/adnF7zdWWLs3MFNre3d3bYEZyUdvEICfGFAhl1Bga50FhJxdtp7nbWXzeWQtS9M3vzd/4uu/rMp6yo6FSLYuSU9xHI1crIIjnMIVhvjtfYNCAbptuydyXu9lvrMWVDphkIhI4AxSAjqryoBw82ETR2O2UtwPNAwrOl+UnpgcMzrQAnxP4xs3KGrM1Lml66CFwqOuQGBc9p2STOA/05k3CDEi7SVSEBS0GQynvBb4ffS0c63KBL1uaCxXHq81q2t2ELSNM8NZ18qmwUMl8SHCdZ3OXzgWrHeVtzSfbEsTaWa7z/DZtp4AVwDqFvibvUzlqK+yhPRD/nwOIYnBxvSFhNQh8W5TmKPUIAJ6Lje1cbV4gEOHcu78j0U0hvYOCozOC9b+QXERxGUV1Ibsz1lzRzA23bWTJS8lxbMrV29ZGP2Yd+ww/ZL/wPf8tK7hsmYwQS2gAn65LJDmlt+6q0GzoB07B1eWGdGrxVQmzqs3PrLs5sbDc2JrWVZOmHFzZev2vZsNecA63AJJHrxJCxXNJQjvLCJII9/gI43JZViQmtsm/KunKSpTlgVVlZs1Zwve6Q3B7ItF1FKKQG40lKGiFRA62FRFwjO8bNuetEnh0nesqgUiKZg4tHuYfSgieLKp+x/siQznztkjomNEBkTGVw7LifIeBUucq7NON34iaBztuhROnkWA88fLSodbV8oSS1VekyWBIQCOYeFHg7gGDsNyEFBtmghAW65IRbTQ9RcBjIpRAfvJpSqkrwDLkZcH1C4C7EYqCBqKuQICIX+L20eFfhTzW6id7kncGdwO3jD1SM9XtuZCh/pNwyzATZ9/B7MpAaJqSb4hHk4gfj3JwQtMfOyrQEYXBT7gokWPeGiWumN9l052fUWSRZHxCS7HsPX7iO/iIw1I/ZzHFBn+va8x/Rrtt/csfKkBvJmtpr6NF0x+14AlQXFRHKEB1CjJhNKGO6Wdk42NNFYp+/WtolDRCTQSUe5LVihctyeWHTtLez84U9eXxmz9+51iCHRClDwWy0RbWwvj0Ixi4XEErJOhK7eLKxx689lnz1l37xpSRz5zT1oyvqdm+HxOzqsrRXLi9FbP3q11/Y19/dSi3DZ1CG4ZpwhETmV9W5na0X1jUH6+hZo86WXIz3flisKlut3MX29vpWzrEKTugcvDvo5yIfrQxeBpixvbx1jgxBVUb2IwkjXUQHu97vLal764rCXvt1H9b13b28Vj0dGe5E8zC8XFLv8fOh19ZWZmbb250Ck1032uaVp5bVibgiu2arwADnxEeP1vbqKxeaUAp0WCwEq6J22trh3ReWvjxY1WF3mVjy1qftjR/4AatXaxtD9D+PsehzEzsKq/4czf1cIkgmSXAydPvQ/O82oCdIoUFGHFWKjdgiCqtxSUkH9AU2P6jAVKgpmAcQsVQSR3sgXAcranUaDVl7lMiqb0bo7OuxRuijIQKg+y/MFvCnRyR9x2Z9erMviFqMjy88WsKLrOvX5HIe38gdsHByawaMrEUM4mTk8fgyFEmp/n5Ho9RWXm0HcA3FPj6a4/G6KOH3xMMRTFdsKGhkkRah0smb0R3W4zsvtsw8HkU5oXvxnJwceSXzPQ8eIrO/DKjR7Kt0QlsLnWmPNvmcC3PMkTZKB9rbQKaiCR61+dC6IDadnAjXscBfXancY3sUJns31SovZZT2ynd8p91+5Ut29//9Mcumg7UE8GxqZxvbPHnDxr6w//iVLwtiLzGEWyztbEWDzsLSspBHzt0BvsBgXUXgVNnVG5+1w4tb2/67/8Ws3YVGf06Sh6NGwEAQJOdXelypDE1ASMmGVhq9egbJK6SC22X6E34GJSLWhIbGQPR3wUisxMsptwEFIggj/iaUhPBGIhJJC/k+iW8xBtIuUla+MPqMICgmACB7l70/99B9U8aeJI5eWKfBaGoFxoVycnXkR833GBfYtQu1yNVgVP2TwsLuTuMgfiDWyf3AUrLcI/FaCYcURLmNrHUKitx6QMatum8utyYi8cDMvURyzVnKR/QC4t55iQTpNogOyiKuCndfvgx7BhnOqUlh7U1LpRLyAEXlJtZoqCaqblKuAjV0DpKI1Kw7Csq4zx5Ee9IFijRYjvSaACSYKIq7Q4O0cF9j2VRqTvYmIS+hzQbtAmTX/wFBUO4fsXZ/SpE9Bif3jhA9xADiG1aLlPTEijwoQOhfopKgcy/UB+NeNBI2sBNSHdF8NvX2oU1hX3iysbOhV6dMiIJMrjW8D/wKmOzYl21qsdBfvsTZFeihU0fS84uVFZDJQr+Mzco5KUmR2uWTc1tfLe325Uu7fufWFkj68tTutr21ZAxlas9wAbTJvv7Vm/8feX8aa1uanodhz5rXns98x7o1dXV1N5tsTiLFUJFFkLJEOYhGGAqEQJEAGXBiAYaACBAgQbAhwIGtH7YExAYMBLJhCTAcQEqUyEI0JFEQySLZJCWK3Wx2V9d8hzPuce017hU8z/t9e58iZcD8wQhiHalYXfees8/ea33r+973eZ8Bd5tS9u+nwwQ78j12PYbDSEXHMNthyLlykohQF6b0ZHAqEbcx0E1yPBwqfVe+JA3JaiF2ZP2zkCgbzY95nZabWkjOmhLhLSFZO0DkbZDEKoD4YNMFt6JbJd1wt1uZt22LUvBl2HUyX2P9nsYBRkmCzXKL66LSHV9uO2STsZjy9IjZ8TWbrQqYB4/OcXE2M3VOU4vzwHCynRCTAt3NCmnVmiM9Te2iMd75N34Kw0fnCOKBC5o7jA6tEHGjHQ/xe1Kky9jZNVQWbdXREDbXWIeoTU2/ExYoZsZkMB9n4T5q3du9Mz+D/yZfwCkQXCKyhfA5MzHvDbbXsPgFbC7EZrjmJbf3nxNfqPvVfeBHWZHgF/R9AudBpm/fbXk0e6+UX6OgsxGRotdcV29dMv/M2HdmkW1OqJY6baRSY0DsmwZ5T3DN84BopOCyzdxUDYfn1ZAIXzDt0RBB5eyGSci1TvdgCuORlIO5oh/TelLKZ2KOPrN/+E7k15PxLUpjX5e4UYHezL5jZ+FlBENzouUBpE40bA7qdZn8pdh1BcKtYo7RJ0OInd6sEWRHQEonzhqv/djvxDc+/Taql9+RwRgGOYavv4sXqwpFu8X47EKddT7ItfbE5xim2JG3Qj6Tc9ONh0yz3YFBX6//wPei+Mpvw3v/6O9g992vY5Kx2MjAo9Pk+8axofmbaogwkVEjM2+k7sPOUJU0lVEj7yddmfmMcpTKAjkbmXRWhvEksLIub6gIa5HmfF2SUS2jh2NuqXvJMxKSRbNKy3/R09gnhkJ3TCi29c/fvUsHepYqNS0VdlWt9cFRzoCqQZJuOfaIMxVdSmomyTXKTZKsZ5ajFpfE7f1ruB8ilknc4Z4bgiWLQe395Bk5hEU4Ajcakk47ahuEOJB8yvUsIqtDO1mIR+Kh2DhITSzob2JrgzJi3ouwr/T5ifDUVYyKXBqhMZanJNM81T5OUUekjkUK4XcWf1Eofo7nhuh3s3ejX4pb0+IBk4TMvVCVDRE/3t1OqiQlUztFki9OjCZAlMg3AZ0UR9lkiiYe4XNRoBxGL7YBc17KL+87ooX7mcLDj1vuVyb3CHTikxw2N4HA96oWvv5BuXHfQttek5NXEuG48UVOe8+Z8Gt5iB+Yppjtai3MAWPLs0TJwtOByfKYT8OguvmyErN8RLdVjjTSWEoeAi3c4PM8s76PnyuPMBzn2uhuP71FU9fIHEnwjiTSlPbGITJK/7YNblYFFttWpNfzGeeVDaoImHAswgDCMU19bETG1+rF6HZPBLN0RiPrMgCU2wqbskHRpdhyTEIpcklbZRLtYknkFutSMuMt1TZbEt0sK4Nza86hq80WyShHPhzRIlJcBD5gm/lC3ReHAfy07AzKlkZrOeLdTmZxlCLSSp+zZhLhmOOzLSsVcXRNnB2PcHY6RZ4T+uR20SrQjZB1d71CfbVGt7UHjBtDyRk4pdff+zWcfN+XkWRDp9r5bEax5yB4pQ2/rJhw8egsLjoasjEPqURdFhrtyOuEhYmzgPbkMlk96dAypENZOQpYo+107uz0/TswVupeyO5Qvb0vqEcEXTy8J2371t57jHxGlr//GSen/Uyx7XxJnG29oSPeHM0Txe0gMHDHzfX3RDgrWsw40lxpZbdPaNrycy1mhJJsoSqEsAk/ExrniWdEbbPzN2dbFnlEoJQfxLVIVEXXyCOjJqX1X6ILu8wTHjAMV7I14/J3BIE7HsseP3VjL8mk79v0+8bm3pq455tk1vuOaP8Z5ts93o0rbukRY8hJhIDtqyvuwvtkQ2NR6DV3zdqQIJJk2xx9u0bQMY6WfJQtBo+f4dFv/zfx7f/bJdaLl4jyCS6vbrEOyV+wAz8j94OuzPztFT2QaJpF+SuRqcRUVj2vL92c7zAePcfjd38Ms//1/x7v/Z3/BvU3/h/oyF1hFdJzXyE5nc7tLoOFXA0+lzzQiX54Ei2Nmfpefkp8zvjcsvAg14SNEMm1bGyIvLBI48/FMUdF5jxduHRjFbmu+DR7dwLEB76V0ECHdtNIjger7PhF2s2RgNdth5qS776TKSPFCBQAGEJMpMWNXh0Xipy8LO5QdkQZmF9DV3gjmPtVxiZUHAvm+QQ82P09NrSF68Gyn+zPeQaQpUF1k/B458bL75XFvYubCPUc8GnjdeXnNR4LCbLDYS7VEotN59tqIZH+XAtD0MyWPDiRWbNQhVJIdLezcaKiHmR4Zwo7TR/kCeNGqi0t+c1oj4gOz7IdnzsR9c1oTywXFdjksJhJoWPKGOrC8ExFCxivkSZ+g/Doc1Kg7COqf71TrKl7bFBs0sPPEuVsz/wstG1BT+47bFC/J82Zmzhh6nspq/cPBf2Ms7B3m/o0oSNsiidxh1HfIpX0uBVcenY2xckoUbc/OslwPDvB9dVcC5gFhAiU6OSWyoXH/54eDZTeSwmugqN2HZZL+oy0srwn5McHtGBlPsgxoC1zXaLa9bi5K5UcPEwCnB8NhOA0wQ6jIdU3CYYcF6U2t5b5kF7LMh4I5yV5JjIsr0ixpMy3RRvmqBFjvaWHCBn6JPYGqNoOy9UW62KLjg63tZkiTca5MoK4YAuaMKHH8XGqZE12KeSs1Nte5F5K/tQh8eFlDtFkotdgUVQS8QgjTI5OlLLKYoAdAYMRmb56cTHFw4enOtyqyvJC+vUC9WKDYLVFX7aKau+UukmWhim/4oeP8OTf+J0YPX6MIBm6e/0vIT3uHVYd4uEydwJvZ9+yQCnRMqGYmRe12U6zu5PEz1tr67UsrXgvq3UpsJSCk4dhk4QDWdsKAJ9YfJ8z4Tfqe+TYz6AqbhzleFN7A8E9sfyzuhtPoLWxhzNy2j8vDgk4hN8cnJAdOWNv7aZRj3uW+FFdQeNMxh1Cxa6S3CtWAzb3pimZPCJk8ka0JDVyrtRNZoylALWQzwLJmpnzlvAm5p/lt3Bz1OvzuhOJdHkm+ydflYx7L3oF28BNVeTjA6yx8Qw3A1k82dhfP0vStTHbvUvvlVWef0O5J5EMVmgsknxaugxNea1YvLjoejdv7sslgkGEIBmjbymxXyLITxGkM/T1Fqdf/gpefOsH8f7P/n1kcYbp7Bin+QTr9Ur3MWdmCk+1juOMDFGSo6mp2CNyOcB2W6JcLSzILx1isVgh/fBncPG9P4Uv/ZH/Hf7Ff1Og+M7/oOecKLAcnnnocafgyNJlu/DzqBjKedjRFA0otjSYNDRPKp4BPZDMuI0mi1Tp2OHPosHGELQ42GxbFOKymOKGSJMuKf1TQiPpapyiQ96NJncdElcwtAHfG8mdVjKQ3Knzt6fHCM3hWGoY54VLmghP4wuUpFWoKRgWSKdnGZvx/VtRJzm11rwV7PukYj3HZgVgvjF8cY7I3MmjseCB82WCIcvh4vlBwzsV4KFTpJIQK6fpyp4FTUDtmsnKgMtDbrxUCVsSu54rjtk4UmLrnLAooqqLxYntYQws1bhZIyw/SnNnI5WgvHaO3OvyphGGuT4rScVsNqQGlEkfFVncxymfNlWinhI16nZvOJpEyzHP8H/S+a63gX+Nvzz4vCf5O+KcFSZuA9m7S97rg3WD9ky7z6Qaf4Z059AWbVJetahDwnA+c+HbO59I2cBxHG/xxSDEVyYZzsKd0oenGY1ueunBT8+mGCQ7eyjp3dAGCutjyB6Z3Mzc4WuOpyMteBqpTYYZimWBPvbzxkpdhua7DNQqGtSOtMTihcTb9d1CD82W1TciTPMYtG6jiypNgfiwk/B2dJzJvIzyV4V2uUhvoUK0qKZvSc7FRwOlHht6GoQDEefKigZBOwyUy7ATH+SO75NVegg50LLKfvPJMahCrrsQ62Wph3tAjssuwGa5VofAQoPpwSn3ZZLvGI+eBJiNc0GYa1rYcz4bBhhORxo1KYSv71V4DYYxHj89xWjAUZNBn+F6hfLFLa0pMR5N0bYxahHoWv1b/o7TAU7efRcXP/LjOP3a15CMzxEkLMZMlnnohe//W+2Jpec6JY5Y+SpOKrT0PCEpVqodFiim2tHBLv6KbRKGothK3hOqNcIgeuCIr74k9nbxznpegIhX4bjaxMBAOyTMB2U/rTh08M658mA772sQh8x4Hsj+mTq8j0MOkL13e19+XurQHMcJ2Y+K3MyCxRk3vUMUhHmv+IBNe3987wblKwBODp4W626dPrNPTN3DCQ2VBRZE12jdIyG5/B5R2D3Q9pFI5DMfEDUShMDVgfv9wiSu+0JvP7K6vwY8p+dwjfbFpScU+01E6ien8Lk3ZbMtw/6LfILDOcWT0zJRgtAMtUx17jJ+diXCeoEgO0UQs2C/M/fZ4ak4Deloimc/8mP46OoFgkGD4fRIgXjj4RhVvXW/sgF45uap9h4eXBozsLslEjI+dRkuTLxrcfP8FZL8H+D0R/40Xvvd/zbeu3wPaXmDIQsNHu5EZ6nwYbtOBSK5EuS6SOETyaV6vdlqD2OjQ25bTsWJAv3o5cQOnxzqVHsfbe/ZJdL9miMdRm4IdeQxz38r5M+KVip9IpLMJHc1ya+aBBGkyXshmpxhw2Tzis7VLs+MxFpKkkUUZm9jCiKqhsqGhREb0RZRQvSFha+bSrIo4jHPYlmoQW9+VPy9LJbFYXGDHHcwE6HyIw4hOywuwtiNuEzZKSWOFEut5RG5Jz5wsm5lAql+pvyYxRX9R6xJ0H1SYdIhHp4gzUb6LNVqbdYTChE07pNGLi5ZWhEELAwpkXb8LPMKcjYAjhjv4zpY5MiL0xFngtaUR1IpCenhCJVnAJ/bWmehbTzON6WxBPkgKdDt7Q9+ixcoh1m5LxGc24ib/3rbeoNs3YK5V6j4GuUz/9vB4d5Vcy/L9GRah6fcN3bzagfud9Sivz1J8eVpimFTKQBvNqSHxQ6z0wlOTga4u1kqnXOUJSoeNksLFzs6zjGmlxAP0LLB4nYrkiZfc97UOH1wjnqzxHpZIacxUs8Hr1f+DDf6AT1Smkq5NJKZkeBV8aEIMcpTVFUhUhwrdXY+o2GEo6NcpkKEUTnqYPWuRRtEyOgKO2R+TSQjs2LbYdsFqMMMq80WRVEp5ZNBgeycSIK9ui30+sMsw11RIRpEeOf1BxjEAfrBGNvFGgkanAz5IMXYFFS8WCdzOkqxmZfYyko8wmA6xJCjqEGG9dUaBQ/7IEI+nkjFFDRrDEjGGoQYzoZ48uYDrQISX2WO9mquru7s9bcxDCpcfesjFOuaYfQKPEvGA4wuHuDpj/8IHrz7VZTZCNHkHOHsNaDbSOZ5wCncSOT+TETDaEOZ+G/KPLuOyAmJsSxSajfaod+JSzR2XATxl5xttJQhkjayuyJq4JUqzqeHPyIJrx8nHIoSj+R4Dpb/jv0IR2/9wFAxPwa3ml31sedN7FHBg7eLqYxM/irC7b44c8+cyzLx1vj7o9vJIu258gonQsO2WdszZDwCg+rdtdkXQ/49ur8Xh8jB31JHZJLfa8PUZbQE7a6thAzQ4VSdtbwe/Gc4vL42d6rWdhylOV7KvgD0QYbGh7HO26zj7w+B/c5jl/lQaB7cZe+7MN0bBfEHdAncdwll6tFRdkwuV0CulNWo5kRtSdYaOZNH1S+AdIxglwMkzLLIyabo2w1OX38Db33ta7h59b6eayIGHB1rXSFCTg+VdGDcECKXraEQJEVS7k/fpKJgx56irhgsF+Dyu9/B6Y/UOPnC96H64d+D8uf/O41QTMZLQicPQeM7xRrbWPq0IjJWNClsDTWh6STjL1gUlA0qfhYa/7Muk2cL0WWOBUweLNkxrQ5kz04KLBsmypQDfSZm8PAzkTiropPvgcUOyaMcaTB4Ec6dlvy+oEHO/ZTBgvzsvA0cOXVsRVzDqcEjCw7j0kRxjShg2OkANPoXUiqOhz2Pyt/hOnI9rBFm2XRSkbkxJYuydMg3MSdl5kNKjeO2ESpmuOdy9MksIFuiVCqaZxF5V+loLN8myswPD5mYO8aX6cmFSRHlGaN/UBeGjNFyQb+ut7DAQG5UFsEhubWQHipxjARLrqVUTHxdblHktLBRSFiopPJciYLU7PMlMaZKic2uIZABR/cMm7XK/cCvY5HOAiWqxbX8fBQori2x2bpL8/REOcoefSCSbrgLOvI/61tLWWC7nxHM6huqPR1/P7Pf5xIeWlWTtYU98iDASRrgnXGMN0cxgqrEIA9lIZ9GOxyfTxUFPr/eYFvwZneog1geAGVTYzYdYZCaGTYdDq/mJfJxpp8nu316PEZT0uwIsjBWaGBZI8xoNT0gIicYdb2pkNI3IQkVlU5jJD7IfGCGhCbFYxliOIqUpdPSVK3mIjeVgR7yKBJZNR1whwyxmG9QUurb5xoTrZcrbe5jWtpHwGq7xd2ywt2iwGZDFIhwZ4XXXjvBk4upCG4bLvntEpNpiOnpQ6zXW5SLDaKmUyDg8ekUxXIt/l/NriMJMLk41ueg0RylxHzK2YFxbEKUYpjFQqTG0wFOz8cIGC++3qKdr8S5GYxO8MUf+kGst7f49B//DBZEbmhIN8tx+tZreO3HfgTHT5/IX+Ly4+9g+JUfwWQ6s7NWBMZ7MKybOHu/4L0HiXI2eAhWGu+QHKswQMqLW6InjUIbzVfA/YyWjh3InvTKw8RMwxxK5zkc2oeo1HFSQX2Lz3y3TcqKBO/H4Q/2w0I3/oiXCht5zSbXzmHVrfPPSO/3RYsjffeMXjdioCnXqK7xhRp/zqBmFQLq+NxYxDlp7pky90L5DqaJnv/lnjH9pzdAMyWAIREtWlluM+W1A5pCBFuub43EJGNmYFmhYsZs2C20cP9c3/tssobpG8twFefFjdocz8EPeO1R98ZuXnLlx7ve6G1vT+su5md5K8ZP8VEAtp722U2a5xtZl/wzNwtwaLAZgDko1yIUKKftMsn5qfraVbcIhw8QskjpSrz5le/FrtxgSfUPD7+2kXyWIy3KgIPIzNSsO+6wuL7Te2Ajw72j57XgiLljLtUWXbtG9fJfYPD0RzF668vovnWMpthg15Z7M0rroi03hm+fSKoI9NtKfDQGcg6GNp4otuRmWSYP+R+6Li2LEwaOMpDQqbY08eLr0WuExSZHCeSopIiY0ixzOBub2j2ysER3WrqxToeETsNUFJJYykwbeYIYP6Qh8tKxKDSCKH+UZpdsssRf6cxbimTPMM8lYZcC0PGt+P27mAZrRHtN1dPS3yXayf+FcR0xbepZHKhAMUmxfpvzqvEKUSGALhmY66TlGIUu3gHt+Pmc0ym5UTOqfYQjTXo4+eJKDRyRKQoBjBtkilQWECzVbGTU0UHacXiI1qrgokWc87gh0mvIHW0g6JprpFv9HdVctO3P+Zlc2KF4/XQ+5zWNbPyjLCKWF259aFrBqUEjNO1zUaAYiZX/y8h8Xl68f6C1GXheiA+vty8PMX8WhTl4OhlXzTH5XQHkARaPgmud9sB5FuH1QY+3ZwNMA0fAGkQYZSGGeaLUX76nm/lGLqmc3YlpXtcaYYwHqYKUijLUzWMRcXQ8FsIxHJEESDdFjgvM0p4KHNnZ03FQhkZAsa6UaMyHh++URc14QMJqqLwNQnEkovFvh8NASh9FoStMyxUn/JxxiOl0rM5FWUCbBkUdoosG2NIozpmbTYfkBPRYFhVe3hYoqNbZVKqNLx4c453XTzAdx1hvOqxrStM6nE9JeU2wuNtgPl+jqxpj6W9LvPyUPxuhYDpxU+lhijcbbaArFkhEiYIWOUl3fScnzCjucXQywjCPUC8XaFZb1OsKF8/ewuitKcJti2/83f8rqoKywwDx8SlOnz3D9IvP8PjN1xA0K2x+5Z/g1SdXyL7nJ3F+9tSkscWVQy/cSvEF6r6r9/wR1+FwVtsQOarQlSU6GrNRscPNlkULNwOfcuy6Iyl0tAQPSdc2/T102toEtfkY6czAF4/ueSdjh3jxvXAeLOTQj4z8qnUdzD2NjEZMe364jZ08MmggohUyfuwjJYFTEu0RRL4XP+7x9vNuBGSfwpFn/TnNdWapgu4XO4twl6Zqn8qKLAN9/Gv7wtCPt6yBYNcvz4iWB0OtkUJMx2VnJGu5Jdzzc+NsafM/7BJ2ey2gjYegnJHlpul4R54EvH+/dsXus3X2deCvIfB8JjHjMP/aezTZZ7NNX+NQLg4WXjwAJa2mKZgR7s2LgiRGjsocT4Yk2XgIcASxY4pnYV4pzRTjs4c4f+0Zmg9/FQ27bk2ILCU4zjJLT+h3qEq1DWZ1T/Ko63abjqaFS3HCuK542L361v8Lrz/5UUSDIbooQd2USvtlGKgaEgXbmVkZeV9bkeLNw0RE/YyHe4CCCG9hfA4WSfziXsbiXhwMojBMJ04TWbPzz7jeiHyIb6J75EjMHFOQAC/SrvEDFejIAkDqLY6v+LN2f4Rg8D3qIA1R0diRdvcue8dyb8yUpPYjo9byfTqiIrxSmnNwrZAMa0m//Bsl+zL2mWvMgYx63iRD9qo3h6YwW4cFB9EL14iIeOsaFBZdfJ9pagW2nrtuax/Cc6x8FSOps5HJiZ5zLXA8neQDdE2Ivq60P0n1pKttDYb1M3w4+TmowGEh77N4zHXYWxEQteL7VWFGMYpUV3YflB9ELgwNBBVGmGicZPWTFWy8V3IWpuMwYjTF8vNRoJir63730+Z42Dy8VbYVG9bR7SfMtgHt4+oPlvlm1GbfZWxqC0JTlbn3UjDpJB/cx3mIL81ivDmLMUmAnNAypWrbWvbLUcoxDtcX0Y9eC4ca/fW60/dM+UPKviCawo6lQTrOcDxNZQfN+S45oNzItutKWTqcSRJKpX6ehcGyIPGLngHOqZGGQySsSsLJRWZVO4umVCSrwCS8EQ87R+pSlg4h2EzwL1U6q3WDbRuj6lN1QjyYqfKxYC1gUXR4cVXgekkzpx5ZHuD73n2K15+caCO+mm+xWFL2nOKUZN+2x+3dBsu7taS+49kQ5bbBpuoRDDM0bYCChRhNl8IIxapUaB+VNnx4qfDhQzQcJkJdTh8cYxD3aG9u0d0scfLaF3H29gOU80ssvvkN3L1ciFUfD0Y4fftNPP7+r2F0PEBQ3mL1qz+Lxfsfo7haYT17A1999yuIaGKlg8JxTxyh9MAv4FPt/EvUNlh+hma5LE6ImDhSrKW51kbKdDyE/XjFoxxO8rqncOxHOPfcT90hvT8jFTTpibputu0i4fcFlX8CtN7diIL/CPBxqKN/RvZd/r38H/8qIgG63dYR/1QE7Z8wP2Z1M2W9TR9cKBjKXUM3JvVcmD0p141e9ue329X3hiIOwfI/5K5PsP89Ztavg0obKwug2mDtmGm8FhqnAoBFjJJvySmw7tvQDPcZ5S5KAq2FXrJt9AWpRz48H+WALLlwUHcvvEmdxlj7t+8Lwvsb14HL5FOdiXR0PRsMchRI+oyteyfXRuM/iy4wXxobCQedc8vlfzYc++SW39NtcfHsS3j10fvYFHfAMJX6z4zDuG8FyrZh8cLQRX5W4yZYTplco0k+r0pFa7DwW37ybXSXP4/m+jtK4aaJmjgIkv6bzJaHHo3RyBPj56ZPErO9tP+yAKKBHJ9lHnyOc8IlwjGRDmmfuswNSyMQolpO3u4y17R8Oe5zeS8kgSqqIaKnCTNwHKeDxmsMAuRvlxeIQxpdAU/KDI0hyTvhe9ehqkaN7yUWcsDnkyNEGq+RU0EVmA5ptySJatAyvvNFB6XCUqa1iLtSSBULLX5WPedCgfhezI2VJFX5oegzmqU9rwVDDOkqnqW89vE+eFFGh5F5z9xvtjnmMu6OORPH5AwOT1DRrqG5cs+ehUQat8mS2zVlYF6PIiocWufcrdls8brz9/Pa0YzT3HPpvG0KP37mvk+FvLDADGD7s7oCh7Za4DKL3ETvq2dRTVvjz0OBYhJEr3BwMy8/PtbfGxzulRd76NuR5tRFuu54L+/zP6c/d52j31NcCJaUNuEOXxzF+MI0xhtHKfKow6OHx9LVX71Y2PjGafU3y0bpu4JYc8KY7BaAbJhgejTWJivCftNiMsvw4Hikw21b7JShw02I/67KnTxLIiIzgxjttsV8TQiRh/UYkwFRjR22S5dToxklCWkZ6NY+Go/0M6UzfqMKgkRBVunshDgnpozzdkkTJRYJAzRRLK8BPlyjNEIaUoLc4dXdFleLCnccm9QtLs5zfO9Xn+FoNJSUcFnvcLdZ4nScYjwYoSha3NzcyZwpS5j7EZmZUpKpICuKDTZlKbtmFmYiiPm0X3Jmoh6zSS7kZjiMMZqkyNstuldLREWL2fm5ghQ//ee/gOWrlTECOP56cIZ3f+InMX16AmyvMf/uz2H+nQ9RXm7k2lusWzz6nT+G4ekZgjg1Bcb+kD8cisY/cFJG/ZFDFsh7oO8J3wu5J9w0a4OH+Y+IsYqX99wHV1y40c5+1bHLcZJDjR2946srGqxsCX8NN8XGHvw6pHM7+S8H0aIFOjmzxjosrA9IoC8Q9s7KbsS5j1/3r+kN3va8EXcQ3xt7Ga/Eye91bVx04Gdk/pZPpV/J6xIcFA0yZNNv8L4JvpBy4ytB8H6Eckgr1mt4xQA/L99zEyDk9eeBJ6QtN74KO1Y+eFT9kAS9T3k2dYaURMwkYU/JBleHvw8b8twbFufGvhfB1yXBWogaVV0e6zpEDtxj4xyQ2/2XY/ITGaEbJ42wOPKRT4y3Nee3MY7BF6SRW1M8BFPsuFex26cFcjoDkiGy6REev/k9mH/91lx/SYCl7LNubBQTJiA2ULdbqaXI32EWDw8kXrM2Hyt1nMR1qop23QQ33/o53L73AXYknPKwCmqnqmGBEsr7hAoY7p30FmE2F4sQNiFVZZwK7jVUwQjp24VWnCjkzylypFwzlENmX5qh+AOaIw6OTjrUpUVB8FKSa8HPpwaURosit5txYcwxByXHJLRq3MXDneiIrTupQJ2xifLIncW9IQrGx5D1vPOusWgHW/FGZiaqQim3oxCw0OV+5eTAXGfkkBgPkuvKRaP4XB6HZrLYZmFFMYDCWXk9IippjHR7cEU2MzjzsjHirhHuWQA5h1gitiwwhERa4UNVpoPOtG59pOheLK3CLDwEnHIsRrRJPickUXciJauT5Q1jfo94P7xvOcIgU8HaRfz8JKLz/ZV6LvT5WEzT4Zkutcqb+hwUKP4x9wMYFg/ecVMbqRusm5srN//7s/aD4uc+aMs5rFQ7fDhcuJJ3mGQOTdK3GAU9vjCI8cWjBG8fZ/IOePPth8h3HV4+X6DsI9QM7QtJcO2xiUzdEsZETajq6XFykuPhwzG6gsVEr7TiiydTHA0SrFfM2/HikJ0cSO8WW8Gb0yk7pFYeIrs+xsPHM3JIcXExQbTrFKLXxTFKVd2tjJnycSrL+2pba0MgzM5NzUZB9DdhcmYqAyPKlouKVThNi0xiliU7DEYJoq6TB8mrqw1u5iVKOuLGO7z9xjF+4HvfVJDf9brF3WqNKOrx5HSmiO6bmxXuFkv5kzycjjQKWhcdwvFYM9PtYiViVZSlGB2PUZUFaprMVZbBMUyZ8DzAaACMaZnNBuDqBt2i0UZLWH75yTVe/upLkHYnQ6CzI1x83/fhzd/+g0B5h9W3/yluf+U9rF8t0W5ozMYCLEA4foDZl99FNBi7A8srQOyB9bPCvcKEX2bdal0IlTyytW/QVZXl7tSV5ulS9bi0U7M290eUHcU2PTogfXYAusNqLyn2rbhDGPwBz0PD+ansnwWHpEg9IhdZz/1wplEShOz+R52VDURxyjaZUNn7FErkJfaO5OsuhB3u4ns5XxYesvZwuSLCK4wcR0z8Gkdo52dxxmUHjgfHkMxyck64GluZp5As+/dFnRVLJuv0Tr5m+69unmiDguF22FVr5Y/E2VDdbNiQxFghzAYmZXZqGxu5cJzKCPleTsf2/u+FB7KTYIHgiji9F2vrHYR/37vN7yqH4u3AXTtIyC1sjZ8/MX6N5NNEhKiwMEVPEJIc6U365FbmRnfcm1g0UX6yBZIxkE40Kjr9wlcx++63sS1f6r5EKd1FLbHXkqTJeUtUiPjRXszP3HUYTceGUrTcT1p0YYTlgqGXtcwS5WcUsqumay1QMZCPv4O+IbKmD9H1HSrmZ9VmXUBZb5Z0IurTMlbSflm4c8RgJOX9WuEzEDZSPioug3LlPkG9bdCRfN46111WkuLTeKSbiA79TPyjazk7LKC6NrDcIEUB0AHVxlK0MjAnEvIJ7b4poZ3vR/lDsl2z+AWRRaz45hhE3yOJsxwFhcTx9Vks8P6IrUUr+uget0qEYtt7d0xYblkQNNhFmXiKWZRKCh244Fhl9vE8kgEaUUA+KRxL2jrhPzYdcmnrlBfv7tQgCalxz5f5mdCCvtH9o7Gl4ijkJEviLO0aiG7Qw4bPBREb7yawk29Lz7R37mtsuMmHEZubJNocUZYhljNdbkXk5o6uAUizXM9kQw8j5m3VPDk+DwWKpF9mxuaZRXsmvWPhs+Lez8A9wfXAr92PgLw5k6HrPkHVpJGqeWnzTH5FEuKNUYSnwxgPhwGGkwSPHp0gKCtcXhaYFwHqjL4ikFNrsyw03hkyVAsdxjGdF2OcTROEldmeE9J7/Nop4rbB/HqlzotkMapoWFjR+TUeZDih7Jg5OwWJSgGmU3odQCF7RDaKNWV7rvOjSmcwwHiSafSyWqy5btHyIeUFUNBfjnTIyPUEzbbVSKfqIkT8vTIqAqY5/z7WnPHV1Uojndv1Wqz2B5NI45zTozGuLjdY8pDGDmcnM+QRUG4a3FzeYj4v9JlnkxFuVwVW6x0qzURLub1SWjc4O0bTA8VqbYmprMCDFiejCFMx6HcYsqsoK3SXKyS1RcEq1XRd6Gf7JML04hST15/h4fe9i8koxurbP4PlRx+ieLlAeb0RciXSHWXMCHH81R/C5IKy4lSwsj+IDjZ8PqXY/+O8S3igcrRAa3qmuJIcS+dYeguQae+i1Q8RCmZvzcPe2+VbceKImXvytYOCnSmaRwz2BM29iMiRUO+r0lwsgw5rh/p4RY+4BkIDXCflRkrGXXNFvDEzzUjNB56xG5V9pyQlrj4xlMcXNPvigL4W942BVOgYemOFhXs/noex5/UcPF7s52Vl6YZA3gHTk04P4YYqYO7Z9LND1fe69FddBXZ/XD0NQ982COISWTJAt4sR0egvHcrES1A3eUHOTVdhjhw7SNHsU6btgx1USJ5G65qifdEnZtL++/2/ffFk1/oezOu+zZUehsqFdAQNjRDLLp5R97ru7Jh5f6h6sZFPyMwYmQc3CBtXpIQDJHmDJ2+8jecfLLRXqnig1X3fIc2GIoxzEELeFOXHaU5pPQuDHfJ0gHbSYVO0mIzGGJ8+QRRN5MUi1Q2fFSUlB7IDIKeO+yZ5LuTV0ZKA0RTmFdIr14sBg/LaUA1OdEP6WElxpapiVaGxu+u2OS9iQS2uA3N+KSjodPjtrd/JYeM1YiyEyLAc6lBJROMyFiPcS0jcpD8TOXTcBGkMSFooL5qNtujXItRSjqjW3BJV4v7M145l2miMKypXZGrHv2PRojG6FTgqAOnOK56U5arxsVPciWTNlr2jzxh0KFm8EckJQuQq4AyxMH5aqHEQRyp68lSA+bVG5IaICceVVv2I5aLgHwuQVWGwC9CSa6j17PLOVcDbyEj1H20QSsaQMEqEnpmZjabSkWs6nIkb1T+S/dNyokFfGYLGNHtekzjO3T7BTLTcpMbtVoVxmIywoxpL6cb4nBQoTjHgyfTWlN3zIdjLhZ1g5wDU2s/ffy039vcqIN/Zspvjc3QxiPAoifDaIMb5EDidpLh4MMHF+Qj1ao3bqzXWdYgmzqXaGQUB1rdLBfyR9JTmKU6GqbJv2N2QvESHEKbxaiyy2OB6U2OztSwcHgpFU6MgC344QB6F2K5LWTizA5lOApyfDTAepiKZrucVVhvGZtsBMJokmM3GKqyKgj4EfODMrZDFCx0eaZZEKfK27rFaMHOHndVA14HpxCToKihsUeDqcqni5GZdy0fgrTdP8eR8rFCrl1dLrDoSVsc4P5vJBO3ubo2byzlub9c20+0TXBY9NnTp5g1g4jDdECX7I4G3QcNCQxtIq4h3xgAcD6lkSoGiwO5mhXbVSALYx0xypp+KHL2wS3Y4ffstnL/zGo4enaBZfIRPf94Qk25L2JEPos1vVdTy6E1yDN95C+nsWCiMxRkc0ARfqFjYnlfVOJ8F74Ej7xM6xfIfeqCwu7DETnXGfqTjQ8LcaOIQNOlQBYd2iFPlius9Efb+qEW5GJ7BcY+v4UUkezTkEHhnRYVDg/ZR5+Y3YYel/3lTlhiJl2iCl1A71IibuPdpcLC0FQguwVXD6L1GZ29gZR/jUGCIB+NCBg+jKW/e5rg/96W8ziH0kL3jHG73Izh/w1xx6UdD+tyWd2OKgwB9zXTbDhFRlDhTkYK0RMhNVARb79xrCBXVWBGofLEMILukbtSiEZonDd9T8Nwb6dif7FlwBwsE73+z945xqA+PEBZEHBWEXFs8iDkmZHK0jSJ00CjTxFKcVVg5EzsatiGhim8EtAvMHjzA5vYERbsR+iMrAgXJ1cjpC7SjJDQXIZ6+IDwNOWrg9RwOBoijUH5F4+kZqmWFsF7bYd13aDqOaMzMi6ewPJwioi69OC5dSxSiE3pA4zYjTHoTPzZACXqaezFbRqo5k1Kr8FTAnxWpkgJTRq44EMYWmHxYZn10ySVvRdfWDNvI/eD/JgLMkTjHJiqkyD1xZNVQ14Df2+rAlZKOiJwCKom0sOkwD5ZYRQdDCE3dxPWnQtqnexPVIKmZRRb/bmfEVqV0O++fKGT2DtVJ9A2x+82tTrk+JMQyEy0louMKVfnhhEL8iFwIfXCO08qCcwU/C2GReTmKSdy40dEdZFrIfxRbbXlU3sxO6A6vEdWktP8n6VlKooEKP6538U/48+S2ECnj3XCJ0yzs9QzSzXjH52tnMRSDMZpqo78bjGbYtSPXKCQIE7b49Hgizv05KFD2G4AvRvaSAd9F3qMSHRqVezCxh6b93/B/mo2zdYg7zJIAXzzK8TQNMAl6HA0DTIchTs9HOD+foFnOcXO1xbyg3LZB1deSC0c5Cal83GpMBjGOZgNwhDceZahWLQq6yV4cKYlyvSYvJcCW89M4EguegVp0I52NB3JtJG+F81QGMJ2epLg4yZElkbxI1ksnORapieOaQA60hLe3MvoJJfVldZ+QBJuE8gIo6UrbdHKmlQcKN+w4QJZFGOWECivc3azx6vnSwr2aHU5OB/jKl5/gfJLj7uoWL68L1EGPx4/PMZuNUG1bXF3OMb9baqREbT6NiTaE/ret3CQJo4pgpo6mRBUyk8dCwHJuPaxAoh1m0zGOpzl2N3M011sEVAP1NFPaoeVDRfg/DZEdTXH+Pe/i5OERmuUrvPwfvont9RJdYY6jkm9KxmhOqob89khOH2H09AGClB20o/p7voG+yQ7cg/TUDl6PdJjqgtk7JMeSg+IM2VSYHBS4OsOdW6O9lh3IPODsy+bI1t+4lelHBZ6Q6Tt3ry5ynJHD4vbKFP869u8DIdcK+r2R2D0Vi+dm6WNJ30jSL4PVLHuJpFKOH/aBg1L2sHjxD5UrHnx9ciBy7Q9rz3U5XFZHiN2Ha9qzapC5+0O7TIfn08uYHcIpYqD+cB9685lRihUAbtDlrq/+XoRU+u/QvZPdYImorRGr06OHSra///x94mE4IqZ5pTg3XBfq5wvKz5jc7Vsh9wF8jIDj+Bz4NPeuhRvxseDYKQPAjOwiIlo83EWctdEBu1OtKV4DjXkc+rUrLQU5GwHNGNn0GMPpGbZXlnRb5nPE2djGKkmMcXhkRolthqaj2yz5OUMd3myqBgwVTKjyaVGvmW5caFTQ1USkbJXp4OOB2jdSGpIjy1A6cpTp4eTJwOSc2Hr2rr2GpshnlMtM98Y8OjSuDyIVCUQ9Knng9IhH9D+hDTtVOiRm2mq/n5WlMU7QOENGIjxm/CifD/1uhubx7yrxkhKOY5TAS0mttCsaXxCpilQ02UNMBMfsj1x4Hw9qN7Y1v0YXAkiuCYt5J8ogIqJxpOOz0BG3Zr6YvKc6jczIy7HUY3Ov9c7M4b1CyJWmtoepWGXh6sbI+vxsBCNXwFO9xVEp5cPyynbmcsZnsVEivYC4f1XIUnMTVpin3IAJAlOqbz9na59woqE2MeMLeDvVbZqXioUImhBECfDcd6sS5WYudEu4VGBqus9JgeIliP7LzYt1eBz2LC9T5PdzqzX3bQeb96y+TYJpf2p+BPGuwRvjBN97nOEk6THgvJRz1BAYT8YK72vWc7z4eIlXC6Y7JPIwoM17HgeYDCLxS1gATGYjinSQJxFKmohFMR4+mSHYdnj+Yo5SQWdO10+JXsNOJ8GT45EcILsowkDqmhiPjiKcTXNslxVuFsyf6TSaYaZEloeYnQ4wjBKsC/pw8A5ThspEcJoFxcgGmRKB67rC3ZyjEUJ55HWQgEZDpQQ5Q5DrBs8/vcEnL1cIw4HSV4+fTPB9X3mCsNjg5SfPcbuq9J5Op0RdAlzdrLFabLGaMxl1h8lkiu22xbolSa4RD4fJmyF9BqotqqpGww5OxkYtzkcRhlmAuglVbBxFMcoPLtEs6AIZi8hImLamgkpGTRQuxDh9doFRXmHxK7+E9YtrVGsWO2ZyJXdf0ubYRkm2a/bL7AZGz97C9OFD8xJwEr/PfPncFc83EJpgG4yMlCSnq1UsEUa1rB2Xg+PGQDrI71vD71/TiJ+mBDkYerkBhyEdmr+Yq69QDc99cZ8B95OLXXCf38S8pZh9k0Mo9C97Pvh+uPmRk2LFvHuemN2hRGUWieykiCpYiqo2QzeqsjdqBZVHVA5Iwt5+1jrJ/aeyjVqjCV4LLy3We3BICQ9e3+S5EZkff+yvkA4Jy1CyZsOkqPb95gvhdEP7UZQvcuQ94uz11ZGKwGd5WF1SIs4G6PMhYgbMqTBTEA7/vzrWmA6usvVyhmvu9/hRlecv+dGaK88OhYsOLSPeCkXxBEyRX21sycJQf8do39DGTWbjz1Ebv8+rejQ72BN57dpSckyy7EBclDAbY3z2GKvlNdpyJZVgVS7F7zg6fijOHS3wpU7hWt7RfHGANJ2ISF9vl6QYyBSuuXmFtN6iLDvJezneYF4OJbJcQw05biwaokQus1T38HO1DA5UF84JAMnJjthA/pB4DkYENc4RLwF/LtFSrSklF9rBpoZRFuRHMPPMrOtMxmt3QYoaEUFtXbBQkjKSB63s7MnrMRjLRjncc42IS4K8jkPH1WDDQH6KOB+S2xN9bfQ7WNAcUuttZMKDXpb9lCVTOEQituIqSJQ19IIoAy3pSeFthfDYuqaqSjlRKoK4ZjlqozmdSzfXqMcUfLK6l1cWx2qG8IiwSOhFW4RDGHU9N4hHE0T5UOO2viotB204QJBPUG0L9PTNihkUO9I/fCb452YEa3ueggvpHeOKUap3TCzAcdRUHDyzJGCDRg76GFE2MrxZfSfPtS1i5oQmJK5/Tkiy3kbJd4LeT8I6KJvHq8nYx6n7kb7Ng029uDdgcBvNDtNoh+8/y/GFWY4Jq1tCftSThxGSbCR9+osPL5WMe7VssCzZXZmePrqXJ9kAAQAASURBVIsbPJ5MZCk/rxuNSpK0lx8JfUriyQR5WKNeNri5LdAEGUY5HSIjLJYbVf2zaYwHJwOslmslBHMcw4fo9DTH0TDB4tUa13cFtuRhxEwfzqR8mR7l6slvblfS+NPfgM0VjYLyycAIZx2w2dRYrUqReTmrZde848bG6pcIzrrFJ59c4vJmxSEUdlGDx48meOPpCTYvrrBaFMrSOZrxvY9webvB+pZZMxy/0BnSE9f40HGcRcfbDuPxUJ+FFRNTRZnGuat7jBLg7DjDgPtWnuHhkzM0L69x9ysfIqzobZFLBcTPxBVLiXWUhhjMRsjTCOuPP8T8W0wwds6FlCnvTz/KGLk5GqRr3ekOu3yG4bOnSMdTg5r3ig2/GLw0lgeCGy149YbL+yB0uqPXSVPLcrrlZiJHSDfi4Xaj6tAOd1mDmu7u3qHpi2jHuPewi7mguYPMQhYPeS7+p+6RUb1klZulyHRe/WAjib2t/h5JND9HeheoUHLMf8pOTa2QGfyu8ZRJek1mzM2Pn8McLC3bw3VcHVE8k2Tu1W8qdBzqoE/gHWl5RlnR4sMF1VmxcHC1iLwbPEjiD3bH9bD/xTLMYt+Nf2PjHBa8n7Hy33PSPKrDndyhVyL1WjQA3UtFduaoLq+QMsSSHAknKVZg9W4lvwuD0U0p5X+L30MsBJD/89dsxF7p4dxxbUsyNqcVrXxrRoC1A4ZFlJMbK4ySyd4spu0a6rP7Jk2IjpiV5jZKtJBk1GSK4clDpC/eM3M21wlXVYBys5YNAtcteQdJMkTLUdKu00HGXK0+HYi/QPSxXtyiL8wbReMQIraMIVBmi5JapCpK0sgO3YhjFZLRWTxQwUhezMgytmpL7DZNA58ZHwnAhoqjmA5VbQgo30tGl2e+ZmhFCNcO88Fs7zKlHEdAspbn++mAmqNWXl7et77eN7NCM1gU0eSPBz5dbCUIKNwZwJHNIQZBoyShkA4x8XJl5yuk0RHDUpW8zmsZy1I/indcPo7fQn8ZbYfoQroe9wqNVRIQR86tKdI0vnIitV7XxGdNpY7LYs8MPVtoXte2G6avGbrGJtM1Q2atb83naHam6IDV1SXa7UJ7fp6PVGbLBI72FHGq98RYDknuI6KnlkAt1Y2iS6jK4j2whoOkZQP+eO1CBBWdkHngcq+gnJ+mfzTBs4aISE1Atc9v4Iz/17pA8ZYJewh7f4jYTFTIyL2cDOMiul7HQXNacE5aloYBHg1ifN9RhkcMz8NOviFcp5y9k9m8qyt8+iHTdBt0IZnrITYVN+YeF0dDvHY6Rj4wZ1AatB0dTVRRz1d85BK02xIV3Vs3NUaTHCdHQ81Dnz9fqjo/OyEZdoDNusJiG2I4CrXwzy+myBHg0w/usFkZ+cyyKDoc0TMlo7V0iQVHQ07fz3FDkudIMsJqJulbLwvG0uh9kxTHx5Gfhfk1o0GM+fUdrm+2srVvkSl6/OnFBM8eTVHdkVOyQttHOBa/pcfd7QaXd5x7h8iUNcFxDX+W16DQfJrX/PzBTPPX7arQAZBn9GxpcT5LwX6BB3x+NMDpZIjNdz7A9uM1IiaI9jbyalnzpCnyYaq0U0LKwa5GwzHOhhuUberewdS4OG6Fu//2B5/WwniG6ZOHiDKGXzmrc7eq9l2tT/G9HwpoHtH06kbfFWjblUz0FFrIA04OjY7gKmdetyZ16Nh4RF29W397Yuy94D3vW2Kv4RyRnTRPnyn0xYhT80jdYp/fRgmuIHKfR5JEkQ99MJ+ZFwoClu16KeIgPRA0U2eXqyRrTzgnJ4AW6y4YTzNnnjqOq3JwdzNHTh+S7KXQsgf3zYP3mDnwYsxXzkHW3vCN3bVyRnz36BVVh1GbDyb0yJR9WpMaH7J9fM3ptkVfGLg9wrxXfAtuBlXNjveTiFiFbDhBmAydCtA+i3lBcAzkZ1Duta3jcTwB8/HwPrr7otchRXu0Re/rXrK0loEhPbo8NG4jaZPXn8UFIXgWuspNceib5y15lRP/d71BkB4B8RDxYIyT82f45Fd/AXHeIx8foQ9SbNYrTE9OdPjLCHK3RUb1Xhdis5wbEkj/jzSj0yGa9QJhR0fWYA/9KyuGHBFC+CSeUvLrrBgoOWbRwmc1TiZCPYU+MuCR4yHuVS0Le0M8ObrhYWacET47lkDOA5UIgUY+rBJ9kaFxH91OQwkNjNxN1NTksZ5QrY5f4yB7TkRnpTGflEOWrabhKAmtLM64Hcj8LLSsJE+a199xvbKYJnmVBma5HgORqlncq+ANNIqP48CKD1n4V2ipXIoHukc5PVKCSmM2jUK4T+iZtBEni+betg3zTpFxn5M5q2hgqCLl1QkUSa/1zmLZHJG5boh6yLa+qZXXNshpVT/U89tsN7RMQ0S4PE51D/j8M5qD14fW+d5NXaGaImRzV7dmhEgYnca7kgaVRJAqG40lVF8SZdpagjHHPilVPCbs0H//Oqj6t2iBsu+I7sFt+2GOg82te/ReDnbgKC3UW1S5RT5JgS9OMrxOxKOpxJVg4BWfFv493Q8rPnR8UPsdBlmiQoKZEkHdi2fy5OEIx7MEPR+8rsfpKcPNIlzdbXG36VBVFU5nuaBbOr2enIyQZQne/+AWy6rG8dkIx2cTjUU+vC7FO+GCHJJDsqzw3cUaRdErpnw0THTIj06GGIYxFndrrIqG4ez6TOw6SK5NqMJJIlR0el3V2NIjIk2QDVju7GRlzfER/QE+/uQOXdVjve2wqfiItHj6aIyLcYzl5a1+vmp6kblEqiVKI7gPSBgwwRBDMulZrNBSm8ZYbK3YZew6tMzZKRqZyFHNOE0zjcNYeDw4OkG8XuL2n3+E/o7dFZHaUCQ3ao0HQ5KszLafygpiiTz824IzVOvmdUDeGy+wI2fRYMoJR7jzh8PZKaYPn+jhPBj2edTES18dRnf/QHFoCEmLRElUmGi0w9bINjg7YO6Nhva8J+9jeuCh+E3UIzceWTmMOTzhxJNFrVv2fAo7pA/jnf0IY9/R+zGJd7+18YzZzBNeYuHBTZ8VIOfkPAyIGvhDu3OqpP2wwuzx5WTsyn0nd9aztrd1t3gJmUBpB3e+L3r2HOvEFRKWX0LZrT8wlI97T1YrT+59HWBUIclW3GjLSLPawHUVbOSzRyX8rZVEWz3mPZ7I4b74otTSZXfouLbqCnE+RjIY20FNVgKDCZULQ6XC4XUOTsOOL3RfKrgXW7nC4jMBpp475wsN100LEeBhxOfBEs5F6vT5RbqX5v+hwlC/y5GPW3bVM2W78FAcnT1C8O1fRlms0fZz5PkM09m5Ahh56DCzi1JTM6MMZBDJQz0fZRhPH+D6O+9RlqdDkc8v+S9sPuRETc+PoEOW5CoyVNyRJ8bngR+PtvVuPTS7ylxzXREdEFbg4UiiO8co+ymms4pQcB0vmY0oqUQTOqDGh1uDG53aw7BX3+xHfvwT1nX0JFFRYt/OTC81FJTUaqyUaCzTKyjHcVnYh5BU7wwPKWg3hNDStSVZJ1rIuUZbcSij0RabRdnxh/wdvLaNCjgqWcgbDFEj0nXgyDBHS0Ss8TEI7hnQOgrtuXDp6ZL9Og4VC30KDCIKCLJT937NR0cNAYsXFmAcBVFmT1yI/UtCz5YOu6o0STXXNKkFXFsamtnkYc/vlAScjr4MwrVnmSozOoPTqyUdnCIajLC9uTJzNyHYhZ1BOZ8B5vYAPc8D8W/oHfW5Icne+/KdgyPoeckfYUjfOR+Ia/4/LUzrLAvwteMxToIWQ7LFlewZI2MpLf4EiUimNa/aCmenY/FA+EAXCDDNQ5yxuJikKFeUMqbIRjnKtsdyWeJ6tcNyXWM6cHPVZoeL46E6ipeXc9wVjSzc6RNyfVPgbl2pCKJNvmzU6xofv6iV3jsY0o55pwyLk7OpIMTl9RprJn/uEsGxLGDiQSz2PYuxcl1juapQcgTCcVFK3TulaDVmsyGqTYWr6yWCnoTBAMuC5k0BnpyOcTKIsFkUcqutWhLLSHbjrJHqIlqI93KWFQlVNvoDka04r+H8dnW1RklfkKqyOW6zxWw4wvGIwVYBTp6eYRon2HzwHMuPb9AVXOARtuy+wh7pIEM6SjC+OEMfVIg4j65L3VMaxNFl0TJVDrJd2SwTWgSvNbOBHPStJrmTUmnw6AHS2ciUEK67v8davCcXPfxj54kd8pIZNvSwsTlw78MAlblzIEDuCdzcXcWvMCb+nlXhIX8PBriN3EvmCfObSZqTQTqJrUDjvT+HD+wzH489f8WXFOq2qQyx/B2PArGzk2RVZ7dj/MtKm2/Rfq+6KiIm9zp/vT/n8Lm/al7i7zZzQzisELLAee/Aa66gVsSYmy47at5zz83QGIudrnPttLwsT0Z1eRQiq1rhZdfEFV8afxzQJfvsJl82Z2j/WveJtAeE1T6KI8qD6pFKBzBRv3TMQmVi9gWyYGcwIceD7r07no853XozObdm7rHc3OU6AC6+PPJp0qqyvNUBFWh0uDVzLiIYivzek6XN+fTQk4qWaWM5JhiLSzOUuuLo7CGuL98HQsL5RAPMZJCfh3tFWzMOjxb4WzMxI5ckHWG9WqJ89T6GCbNzqHbrZbjIAoW5LzwH6X1CM0UF33kwyGW18LUYMkdLbKkl5XHDAsVxTohGUErMQksgpTUULFiIFPDeMQCQ6iYZ18mqXpaxJpl1xGPee14jXcXdfRUdCygjj7LAIMrLPyajSqRVd9UkA1e4JDkuVghx7GcBhERE7Hv8M6Lnx5n/5bzpsuin8aUJAVgAleTaNQ0SWT5M7LmtGnG95PWjRO1YnA/6YWnNirNrsQY6d/TYGKKk9avP5UaxylqjGpOjrBYNM5WE3NkEgYUHk6PT4Ux8n6aaywBTcu/AEVk5muWeSaIkgwPFO7FgRqL0YcJxbyjpOF29+T66dot+F6l4H2ZnmmZWd89lR7Grd4iaFinTmTPK+Fn6GIqvZ5HkoM9NgbI/mBwc5WHv3eHf/rDxW6cZOgUYhD3emGT46tEIabVByjEOH452h0gMdQqBDW47f3Qsh8fJ4BibxRp3dytVrHEU4PR0gtOjEe5ul3pgmcIbhSNsdiVuyxC36wIDN5bYNFsM0xHKLsAnL+ZaWE8ejIEmxHKxReWcBAecX3LN0X+J7yuLhTbQ0p5owux0qMyM+XWBkonGUqswbT7G7OLU0jMpdWbuTcHSIUZ+PNLCrbtKnKrjowkW1wvMl1xsIRZFoyAvvg49R1IqjBYlbumv4jqbuja99i6hkVuIiN4+XYHjJBcfhOdGQVUEUtwubmSHz02HmRzDBBiRjJWnOHp4hCfPHgDbJa7/2bdRX9YanROIoCpoN0gQUXo3GiFioNuuUkBZs93axkVuDclqgwG26y0aelroYHPFKR9eNbHGQ9Imz1VAw6c4xezpU4Q5Z80kgPru5R4xxBcme+WLdyN2/y3CHb0QjHciQzBujm5MYNbZnIvba3irfO8a6wuLPQvDrVNZeDkelY0UDgWKmT8dPD4OXf+hMNeXPwCc4ZXGDHv3RhIcOWtnsVgLyYNgZyeN5JBcIx1KJO+pi1xXawWapbruWFQQ8nZyaTUCrlGQDNIpC0w55X/Oe7RYIUKo3c/M7XM423jXUetzymvCjUzk40IY38ZWco8VF8TC2MQvc260REG4gav7Vn9on2VfCHk32r2HiUNTVJuQPGtFAwtyqiuaeotsuMVgdoQ+zLCT+U7r/CI8guGsDdx18FJZz1/6dS6ye6Itr5/7TqX4GovK6kzeFxKXLeRNXBTO/DXqoarCgt/2IzBaqYetoZc5D7xM129ydoa7q+8I6RB/ns8rDyE+AxFVhEurXZX3w2exRFWOsLpbINrMMSRXo6X9QSd0lxeI5ytH2Py4RJY6pe2G2q94SvOQFqLMzBwnkZU4lijEPizTrsDexJCeIVxbqgyo8CGPwWWfcVTKQkaJ7W6aQcK6gC8XAKlrucfI9WVNKpsZk9YKMaAsmvYCQs2IepsDLZsWw/lMNciARiLhRKXlysqFUXdoSpfh4/NqNImKFTTa9o0iTigO4L4/yIayU2hrZpDVZg/PZ28nMbGylmSgJjUMx2BEf70fMwm7PhDU/F00mWWTyVWS8Mra82IcEUMl91y5MNS97nmvixRNZdwy/V4530q8relhQBGD0ajc6/BhaISKB5QWM2JBI+5Aie1hsjUjQZnMpqh4fgQWwCgVIAvCfCjOGq8h85UU9Pm5KFAcZOwNkzTdcv4lsmfec+id7baDWrl9TeMe33+U47UUmIWNiJc8YMfDHPPFCsW2RcsnIgWGswFOTxg6NcTVqyU2BWengTwChoMEWRjg6mqOo7MjdVTbJsJyXWCxKHF9c4fj2URa+tl0gFkWKqtiWzcYHw/wZJKjnBe4WxUo2xrZbKxCabWozMwoo0UZu78d8oxJnpA9/npdY7XmAkmxixLsclOLTCaZ4q/ZyZBvslq3qMIE4+kUfVOK0T6ZZkg64O52IVJukg1wvdhgXVQYafTD1NgeN+tKC59EJx3QbYSelvlHM0nJbpmB07WYjgYIml4k4B0lgRFwcjFERufOcqtNhLU6JYfj4zEuHp/g8dMZ2qtr3PzSd1G+oqU9cyh6FO0O6XiI8cUxUiI0dYNqWaC82aDb0kreMnB4OJXkgTinUqEkOiCsSCDEbOMTt+05MimJwlWa4+jRY82PPc/ifrjb/uf82MQjAmTbicNhnIyuK5VUTOModlM8PIh4CTlwsJ0pRtyh52Wuex8Cj0A4OFWqERf57kcwcgk1Uq2OMs+ud/by+3QpHxCoMZfNk3kI6JhTNgY31cI2ZiloGFCWWzco3owZOfF/23t3ahkd3ERaDO1Q7ge3RcfbsVRW53x7j4ahJ07jB/f7VUjcQy0cqmBhyq6LZcGxR5y8S649xwIN+LmcZNPcXHm96IrM4p/mXjx0DAGRwsWTj/YmjPa59R73nBh3x/dJx4bAiatAwy3HEVEnS+Lmeq7MpWx8LLkuizQaDjL3RwRGF+zovVu4JrjR25bs1DZu1HSQfLuiTtwkHwRna0LGczKy5to11ZgRsty15X3lb+qpQnHFkTthyItQrx9zjxhgcHSGOB6hKemsm2l/GI4CDKZn4qwNxhPUBQuMBlE6QFXayJLmbxlqlCVHzBa/wV0pH8VIae/MEUGzsYaApM8sQJ6R1BmiVDaVIVJEIUym77hCXDcuRFO+H3vHb0dopy0C7e85KnGwDA9Wor8KPuV1TM2MU2cmnwj5HImVuy82+o6HujkeG/hmAZwxESkurB33Ho6l7G4QFeY3ch8OSAKOEqHdclfVe2CxyhEvbwz5NYkURiQc83dsKwYvNhojhX2IERWcQY1duZTsVllBjn/ENtSZ2WsPM74NFUfWqCimgCuT6IqIx5bNRP6jHiuOcLgfscChZJqFEpgfZD5F7Bh5JertGr3GeTuEGYt2joTImeHexdc2+oMC/rhGXewHJfgsFhlBQvM2yYzV/LidartFD8tmUuGmuIAeEZs1jvlqjpLMk8Vz0cRH+1wUKJ5UuI+S93uaT1c92FT7zZPV/oM0wBfHEd6ZRBhro2gwnmWY5SR4lhg498hSZluBbOLJM3n5crEvcMYTOnZ08gzZJQEePLxAnGZYNztsqlZ8jfVijePJAI+OB3JzPZ2OsVmtUdQ7nD2eYZYGKOZrbOgdQBtqOlrmiZxRxzkjxQkXcpHvkEeBCgEu7btFjVULjB6+gXx2gqBd4+WH72FExCFh1wIsFxXWVYB4MMEkS9BUhcYdo9FQHSXt5rPRCep1iVd3N9g2Nc7PJthstpJMy9p4OEGEGili3MyXSAYpJjOOlXIUd3cYRh1OZkNkwQ7zu0oSa+bfnD+8QJKnWDInyO6Q/m82zfH6F85wPBxg8/7HWHzrOboFkVpyTYhXBfK1H57P5ESYJAGq5QZJmKLerF3Gg0vrlaTODkbPehdS4fwWnMGzpYc65QvXCTuMmqqnkxPzPbiHmFgxgV/DT3CFgj80XFeirpod447dEO3uiXTwQDP1jnvJ/UjoUAR58h4Oxl+OM7X3wdinB98vkByhcu+oar4m9na9sudQvAhxkByY14P8GIbLeWRDtqLuXLRUZke52fNG7tFeVCTtzdP2qeDe/p9IA2HdCm1ZyCpdIyAe6C5HhRwhHV08U102UZAmCDMqumzOLVq1SM2xERTZxQoNYwFFPhJXh0Oj6J+tED0rClSwqJjjYWXcFf05t3Z+dmehbjblLudFn9fP1Jz7rO6DL8ycNb8N/f0n1n6gcWV3jXS4RTycGWmW83s+v3y/PoBQl9rccP1aspe/F2n6azycVNTsgxEd10TZKyzO6B3UyXpevCgWWzqczMH04FZp4gCOr3WwJURZcoVhzo4f4G7+XPeRY9qqBLLcObAS+aA5G7koXY3p6YXJkm+eA+s1Nus1yoIcAiPVxyJSs3iwXB2SVdnokScmBhudsuk42lMVRH4Tmwhbs7KWly28dfgcu1iQHs0kWUTzz+0wM34ZER0bH3AUQtRDYYM0alSuDtl3RphlJIlKZ3fPhe44o0QVu5QYu0ebryVFGt+xMgvl6GjhfwFl1KYmSyipFsGTBJbWfAZDSokjU+0k9l7pFbUsS+yiAIOUjuIhsoioJRtOOn2z+TA1Dj+vxrI7OvnaSNPn6XBtRnLB+PW8OBUOIsSbWo3jdfGAVOD7uBwSZPk/eM3JTeF+xftBBVaIIOGY0pRUvPeKPmBEgSpa485IAu7ARgUlUiHHAMOMiAgVmBxxU+FFc0pamFtqPQsYqkEpi++aDYcDFty54wjOJOqfjwLFyy69m6UPYHMSQ/NbMLIRF+wsDvHGMMGbeYAHGTCLTUI5mw4xGZjFN9UxcthkeF4aYjbOsZ0X2IQNHp6fYbukpbnJEhH1GJ+NcXwxQ10DqypAlw6wXn+g5OFRFuApVT1Jh7OzExTrUvySwekEJ7MRFq9usCwj7LIRyoAmZTusb8mUb8XvYHgff80gDzHOUrHi77YdutEU2YNTFQPLzQLNao5tVeFkMlCk+XJTogoSxGNjYrdVoY2CiZKE8+q6RpJluJ0v8OnLheR8JNRumXBKnkjIZOTULK37EKtVhXAyxWA6Qb3dYntzKZSGZDCOXGg4VFY7ye3SOMFyU2FzO9d8KqbaKA1xcjbA04dHCIstrt77FNXLJVCGMmDakmNGZvs4QzTKMT2boCm3iGqGf3GEYmmohIs9WsZDbi9D9VJLd6+1AXrLc28v7ipLHjrDszMk47GIcwdC6q+t6t2GcE/5ted7UIkiaaNB/6YeMEWLHyf4E968LXyirw/gO3BdzDvEukULq3MEQudBsLcVcQfcQaLq+Da+kBIU4VAjyYuNTEmejOekKLaBh4oeHSMw+qRdIm761YLeTVarlySK0NBt1KXo+gDEgEWaKW8ajtiIttH6miZa7gjWXueuv59sWfAf4eQIYRYJ/ncpQTp8+fP6Z5QjYLaHAsqMdM4vqT/JsGYoGXtmERb5j7le6rrw3zQ042cOzMnTy7GtKDE1xH1Sov9zj9oY2e+wBg4KIhZkjgi7Wogflk9P5MZqMPnAedR42axDzdzL7/lMe7r0wYPmM1b5Hl1xwYsybWNXSqicv1/8B8fd+SwTeC8G0Kql+oeoKBWIYYzhMXkoHyIdDBFR3af5DG9BphwpynH5GlW1wmRyjnJVop3fol/TjHCHjHbsjPKgmo6hgirSeTBRVJAizqm+2qGUq7IVSxwjimypAsVME41H4VRWDvHWSN4BXUKjQip6jEdicmR+7kZZTurKvfePM39jZIaM9fQ8G+/EHI4NKfBIo8Yael2aulnekRWtVqjwWZC1AGceWiQWAKhCU3k8VHCHOtjjLLc111VSQ9L3qleafIgxk9/psOqQHelgpJQztZ2I0hrbsAKw8S3/m54tagR21vQYgkoEmz5BDEzRFEmqKS1flwWk4l+PLsc9fDaYJszoAXpGDeX/1RB1Lu9koMlmggnf/FKoZkYXXSsi23qj665RHJ8VNSFb49eoNkokBVfBJGsCphubpYBSs/ncOsS0pdxbZ7FJ6Hflb6IPyj/6R/8I/8l/8p/g61//Ol68eIG/+Tf/Jv7AH/gDh2297/EX/+JfxH/5X/6XmM/n+PEf/3H85//5f4533nln/z23t7f403/6T+Nv/+2/rQv4h//wH8Z/9p/9ZxiPx7+h9+IA2X3gn6ElB/WFn/6m6PAwS/CFYY9HGXCWR4h2rfIhjkcWvseUXzKVOTZZlA0evnaKWRZhcbfSBnsyHUuaVcpRtaNFIp4+PcajZw/1Z0GcI4lb3Dx/pY36YpqIYDoaAbPTMxRVjU8v7zBvO3zf2esySrupAmy4mKoSJ3mCYNOI7CrdOKvkqpaV/TDO5FtSBDlGr72GJgix6VoMRdrqkAzHCFcM3OuwYNLoYISUpLfNBqvFSmt/mOYotxuMj6YqCF68XOLqrhDvZDId6yAlCarrTAHEcUxXVNjFCSYnx1hXrfJ8iuUKx8xpCNhUmTxQegkS5zq60m4RifneIt7tMBoP8ODRMWbDELvVBnefXgPrTnr5LkywFvIQIxnlGF3M5KPSbgrsNhW2Yps7PsTe7dSH+PEhtV6eiAo3cf6pzwgzNYnrhuWIZN1FF2eYPH6MSGQ/c0a0M96lebo1487RfTdtp7UdOjbbpayYdtiWxaNAM3FO3Ga617zY/zq4vrq5u943N9HDgXQ/edu9C9tYfRvjZs82ifFjIxdU58zLDH7tNM7jevVvgaNAEcZFjLWcDzN/MxSqXNzJwpzJkyHJc5RGlgXaTaUYBm32YuAbOZdOyco04r3hgSl43zgKGtXwWvjPrsvnxhjyQeGojOvbIHIrLLmBUUbaoStbRBWLlQIteQ+8bx3HZ6YeojEYi3OOP0UCZXcmx1t2pWzXSFwlbG38FzNBM+LtXpXlAtvcO3SeIvfiArys2RNqxU2x0YHJvKle4RyecvMb5NMxYkm/2Z2aE+1+5CVuifNpuseL8GycvdrHVoVTarnBl0igbty1KxFLSUFDMCNIktjuIxjUiHmirw9DaEmCZfHEw2iEbDqTMRsPTHa1HPnouhFZ7MjzWqgQkXFkmKFbfYrd6hZZ1yGnOiVx3kkRD3dGa1CRGCBPOQbhUcxxD6F9hwLKFM3MDW3cQk4a14wfY1nOi5DP2szreCiSpM+8GEcqsbBDV8iIWOo4FxwtEEghn0SvT4qoOCkWIqkxDJsZNhRyfqXKx7x2NH7TPNJ0K0xLI4fEk5Xlr6L7YCNX8viU9BNRik+OHOMRIsUEbLaVLBmILp8w44zcHJeAzmNWKcxCcPhezUOG656fyUFtKsbYSNLfxAjoO9eU2PcQ/aDhJsdxTd8j07WPjeirkRgLEqKSzCAy53CZ0ekZ4r6eI80pOGIxT/Wk8Y90HZTtQ5kw93Z7DsUxImIi5I5+VmtDnckjIR+K+1RHpSmBT46l6GRL8zbzwbLmxNLPud5MXcb3Vv3mFSibzQZf+9rX8Cf/5J/EH/pDf+jX/f1//B//x/grf+Wv4L/6r/4rvPnmm/gLf+Ev4Pf8nt+Db3zjG8ipuQbwx/7YH1Nx8/f+3t+T+96f+BN/Av/Ov/Pv4G/8jb/xG3w3ASK3we6b1ntyPXZOgyDEO+MAX2KwXm/jCsJtdF2lm3uxWmGYj1BuWQGz4wrx1puPMB7EuL28Rc6b0fdY3haCMglOnZxP8fTdCzx+dIq7y0usVzsUuy026zma+RoXwwgPz3KMJkPMjmdYrgrc3i0RDBL88Fe+gGGS4dOP6CibI4s7HPc7rF/dyCuFAsbpMEfLoidhNR1isSqxaXqsSRRdbjFvS0TjCY6nR0ijIdqSb6zG7SevkKQ5hlGOdrNEXZQipLL6rcsCDx4cKY2Y9vR311st2pNxjjzh4q8h3lsQydae0O7kaISj2Qyr9RpNscVybdbKBR9VNyunIRPzhO42NSYPL9T9VkUhBRS/9+HTE0yGKXY3t6g+vUZUECmgJ0sg2TUhZT7k45OJlE+7TYF+u8FuW6kDY9HEztp4HV694QoON9rT/d+HRtrBaOMA62RFbnPOInSlnJ0/UkHJe+09bg4ryv6vHZr3h4PmnCqTBj/SYScmYmznjKCISlh3p9wdfRmg7eqLfcfM72GnZAeX7579TxyGAPeJfnvJMYshP9aRfNhrM526qKCs0KDquqjlHmy2lUQe/Ce0z9MtCmzmc9TLrWbszDyJhwNJbEl6pAJZxb7zXuF/UVHBKAaNEizXTweLuUn6QsvfI6c8uEf2sAh3ci6cZxHHIzKfoITRRjYszncV6w7jHFnQHn+GPmQB4pIqL1JotgiSHvEgt5BLRtunxp60RFwSRm1ERUjeWhp37Ryqo7wRHfDukN+Phh065QJErda6P74zGXbNscOiRdo2yIYkTc7MhdehXP6CG1HYldI+bsPzfHyWzr5YtQPKbHNcdIdGKTx0nci89/fcCjKiStr/9rWVcxXlxsXx05aHEs0mExTrO+SjmcaoIjhLKkv0IFCaeD4cKn5ie/Ucg3aLPGqRZXQUNYIluWYsxuM8RT4eSqJLqJ9+RhrhuQJbvBoVA0TvDCFgnhgLDIm0xLsyvxcVBJJf26TFsWvuFZPu4GNh0pHoegjylMKNCIOGhY72zGdTsluiJCY+YKEkTyGha7SB5yFLg00e4FwrfC/hveKSn8dI2uR1cM1SSh0xsyyJpWpclQ1K2icMMgxHA2RMSaZpo5s974jQdBy9l7YO+QzKII7+IPxI5hfCayMfJUqONQLrjIvmsrdY4EhV52ToGu1p6zMi+SHs02Usuklu35JLSNEAn68W0YDjc0uBt0fSrjELt7ANxFFJRhPFDvC9kaPYVDHquw2CqBAvMeD55EZUFuHBMddA61j3lYjdPuKD19A8kDQC33s0/SYUKD/90z+tf/5lX7wh/+l/+p/iz//5P4/f//t/v/7sv/6v/2s8ePAAf+tv/S380T/6R/HNb34Tf/fv/l387M/+LH74h39Y3/NX/+pfxe/7fb8Pf/kv/2U8fvz4f/J76ff6/wNJ0D/gPECPIuArowTvzGLMxLJLUG45k5YQT0z0PEnMVVX28gPkaYr5zRaXLS2ADXYvSr68dZsPXj/CF776DKdnYxS3t7h6vsb7L5bKcJjlGU6zCBeU514cy9J9frtUgTGcjfDOG4/Rb7d4+fFzLFYtxoMBBm2D5eUWy00tUlUma/oGyXAg7sD1vLQ5bErfkwGur+9QD8eYsNLvQzQNlRA96qpAPEyRpwHK1Y0MhfhZ5O7aN0hOHmDdAtc319jMSxkIcb7JvbwrGvmN1LSIjlo9LOPTE8yOR1gubhF2HQaTIcpdiXLbS5U0Y4JyTHZ4ijXt/I9O9EAXq40M36bDCNPJsSrq4vkr9J9eI66si60oSeahwOwT9JpnB02F6rqU6yzPJBYnmrcr6IoPNx9iU+f4+b4gVwcj2mjEDhMlbzoTKTlPcsN0m3ZNRv3Jkc1d05EZbjnzJ9uSrLzRf91XxvCJJzTtSJ/KAuEBLp6SdI8uK8f5F9wfETF5lgcJOxz9gfdW8TbzPu/H8QccSVSFjFAeB3Pr++wgM26CoSEixmoUVlI2oI2tbXmPY+TkHKmrJRG5UUYIIbV2W2B7s0A5ZxfMIi5FWTtJaEUPDR+2Z2MnHlx7Ko5UFTYK5aHCDdNrvXVU7AkW5lxrqhnvQ2SdFO8JDwc/xiJmLenjPmSQ945dshVmUu3onlBCy8kFDzwqOgi/71CWG0QpSeOJDk1yXPosU84SD26iDcaXZVFK1YQvAHmwsUByZGrPS3GcEF5/1X/Ondobwe25SfpclOsC1Wrl1kWLZMI15tKBfaHjqiKlpdsvd3/jYgddsW3dul03QydZbHKG78Z38pXxRoBOyiJk0eSvWv+eFKzxUK33sqNte5JhMDiRIonkWb42URTm6vDTCfrPB9hSaXL7HLh9gUHQaF9RgdF2sjLgemQDlk1G4t7UTGUnIqapoCc52whW3FOxWK0IFJfDjdlEnvaFmFLGnW+R3r4d2vLLke4105qnMzTXMztGIgp0J+Y6IPprcTiS9kgyLSsQx/fyxn0sMPwtpo+RXF8ZiRHFaFz8AK/zPseJy5dFMKNCMrObJzmFKAYdtbfKcYoxGuUYJCQzez6aIXHcY/SIKP3X5Ne8zlzv5tliBTDXGlGpjm5WRIN2PrE8lErRj3QlA+ZzLHdqIlQMIOQIyfgx5iFDOwp+Ll/csvV1XbzMBomo0d+E329J0pFUb8QSW41X226AXblW7ElERU4cy9oB2OhaqfGT4slyeXj/GqtKEIcDrdGuK+yziKtmkQd7+5//f3NQ3n//fbx8+RI/9VM/tf+z2WyGH/3RH8U/+Sf/RAUK/310dLQvTvjF7+dN+6f/9J/iD/7BP/jrXpedNv/xX8vlUv82mwSPmPBPrDciMvI4DfDuJMazQYiUnZkY3OZvcvFwhDzYoWRuzIrOkWadvNk2CNoQ222FdBBIt76YF9iSv5FHePL6Bb70A2/g7CjH6tUlPvruFX7146WyYQYpPTt6XJzMcHRxDCQZri5vsNpsMTkZyb69XK/w6vkdXlwvlSQcLgqsNhWYkzeZDO0AI7nJqWaq3U5jqIj+J+MRGnaVq8Ig7abG/OoKCTv3shCcOkwiNEUhVImZN1XhqviQhFV6G1hS8NEkV0Q6Idm6sYdswwdVcsMUZ48eII47LG+vdSBMzs/0QC5pPU34N05k7kZ0pgtpGpdjcX2nmTRns3zgicoEZYHmbo3d1RoxbfnDSHLoltB0FCmgKgJzThqzR25o3MT0UYtJt3GGLW6Pgss4yXWf7IgMRTmk6HrzL/0/ESLvoRM9UPQt8skYQZohGJzbYdjM77XE/ksEDNe5+ULCZLeS/gpBMbjaG5XZgeNmMEra9hwWJzH272uvVrZodms1HKfEW927gECTFPoCxocB7g6HE317qg06pj07LgyPu8TNxtuaKdElituFxpjZMBYhjooFQvFGjTGo3LvQWv1j6deGWnDjdDlDLP6zwGy9nWpF110jEENHVFB535E9j8dLSq0QM1Kq8QBE7hO9hQQ+L86jk6rZqIvoTMMxEi7Jy1QwnaPqugQB+WiUrebbvBZ8IXa4yXCIaDzALh3I/bKnB4jyTMwyXoc7R19EJdRRevdZX3BZQ+PHbLa52ihlb6evb21UMBM99AZs6WimAslGPOzYXQK73vi9kFJXkBwULodUbfuQtlaMnM2DhMTT1Ob6mkXaeHPvJ+he00EAMhJjhAQvVDg6RX72GqrtXDJ7GrUdEqW5lCvkGTv7DNvVR8jawvKzZOZloxt+vowNyjAXv6FuKtubxBOyFGEWMqZKInrQ64DV+IZZMOzeHarpH0zJYvdGQGYXYHJh8hb4smJY731N9G2U/kq5bu/N6l3H1xBZ2u4VUWjLVbJChPsXRw1x12ivEkeJjYwrAsTBcnckjWJxEYk60fSSCDXvYNk2KMpW432qfcajFIOUxQn3BCcOdo2RSX1j5dPQxN/ybLhEvcOzIUtqQty65vUIZBnvUDdHlLbQPycP5t5JJJaZP8zvIb+EHB3FELAYYBFFiTDVQSnS0TH6ukO/ZDJyLbdYEll1X7T/GMGfXBEWI1k+1Oesi4U1VSo0LExU5WyaSQnJUacalYaJ7kRM+RnZlFkxLs4ZlaZy+bV95F9JgcLihF9ETO5/8b/93/HfFxcXn30TclU92X/Pr/36j/6j/wj/wX/wH/z6v9j7DRgQzuPoOAbeGkZ4a5TgQsWJ/Xkex2j6Gk/eeITTcY9XH9zier61jAfU1hEqgbJFkgIPL8bKz+mbRJDh9NEYP/Db38YgC7C4fIVP3r/Er3znFjddjy++foYBKlycT3F0TCVMjZtXC73W6ZNTHE2GKG7XeHW5wvXtErNhgriqcTOvMN9scXQyRZzscDQaa7RCsipRBjaU7IA58+xqeqkkGMa01i/R3fVi1ZNAO+R5VZVoilLE2kEYo1xvJSEuKkvt7OqlOodkkAmlWS7WSMZT2VavX9zoQdIoICeCs0Wx3ohAdfLwAbpdibvFXDLk9XaLY25YdFAWGhrqd01GQ+QJCVM1MjokNhHa2wWCuy1SNVYBtnThJeudXS6NjwJ2+pR4D61fJOtbhEjnKeI2PF+Daq6qLB07sH0WsGowPczOiXWvfXEjEm/JwQOb+102NMfE6u7gwrpX2OyJJ0a63P+pGw0YVumgStswiXSpaPFovpdT+ldz0lYjX3LzlVzAHTwOzvckvntjHSEk+h/eGZaIATfRVnLpvi1Rz++wmS+QRgmy6ViS52pToC7mlm/Dpkr8qs5iCEoj+ZIMbj4rjjjoM2k6Pi0mB/QjNJ7jCmxTXRSgLiyLRW6/HDexyCKhsXKFh+N9EE1QV9pQ8gxt9Hbt3MycPJSOAZJDkwgL+rf3RN8G1T+eW0TDPRcPz2wT3b/AoWSKgDf1DL8011e+CYl9K8RliSDbYJfGiIZjIJsAESFqc4YVP4YHwl7afaCuCs3yB6krMO9Vo3sExJP1zUbcuDr8y2TChHJz5nVCcFcAef8Vn1R9H7E7jIY8CdxGea4bVphgZxOdfUHrnbF9SKV3MOZMjGZFXPhmkZ+OR0KR5O1BNYYr5sUjaJn7kqNZL2VtP+SBys55x1aCnf0OKdHcIb1V2MyVGu2Iw+lN/TTmM2TJ0Dw7fDWG4PhO/jfGkbGC3T/j/N+Uydp6V0wUCbYiY4vIoEBDOQ+zwHEIEYsCfk6BETy4nVxZ/iaucI4lV2adYEUPpbkRkSmSwJmDo8/gGbs84K1RjBIrjokUk3tDpI1u2iWDTssKDPUdMoIjMyEGeYxECjg+llyfbrm8ERyPZQM9w5rw7PcVfk7uKTz0Of4xzoZFPAQ2HuNYKc6ERFFmLi83fh658XIUS0Qqd+665jgrUFcNRY2kJ6o4sgaADUfMwoK/06MmfA9msWuWMJ1M3+LQUBcVbooaMO6PzB15b+WDQx5YInO/tmRkBoumBm3Jz8KRmTOXVKijG6GRuP1bScXz5/7cn8Of+TN/5jMIymuvvWahYc6ghwfe0zjEF6Yh3honGEXW/eRugde7TtLXpNng6pMt5utaVr2ccQ9GKbJBpMTHcBDj9HiGar4VCXQwG+CdN0/x2jtPFQQ4/3SOVy9vUNUhllWAs4cTnIxDnE5OMZqOMZ+v8OnzOylhvvDlZxgOYqxuVrh6ucRivcb56VQmcC9Wa9wWHdqAIV0xRglTJEsUZY9StRLHJwkSqnlCwvB8FmNMiaSst4hberaMFH/erDiDsiKMqbpLageppqlor9+goQts0+PoQYKTp4+k4afbcJekuLmco9rFePLWUyVOEvXZlgVOL84xOZ6i6mos5hvUW5dvpGqeqA6dJzdyRGRENzMAE5pJ0VeFIOHLO8SLShkQ3DFKPoSjDJPRAB3NfLiJxhHy0URoEJn5ynSQNNZ1rx5l0PyVxYuNbg4JoqzU3ZFxr+H0/82HiwZK7K7swTW+CeXbhLZ3LR1zSWi87/p58EXx4xTD5fio8MEyR0puuDJ2orOcOp8DedfcM/37Oqh2vJzYIzHejt3Y+96e215LHiI6NDVEdgcW+QTcTAtU8wXK9UabezYcYbctcfXtT1FS2h3ESLhhJn5Tsbm33DFpIiULb0N6uIkpncRB4yJni79lKgoRgUla5YiAh64M02gPbrEBcodh8cJq1V0/ds9y3aTZlJNKEoYvyko8NLpzepNYont147KlyA/oapF12YnRytv7guj6xoTenZpD0lpDn3rC/DI3M7SNn0XTIn1rhO2CELwZZoV5gfRogzAfIsgm6KPMwgXlAmuH068D0/aVpitUyMfZZ/B4lMjxPdw1rntyvCydOR1O5cbp9J+ObO0LnfthpSJA7NE7z9tRieS00VYIc9xToacpkdbKPWda3mv/PhwqwxEvixRJzzW+q1Ftl8r5UtxOQKI3ORTkg8WKsNiu14iqFTLy0+gwza4/DJDwsI9sRMf4DBtHceS3Ex/D/HfM4EtRECRsMk2Y1u/kB2mJE2uiuZl5gDgDFSc39nwNFsmG3hlZ3FQ0kpRrD7AxEU1ipB4nTiKPmUZrSdfeI0jkhMgS30wBec0jHs5xLCsJjqxECJVJ2k78DE0vlPqQORUM1z0jidg8mvqH6PYw42sb+kDyqhk2EomwwFKOHzlOl8cb/WicgIAoFL+XjYMcbpkW7AoAHf4CZXtT+agi4UWnbN4Qooj+SJLPk6xTGtVBexaLAf45/6nRupDNqKQjMhsbqo/osZJoHRhiQnTNjbc5TidRNyjU9PJ/6/liAeuRLRXKIfqaqcyFsnY02iT/iA6znMZxvbmCU+Mt994UzCopw7+CAuXhw4f696tXr/Do0aP9n/O/v//7v3//PZeXl5/5Od5sKnv8z//aryzL9M+v+3IM60nU4bU0wpcnA5xHHSISKxHg4dkUm+UGz294EBG+rbC8XOPJsxmOpiGurpkWDJyejETWPXpwgtOTMV689xzXixLDkyHe/NobODmdol4vcPXBNdabBoPhGFfXdximHZ6OMxUKo8lYjosffjxH0e3whXceIWgaGba9fDFH1TV4+vgY1WqLV3cNNl2gLoRdZUj2fB+iYMiekNkQydEIx08vlHy825IXsMN8U2HV9Th+eIpRmqHeFmg2S41mhmmG+e0Kc46p0kQjJ84ly22L600pxvabb7yJLQP24gGaeIUb5uusa4wnY9nRb+ZrdFGML3z/V/HGm6/j8vlHuLq51LUsZXbQ4mKSY0yYvasU8sellqc7DF2vOxxkCK7nSIsGUUKvhV6jqmA4xOnDE5S3N+pseKDQkrmvqc83oik3M22w8vy0jkoppe4htYLBW6z7kYhTc5H8FXEW6zd2L3GzECvNhPkQZqb598WA7eze7PpwaPgcDIN7Dz4j3mKeKhpJ7/Z22vxbZ+tublmuu3VoiQ8d9J2u9/hwY5s9gdZ18byygrf1ErKgEtms3W7QbLYo52ukk5EO8buPXmHDwMamRzYayJehowsyVSbO8lt+FeT+SAVin4WbJdcbixCmscqJVXs6D49AyAcPojTOJU0XZUDjGfrWGGnZsnYsZVbIDks5Vx14GxhV17Q2iTLJyoXWu27Nzn7CxCTyEXHJhFhqPCUirvlWMHWW821uzpJOqjOhdJ4HmBV+vBcaWbSNDlmhbBqFhRrjJlT/cNMmV3G8wS7fIBpNsRscG3wta3zvnUHFCTdW4z/Y/fFFiS9ouYbsMPKKC1n7SyEF1CrE73TN0vEMUTw6IGv7vCQrVjTSEuHGE3gc+XmP2XBdmRrJ8zJIzI5UpLgMJhFRHa/DqdLk+kmsk3wY1VdmfMYRBx2F4+EYHQZaF1HVIEkz5XU1mxLr97+LSbZFNB5JOcWRqhQeVJHQGZZcFMH2ZpJmCIA1AYqiIILF6yRfG7tP/IhcV024kwCBY2GhPC7zxYxLiUCZdb2eJCnZjHehgkr1DAsQI6lLdh1wLVhYXs/RtrSwNhpS2KLM5EhuZyVtBmbkHXJEw4JCBTURa3pJ0cuHVgssyDga49rjs8LIk5ARsgHyOFHDmnDdCcmwAtbWNFVOXD9uXKOxjHlr9T3To9lcmYLNCC4uF8jxvmzbIF+MChtHNOdoioWxij8/JnbjXsWwRCqm5J7s1iZ5JCwHYpcJRPsgkdN7NgBuHETRCJ2IxaglX8ZZL7BwUiBkBJrn07tOvkNC8g5bJwsTNEs5BVvxbgaCsnlgwaJxLw4kXtka9f9qChSqdlhk/IN/8A/2BQnRDnJL/t1/99/Vf//Yj/2Y5MeUKf/QD/2Q/uwf/sN/qIeOXJXfyFeGDhdJgGdpggcJMOM8vuuU0kvDoM22lW9InmeoarM3Hj08knpiW5c4vhjj7Mgs449PJxgmIW4+vZTZ2utffIhn776OySxHMb/Dcr6UY+t4muLTDy5RNx3e+cK5XGLJ3r6+WWK5avFyucbjx6eCuq6ebwVhs2J+ejqVD8rzqwLzDdfDDqfHQxD1buoeVc0jyB7SfJyrCJnkrMB7bLsAd+sGdZTg9PRUs8v1eo56vcUoHSiX526xwqJqEAwz5CQ41Q0+vdygrHcYHw/xxjtvaY56syy00BYkC4e5YNvFYiN1D/M43v7edxGHLd7/1i/pgGDUe1XW6DYFpuEOQxoxcZwQE0Wh5JCx7IQKOSJKgcs5onVtklseZHxgBjlGJ2OU8xv0Za2Nh+StHc1j2E0ou8YFXXFR0p+BhDFW79zsVEvwYTmk5vpkTO8jYKZE9xe+zwNmt2C+A/pbdm2ajR+6U323JxP4fyS95AZBciufMCeadSMedifyGhCubE6JKqS8vNO9un8v5t9yIOAamnzwLfHuqdbROI8OFRcNOqqaqlKeIdvbO4wuTqWc2FyusLhaaAw4nuZmOiV1gkN9VBvxsAwkgaT7seBtQb+MiGdSLrcw7is017L3xiwqzvVZEBJl1GgtIjRvOUPceJWqyo6Rv09qJrP9ZtGp98CuXYRAjhU4jiInwaBrOYr64kQ2+ERHjO9Dl02uDbO7J4lzJ06SEAcadHGP4+HPrpzrQvMcchssZmFHHZy6Sd53GsC5/COJVFhw8VfV6O92SPIWPYmL4xbRaIxeuTX8nSIIOPWVC0lybCYhA66I8WTEPcHpvh2xULQeVbnZCwsTppzTd0LBhveiEzxv6R4U6EdvngRuhZAVSlKLMeqeXawza+OpLZRPxc69J6And8/JjcOhpfsqhTdFxo42GWjMnQ+PsJpf630PshGw3WLIBUTbgniHNGMyMg8oKz5iJuAKxSQSaQiIZOrkK5GrJiItCyauL8pWzfmU71lJxVyhVD/FNIljuB7RbFdsotFIQbNFJVrzOjvLRx3WjgMkN1Qbd1kInSGwak/1KLDA4TUzVGDbEEUgR0aBD6654OsRFbKCxpAPGo0lSOWGS5dZokMMOuRoCkLFlQMvPxx+VtegyNTN5N9EK60RoTeISwZWIUlemGXpqKgQH4qNXCcjzTAieZVFDM3yuMaJIupkkKV+t0d1bZQsGrXj2nHUJisAjetIinYeKk62rKRpSa8rjXDMrZfrI0GUjFzSsCnzmPsW0TulZ/gjl9/aiinXUHHUJe4YCyvnqqvCl88Ox8QMtxSBm5sLuVK2brlK6Tj+m1agrNdrfOc73/kMMfYXf/EXxSF59uwZ/v1//9/HX/pLf0m+J15mTGWO90r58pe/jN/7e38v/tSf+lP4L/6L/0LIxb/37/17ItD+RhQ8/HojD/B6GurgHHEDpVwsJZmuxbYpkc2GOBpnqIlMNA2GkwEaZr/UCY6mKY5mKaJBj9OTI/k9rO62iLMBXjs7wdMvviYJ7erqWnK74WiMbVfgxUfXoNHzxZNTDKaWP3NzvcTNfKtsjoujGUZhgpef3EkpNJmEmByNMV+UmG8alB0rerou1ioiWHGSoJeMh5jMJtpI+HsTbNCXEbbbBvM1TdA4983RVStB5exORgz+63tcXt6hIkn2dIosTXB9tcDVcocKCZ69c4EnTy+wWq3x8uoOS/ETKuxaSkVr5NzYaQY3meDk8bmkcOvbteuUmOK8RrfcYBAwTyfCeJBiOMq0ySm1tOIsHxhnObqrO2C5VWoovewquYnGchVsV0sM4hRbZjmQOZ46TwJnS68HjlJRbkw8SGQf76NKrEe9X35Yp2pFisG2/xKSq7MPF4LgHEvZVZgpkndxvQez77kFZuuOZGSx9XtfCfcTjrDoixMjsHrSp3cL9QeQmzQ7pMeQEx84fr8VceZQjmVvSbY1yqsrrD+9Rrs18h03t6ro0bBL3PUYjnMZ6jW6hvbaXBsyW6oMSWQxXSvky7pbZRpqupLtu/Y9KZGHDYstF1wmF1jO6aVSOqQC85nQ4eyAKMLH3GyVD8vDSB0XOz12aQ4W1oHuvV+MJ0IynrgCzseFiAWLXhYXJvV25ny0Jhe0z1rDja2kCPP4hY2lyHnlxqkyUT4QRrT16SoBpeuxIXgWxsjnljPztfgp4WCKIBtbUeokmPe5Rfx8htiYd8a+5b1XnNxLSRIfo1GRwuKKBcRISbN799vPIHe/1tXYDWl8ca5i0xFAxXfx49BDgSMzLElzjbtgGUtuRMgixy4QwizB5u4Ks9PXbCxDu/YsRkxL+8012tuP8WCSYhrP0CwX2GGBcDZTRox8NpQMTqGGoZf6/EJrWPhaaCUPW7/ehVyIQO1M0XYcJclECYlInfaMiLZBoq1Sp+95gHg7GlUB/AjGlZLSVSxp41TYpTCk1eT3fC9ESWzMWHZcM5TPUoJLUzEmEodqgsyGgLF2bGIsR6uqGxX2RKWHHAt2rawh4l2ElmuaI1dxzpxqh2644vZI+qMiSYWXiK0kNxsZl6Zw4s2I+MwwRcqs2cySE2XOrdDzwkLAzBxtXmCFFb/i0DxKeFnMYs7z1IyjZeRa00kJWONcXwgImyuXAiGPGo7LnDcLFX0cl/HeMQqDZnsa66amSHP8P51b5JDRB8k1PJaDZo7Ahgb5vdVQW/INSZamb8xvWoHycz/3c/iJn/iJ/X97bsgf/+N/HH/tr/01/Nk/+2fllUJfEyIlv+N3/A7Jir0HCr/++l//6ypKfvInf3Jv1EbvlN/o15t5JCnxgEqTUYRxNkC12WAyTjAdTJTKy06QS/lslrpZXy6H18EwxuxkiDTusblZYlN26kqPHhxjMBmhrwvMVystBgY9XX16hZvbAuUuweThMY4pr2tqXL2Y48V8IynuSBV/hBfPbzEccUFTKRDi1c0G2fE5xuMYi09fImw7ZFGiwolz9Xg4xOzxIwzJg1nQtdPQY76nLZPuydROQnFkmqISYjpMKBVtpBLqR0OcP5ihrSssSbzd9sinGd558gRnJ0e4my/w/PJOKqWMi5GHTV1jSEiTL0bJG5UZqztEba5MiGK9xXZJ7slWkGo+SEQQlnx5QKMnm/XS+G0Qtijfv0SwapRszMNQfpQMZGS2EA/QxRzxYAwEhbpCGpyx4bfZPcGcHEfPHsvSfvnqWjkOe8qohP0+dvz+hu5mzE7lagZrXsWj4boVEE69amwL6+IOZEfvbHWfg7JDT5lcOlA0uA4jdY735KJO7WK+BkaeNQM26/ao6nBv72D+5YmV2tAcguJC/cyq3L2mIHwmgja4+fYnaFdmR+2Lud1tgSQNDbHi5sbNn3wRzWt4YITidZjlPzcvyyLRgckuTJ0NiY8c0Hkljh3gPDSEiPB3ybGeyrdEG7E4AGwhWaDIvdI4YP6Q5TiPPAD+jI0trFgwibQdRjqsFKjorgMbCRmquQxkZ92dskNjLomKUDcykNrOBc25sQL/XgMljmN4BMlJ1rhL8ppxUDjXrYws5cVhZSmLPSPl7hBUHYJtjd1gxbArRMMTeZmIPC8onZ4qTknlFpxyYxgrv0ffbDTkow1sbRuSRQJ7Fdwhn7pDgPJnsYD9GrQ1KXdct7S9i7C4J66gtrGf5ZrsZaf3sqT2ScpaT9bRehO6ffJxaAm47Zy8LqJIDLcIMabBGK3Ji09w98s/i3P6YTw5RXp2jtX1pVCRcHYmJEGKIjd+NZNT42WoceBohEWYQ8VIehIRlOuB90turLaXsEBlE8P0dvI1iMFxXyDKIrKm2Rs7AquDHnUPnOxb5nnuMJYjs91bC6/0hFX+eYwdG6XucJ/YXHKUqbFX34lvQ9M5vi8WDBxrVmpsMgwY4MrxsHJxNFVhYpmaCPNxtRhElWMyRbOkYJF2+RlkDkdE1I2cyKkRAmUjWBMSpSqySPqW4mxnuUL6jI5rk8R8bybZJWHZHGftngudI2dHhGEbuvH/p+T/yGyNIzlTTNreZCNDqyOIVBlybLI4p4ZCjTjj/jbYoyCmErI9hWglSebcU6xwMrRGiIpqSUNtCe40dW1KTcpWf7MKlN/1u37XwXTpX/LFN/cf/of/of75H/si2vIbN2X79V+nKTCJSCuIcDqIUVUFLk5SjPMM5bJGU3XIB4GSdLl4GOYX0KU0i/Hw4ZHMoG6uSlRhg5PHF7h4dKHNkO6QVy9fKTwrCTN8+O1PMS8oPR5gNpmpOOmrEtev5nh1u0FCN1dazBdrtHGCB48myMNev//5qwWmT17TrPfm6hKxDIYatPLfsHTOmITN7R3KulM4FmV+i3mJDeer6VCbAAm2dVnijOm+QYdiUaDYlJi8cY4nr7+O2xcvsbwpcLPaYHoyxpe+/I46w7u7W7y6mmM+X2M2YLHAMKsKo26HMQPDqgLDLMB0PJSLKLuf9XKJ7Zz691Zz2GxIOWIkVRAN2MjrIbP96GyGWdhh/u1LhCuOdRgO1iuRWSmpDPvipli2yAYjIS52+HqEwQ5QEgiHZ0eoV7fYXDFQyzHxnTrLEmvNjt32dG8E5ZB1e94Ohn22EJ3qw/M/nAxZh6V8afckx8Nox/6vjoqQ/hlMP7Zu7KBmN1hHD6N8MgwylqzWSUktddS/FZ+P4ryN9yMBbkwOIVBR5QyMnAaZG1+3LrBdFMjzqSvUeqR5gIjEPMkiqWiww00bBJERZX1w0wpRaWZuuTx6X85HZBfY5iVPmrISd8fuCTdfs/O2hGFzALVDyHxofFK0uk4VQ27ERlibJlmum1JXxiLCedEICm86qcyItsh91lkFkKjI50ABn5qmMWyNIx1ugETILfCMMDwLdV4/3lsjFZojlY8IENrg0sptlm9qH+29FutjHi+BWY/v6hAxSd8BUaZaKjQSv3tGLRydIkgmgsAtn8hIml4tY7fKrQ/nR2NZPryfnk/laU0d6u3K5PVjl86bHoizB6mv31td4bqva20ApxqJNv4uN2lvxe4LZ39we7aTfzicEsjQGV7HGLumQp6SVDlEs7lFlpaIggLt+hZHD2YYjE8wv/wI09MpZg8eY3X1EvXNS7T5EXa83xyvNJ0yuDhC5PPAe5WI98FxNdcRn3fzbSGiw1FenHPEmzjexEBPIwte6S0dl8hUPBz7ep8g568iboOp9dS1y/bf2ajrYxKhIcZmhy2/h2+Nl0qZMPIgod8UE4Zt/bEOIsIwpB9TasF828oasDgdyg4hYRZUu0UkTsoI1a6QD4rUbxxfsqCgr0xExQ9REysiLaLDnklrEMiTIzodSZotpRIdahXy53KAKAdnQREc5M4yQiQ5nfuRyKrmWs1qju+fxaD8ZRjoR46JRmyNkX3TQIaYTZuhXa+F5PgGQdeJfCJuHhkLf5qtkZ9G7h73NyKahqZz3REdNx+qWM+jpsoc03myv5qaQ06XHHK1N/Hn3ahUjPrfQiqe/7Gvoww45mKQ9XeNk6MhxoNEVVrHNEoGkvWBgvYkZa0KRJMcj85HWNFAbV2jH8b40vd/GbPTkbqcYrmRl8HJ+QMtvu/88gcomgDD6RTT0xMcTTLUtGy/vMNyUSBjKvBmiyxPcPRwhtPjkazBabzGuO3Bg0fo0wCX1y8QFVukrCaDDsMh01dD5KNc1XW3LoV6kD+yWTVYFC125JIUNRaLtRb5GVGbfofVfC2U4uKdNzAexbj86EPcLgqs6xZP33kdj09PsFrdYb7gSAkotzs8OpqhrUrs1uSTUGEQY7lu9PvPnj5SwNfN/Aab+QbdpkIutQvHZr2so/kQspOmZJW29JRUD/sWy199DsxrxH2EsmXgn5EtGZQVMq2hoP8KpXqOdConSFvgvvLnWKdarlBXW7SVLebd3iODPAJzn9V813lr8IHVRusLCFfMGJxif6fv4Z+5cT5/D2fAe5WQd+J0aaKfkRn7L82+XebP3n7aQccB3TQdOcx14laAeaTHFSPekmKfqG25PVbIeAt7hm05NQO5ITTp++QVJqMjtIRmncU2xyhSqjgypownSWYlL4MW4w0LCd6LBh3RQ878m52MBO18Ms6Pwec8ot19cMiAuVO6EZfGJl5KbBsTyXzifuh/N9oUSVSV0IA/k9n83LJ/LIfF+7jQ4I2dqbQK5uCmn+lMiucOT9s4lb1DFIfIkFPPtOQ9Ke6DAW1EcWqkUYQt3xPPPhY53PxdZlFIoiVBGCJDTYe4Z7gg+TS2mZrduI1wxFXxSipe1HopSWt63GOXMoKDG79z6tS//OjHoWHO6M3LaTyC5D18dPiy8CrWUoXId4Jjn2i4VwAdvnykgg8wsgLHPI1szGMjGzcelF+hW4P6cS8zju7J5r3PhRUCaTYWH4MoQrf8BpJ+g3T4Bna7h3j10T/AGz/wVTz7wZ/CJ3/7b2H1/s9jdg5MHzzC8tUrdKs5dsMjtFRIbRtUW6KMgVSHtDAgCqEpKg8roSxGVrWxJZ9XMabVqXcBvTrMPkAcBZmIuUeUR/a9EED9uVn/7tUvRCLkk6Prb0aQHD+bIy07+xY1581CGBROjyylIR3TvIl0spHpkSYsliil7rEtazT1DtlggPF4YLyqZou2L9yzQek8k9Vb9MobMr6P1D4ReXn8I7Pwl9Sd14EyZocGsoImosBnVeuDYZkqTHhJMvHCLM8zFOem7ythvySQq/HSPtYo3K9Phug5yt2VGqPFAXlUpgYKiUTSziE0E8Q+HaJiZtpmrmspw0LyNokEdUReKB0nl8SUUyRX02xUxRL3tNhzS2xspmuXkuDOsa0pE0MklmdH9Q7tF9RY8Z7YNepKjsy8y/Zv8QJlSLiWMrEuwGTI1N8Y6+VWD0JF3gmzFWR0liAm1+TiBNQCkTOyqQKkZxN88XvewnA0wvb2FqvbhRlgpeyKe3z83nPMty1OTmc4fXCGk9MjPaA3z++wWZeaZ1/fbXH0aIZHFyOk7Q7zyztsOefsAgweXGD88Ahps0Z/y4hwdhExJswQ4SxzNMToaICETo35SIXKZlFiWfbYNiHmq7VC+DiKOZvkiLoW8+VaPh6TaYZNscR7HyzR9TGGJxO8+0NvY5IBxWKNy+s1VrelOtic3I87hvc5ImrLkU2K4UmO8ekxipputjeoNxsZpRHOD9MQOfe3pJeCSoFXZNXnwPmjc411lkwjntPV0d0HxAiZccOFWNPVk1CgH49zBEFvDCNg7sfmTB8lB4AhiC5Ia29WJbMuHmJG1FRr7NJQFRAn53mDVf3YxQSMzrWEJFodqObpIYJouXUbvF9FvrC573vBLweDclcL6RtQo+dIwHXjVrQcQuH85n84aMzPYC8P3udFuc5CPBOfYmvIklnzE2moEaxLNMuVsmv0+byE0L83qSF2NpJhGrS4QDaGkKEWuScsKlPC6eacyb3Ufmevn+VhR/mlrK6dWZrMpeSJYl25KHyuaLHxmXExBHY7ZQdbOP3bEThTJZkSRWFnbDN07yQpZ1o547rjlPC6WlivNHUHu3PNJSeg3TVSJonrye/dAVsfHpg5Qz6OnXwWEvN62MVrYODdbb10NURTmSLE7jTDBF3hwResXegakSTONncvEE1PEAyOLT3WH/bu6rhJjjNtOxQp9NuwCZQfn1nXz3tbrZfIFdrIYtp8Rn6tVN4gA8dp2hcarpDcO7Ua74IHyUEJbSF6Ks0lu/X2v05B5grRMKMyq5RSY1dvEE7HwPAh1i9f4Rv/9Jv4wR/5IvKnj/D09/9v8MnfSbD89tcx6jpMLs7RX89RFXM06VTqH612cRdcqJ4jhXJJU7WlrBiNL1hItxqNM+1XAhSX08QOXgRXFsOuqNInpyeJDOnMhVbcN30cHvgsvLnv25rUotLMkc8mnwMOzHjSWwvC8UgahBofMkaExO+wI/+CyjMLMCy3tbLWsjzFdDwWOs9oFJZJcruta7RsvOrO+HccyQjxSJy82hG8SCAX58dI5Fzz5nJLQq8lDYtwLQM0p3RiEcbiSsRYF9Ehc2cWYLlT9bggDzYr2RDxaIYm71GvXtkz6FYbC39eyYRgG69rtQLVxMloJAdsokHeBM5QQCv22MRq3cpIj8+Rmwh5KwZXRLEYEtLlCiz9I65LisjxktrSspBcHqfxk6jO+w2c8f9aFyjLRa25IDuhRcEFyBA6YLUu0ecRZuMMw2GI4WyI2WyAdlvjZlmiyzM8efMCR2cjpBFw/eGHMt4hnCgJXBdhtZqLRHrx+AznD040Npp/8hw3Lxe4vlyq616ULfqMWTYhdkWFV3ccy/SIR0NMHk+RT3LE5RLL5y+l9CM3gd0dZ505OTDnE4zHVF+UKDaNRjY0eVvVIVYN98pOn+E4DZWrsygrDMZTdajXN2spe/o0lknQOZUdYYirV5d49XKOzWpjh0tdo1wXKoi46fLBePL0DEenMyl+bpdr3F0tcHu7xIhybqZUVoUswym5yzJKNPkghRgfzTA9ypHSG+VbH6O/2Vp2B5npbY+I+UY5eTiEQ22LYSoyyVEaifB13Mbp4+U1lmDhtEe2XRrr3nXU9BNyLXVwiDWLZqWtHU6eTWz1vVupH+IbkY4PqFcA8fCSTbY2dm56PChsrm/FigcrvbqHbdcYqAvr+tSlWffriC175ISdN7sFZaforRuh0pNrfTFjke6OYCu40/k7iJTKwrfB+mqujl8jGm997jJt7FdRwUAUgR0VOzNKIY3CaRbbEdLMzdzpq0CVWGsR6D55lkUJkQd5OAgqN9WK5ek4p2YXCyGOnVPHcINVJgmvKzsjKrnc9TZSpLtP/FnFtBvaEyS+WiUx3F5bxlZERjyxzvE3WCgpwt6tAbNvt6KFG77jDKLZsjCz9cKziZ5CLK7k0eJybySflgrL1qkQOFk+CB4yEq1UYE6DpbqFWT/yJ0ff3iKcVAjHJwgioinGCeDPS/a7z9lx6hItWjeq22ujHOeGpFk+X6sFstmxUz3wkjjI4R47ao/Maa2690aDMZ/w68jInr2i/8VCYP8qh8DLvdecK8t40FNtodTfozeUJt4uV/jgW5/g429f4kd+8ItAtUH+8CGe/Vv/K7z4+wMs/8U/xrQPcXRxgsVNJPLsMMjRDulGa5J1oqg8FGPV3Ga6aF5Fhvgogdc53/u+QuveuaV6oiyRA6rVdUjbyW6jS19vSSVjIwhzd7bxKtcg/x+7eKq2+NppNpRhpw5bfY+hTnwv3Of4PDI6oe4KFTS0rGfIKc+Gril03xjIyuefSEhLV3OODnWAJ5bU7DllbIIU08HPSHTHkF/u2d4XhsUKeGbo5LdIB65RIScOYbFDvdOWEwSp3kNds6hwexsTvVkQKZ4oQdKO1BjEeYa2IhmWyeKMAuB93mG3LVRADdMTYDhE37iE4pbrvjaLhiw3blVN4iNXivmjcGuUd4mTg9t7YpPtEuY1O+XZEiNk1lNE5+lU5418osR7I3Lr5vFa65+DAmVyOmbPjrv5Fn0TIIm2mHHUcjHCcES5W4Pp8RDTUYb5zQrbPsTZGw9wdD6T9LheL/Hph9dIh0PE5GMUJVarHpe31wrKe/LOazg9HWvM8uqDS1w+v8Hd9Qabmh2cSeHOj1NU2w4f35U6LAYnU4wujpFEDcqXL9EwlXdDUziG9u0Uvz0aZhjNRjg6Hqq7uLyusNq2kkWTMc65HguDR8cn6Ncb3NJMLQpwdnGE7d0Gt4stFnWL6fEUJ4+O5AbblyW+++33MF+uNCZhl8JrE3HXYGHi2OGzsyOcPr2QM+LV4gqr+UowLTkEfJ2gLjGIQ0zHGfKhka54aE0mAwyGOfpNgfn7HyFaNIg4R2VRR64AZ8+5SUjl7knIl5bW7kBjsWeTFUM1/Cyc8rq9c6qboDhkXq+psQ5RAUqOXTeoYsP5QezBE/5OHao8wMzm2qSvHrmw7lMJrFSm6C14gqz3JeGXvQmvkLNO1uBok+sZwc9Y8l5S7OXCDt4nSdarePZhdC7IjZtwWzt/FVMDSYXAnyjXkv8VL+aoF4WRQ53tvIzhnNRU/i6uUTM7elMcUPJLYETEcKFHBut7XQnN2whDM46A/00oW0qffbChoR4kbov7IYmEt5a3Tcl8T0xVwo2TX0pJptFV7LJUZOgpDFtjVrO9tyJTHaTySXxooLvmLtmVIwAdymooLVSQ2xRvqSIg5NxrGUDaPEV0oRmWEWbpmizkzsk9eclrITx8feukNQzgLVXBTNUT913nX8LMEdWrIXpmyyhwrkXEvBX+3ZjvjfwkIgLGZ5Lc149j3NU25MwTr33B4cpU5l4xkoLchpEj3vIaSaZ52N/2dHBPfHWvdJC6G3LH+x/6++zSeB1EtSeM+ownC+U2RGm1XGP9yaeo4jGW8wV2wQC//PVfRliU2F2/QPvBLyF+liJ99BiP/xd/DC+SFIuv/z9VnJ08fmJOtOSrhRFKjWg4BuA4IEZNEy/mv0hybgWBjPdUveQWeKdRpx1aGkq53CXnsugDcd3FM+l9SWEBf49bg/TDsZRqe77lDOJeVxk78r8y8rR4MRpPcoyRmFJFfi0dNkzPZnL7bIzRiE7TOznFdvT/YfEQM88oF19HbrTMmNE4xPg8whzl6mrkXslvnfMvi2KqVYlseR8lFk+UaqtcE6+aCiCHrkh6bKorcVk4Bqtc/pDWNdVBrtmie6vDCYlgSRHHlE1nDWDXzTh3IUdSIb1uQgTpVOu1KbfYVSt5qJAPxCKp3dzKxJLXnogHGwChcRFz4Wj1b8+iCk/HRSJi3neVzpx0MkGSnKCL5+huPiHt2TKZUGkvpdfO56JA4W28XJZY1h3GYUVsAvlRggFpHX2AB6+doiu3+OSTG8TDHKevHePBk8eIox3mr15hfr1UCioPrG3RYrFusNxu8eD1Mzz7wusY5xHK21tcfnSNV8/nGn3QuIfLYZLGOD2J0aw6XK8qRMMMs7Mz5JMEYbNE8WqFvrYOkIdIFvYY5E4WOhhjdnEm8tEnH13i5Z3NcEXaCyMM8hizUY5qPcdqsUU4GeKN05E2keWywl25w8PXz/Hg4TnefPeL+Pi993B7M8fiZmXdHaFbkiXdockHnZk7NIajlf3Ndovm5lab5Haz0+hpHIeYcbTV9ZgdjTE7ttEPK/fpcKgCK+warD78CPmSMHiIktdNkD07V+b/kPNj5LZACgxzSrTUUcuFsQ3aSVqdARsre+P7WXaFyVep5ecmYnCj4Hm3UUlsp87XWxTeSzcmUuTgdtee2Z4nZ0lKb7dotuVeXusj4Q/o+kHaeRD1mE2qL6SMxU6UxOzeDV32sjojkXJsYcRZc4bcf0mezPaNCpwKPe2f+Ym2d+i3Faq7NRYv5hrNED3xUlLJOZ2dOjtJqRwcQVTOD1GqA0Fdlfg9TsUj90ZmpzA/aYh628hAjDQR+i7IF4NW3uZ07dQSLCLY7fJzxuYsy+seu1k/rzlfczRCT/8KQS1E0HIcnZ3pepIUPTyaKBmXz2lRlNgUG7l17potmrIQGXF9dYOOhRJN5KQeIqphplTGI3JKHr0npyTi6lFQqBEk1dEZO09FsfEtjMfCZ8y74/KgpNqEAxVmrWnTlQLBZLEkdTtqsCkuNIIxlEWptuAz3SCesgs9sbLPEXQt7dhUMjpe/OjRoSiHyAZeZIsCqDcrNQYcU1nhwQ6aCJBTVuzJ3T7Nl5/TF75WcDid2j0XY/PbMbt4W88+9MGcQm1Rs2MnarC8vUV/NAaSKeoywIff/BZOgxiX/+xDZMnfxdPfGyJ57WtIjh7g8U//25Kezv/J30HYforTZ28aEnNzjTbM0VGpKddgI7cqO4b8vzgzZ2OXwWXooyvq7E3reeZ94K7F4Ry5RUJFWejuE58N7RLh2vI5nbP/wc2XMxEd19yTaC8fJVIcyrDPyYElTBgO5SDMIqSJ6NhtQauTIZN+OXa2Q10qmXYnfqIyjSLLQ1KQKRUpJLfK9Nn2N1PLmd8NC3B6SMlOQoMNx7FiUclHNWHOz8DGlpJMG8KtQl9E4MC2H5kI2jiVxbcMK7mtEJmmEIGIhHxmQmC7AhhtwmvC4o0EXrePtazyy5VGRVFKsvIAQZJIcUk7ADUlHIUy1bw2F1lOOTm2YcGuKZSyhAiCmArNEGuLUNgxhZl7Y5IgHU8RRhMZS4b9CmFH6wlyX+ip44nbv8ULlF/+dK5O6ck0w/EgxqMHQ5FPudtOhonIrneLCpMnZ3j49BTT2UhW8K8+fIHbuyXOHp7h7uYOVZuJPLSuOzz74hfw8GyIKGyxenmDu1dzjW8GcYbbbYNdEuDoIsLRcCgLeNrSTx9dYPbkHPFui/rqCtcvF0gYDsVNYNcLMZkdD8QSH83GGB6dY7sp8O3vfoDnlwVCynadocQkTzDLA9y9fI6yrDE4muD4ZIIXz6+xrXdYRgHe+d63cX460WHx8Xd+Bau7NW4/fYVoFys9mA88CZNlv0NGT5V0gOV2gSAboat32H58idPJDPW6Qlh3OE0jTIcJjk+GyAdnUvJQYk332TOSh7ccE61RfXqJfMExRoRq12OrebbNcMcTokG2Eaprlv+DJeUaV4OHjMt7IATvlC5eZuz9DfhvUVbJWxCTKxLqkYisZXb4yuNx3ib+taQ21EPpikL9mXEvzL+CyJSZZzH8itW+fBOknTvkuLg3hb7bAhjovwSnKz3VoSFCScyvRVwSdco8WAgQW6aLwc0GXWtspJFDK3tpFlj039An5SFJKTOzLNYV5h/PdajqPcuEygoeG0fRVp6boYV5ia+i321jTs7qeSi3dY1mR8VMosJjlBsEv7y+lZLGDj4iKhw1DkUGJXeA92zb7jAYsGCxzV281yzSWsgYDpcP8PDNtzB7cCFieJyzwMm0xvga5txr4WAtyX1KVWWwXWOZLdxoOacOAsxXNxiPTrC+ZSG+0DNx9clHKBdrKTXqxUa+CZTPc03p/Ono62KqAV1+mbpZYSEEgrEzfeUkyrx7zhTQeeUYxG9qESrUlEVHi33mQsl8y2TJQnloLU44hRsy192mQkN2ow6TAEF27GSVDvXxThX6vbamjCRrRdPhyxATHgJxuUHK8E9JwW1eT67LXvmlwoq/01A4U7fwwKVtgj1bbqnZWpK83bhS9psOIybxpzxwyKaFJMo0w7qsNBq6/PRjLD78CK8lEeqiw6e/8D6Swd/Hw98ZIn4tQDw9xePf/QfQbddYfv3/gx7v4+jpYyF94XyOddhgS3YSDcZ4fcRxYqPBJWqHttayngl+RpvzeBRQSiCOZIiyyGjQGgU+B2LWCD0IzeiM4YxCIizVl7+Pv0vXKdypwCH/ULwOyWmdv5CKJLN/oBtuvWuR5mMMxxmSrpTtPxE53rM4dfLZlnuFD/U0efVO/BMXn9HX2lcP3DgiKlS+WOKyUA2hrvsy08ZS8iUhZ8/I7+ZmyyaNtvv0mXJyZhkU2piSBnJcH1oT3OOEQtpotWsqBWz6dcHrRKNFk173Qgx571lYhcFWCkXGYvQcFwnxYQFLBDJF0B8pbkLFrsJ2e1Ek5N8S0dSNzWuqfYYjLWGyfObp4s7w0nShxj/NufcN9DnyfoauKbFTIvLnoEBhKunFAHg4i3BxzovWgcPGcRbh8vkcZRji0ZsPlELM7n4zn+Pm5a1mpRePHmJ5u0Ddp9jWNZJBgi++9RAnU5q5Fbi7u0axZB4BVTA9btZbtEmGk5NcAVE3lOEmA0SDFOEoRb9ZYn1zjXJeUjSmRcL4+uk0x+wkxfExHWdzxIMBFte3+PCjV5gXHfp8aHHgHTAeZsh2O8yvFmi6HidPLlQBf/jpLWqkSKYp3r04VqdB2fF2XWC1WGK3bpA08nVXjoSyTvzIIokRJjtMj45VsZerFdKuRd0tkBLZiUkQAyZHAxyfzgT7bigLHg4wHacoNxuRwAJaqy8axCQAs/ghOx8RBgMeNh12xUZwuyem7l3kxRTns2TICpnyFvrnk0vNy0BdhMYJtNN2711jAe4r1vFxzsBpSFtbzJieWZ0fhgP7lGMbwbjRjv89cpQ1y+ZiXuiwTF2Ro8hyv43rUCE8TOdWwvmu6BGZzzozG/Vw4zHDLN/fym9iH2/r/A9cV2sN+z33UH+o7Wq08xtsb1dYfbI2Ka0ccl2OiTOpNLGA5YoIzOeIkQdvkuD86TPcvPwYYRvpcykqIQqQOn+W9WLtnGsNOqaUXY0PN7Z2K0IpNyt+zzjdIc4SjI+OkE1HyCdDnL/xGgajCbKcqgcbj7XVCt2yx/pyjWwwNk5J12Lx6iMkCZ2cR9isbzE7OnVdKJGOBK+ef4jJ9AjjkxOUzQb98AppOsbsKMXZwyne+srrSPIjrbFPv/0trK5vsVUSc4317SsLxGToJTdexPJWkGeOdLvWnUqC7OzRVcxqbVkGibpyqTtMtWMEXvJhbTGRz2NBcpQy2zomR8pzMDl3p6JkF861nhg8qANfEmzdbaGDIozuiVXGTXJZAcY1dKhdU5YIk0L8LWE7Kqp98X5vDOm4VyajdlwmcYJ4eB9knf2uMt6UBxD3K/ueyseRZYlaMf8rPcpQ9TE+/s6HZrQ44TWJFQnwyc98G11V4dHv7pE8+wHEoyO8/tN/BO8HCe6+/veB+DkmT982z5jrKwY0oGWRIqkxC3RyD2L0DORzOmnJyV1YJt+Dx3hsnGuHLb/HQvQc2uKQUBVnMlKzHCEekB5h4eU2Qi5Tel3auXyMnDpO+Wa8dxGK9UqND5U6omPtKuxI3iXyTJSQnCgWKg5p3WfiuCkUuTEs6iShl6OsZU5xDyCFnMUPCdFcB0pc1meKHe/LniNOULlOmbvG9WZxLMYv41rd0T7AjYe43nVfxZ1x5oWO/yZHbjUoB7RMNgA+ToLEZDcq0voiukgelJCfDHHMJo+NoHPllYKT6LU1SrESuXeoNwvElC+35MZZ6GJPFQO5Js5Ykc9ULeXmlRBcemYhHqOudkj7NXZENOPPSYHybJzg8SjCZEACHnB0esxqAjdXawTTId5++yGOx0NB569eXqFuSwXgcVxdFhVWxQ5NHOD4yRSPT4/lOfH+tz4yyfLZCHk+xCcvb/HirsRgMsTJlPP7BIvlFt3wGMkow+rqCul2Jdiey0u5IbzzMb1FYhwf55hNOdOMUJQdFleXWK5qrNsA6WSsDY8bOwvjrKuxXiyR5RkenM6wKUo8nxfo0kyjoSyO8OrjVzIQ6wjhcyEw84YL2SkXxEfoepRyPGT1DBSUe6bkvK21mfM5GySu0mfK7JgM8Qi3tyvw1UZHM0R9hy0zfDi3XRfAqxVSqkVavjYRAh4SsRHPBIHT3IxyZHP9lMiRignXsasTItWKzoP3MkdoysUHgV9WJpD5LvmMeSdYvIZp9kNvE23yV+OHGB/EEztF9NQhZN2jHtR9uioPnR7zy5fKjrDxiS8vvPGbI+AR0q9LBJSBUvvvxiniojDeXF2YpfiK6+IyamyL8M6w9oLqe+XgaAiOQgAdU7AvNihvl5g/XyHVfNY5Q5LCYU2Sdc0a6bAIM58SQsqc96e0uZ8M8Mm3ltjtbFORGRklm3T6dSMB5pSYGoAKAkeSJNHV8V9k9z0a4ujROfLZEOdPHmNMDlTXoFwv0C1e4erDOTZ3t/q8ZbERPN1UpbxPdsriMNmuDJw4tgPwontfiBgLAq4Xfpb1i2vjtTDSnTLOJEZ2dILh9Bj58QmGk1AF+vmTC7z+xbdkWlVVFS4//AjzTy+xfPUS2/mNlBRBFtEb0QikXIecl4dcZ96dj3N9+73a0DUu4oFhm79QLl/Q84YplsRZyvOa8zpr1OR8eol8bFvEwdoOl1mHID8xMw2HTFjB4NVojtzsLff3fie2/ikhDysSsGNE8UB7D3+HSLOOm2IjKz/SdAW56+g1ohRi4nOCDl+uLN/b7nuzQK8EamoiDztMLh5gvqxx8/EL5NzHvOqNzciixyc/8z7a5m/iye8ukb3xQwhnJ3j2+/4wPu4azH/x/40w/RTTp29a+N31K5ScnwkV4miNBXWEHUmZzdbQQY7VuZfU5GxY4CdRLHp8GGfN7pOr/GykIz29WdobtYfPsu2z/rKqjBEJ3YII9/Jf/gD9QVRYMo14J6frJEqVWM9cMTkjc3+QGq01d2Eifs6YzAwGbd8h4mXKNytOWDSxwFfekEz0bLSt0aAxfg15JbdL19b4Nyb1JRpq5OeQBRE3ahLea6KRJNYaOswOls2LuFwqpNno0XyNmTrOB0eNi/HRFGwqyb2NtNT42UlhHjwWd+yaRHMBllKSfC7tLYaA0aMqGU0R0ChSp1iFhIrTeCDUaNeszdfFJ5HLsyhFxa6bWVmDDOFghowSbq7dhtf9vqT+t3CBcjJMEGc9hhdTPH46Q3W9xNWqwfHbr+P4fIzRIMb68haLu0KjkiePzlHcLXF1wzTjErsswttfuMBskGN+vcB7719iW3b44hvnAFOPX63x4q7QrH2URiIVdmmOcDKRv0TQbZERpu1MDifgMiR5d4DZSS5n2CROwQJ33uyUoMxJQYMMYcIF2NIbR5t70JSYl7XY45RFz4sGG4aa5WOZym3mC2zWHco2xHY5R953yM07ykh8JKqxGzEcHHlK+K0X+WvXtHg0HaFquCG0SMYxJkfsMlIMRkNUCpEzZ8yTk6ke8u261iE2ioC7Dz5C2pCZbfb1TMikQiTLaXgUoimYFGvqCjsPzeK+qW2OKxMyh2Ywm8e5BNlGowXtEApHJA33REgezK08VFh4NVJd+MA4ZxgkCNw6ZHM65crw5mAm6/O24ezIOHq7/vgTJSrbg+2Tgw+HBr80NugqBLuhRoZEKwKqdHSQpQiVAMpO1akIHFFPTp9Soxz6VR0icm31HASLjmdh2qw2WF8X4lRkw0Rvgdb05JwQ8g57UsxcIJkAJ9sAWcQSAdmuN/j2P/slbeQaa6hIs86Ts3OpW+SpYF4I5PNwgzNSaYRsksk46+zpa5g9Okc2SrFZ3GLx0XtYfPgdbFdrcUS4brhp+s+lDrdY7omfQqdSrpFaAXA+VI+8Fa0NkprduIEHksZx9AVZcdTF0UqI6naOk442/hUe/M4/YBZ3dYnq5Xs6BN766rtovvwuNssVVpdXuH7/Q1x+8AHawqwFPO+DM395RXBi3pJc7SRDLkvEiKI2QmSooN6uU4b4zl7jPB5+KgJMHi0vCf6ecCfifMyDiARMHkwxc25YCPHgcooooWSOR+TVSG51HZA2U5UFFccL3I6JNFjezN7V2BfQzjXZRiTG4dgbwXkUz4db7sm5+4QlrWl5A9lC1XWh8/b5cIDyxRKrl1dKgWcRoEbHhdd12x6vfuFjAP89nv4UkL39I0gmJ3j6e/4wPmlb3P3SP9ZvOH/7+4SEBvNb1F2CxpnpWT6OcUCYoM6um4hazX2PpGmmbrNIcSiUqdUMseCeQkRY/jvGJjVOmJoFrmWzJPBoBIMh93UaCwdNu4joxBrh6ZAcjjEl74Rp5rtGyIkQCFq7q6Hp0Nb0FXE8LJdBxBGmRn96zKwpZJFMhIYjIa5xFYIqKkhaJxrn5PC9QxHlvmpk9Pvuv/651T3iZ6bTdkN1DX1VzPRNz3joPEecNJ37hPYXXWNLKhcVnPk3e9m+I71zXe3ICTKLf6HbVKtxb1XsuLtsygAy9RCLta6rhEqyISGRNj85R5RNsQuGWF1/rKKnrgNsV9dI+PmlbKITLgu4xhlQhhb4m/ToSub/fA4KFMQtHr55gQdnE8w/ucSyjfD0q29jPNxhV9W4/vgG6/UGR9MJBlGI1eUct9eliLWTsxHe/eozRE2FVx++wgcf3WpBvf3aGYrbAleLEtebCk/efIhmvcZ8WSEfEbnYaYMKigJ9tUPI0YoLXhtNczx8dobBaKdUX8LGl3cV2niI5Xol8xoGNXWco5ct0iRAX2zRr9YIAnJUGFiWI5oeYz5foQ47TMY5ysUt2o7M+A7laoEZZWXshoMenPjzAKjoCyD1QoRdGWJeNgoHnBxP5Cy7vJnLtv7BSY6TSYbxdITZ2Qw31wt1OfEwke6fErOmqWTQM8gz3PzCryBrLbyvlKlPiGDA0MSBXAm7Rr2FWaE7wpopYLgxeoKqZ5IflA5e9siigbNLISGO3HgwwOJmap4pQk0SEoxjOzBpxtc0gk19Z6hcHtcdivvhNm4epvvAubDFqw8/QL3emGMoAxmdfbhtGN70zQ4WBYKBUC7vHR+02BHjeE1slGd223ydg3zYGZC7zsYdUMpPIQfFSKbdconVcyOJUvZLxInEZBJgiTypjuNGx85RibB2SBp0G8qzgd/Le053TIZesqvxlEJ1pBpfGbnVimiqB8xE6dlXvoL8NMFgSpSoR3n7Ah9//SMdtJRSCt51Nvma8cv9lKou24BFjt17x/C3NMgyG3NJCcMRCWFwZ9prsuNE3AdG0Ft+B7kEKbrNWmTpu+/8sg7GV7/88/rs05MZXvs3/7eYvfFVvPf3/08YTMZ4QAfj8xM8+Z6voriZ46Nv/jNcf+sbqKh86mM0ETd5yqq5yHifTDMtHopcNE05YuJponyKeRX0b2ikKYSsSDEprh/baVQk81aSAncAJfzRS0SzRypSTBLtPqyLNNDpqaXl5PP6n975lERGg83NGdjGGWZtbvfLahIrDjXaZIcvXor5BBF9MNjRUbn9KMIVKDbSsettZZH5pzCA8uj8ES4//QDf+Nlfwu2HH+PM+bcYguLSgJlJUzS4/MXnCPDf40kUIHvjR5GezPD49/whfFwVuP7lfyqFzqN3v4Tn3/xlYLVEE41VeCjlmocWCcyU6tY9aiFvlXJ4iNjQHYOeP+bxI6ceFeO6fPLU4WNk90IoQ0IlSKjiQu6wLHq16Fz4JAsPOQ/TnC9C0dRad4PRAJPpSOtzV5QqMoSMJUNxqSynRrnahnKoSCKSa4qVfcwBRxkckclcKDTun0L9uC+7Gtd5Knn/IjYMWnHOFM5IwNyrKNc3EzdFTHDc1DXm2+Lcm3dEHXR20LxQgQUiqspHhdN9Enm193pE2PhGytgRqMh11oIz7jgeIUjJCzP1o026iWI5U0GO96i6oqkhzTdXdwijrUC6JB3q0YiZA5eO0IeP5RMTy8agQtizq6a9AblQjLLgZbmVikrgJnltv5EjHv8af33xex9i1vd48f4lqjjEG196jAxbbBchVjcr1LsGF2dnePXiCtumUPXcdFs8eHaC1x8fY/7Bp7i5qzC/26qbnWUDvPzgCrfLCl0S4K23HyKoKjy/DRU5nk6niHe1TN26dYfrRSVx/eksxcPHRzia5ZgeRUiToZwCr+4qLJsA9XYjoiCLjrKxjW6cpljdLNBsCgxor5y2mJ49RDjKcHX9Svk/9bJEWbUIM0qZa7oe4QFn74T/uNcqPyxAmIcYxENsNxXq2hjcdIF9+OyhHDdvry+RdR0uZmMEeYxkOsFoMsacHJy2R5wnGI+G6n5JcuSoaJSkmH/ru0iW7EIiFDvaExHyizGa5eiKtZAOLjjzrzDvCfldyCfEDMRMYsi/cyZTkgM7gw1xRaRJtf3VK3GcPbt3X5VbI/9uW6ADgwq5UUVIkFm4nQumsxEGHXpNeuk5Lt51ll0GH656scDq+gbHb9bO55pvwqsArCORVwHHPHzCWBzEA5JfrEAhHE8iGbsrWc77WcyBc6J/y13RJbCys2SBow0E6IoNasZaE42ixC8IFQIpRFgHA8dMjgCcpM6y3goBwsdlV+yddfnWy6rcqzo0aiE5Woad3MCIAHHMY/ePpmfHr72JeEQSNXD9q78q0l9bNoi4wScdEtpe6xC3go8bvTwXfIQAiXaUK9rpbxbsGk24DbUnlyUXR0R8IG1avJSJYiH8gUk1E91CVfwIKqarJf/hwZqgvV3iu//t/0Hk3cnxMeIv/DCqo0fotq/Q9TVOH72F0ekM12++juv3vovb736AYMkOnWZgsoYyQyyGwDGLxbkLG8+D4zKinpbyaqZ/TmniEmPFa3Aupt5enre7CznmMVlwsCiA8BLR5CEji62OceGLdn+sWDdeiIP9JYVgOWRKIY06adDHwlejAxduKfK1KcJ8/azJovsfPnrAP3f+d7hFbV/OnE94jArqAOlgpAJ7efsC290I3/oX38RuvcbobKCi32IlnAUy0Yduh2LZ4PnPfoS2+r/g9Z9cIfvy70D64BhPf/qP4IPlHHff/qZI1Bdf+ipe/eqvoF+tUAQ89A3V4L1XQdgWIotz7JgzF0gdvjUECoykQkaKKPKWzCOnacivMldZRgTEOYtBQ0zJezAKUmZjC65/FptJjCDJFSjJa5QNegyYr9WwMCklIbaakwiOJXAbZ40HKfeA1IoMneDGofLNh/di4UNB1IjPA3lfLLS0w8W50H0+b7IMpLOz6j3uzcbFE7G1ZOPGMTebHUre6cVtRWeapFa80bGaXlMdBZqlHHDlcaK9jUGI9EQyIzhTMNKVlkGgLnpB16dT/lKa5zpPRGtlZlI2EuoUUK4sArjZKhgZ1kbJctSnC3sPVGuiH7xODaKsUGAhn7M+rGVLwWarbwqR4qOUqCJVexWdQUXurasG9Wr5+ShQdusKL5a0q8/x6NkpGqIe60ZLZDaJcR5P8OLFClU/kG/J+CjBWw8fYhQ2+Oibn+LVwuafA3kypJjfFNoI01GIhxcTLK/uULQxuuEI4+kQu+VcxACaH7+sKkRZhPEwxqOnE5Fnx5Lj5qqqr+cV1l2EijP8go6uPYq6w+DoBOHyDourW5myxUmKTQBk+TFuqwbdegF0Je6u1jLjEXGpLTgU0vyREGE2yuTtsOlj5OK3QMTbqmSnQmJShIvXnkjLXt0WGBPdaEK0eYTJ0bEexlc3S1XB9IshQ7veEGK2kCp23usXV8BdKalvUXSoOCPlyOd4gOOzI8w/XNsMVigHq37zGeDDIlksyXwinNrYw+SPXobrMnE0r/fuqrbBGo+Q1b6TfKpDcH4S3KhKxhiYrJVIhqS8fEBEB/H29d4/wg5XHkrqkIVyhHIAvvnkEzz+2leQutA1Ix767tNUNxrLsBNgtxZRQrm23Bx2lYxY4NzZFVve48U+i5+FGwnXG2n5JFyqbYoX18jGjLkfoGxZPLMDOYyiKCXml6znvRGduBxmjJRyQyMU3TLhmCoDz6MwtYPm1IqRd26mDHkcJhgcjzGc5qgW19heN1hSgsmuxskVbbRuqJCKG6FDlhnFHcpn7CR5alwTclmcAZgOCyfNlDqBm3FOzwaDorkJS44rZMfltMgcgK9l90GKG6JVxly1YMkdMKEQplph9Y1/hPLFexifnKMOagziAZLZDI/e+QLOnz3D6is3ePXtb+Hmgw+xvrrGkJLRkt208Uo44vPE6X2mEwsifS7jcEkdIdLwDuGOZnitZJYkIXr1ug5USmmJR/B1VluE0QLhmNk2+WfI0rbsvXTYcy0dF0R/wHvfSBkRsEgh50FEaYei+KJqb6TiqSx2v03qeRj13E9WlgLf8EUdwKqHuh6r2yvUxVwKsO0WmL+4xpjXgGuKxwK5cUK4XMifXExb8Kx5/oufoi/+Dp51HfJ3fxvyiwd48JP/Szz/v1e4/dZ38GAwxvkXvgj86jfl47SJme/iUEY2Cc4Lh6gk0TyxldikOCmsOBykDAsR5iPYWW6NiuIYCe8PUZkkIeXb2c2bCiXkveLYTcF51skTccxz2tDvEO0adNsWjfNDskBLKmmM0G9zxd4Vs5bYrNdXKCAJSmaKyIah68xxnCNijkyFcmoMQ6SRlgtU4hAt5DPsEW5yr3yOFAthG3+wbyUxRtdGtSsRB0PJTFVoLthSNLGr4OetK3NaFlffmdXp53ltXUYTF0C0QyL0mdLiEXqO2Vickf+SZsjigTNvMGUU0S6GSNo9IrrNZyeSYIOmn5TaS6EzLjQuk8UCx2H8XAldZjmi5HjIbB/sM6fK+Sm3C9xdPv98FCiXN8zMOcbRyUTEtZtbHuoxHp5l6DcNnt+uZM++62u8/uYZTk9S9KsSr16scLtslRkxyhIsLlfY1p2cXx+OE0yyBC+vNrgpgGxMyRVHOmvEZYVtUWPbdJZWPIrx8NEEs1mqkQ5HAfN1h0XRMB8PdVVJCbRpGqSjMY6IwvQ1bhcbXN+ukGRjybKYY1MtFphEQyQco9Bnh3BdTRkZ/34neJSdL6FAFlEtFUR86IIGa6YsF62Y3vxMZRfg5vIKQ8rSZF61w2A2xMWjI52Zm6pS2iiVTYQxibpwEdFDgjBzcbtB8+kVcnqd1NywQslMxxczjI5z7Ort3slV6hvPJ9FcnCoSR1wjqrGPTD8QUe0AI+PbdSrO30E8D/f39w8RHhp7K3VuXgquM38P+hfwiW6LSiMfI9C6QkHNq3WMnsWvh27Xi7tA9Go3ZdS8t8h2Tp6C5j3Bh1DlUNW/GPoiybKDyU2O5z0rnLLiYNzp9RKOQKxfb3kkdOxcXM4xqwNUq41UItxkRDb11m8sVLylNZU7JGyqCKE6wjYjckLkxSBTNW6I3IgsjyYm+c9lf6QsEtIdxsORurFmsUDQMseGXEbmb5jiwQzwnDGbrK6tyGFxIbK0Dfr3iIw5fniHU3KFzJbf+ANGGNbP072VxZ66YdlJ2bXlNMipCow242zuaYTlJbQsmrVO+BybtBPL5yiLa7TDGZ4v55g+fYaLt76EcDjC6RtjjM7P8eALX8KLb30Ldx+8h831K3HGJMFWOpvPG7L1tacsqCCw4lSJz45JI6WPU9HwQCLaZYaClG4Swqa0ssdus5BqDjkLBjfjd4oZL/3Voa9XduvLRToYsbJyozweeEbAlDLfoR++7NB4x6Mybm3vnZf3n8Z4XQcfFOM3eIfadrtFQA7cYIzF5RLXH32C12maTJ4NORAygAtIGdDIQs+pKBa0741w+a079PE/wLMkweArP4GTH/yfIUpH+OC//T/i6hv/Ao9+6Edx9Nb3oPrn/wRZW8iSgGNwHmLetVeEUdFKSLZkrhXRU/t7UWt5rZgvxQORfCr+EIm4VMhERB956FkOlGTydC3ls8CxDlHFTYGO3Ik8QUIXY34uWvHLd8SumbkK82aS72EEVYEO8jfyBP7UrO2layeHieuDBaTTSMkqnyGBqY1+GR8hvzQ2DrU8o4wyY6oYX+UK6XLJzmrqhOi04nKZuV7olE47VCyyWdtnHFkG+l6uA7q+2DjbeePs1YLmV8IGM8tzJIMcAUnYevaM32T7gxMU6pk3V13LA6LbbGXjdyHdqaU3s2F3DsHK+FLzba63HF0RDe6jkY2oSdKvS/metF0pi49ivURdfE44KJPzqcLyilWB+WaNs4cznM9ybBc1blYtYzWQpMAbT04xTkMU1wss5xUWmxLT2RDhLsL1yyvwep09O5NKp5ivcD2vsdplaprL5VqW3k3Ua8zSBUQhBjie5sjyAJNxLIfVbQnM1xUWlRG6mGlwd7NCFQQYnE0xylP0izkWl2ts5hWybKSqmdU2E2qPp1O0zVYTB4Zw0SGRKZM8xGkVr3WdxCiqBvHkSPPOtigUsFdv+YAECv4rtyWWqyVmVBn1lATXOH12hgfnEyyXJV8SY3Jy8liICw+5NM3FHaCpEEMLi49eIVtbUFtF2Z08BgLk5NVstihul8rHaVW1O36BznKLEFezr8mNIQZ6FJWT4cheHq0QP+VQiHCjkjOo3GINCSDkLyjUyzv1EJqc2btOsrjhgRpHQ10PbiKWP+cTeE3RQfSBShJuPLcfPUc5n2N8Tpuiwd6l9iDP5Bc7Ph6KuvjO0pkdMknOORKSvoT48HOak6eXO1vasUuQ9SEr7HjbBvOPX2JX9Cj7rb6PuVGNTwn1H0uHOREi70BraAILEP6OYkvnRpfcq8Pb4uJZEPB7QpqqiYVv5NsBQ5qqxkYuNFLL2Bk5R1jxZV2Qmc5Rx+CX7NMO6IgyOZfHYTwJciIcJ4MbGBETkvmcZ8VeuaIDw7ggpj8x909D2hy6owXjjPOcOkvdoEtUtmLL2VAIfavQV/TwWat4vrz+GHe/8gsYPXqCJ7/9JzE8OUY+nWLy8AHmX3gTn/yzn8fte+8jqOmPYkgAC0J5Pyhzx1np6xpwZMdu3K03IVY28/eIi88kYoim8WjY4QbYlTWwvnMKKZOEehdhmzj6a2KoiMzU3Hq2eX2LLq4RNDTiUvVmIwizRXYWcvY88UuETW/+5q+d51Dpmvqi+0CyVeHfNSLHiqTc7fDBt34V1c0Ko5lFIWi66RYiCzUaOcqzx3sASY0X4Pb9G4y//nM4G06Qv/s7Mfvq9+Pp/I/ik7/113D5C1/H4x//n6P98g/g5hu/gLYpUbsEYznA8jAkSsWinARsjkBIYuf4hooRFiUcnXRcthy12vLjwIujUjogc0zDwoDDXgWEMsZBjs9AVRs/hOKdTHuFiQU4HlXDI1fbSHsHlYd8H0jM40mWBvxiweMQVsUncNGwQQhpOmbEeBVckuaSJ8afNX4R9xqGaQbufcVsIJx9wL5hk3rJlZD6T6KyvfyLAqbdg81lK24Zb0ccZc5Nmft2bWaPvI4k+fI9CMF16eIcEQ1y5PlAo1YhyPwcHK8puNM4b9YZ2B4sjhDFeCwOlcycmj+t4i+44Fi8WMHiJe8KYCbS1NTIkSIgeZ9p0WkutG1bXqIslgibCpwiVYs7JZp/LgqUsGlxc91i2VT4/h96E0dBgOefzjFf8cGrMRiHeHw+UmbETRNgVTbYtC3OT8ZYX24wX5bYVCW+9Nu+jHC7xs3LO9oAYBtyLt6iXRVqhnLa4Nc1BqOR5m8XF0McHQ9kKER48PauwWLboOgiszout5gvC/SDAV578zV0y1dory9x92qDYssZai4zNO7bp0dDHE1z3My3mBeVoEXtJ7KQbzEamNtfF0fY5AMcnRzh5uUlVssNVkWFSRLi0aMLtHGAu+ulZtM/8OYTlNsCuzTCm19+E7NpiptrcnJYnAyQD0IR1dg4DCZTJZrKKRE96he3yNY75OkAW3Yqrhtn5lF3O9dDp03d2XuroyKnwMmAtZg9yc7xQKwbZvtJ6M9V/CS2kctAHcTeidP5kKh79bbmNk9nIaMcFXmksOMy6FkHNIsO2U+bTTuLJ1mhs2CSasGRaIkEIEEYl9jc3OH2+QucvPEFg9BpkLTfzA/eExaqYeRY0FFRMDBj2emBMzDfjD0RUSknZkkv+3FLAvbSUxITq+sbVJStE9XQSMoQCn/9OAo0DwnGsnMmzcOS142hjYl1tzRM0p5iyghj3JPtTxTMTJ+yhLwRUiK4UZToS0ZBsGBnG8Y9iePFTAWNNlUlDxMZwb1gNlMveedSs6i3jtXva1wbpphyaAlHCS6kTgRDkeN4AHBMYvJIjkZEOpQiwg4Jku8US++Sj1ks2GZu6JldT4sxMJEQfRvISUjM76XZovzku/ju313gzZ/4txBNz5FNQ8yCJ5ieHuG9o5/B+uOPUd1eY1dThUUel7Smjp9i5oC8jzL8csGTfH8icjvHY355h2beWP6YUJmaqyAw2X2+kSwzCMmTEEXZ8UfslLXCzlQmZuLmilDxLxoVJ31HJQTvt8tAcSM0+x1EHuz9CkqX74kMepyK7V5x4opjP2AVkhKGKJlo3pLKnuM7//xbGLD4lYzVFWnuXnjbftLxaVsgm3fnUrsrgRc//77sC56xYH/7x3H8I78D27sbvPz7/2cEP/P/xWs/8dPYld+D4MNvoAh3atjkIaSPZMGYUiGK+2NcH3IW+Gcd/W2E6pmyZZCYAypHuVRAhiwskk6GaiaLZfEZoOaYKMm1d6aMYFChyfVkI30WArIJEIGX14PFqHOqdcGTXPcygaOJoSPtc0xB1IAEcjkPJ7F4NDSS4nXJhmwya2xXVwh2MQKOgWXcaNYJQo7V5DhyLA3g/GtzHdAMka8zGqPrOVovVIiJrM7RO/1IWLA0lRRJREzDvraxltsrWSQRgclGAyTDoeIUEGcibre7UjJfEXJpmsehFXknJO5LkRgoB4zPv0bEGV1uOWlVXoR+H1RcJIo3CcoNur40npwGYMYZEoqbTzQ+KtcrFK8+Me5zECMJO+TD/PNRoKwrenYk+NG330C7XOCD6xIfXq5UhLz79gkeHWVCLMpyh+Vmi9HZBE9OT/Hpd17g8q5EOs3wtR/7Hh0a3/3wDiUPL5JXixp1scGDSa546OvlQlwBMstPzid4+NqpDvVdG+Pj53dYk9+xSxBLNrrAikXI9AgnZ2NsPvk24m0n19ZBPpAhXFG3yCOOlyIM8xDbktbftDfqkfSUErPzZ1w2D4gA6Wyog2ZTbPHet7+L1qE0Z9MhHrz5GIMsw6effIJR1uN8xOKnRHY2wuNnDxSSdX01F9l2dHSkjYq2/pwnjo6m5mWhhN8K0XyO7nqFLByoA9ly9ionWm58NFczWZ0kduKI8MtIeooFV5dvnhNyoFcHaBuyETqdLbhj6lOiaZ4lNn+WYZqD+c0cySdouvGJlDYGt1N5kRLBcA61+elMRdlkeILtYqliqCvsNWS+5OSxVA4QQC5WC1x9+Cne+IEt4gkPT1dIeFTHdaRk9bPjVEcTZQhadhY7mfTFg5G6k3q1sCvhuksJDjy/wKlF1ZVuiv8feX8aM2uangWCV0S8S+zx7dvZl1wrM2tLu7y77DLYlKHBoG7RzYzYGn6h1ogfaODPCIGERkKtGVCL7hmpEZqBnja0BhsMNna79sqqyszKqqxcT+bJs377Fnu8S7wRo+u6nye+U25mBo/koeX8IF2Z53xffBHv+7zPc9/XfS0YHJxbsVLxXYhtKuKeOHIr58acndPwj9eD14uumNyEpgkhahYTLheIa4Z7kE8QDuegWplEOLq8EnCpKvvCDld9H7N4eKgpddeIvioQ1enzNWxcwPfGInLGHJsZURkvWzXjPG50hhgZF4NEPPFOnEJG6gSdu2b8pAOWayRgWWHokCHZhjJw7u6WgzpTQy94WHO52MHKURaLFFmZC5Fjd5fL7ULncfcQ7/1P/xc0N3aw/syn0bj+PPK4hed/5hdw+P77ePiDbyPbPZb1+oyNAvkNUoDb/TaSskH7LOAok7RxlS1F8plCxzPgQSvxpxzuHXSecdQzNDSJXIGy5Y5YjeyeGKEeMve5QN2c2op5LrM5ieemTrH7ZlJ5D8t75MkTYy1V2ZRDNiZzYx4/StW4xk8iLbdrcHIMBAX6vSHuv/UeLkcVNDRiNWM7/86s+KR7Kv1m7N6LAjYjUbrA+DRF/sYjxLV/je1qE5VLn8HGT30Bo+M9DN/4Mg6+/RVsfOqnkE+GmB890iGljpsFEHO4iAIKWbK8HO0LGWW2uRHDVU2bgqxUcXwOXn8V5m5cpMKM+84UKRU35TIaVYoVYrmrqqmSKyv3EitMTA3FdSxMzzycZNAXmU0997dyLMRF/BIZx5EbZ8ibUC2uQ5ZrrPkDFgMsyC1/rFSeIAhaGpdo9CSre1dE0sPEFWZaM2xI6Gmk8azdWzY5hdjYjAvgnxVCh8VJ1PSad4gjbYc8s6EI+cyHUpuyyKHaiUUb0V/txzMWIbzmRLoTPa9+b1Kh69DtStllV4WxoeTMoQq4RmPxV8jp4XhcRqbZQEiYxlewZnpekKxMHxmeGSWMRom8T+J6A0G1qnX0sShQaB9/dbuN0WkfwzzG7nCIeTXCc6vLaM5yHN07Q1oESmGlFXs4K+PR+w8xnlewc3MNy40qzu/v4+A0QVZp69DoT4YycWswP2RARQy5KmXUImCTfitX18QF6dPYqMuE4bJMpCRBTacYjDLkQYzmLMXoQRez0Qg5Z7mVCNmsgkFG+WYZUTCXgoJ5GEQq2g2OTBi8NMNkOsV4khnbulFHn0jA0Eiw08S6j83NDtZ2NjDIx+genKBRKtBpmIRzeWcH29c2Me73cXh4qo5saW1dfJEkTRFVYyyvbTAmDf2zQz3orUoF+w+P0KhyfjhFyvlYhdr1MqrkvlCWmJgaRoeM53k4EzKtbWbTuJA0C/Azea35kPCO+Xwbr3Yxs2tTebhDwGWPyNfE2+G7sYmPmfcqCM6mRVhjB1sPETabig2gqV123kWRDVCiGywfShfOx+vN3zVN6Xp6qNj4arFitvbeWUsjCqeG4fuhJTVJd+y8eCiyxGHHWGtJTWAW6+aIaTlBniTrDiN24NMUo6NTTEcsrCKbZ0uAVFKkAbseg1kNDSH87r1TdGjnJMOZQoEdJL0RtDESWYlKcshU58L/5fiG/ByHCIjZowBAjsZcNL3XSDnTKxVWTrLoCZ4qZtjVLhzHbI5umTiOTOw5Owo/I4rlDzXSMUgiNKm4FbLmX2M8Ft5PGbSIZ+Al4j61WliMfEfcCJEKSUHkRGHoOWHkU3XZ4naYtJ2FZj2uohh0cfLOq8iLMRo7TyNqrWD9mWdRXWri9N23Mdh9gLQ/0NrgSEYJtLJMd8ocXQKzjffcAape2X1bAWndooEq7IbJvSK/poRSkqE07OuA08Zvdigee/khPxTPW9KX5BCE4RlQF+nQtOfCy5TtujL0kCRIEZR1ALnMlotEHveCnlrr/9Ys3/MiwejsRIX20eGpRuSNduR8SFwWkRu5+UXMZ95GPT7E0zKhlBycFNh99UMg/BfY/qUZ4u3P4PIX/hM8oLLn7uuoLb+F9adfMKfWwRnG5NkRGVSmp41QlKcjnpkRPVkIsvHQXuNyhyhJdv7QVlRrpGIHJr/oG8Q7EJdDskaUFM7DmyNURRio+Dd5+LyUosQDPY5QVuo3fyfnGyzGLXZApHtv1Od9drhO2TgQsaAdACMluGamOaaM0OBez4aAFvThXHvtnFbv+RgywdK9svGOigdXJBHB09iahz9HURQdlDlONqKwogDYANMbicglqwo9H7JxVGMQ16qGnMgjieeeNTUsZAzdtVgM+VXRct6NTEW9cRNcOf/ys7KgK2U2Ei64zxq3pywvE3p1tXD68EMRbOU7NB+i0qgirNbFqcuTE6R5odwvjYvmJJGzybGm62NRoJTzHGdHQwwRYd6porUUo1FkKPWHOB5OcT7K0FqqohaXMDgeoZ/kcm/d3G6hkk7w4M4+8koNs7Aqwhs7cJJrg6RAwRFyuayqdmOlivW1phJ+i7TA3mmKs2GOCSPvFRqVYTzOkdMCPiuwUi2hODuVLIvjoe4wZ8wYsmmuCHnyOmu0oJdMjGx1EpACTGiQluYy98m0UYZAkiHmoZznYKYYpVzLG8soxQGOT08xm6dYZxpzYa6xa5c2lMZ5dnSEfn8shISwepZMkOQ5lja2sNTuIBmcY9A7Qq3R1nvpvnkHQcbZp1wE5CHADjmu8RpUlMrsg0YVROVydxYRFeourSBZqGEWRcVFgcEvIwq6DVCjIIIkbk7vwtc8YmDpnxf8ED5vJknkJmO/g0gMp05b128i4YOXk0BHL5wck9P+4j3I64O5Lgy5m6Q4e3yE0dk5WttTgy/1HhyR7YnuVnkHs5p1vSxSNBBmbEEb1cYyJsERipSpor5JvuDe2P/PkZ+dYLx/vlAtlLgJMjGVUCk7OnVdhjrJhZWMRKkRArlc8mgjpKwgPfooxLSzN+kwixV2bzFHjkS7dO+sG7MD0bgm3mRKoyHHEZISyeW4CN7XCMvfKwtn88WaPMhcorBQFl9Lluy9iLeiQ86QM0H5rnjQhkxYXWtePvv2HsgjYEHlOkG9aXKIqDRwNt08mPmMSPfAa+ODI9lFh6b4odrGHDttRs9OeTYe4OSNV5AePcbSzRcRLm9g6dIlNFdWcfTuD9D94H1Uzo6cRwXdpe2WEb3RbedVV3FtxoGU3zsn9kWxoGXCa8ZxlPDwQP5Is3KKUjREid4oXK/OYv/iufFGXeb7o3WvP2fHOpMdONVMup6qSmw90H/FpjmVBaFWajqvdluUKRfkbfvyVvjm+kv/mHIc4N0fvIf6vIQ6Q/10PvJ+MaPFOAbqvLWkyUmz5HIS7y3CYhGfiaQPPPr6O6jEAbb+SA2Na5/A9f/0r+KD/9v/Gcc/eBc7rRbWP/FJFG++JoPLfsoRs/mC8EvcMl4+BeKFIrLbWJbvicW2RWCoGHXkYL5XinenBdetOcbWmC8jzxDyNFhU0WjMim4Wn2aAZ2vEEMfggu8kZIf3wDWcrjHyhnWS37qxJJUsikrggUs7ARJHk5GF5bFwD0OElRDVaohytY3plEn0J5inQ2ea5kdyZh9AXhwLh6lXHRo9GyxQLH/JmbLJZJH7pUtB53hpxj0gkBCjVI10TcosmANmTLE+yS74T3OfE+TXXwlFSg6LjZZlqFgwPT6RjYQaL19Ea70xLoCZXA2Ua4dmDxAUmJPTxPcWBBhNaAA4xDSbCEXhNWYeD31aVNgtIiD+kBcoe+cpNm9cQtyOMe/tITnvozuZIyPjuSijVquiGKY47RU4HabYZtZOLUD/6AwnHP3EDdvwWAVTAz8Yycy306ohSSeoxmVsbNawsdUR2Sid5Dg6HmNQVNAfTqSCyccTjJMphuMEwbyMdlhCfn6CtaU2qnEVx70UEyldeGjN0Go2ENMMiF1jGGJYFBiTgFWeS3Zc4oEVRSgF9KgoQAZvpp0jQLMWYuPyFvqTPvq9Y2ytkOy6LsvouE5XWEq8CpyfDTVGanaWxJMhYXcymWDnqac0R04GJxidnaG9cxmbly7h5PuvozgdCOXx5DJmvGw9dxU1DDC639WmxU1WJlaqKC4YG/KJVIchKcRiZq7xhWPseyM1dgB0QvQ9pHPasEPGh/s5rw9LLF5oay4QGzcD59+Rp0Oyar1W11iF0Hhn8wrG5T1UZiVMTnv2vrxLIoufgGSzFL2DQ3T3j7B2O0GlxkPNRiZGnbEDgV9SoBBF0WHgxgrsoqKWeeNUY+QTZ5Ht5c1yILXgOZL6mNrLtSbOCrOE5GPDXApnQ8/NxtBeISteok2JLM8/qZgYbBaZyZOydkSGpXy4qs1B83l2iezlOcZxEQBUFfBn5XiqDDvCuKbEMYTc+lLv4mn+G3ZAeYm3/l7okf29yVhYOFHhw27fjhoT+mjgYxbz7oDznb1lGbnu0KkphOzQLVi/1xw3pRpxTp4MP4yDqjgjdvfd6FDmGhyFUiZMpZuNA3hY8GTjWg3DOrKTE5yMv4XVT3wW9c2bco/dfO4Fdbend9/H5GjXCrRGvFBrcBPnWlUBrC7eSNsqWySh92eIX+/8PqeM5vPA8y2ZAPHIbqoOx8WsZ4EV2gKza8PCVYc2ZebkSzCsUBWlH3E6dKkcOtKlBcdZKrOTYyzQMV88uV+phWnqjnw8xLh7hlYc4f6dfSyFZVSdmTJfR0tNNZEZxckCoGLPs90DoOoO6hkPV/fLpkPg0VffQtBZxcbPtVG7ehu3fuU/xzv/3d/H4fd/gMs/v47lp1/C4OHbmFbmyHvkzBElcaoWL1VyxGsv5yZZnCR9/S6d7rGRVuclTKRim6NWCUjh0Ieg8yxvBg9Hx3AWksU1ys9GReK8VNUV53iPzR+dijVqdQaDfP456Epz8mM4oow1UlZQIJVAzjBPRY9qT3ehORJmwV6mwpIPMAMzp4gbLeRJQz5TGlLxcfckVVd0W2FNdFDaZph0n95AJAnLMtFs6znmdLYOVG6SZ0JiMdGeXFJuc4qWjb7uGzkwxv3jyLJQSCEVN1SamZEe17v1aA4NjSiVt+wg8qJYsAUIROBFvYnJpISg2sI8OdXn4e8l2jI4O1MMioorRg4QveYZRJO9WQVZSsO8j8mIp3r9GdQ6U+DooR60rCDxZ452M8RSJ8SAipTxHOMiw7VbW5iOUjzY6yqJt9LoiOCashCheUxKeJAjDc4DU2w0Y6yvN9HZXEKz1cbhcQ/9SYizfCouyJxFSU6YsozROEeDB7ZIpTPcvrYtIuPx2Ri9Mc2XWE0D1ZhhdZwhVhA2QpyNpxiTYBpXMRgM5TxrfgE5mkEZ9WqMseoBklZDPYwPHu2iWp3hxs4m6s2WLJHDRhVLS20Mu330+iP9vq0rm1qY5GNwzn79mRcxnw5w8tEHGA9HsjYPSgV2v/cqhm/fQ1yt63MkrKaDAKtba2hWCvQfEB3g/sEZpaEMau4Fe7rOh92fl+65gsSnx5o1gye6mU+LzckdLd8FgS18ITxSIn8T67L92MhDgyLZOmWPuip6whyyEy4Qdao4n/QwG4xRDDJTqyh3xCSIJNDyVxB5GJ4d4/zeA2SfehFRs+N8VbgtcZxjHbqcbEVVH6NUbks+qodPc+M64uYSgkYDpf6Z4salVpbVuGPTY4bx8TFq1SbSvI8itc0vJ+zKWTp3TG2GjrND5QK5H5WK/HO0OVPSq1EEN9iZEDL5ljC3Z5YiiA2dUKyOSic+2bSStygB+SGw1ZHNg5np8c5wU1N0gIoMG7FYijIJ0w6JEXnOxor6TlUazuEz4mzbEAYRWeUz46Fq67ItcM9QIlPIKOzGRiecuwck/ll2j1dmcfZty8MM30LOrWe5VAz0fDFPFqIvrkjhySQUztYER7r8DUaOHKOggmiYYXD3XQS1DiKSBkk4v/E0wloDRz/IkJ53EXHtSxJZwjQ1sjHvEWlXpjpyvhLuEDU0xBOXjKDKZ85MAWnpnaEUdTUOLJUZuOaun7Or16Nht8xQIyq3WITYNGbhYaHrLnTPPpdM5ujNo9e194hKzVAWdf7ecNA9f3p+TGnG9TI+7yEhurpSx8neKTao+HK5PRqfisBOZMoKBCJ2XEskJes5l2+ZjTNZXKr5cHksk+4Me199DY32CuqfjdB45lO4+if/HPZ+/b/HEUmzX/zPMJ0/i/nufWSTFGmWmXme84nhmEYBiK4Boru31iudl4nSSlHIsa5l+fByNaUaMV4QGxt5qZDHx/XHjVeFZKwC0BRElqrM7/N5RnxOZUALog00OTN5sx5MjTopFiAHg5teZO6yMoWzEcbCyVfNCQ0XybGhGCFDaTwA806iCrObWkIsApoTyvnVvFqMrAogdiZ+cxJ5qXSyUaipCSnVp/qI8D4VhBnCuCryLFETFQREaEn8ZhGQjzGf0SvGVHHydZGVwQxVva455bLgZXyJNYaOEI8p6p0l5PMAWa+LcjFGVA0QL28iWH4GGAK7772LonuAadJXIaEYmHlPBR0JwyWOzyoxJmmGiuPvsDgS9+bjUKC05n2k9/ZwvDfB45Mc1UYFqzUaj5XQm8yQl0LUtyLs1Fdx+PgY3QEPyAqaqytiQU96A/D2TfIU1ThWERGHMywtN5Ws2uq0VXnvHQ8wzPi/xxrh+ByGZJRKNtrmeTadorPREq+Fvir9HBikOVKKSVhElAo0qy01OdNZBcf9DFO6a3K9D7pAFiCsFvJgoUKgn2To5zTmscPqbDCQzPfyagfXbq6JREUUp9nuoBaVcXp6gnw6R2tlFe1GE+lkojj3uFHHcr2Owf59dE+PdeDWGh2kowlGR3uYfHSCeBYhaNeAbiLVjljygzMMJuzgbbOTkZYj2YmsGIbIqCPT4vfiFydl481RQ0HuDTskIzUu5KcOMhVp1h1qi0A2N37wkMeiOPEzHkfetMRfR1wkIXZUYH5wBuTLKEdzTJME+SAVqVRJqm5ers+WjlANQ4zTBHvv3MetnzhEbXUdpYgbPjsarg7OSi1Iz+TGLDRdR8Yxj4a3MYLGCqrNDsaVfckYRf3lhusnWJMJhntHaLWWNJvVZuP4HbRilxeEiL6GEEn+SC5ClmvTZb3H0Q3PdENPmIPEAyEQebkStmQAFyuIz7p7U5vYCEwTGyEZvK+i7zoJsW1QKlqEDBlpkF9R3LCoeDcvlyGW2VS6UZFzSXUeIXwRdZxk//OluEnq++kMalEMkt46GN539UYmDGQQJaTJUuIW4xUWSAIoVDyZAZQhcpZKzHGpwild+KSIu5pEmUkUOTsswuhAyns2PnqM0Vd/DZ1LT6HziZcR1euYbW6jkzyPyYN7GBw9thEam26Zp7H7ZEB6WZJ70cJdAWryaxZElKIal8SIxiq9LNiOaBb9B+KBDfqFt/tAQfeQLFjURpi28RHXG9U8zldIXAWTCJNPxs9JHx6LiCDsxianac9p0Xeol+OReCRPBQvvQayx5nTQw1l5rLlWPWah6OIp3NhUV9QjMD6A05HYLfRzhkiBhvaRJKnlqIWu03sDPP7a13F1dQ3VZ5ew9iM/jfHDexh+97dx9oPvYP1zv4zHvQHawzHOshwZrx9RIk33CkSB8UK88RgxB47TZ7yXBYs4Hr4ZIjpyVxn4x/GNjUF4Lhu3xczudF8qoRBFrVmhEUZ8NqSGzQZ5P7ae+SJpniDlWFXkUK5ns+hXlIWKJSq6uEj45DbMFI6FkyIk6Pbas2KCqAYPfxZdBTkYlBGTYk2w1eT44q6kM30ucri0S+p55fWwMRq5QUJW6EuhZ4xjlkgNNUecRI41+i7TzdY8mvJSLnIrVYFTFWO2l0r5Y8Y2Rszn9SiFMopUDIYmOWYSSFIulWiq45IRsmoFNTZKcQ2lrILd3Y8QTR5rX63xGnW7iKe0u2hZpEcQIqjV0GquIMtmSEd9cYXJp/tYFCjD+w8wnUxVjBDqbnOTnpdxMp6htVQWAlKaFjg67GGQlFHrLGlG2huPUKFOnQmWATfPSDr8pU4Ny50qVtbbGpdM0hlOR0Oc9iYYj6jjZv4CK/SZrMWDfI5qnqAWxdjYWREB82j3DJOshEFWME9Ss75GPUazVkGjGWAyynDQTzHhIV8kUvNUwwD9fCY1Dg+aYcZgvJnCyEQWC4HttSaWl9rKR+j3J3KQXdtoaJ5/dHSKLJ+i01lS2GA66GM0GmJ5dUuW94P+Oc7Oz9DRwpkpByMdjhAMh8jTGNd+5vPI9t9F9uhY6ZPVIKC3J/KRhW2ZEsdgX1PNlJDThMihHoIknbW7Jfna4SNnTucjYGQ9m60upuJ6Qa86cIRNwYMmw/T+AH7MY53qBZ/FOlYnZ+WBlKQKPOMDbe6wfDBNVUMZYaaTb44kSdHo1BCHGR69/x7OH+1j+fpNVGosIMmH4Ns0WHTR6XJTKyZ20Aia5QkVoVztoLq0irDeNEdX1jdWKsgnMumeS6aXMRGaHiqOKsluU3bTbqZu3AkG11nXxRl8xCwOFiUkv9LPpBaY0iUwqFdwNXkogREcWYQJkXGHpyc3cmNVHIw8O6wQ4PPCUZXG+QKzuQnbgcjrrELABY3JiIpSIcefsFXgnDAdQVNdt+/gtZ9GIimqG3OIidWwbjznqhT+PDd4dsim+rI1wsJEpFmhWu49ayRmhakLGhFKwq7Q0AJvY2+jLXJbWJAHNMNQrL3xG+b9Lnp3X0Pn0rMaAS1fvYV6raXrlZzuC9KmEygha41tKM0UomEok7gZjvTNglJ1laa4FlZoUxwm+M4wqxQoTQZaW3NasbvPZwW7U6/pp2wrtjEm5/68PuzUjYyre+Xk1USuFLUgkzIetPSvmLgRJflM9trm6uvMAlnczOgDMkafye5Jjm4y1nWu0iG49HtcmxdeK24g5dxsHZQmKTmR2cqcSGL5h57ZPCuj+9EJql/5XVxqdxBc/jFsff6P4+HxAY6+/30lzW9+4kfwuH+C2riHVOM4HvpEQkLZsc8qgZ7TMdPTKe2VYd/UzMqmBZaCHEuNWCaLwj94CE+nEgmwULJYCJezw7WpMYNPFTfFlfEyTMo89z8vA0Q30qDaLK4jCOu6bfSM0oiF41PuEyyWnF8ND32lEvMZJF9tzoR6eo34/DGnuuO1qlTNVZpoAstCNoUk7Mrsk0vE9l0oVDRzBNUacinaMnECo1YN5TLfF/1dEj0jXN82ZjIX2AnHXPw85MfM2eBYPIfWHRtJCQicoaZDtXVpZmw4Qkmc87yPcfcYpeRc3L6gHqEUdhQvU4tSxPUNnRM8DyI+L8kY82pNTYF8X4iusiGjN42t8EWG1x/6AuW8n6NeC9BqBbKdr9ViDLIEa5tNNEpTHcJHZxMtmqgRYx5V0B/1MZtQalpCVZ7E3GTK6LSr2Nxso9Opiyh5OpzJWOi4O8ZgmCIbTwR3jSfU5xcIUwaTzbG9uYxSibO3AZLJDL3RDONiTqDQmNUVYLlZQS2uYJzMMMjZ8TNRhguK3VlJpml84FPaTjOAUA6wM1SrZaysNHD16or06d3TIQalANFSGXElwOC8J0ISH9FGo6GF2j3oYjorY+vGbUyHPfROTpDlOdY2t+RsODg91YHfbtXRvbOL2rVPorIS4vRrHyApR1iKHVyaGbLBAolHvDXQRmS1DAgzuLoYzbgYdO8t4GSUGgG5TdhUC85n1Ss2JCf233PB6fOKEtmf+ZgcNzoytMFv5uYNIXshl3o6XRxoTgnkjb9cAKGmUexMSiV0R33svXsHO596AWFrSaoAIwAyZMvJOTxEXrCjICmOHQ7liAVmYQNRZx21zrKCHO1CyQ2EVsIYn5+JxGboifP01OZj78+zBNlxMcad8C9VGixMKPerVh3nhEUKUV3yTjRCMZ4KszroQCACKnchyTGd95k8LQwFMpdYYvaO5MvrT18JogNMK+XGxcPe3QSTbzoOjjpNs9incZ4R+5ysVzJF5xfD4ojjABcnT0je1BbcWC37xpp7U2B4dEyyzR86HF0xsxhH2ToTgdOhDXYgsr1lEROqqyaSJohbfiK2ViUUImrlCrRZOkaScVyUoZtMUdu5jnBpC+HmloqKs/cKTM52Nb6gAymfVREw1YHakSdvNx5wbt2qO2eBqHAsvi/3uQRrzxiUhFI2QSWOFwXDRQACreb83McV5x5ikmsy3aQdl0muGjxsayiHHOmECyRAr8r16ZQuC7L6wuWYG0+K8ckBjj/8UJ/lvJfIhqDGsYfej49tME8grg2tWKfqUlClCMWWf7UY4jrCpalwzJE3H5dw8PpHCGq/ge1f7qB+6TlsfeFP4cH/uIuzb34TtS9uYeX5lzH99peRFX1MZHpGk7KKlCLjaRn9aYKRQCDHwWHezXSGdlzCShygyhgDH4foSPNUP5XIA1GWDwv7yFni26HMMYf2Fl1jxzsTx5mco6n2Sj7v1VpDHCVFHsxMwmz9EdVEfF373TJlK+Y2riHfQsgmx3n8/mJBZmZxuFjHek5i3VuCIkU5Esm1EtetYEk5mqHXEVGpRINiNkPaA+jt0qgjbrdRrrSM05JHqDDLiWMcmn1miRzUU+bAKbeNxbnlAgWVKoppIr8W5/yiSAEWhyY4pImhqeEqs7Gp27JETu1FMpHR5XweIkwyPPfpl1GJN3Bw7y6GBx+hjJGpkbgX54kz4mOxN1wotrjPaEv6OBQozU5dCpe80kCAHMN8hBvX1jCfjJDkJewejXSR6vUaBt0Rhoc9rLYj1Gq0jTclAV36Ll9exupSpHCmwSDF+XSOIQ+7bIJeb4SUVuQzurgWYsBHyVieJbeuriAqB7LcH4xYH0YY5zOMNLcluzpDpx4hnBMuK+M0oZMnMJ3kaC7XUJPvQwV5aYbayiq6/aGkoTzc2BmsLFdx/coG+uc99EcFXdWwtbmEoDJHrz/GJJ0jjAPUOMdnvst4iFqthpX2Kvp7D5FNhoILiZwMBgOMxkNFXteDGP17D1BubWL7pedx/p3fRb9XQmO1Lq8YJjwTkTGOiV1rU3O48D+nk+QDxk1VGRXaKP14xhQOnCWzCFCH43xIPGKyOIy0kTjA222EirBxAX9e6eA9VWQzzkbdG4cRZn+SFe7VQOrOzd1V261PeNXeza6H8twA5UmGO2+8gef+yE+hrhhxusraiECHhVNrLNw855SJG6NQXBjyi5rrqK5sIzw5kimafTdTQHsohpm6fI7f6IhpxY91LUI9nD8YYwZmk6myWDi6IUGbCECDDrBix5thnvgkLtXYDK94DXyODKWujpwsvoqzVRfhUSep8lg06lJ3Y5umZNL+iBTkTZWMFSfmZHvR8ZvdvQU68nuN/G0/zVCECscISmnVQM/Fypu/C4tH6yTtIBdq5DxA/L2RhNiNylh0sZu0J8JdMzdasqgkUxjoPaszvCD6cmdTBNNC+k6OB8mFdl9n4xFbBCAbA5SjR3XU1pfQyZ6RjxDHrqJCc1OXXT+5V65iTs3dmDN/BzDZOEwmi8792A8H2b2SX50MUWIwmytCeH1JJpSdu+PM/BDBVVbr5vFiLrxcxXTrDRDEdZk9Kn7BIY4aQXrfFOc9owPV30PpRmdIz3ro7e1JUTgaZGhUgEjkURtbPRHjI9aKR7rMRM2I1you3diH99R7o9i7tHwmHuT5pIS9V95F2Px1rP9iHZ0Xnkfn3hdw+lu/itNXvoztL/45jG48g/zdV+15ohFaUZLNw2GSIiGnyCjRsgsIsynWwilWqrGS4KkmlMmyIgiMkM9njVYDRLMusqQMOXE0OaMjK5CS3iE2YmUDwVGJRMS0hid/IoitGSOKoZmejYn5NZvSr4WIFD+vKRjnpViEfZnZaabC36E5qBWmfKP0BmGQqvhMZi1gZokBCo6EqCIMmMlDIq45+bK44PsnB4YyYhYpRGP1bLDBbtYRxS2NjLuHu5hSTSS5sMnwWWDTJLY0HWMeMQiSxP1UfDo9kUzOlnkbX9N4YtMhC+dERGRa1uv5pmbjrI8SHqG9fQWdq59AEW0jS6cyYCv6RwhJVuczzJWia0BFKD8/zypm/nCE9jFBUPpnY6TlEOP8BJvLEZ7aauFs/wjDaQWDZIbmypKiMYrxRA/nSjtGh0QThvOFZeXprK6voFG3kKeT7gRnaaB5Z5qRw1FgkrCLKaM/HCKuVLDiUhtpb3/cnUjeOEpYUDxhCyz3zBwr9QCtRohkOkOPbp7surjQasYXKOiNEgdY27mM/skx2hEXCCeuU1zZWpUC5+GDI0yKOdrLHWxuryoZma6z7BTq9YaY5RPmBMVlbF2/oYDAkwf3MBymWGq2ES8vY5QVGKZ83y1JivuPHwPHNI47x/Cbv41ud4So1dK5EjI7ggtfB/2FvFfSV/2nIR6edqIRghu9aCNwTpYeCVl4ODyh6vFW4T5+3ssj1SVpNHSxgO3PPFrC8DnCoAVKmR0SqiGUWcID01w/7LzwUk4buFiAXoBKie6yhTolcnrCUYKj+4+w94MP0Nm5gqDRvAi1Uxyu79id0mDKg4Aoi83fdbjEHdRWNlBbXkY6OLcxSjGVqkxOktzWyCEJK9pwpzm7UW5KRqIhT0IkTPFOyBEizE1OEpOHHXk1oEqF6ESgkZ8QEQfpqx5geijRAxFqjXhr8eosfiJ5PIgn60YlVrRERlo2RqY2KBs72LbgLb+9JNZLoM2jiuMMdoyEvXmBmFXki04rukj80xjCWZorlFCSWOeRQ06JfqelR1sGDmFtC6bUexBBkQnezPXIZfSk0Dk+bXS1lCzJ7ouzFVYHye5fOn8aWBHxciMghc+J+DXFdNTF4MO30L79SVQ3W4gbHZR2WK90MWbPPBkZqaFUkT23QgNnTD82sIOSTG9C6GXsxiGITJFRciZa/PwkRpK0yAAkjdNoM2AHrJAUx9+5SEWQI5j4NF69pkKVio24iZICCXktfVigs8x33C9T/XB9ZeZTJHVGivP9PZztHWCS5/JVWmX+jooL439ZYCP/y9sCWTHslWmL+AJHYnVA0WIUxHsl4b/USIwKKePRV99AvL6O1ud+Bdf/6J9E/86bOHvwHqpvfhlbn/5lpMcPgeMj9OYFzlOgV0wxUQ5VKP5ekCZolwtsNito1atOeWnXjscouSJcB5RNM9qB66JUqqlIULHLA9kpBKU2pGpHieeWKcOlmE9TXb8wqmntmcGjhsLO+4UcEUMCeYAzbC9NxnrWOA6ZlTjS4f7CkYZ59CjtWDLe1PhAKibJSWQon4WdKmCPv5nhgmGEnBEWmRlnzlVM82En8bWGoF5DKahq9EfLCGQTmTFG0bI8s6alGaJOG+V6S59xPhkiZNFFews1iuYTkxeZ7Q1siuYlZcZxzMfRjUgiUyphExXxVG/xrDGn7womI/J3zuV5kk+IGNPxOsfK1iVMGi0k53uGJs6ZBG1FmThpAdcVP0odYfExKVBOszJK1TluXVvGTi3A+ekQwyRALy1kf85utgpyMMYascjoiZt8MEe1EWJlpY5Wq67CojuZoV+qY1Kk6A+GGI8yVY8Zi5VJiiDJ0IhKcn4lB+V4kCCZlhS4FtY4K7ZsjXI5QxNlISdsqM5HVMYUiOqxIOFqPZZD7WSSYVwKBdcNTw5QRQnD2QSXLq1ic6WOSX+EvYO+7ILX1+uoNU3pMxiOZQTUbC9JTpmMuipS2ivLSPvn6J/1kM0CrG4vC01hMGA+n2NldUNV8+D0HNnRCE3uhkUFpwc9TMvM2SEnhmnKFVk58xCVV9jvyagxBMUFwnlZqjvwvPrGCg6/X1+UKGbY5hGTC48U72TllTm+6/Y+BN4Z00fGS+Is/xNrNe3wNETD3L0Xu7xDCgjLG8lQRRYbmbRAsxPIEThL57jzre/i6qdfRNRmUcvu1LJjbIAkWtuFl4R+p3X/4r8EVYTtVTRWtzA83McsG9vmyJk1N/cFGkQCLB9Ye1+ScbKTzlLxoSJyf6qUDVf0v3SFZfejK8QCjAeuTOLM/M1bwIu07KSg3iPDd72WhMzJS7RQURkc78zWBHx52FtA+OI1VGj5AD9+BqWw2kHIztMwEjMKM26SM9tzWTBywnUEIkk4db94sBULnxNKhGV6xu5RjqnckynhDiT/tMLCxlFULDD1l29b146fgbb5zvnVqC5zqQe4eHVoLqTqRgI2ozfn2MviOhsjPbynLjda3mYVqXTeaTrE7HDkYHDzKhGCwKVQJRLjJPJuHZi4h1ULwSPLlOLv1sqlNJWQej5BKWqooPcBmSbZdhb1mkPZ+ESSYiJiJRbkziCtUpE5YCVuGP/JmbTZWMjW6JPjHTM1NOUd720+6uL8wwcycJy6TrrKeASHnKg5UDBcSb5QUupwm2CIopETFqMdj7T4dGvP+DBbfP8cWiGddQscv/pd1K7cRnjjp3HzP/nf4L1/8n/C+Zvvon71NjZ+4o/h/r/+f6A8z5FwdMXxTYXeTYVGEe3KDJfaAVrkaKgnYQFl9vV8byw4aQpoqjNvlsQCgCNJjmYLhPQr4aiaIXYsMJRDRC4RRx1E6yjNZ9gqu3+T5lotzoOVsm5DmVjok8BsKh5ed6Yqc/xaN7t6Evbd864so2nqQs05NmWhFGkkRHKqZMh6RlyIZDJGOWU+F0c8FrrKMWPEPJ0qER0WQvQoGau4EvO1UkeZwYGDrngffG6rbXIN7dlXZloaqnFVfMDEEpDVUzC1mGG18isitylGXG1gVp8h658j6fcQMUSxamRu/hz/jbSC4uAEefEWylFLzRF9oVjgxp0VFUBEpPiM8gyt0Uqh2hRniSMoQYofhwKl2a7gGg/vaYHH97pI5mR7O0iaBNj5DP1BgjpJcrxZMRGNmjb9ldUmOqvLKEUhjk+HOO5lkrwNBxMMehkShfQVCIocrVmG1XYVZV54xq+TVKv0UYuIKzHVUZvODKvNOsIyiV1zGbRx5ENzI9pIt2o0XgImwwmG6RTzoEA4tAdmWgvx3PNX0aoG6J0NsX8yRNRpYHN9TRDcYDjCJJ0q6I/hfoTnx/0uWhsr6LRWkI7OMex2xaHYuX4NYTSX10FA/k2VZlFzDHpj5Md9hCldPisYp8ynZIEVorVSxyzhwTpFNmGF7zpdfzAvRhq2h9px5rgkLqH1wpzMd1rOuvyJmDNuKlZ8WAHiERX9pDa0i2LAFx2+qOFr8J5ozOFcsqxrNAWFJdS6okljJue+quLAOkRT8lDtQpS0QL0VozfMsXv3Qxy89wGaW1sIq23MmBsjhOPCW8KQIufwKs6GG6sIVl5CvLqOxuoasmEXpYSBdiSr2bEhDowbP8kczXmNcONn4cDET6Inca2CsMrxjtlf+16D0L4OVif1FfVXRmVW3NlmaZHv5spqhZWNUOziBvIrscNFIYHe0dI75roDV340OnXMQpuvKRRIKorURir+kPKBjXL9tJA9GYsRWqa9vfgnpgATCkfkReQ/wsZcfByF+oLWxjDeV4I/7yyKTcruRjp+JKTk1TI7z1gFgOffcBO3Q956RiodzPDCWapXaCVvxRD9fYh64WwPIQ+C+gqCZgtLl2/hsHuMcmmsg4BvUWoK3rqCqJcb1Tm/mEVRzOupoDjrOC2Tml5/ubruUi234kJjPkfsXaxjKzD8c0QkkyZ/gftg5DawQGEOlAX3LYxDnpDru2dW985Sj3UNixyjs1M8evddffZpwfSbMlXVC+Wc+RHRZt0pkipPGMn5FF5fBLmxq0ZDbl1rhGeiInsfPEx50E4r6N09xflrX8dacw31W8/g0s//cRz81q/i5OtfwuU/+xTWP/uzmL72O2hGzLaqYJLkyAZjLJcKXGqHaHEWxcZEGTqR5TlpyZN3ZCN1cXYyqkwsEFJxEzxUado3ozkZiwuOHXLFX8iK3cn1w0rDEsFdeCZJuixMBMQJ3SXyys9IFI3rjn9vPCSO3DVC5X5DAzd+eLffWFqHUyRx7+Pri3BOvxZLmCYvRLb/07GRzDnm4e8NuB/YSIdyXReJ7AymHVrGINuUiAh9ozgerlkeugrYMgoiIFFsRUNBx1cqKknRrZgZ3jTVFmfPQ472ygrClUuoJWXs5d8Czu5alCX3ItpqSGE2R0pX8e4AUZyp2ZjORxpHRbW61hY4NnLBkFyqtVYLlWmM7vFjFPnw41GgbNKi+GyAXVrSc/arzWuOyFXuhNkZysYLxBjxuFoRqXa5U0ej00YRxko2PupP0O+P0OslGDMHQhr7FHE2RZvQFBNnKVcNgI3LaypkSsME5WliD0REi3mLuudDPskKjKcz7tHawJZXGgoGzHJazecqGqgWYkXZ7/WxeW0Nzz59E+PeGfYfHckbpbq2jJ31NpJBgh5d+ioVtDsdhAFHOiMdao1mFdVKgNHRAQa9c8TtZbQ3dzCdDDE6PpGFOB+O8YiSuSmiPEHRHYkczA6P3YcSOTXyojLHHSD0QKCsz5H55ESrg97iu7npLAirC56CkYJNYWHSzwvpsD0ACyM21355C3xPkPTW9uqCfi/qohORm4P7eUcMlEW2Tmy/uXvZsvFkJKcl1qgHmpuVvS67R0YWMMX5+GSAZDTCR298D5deelbXkeZHnMfKOVSbjGM46Hfxdxg0YfA6i4kGqks7aG0eYnS8j+HjXVa4No9nYcQZvuM/smtmYcGDWYqRkEVJBY1qCZW65e5wli5lDJUB6rSdjFYfNXdqHcfnETFZOkPrIuVcamZXSm61ikRchjlVJc58jPJ12X/rXjmXTM+ncARXJVmzc5OKg92kvRYPTyEGgnPkby9uaFmDflmCOgK0H/ybv4cKR90T9+fk0ki9zU2eoxHvIGokRx2d+hx8TRunFDTPktyWIx5HGBYvwmTgXrot3xy+uPgpnNtTdeIoqSxS3Brnc5yd7mFQTNG89JRMGUVkby1j1mdBNbFCc24duVyOJa12uT3KHTJFDlGkYsq/o7KE7qC4UEykUwRFgiKsYk4LfF/AyFL/Ii/JOneLSxAVsyDqGyCqM/+pad2q+CeOQOzWJpUsKm90KlrgI8nXvL90Oh7tHmH/o4dSffUmU4qxReLXQeumc7aefZF0gUZ6FZ2XUhtx2q0X/w3i1bjn0o2Z+Fnojjrp5dj/5puora6h+WNtrHzqRzG8/yG63/8q4q/9T9j4+f8Sk+NdDB++j9Mkk2KyM0ux3TaDShuD0PslkveU7hv9W2ijrnEgIxN44BvyQ6TNmiveixLm6djsDsglUuQHu/wCIUdGKoo91d4+EJ8ZFi7GYcltrM1DnKMl+i+RXRyFMufkQcxCjWtDv1cjcBv7l0sc/bvy3+1lFfrwEEkrm4kmCaWVGVGFuRQ9GkcJ0akgiMy23gozHxppMmDFIbAX4CiVikXSlYoU89JQBH4+E/SN0bvR6JxjXIYbRghCBvbx9w/13tT4FTmieojm5k00wi1kvQJHg33LhQoamNermKcjva6uu/iAVDVF9jk4NmXKMs8CV0CzKOOzlE7oR2TFut///9AXKN3zPmISq6TzLtCqVXUQ6DAtl9BuN9EbTmST3O400GpX0d5YRavdxKA3wRHN10YJhr0U56djjWxYnLAAaKNAR6F4HBcxaXKO1a11jJMxjo8HIgOSQHdpfRndbl8bJeedcbOBvMSkzQxLqzGWalWhON3xDANKseIQ6+vLgi77yQg3nrqE6zfW0D86wkF3hEpUx+pGC/Wogl6vLwURF/QSuRHTDN2jIzSWl9FYaiIdDHD64JGWf3NjG/XlVaTjM4xPj1BMCoxT2g7xsANWlhrA6VDELhZUCSt274o5rWB8yHmi9INmaUzoUhwELzd0B5OT7ekhdbb0VDORAc+0WR6cZlbls3r8XN0OK+8s6+3vvcJnYY+/2BSdpbfr2XTgOG6EVzqYwsBxU9y4RJ2o6hlP8HOmWsZVM7KbVB78pgpqjbKKVroNP/rgQxx+eBf19Q3UqyYnVgn2Q92qM8JSZWVSTx2eVPXUNlBfv4bm6j30smTB2/F9rW1kxvVQpo1S8GaotxkGyfC7uTJ17O+9WYb5cijW3Y1r6FugYkAdvcu2UaKqs0XX6EkEDo2FzG/EDJ9M9EG/Ch4u7jATmmNjOn1M93t4LXkYC57mXJ4bodAUc9C0ADX+mTu0FAnP62b5SDNK8WMexu4eCy0wObWKH62rCgzHM2t85wJmhQmD9hRv7zkvVigGzAOR+6jzBvHcD5GA/Zphl8hQRyaoGh+Hc3mZjmkd+WvE5UAJLq9FhrR/jOrKJQS1OjqXbmDAUQ+TtNPMrr+s5wOMx1Q+0WHUxkxeKs93wlylKfN09GfMaTHjMZLuw7QKxB1nksV74IzwXGFo8YNuBKrP67psfg7uAVVmhjHW4gnbd6F8jr7pkqeNV0QEwbgn6fAMj99+G4Ozc7TbDaRJDopdeeuU1EzkTQXvxf7q7dG9tNrc+p9EQJ23hv8Z52Pjo5sW5n1K7gVGByl2v/It3N6+ivjWj2H50z+O8d07OP/eR+g88y2s/NgX0D89wsrwQMqitVZTtvUEZoQYzSqYM1uNSBo9O1jYR017f1OaZBphfjaWs6QcYw1kmaDM/c7Jw+UTrGiG0PxE6GMiN2w6iTmOjZK++XhmKkLJoTL0ktwhDcH0bND524pBfmg665qqR4GDLFzpD+OaL6WSE5llccFCk6M68dpSKz5cHIXckUkdCFl8eQ8ikziz2SG/SkRXmdddFD98XtJ8hNmI5N/c0pfnQJoMUeE0gAU/FUf0M6HZI3N0yIehgWSRi3dC5edsuIdSM7Z09Gob2fAYAc+NsC6PFSPoG/mc65Pjr1wqtjmynPEIZojHM5mE8+k8wqC/B94NM4T8mBi1pQWJroQmQmPa05+EqEEFaDWqSKe5LOCpfFlaWcLq5XVUm2s42dvFQW+Cw+OhxiLpBEiKMoYcbeQZmuySyMdohIibddSrlHlGONw/Uxgg18tSO8JSM8T5WV82zKxhms0lpEWGSZ6h3qqiVY9xej7AKIECAOMgwHK7jcFopFTdS5fX0GnEePjoAL3+FLV2E2sbHTr94PSEzrUpGo0W6vW6kZby1BIrGWp4dq48GR5W2888rTno4GQP414f02mI3oTvkzLVGpq1MkrjMc4fnqLOir4cIk/H4v9Vq+RhcG8msZMPuDOJUvga4V6y22eo1Gtob24iSweYjlMUwzFKmdtYXYHAKt0KDacscAZsF19P5PG4jBejjfgxgbeY9xwVfqcRJ/2fiyPhujbLZTE0Q66QTxY57lXMLt0Sli2MLZOpE3k548kczdUSmvUQ570C5/snuP/6m1i7dQNhs60uwz4f4WN2Nv7gcAZYJDK6CHUdckGEaGUHrUu30Nh4D/1hYqZELExczolMljiWYZdFnlpM9MQSo7khlCvO3VFu0TYaIsnTDNasUDIeiRVnPNStSDSuA829zA7bXGlZABCW5v2RCMWYzYaW0H+EnAwdaC6LqBJpJFJ6wphPY316sygJ1imlxEjmhm0om9YKZ9E86Nzhz8gGe13HdRFPkDCcEWrlqswsHqJET+QAidmuhF6rP9UksBBU1+5+Pz9uNpWihfJv82/ha1QVvcB5+mISxHFv2RU2lohmHS6VRTOnFppnKLqnmsGXClJkKyjXItR3bmC8/6El7bII1zZLOWxgSJVD5XQ+8Fp7/gEtIImMsDDkhu4LbxYuhNXpx+LmpTYutULJRqEmbTdnVyN+0io9am6gHDWswDTs0tRpugeiubrnzI0idXCavHh4eIS3v/OmoUBSzc8RsyBWxg07cuMNeV7YIjjS/bueWZEfL/7OK/vEcxGqZvwTK7bMA0ro3cIZKMDZR6e4929/Hbf+TAerzz6H3qc/h/6XfgMHX/4arv4Xn8T2Jz6DMP8GslIJ40oZE/oHzQMFAE6zKTKmecvTw/xzVCS7mA02qjOZgDlOE9edxot0GqMppnFLuG8EDXIneJlYuDBOwkzWSmUqYzhapdkiR0G5GVK6kEo+R3J3duqf6dTxvRioJ2TC3FMVSCryrhXjlsBOR1UW70TRe6jkE6HpPvOJoyqNI+UuzUeJyEkVaToWisd75SMn5Jc0zYS4iPir900/oVjoP9KBFJscW6bDgTKvOI4OihSzsqU+T4susvEQGQ3p6NkSFTg7PsVo+CrmwetI+hazwXHXVJ4tJu1XmCWRGCLARYQkSZAxQ46S5BnlxYacC2XkOZ2ZklHWURVLxv4P/foPp9O6r69+9av4E3/iT2BnZ0cP4r/8l//yh/7+L/yFv7CA7P0/v/RLv/RD33N2doY/9+f+HNrtNpaWlvCX//JfxnD4Hz6X8l/t9Raa7aqShqWOYOcfESaP1MVUGzEu3djC1rUtrF1e04N7/7138MFH+3j4+AhH+2foD+YyRiORdjYYoTMv0OEL0im1FKDVqeuQOzgaYTAGatUq1pYbiIMSzjiDY2dDNnalgvEkwQnHRAWVPVM8OOhhkM3RbFaxVIsRhxWRhNqNEm7c2ECrXcf5kLHXMTobHayttzAdT6TAYee+RlfYeg35hLKxGdora+gstzE6P5GNdn1lBZdeeEmbZH/3ASZHXQxHQG+cS368vraG9c01QaNnD45RnXHGSnIcN6NAUrpGm1UxuwIudGck9gQLTmQw+qzcuImNn/hRdJ65jXhzCRUhDFZcTD3E71xANaddKH89O2UxWXd/7hxqtUt4gp1HTi4UApLhcR7sfCOMiGl/T7KyCinC+M4sxXs4+E3VKyxsm7QO3dl5YUiVTSVCs9lQtg1n0h+9+S6O79xF1jvHnJJhEepMrvzEh7IvQsbiD7jI91KAcryMxuYtrNx+DtWVZYdOGLzKTU1TFR1m7F45RggRsEAJ/aeiAsGSe9mpEKXTeEicF2PisHiQO6u6Xit4CAdzQ7O5uDBbh8IQBncFmqznTXprxQZ/I4tejqjML4KbpFJ8VfAZr0WoCSFdoQ9Ecvh9lAe5YDdZ3ji7e3ab7BpFSuC1M+kzi948m2BGd0r9PVFOG71R98D3Jrm423BNhUIfEUNXxN1xQYWmzCgwTYYoV0wZJrRPs/7UDOJYKKiKMUdX/i52n87aZcHcsMLNyZdLJHSeYnrGfJEQ8fIGwvYS4saKy6Vh387XnppskyOnOS+DSUUl7SZZ0xWkvH/WbRoUTt5EQSLj3KExjmdla4sonK1TK1d43Wysxhl/2FpGpb4k92LaGXiDN3sIHSppZZsVazx4ee3zDMXwHHtvvY39Rw818lbRgRlqgUmo9R5+D3pi6JQzXVQDcvEcOQaUPRfeRtqp/ow/5IjsDKVzEllNIJWTFOH83V2cvPoK5pMT7PzEz6F8+QZGj85x/t3fwdLNm6iuXZKyiB24insWc/OZRhkMr1Obok6cqjjPfzOCMnlSURi7557XIMc8oeKG3h+U1rIRsFwdIuO8wnk6Qc7cJCKDARV8JJZmyJOhfkbEdld087k1kjuzbKpCYDj2kd/HzKMyVsiTBMvHROtOLrIm65VCiPOYPEWRk0RLUzOip8zViXW/xfsKKrI9qMQkmBqHhegMER2NUxRUa8jgNBnLKJIcGD4//P5kksjROQrJS+G+YNeD45hxf4D+eRddemmNhlKtEk0Z91Ls39/FwZ0PMDk/0/NXYcFF0YCLNlEem2sQSSPIkjFyWmjQhsPFitB/heZtGa9hMtLvFtonQ8M/QARlNBrhk5/8JP7SX/pL+NN/+k//e7+HBck//sf/ePHfrOSe/GJxsr+/j9/+7d+W5Oov/sW/iL/6V/8q/tk/+2e/r/dC2CrPaE7DB8QkvhGdUOuxRjqrm0tY3tqwPJTJFI/3jjGYzLC7f4LhINEskyspHQ4R5ilWG7HIo0Q7ak3C92WcHPcxmbJSnOvhjhRiZuS2ZrOpm3FCr4u4IkdY+lkwBI4EVHpfbBMRoeS0MsfWpSVc2lrRQz6cpBhmBertFtpNwtAhTs+7urGNekMKo2Q8wunJOeJGA81mHVk6xrDXFapCDk1UbaB39BGK0UQGX2PaftN2uFKgvdzUoTMk8fX8HEV3jKBcRUbSLjuMKuW0zIegeZXNqdX/sKhUYjEzYYwYWuksY/n2M5iWy4hXV7XIRydnmI/9/rTQOjgypB/vXEDB/DKOgHEDCL+baQ/RCXuIWSCpw3Fws8lZPcnVmb4tVEVG1ZO7qJxDHVHWbdQm6HhijOS4LrKCzuxhSccJprTKIRktKCMrCpzsHuCj176P9acuI2zWLePGj1t0OHjo2+dueA8Y81YhshAsXULnqecxPtpDPhyKHCkQgWMa8UjKknHPQhJX+Z6M7CqypEASg/pVkllrvvgcmr2790PehsG+Zopn2TDet4IcDcfN8TNreahQSUSuFj+JSXCtuDKjMHep3BycxayCaJySx0zaZpTtys7fsHwf+a6RErkVC6kr1xPvj/EViBbNEnaVTrGiX+RNzYjcWUAkDwBJFB3iZPwi63bNb8Ts3qvRkiNuc01ZgaiQQLqJcvN04wW9f0HopkgRSXlG1ITHE4m4LOaIqpHQSUXVAGExRjGl2JVGWuQc8LPFio+nZwQPTpkCsit28Ly3sNf9IzTPMaK8vfmerIgmObOSjyQbLVUaTsHj0og9C8JivY0XVC4LzYvbmyjHXI8kbro0Yfd8OS9fK8hU8Dv1Dg+xtI/z++/j/VdeURZZvFSTfxLHsnz2PcpkxsMXXBT/ZWilU1ItBk/eqOUiwNOPdqy8IvfFrVGXUM6Vq2OJsO0owuF3vofa5ipan/1lbP/8L+Ph//jfof/GW2g9/WNoP/NJZN/eR02jFnqjmKEZO3Z+do1fpNphlUgCrBV8jIFQSjgP8CxZFOqUu9uWwXvobAA5ZmSBVqsiH1MSzTA8+vxYrk4+zpAXiYqYoEz1kPNO1rPpFU5saihHnyCII4S0vucIh0WOQ0JmRMu0R/CtRpinE3NuXggJzBpAzzRRHGcRoGWb03xtIANGpaA7QrkLG1Cno6gQ8l60UG1divJAflWWIRnuLgINeS2poCFBlp+W9hXptIyolCNWSKcb8zii73zas6ZGz7SRgIXyUTXIgp0TCxY2TknlOTG05bAIE46CrWCXVk1xGrwBf4Aqnj/2x/6Y/vn/9MWCZGtr69/7d++++y5+8zd/E6+++ipefvll/dk//If/EF/84hfx9//+3xcy8x/6dXqWIdbDOpNBzqwyx9JyG8udBpbXVrC82cCYqpwCODob4eFBH4f755hMeANY/aVyaazPZug0q2i3YuXytNRllORImtE2mWhNk66bTPsljE0lXBmTLEePsi0qikoBaM3Bm57QRU8M9wDjhIdTiuu3t7HSaanqHSU5RpMMy2tLaDGBeD5XUB+Do5aWmUAcYjjoots/R2t5TYF3o+EA6TTD+s4l1GKmLSc4P3iIeZKgKAIMuA+y05lnaNLunjPf8Qgry20MP7iPFg9/jQOMrBsEU9QrzL0guSs0WFwyX3oYUB7GK2wHfCWOkPSOUa/wQKADrsnfChJJaRDlpL1qTl3A2JNYwwXfxKBpTyY0Tgq7e8ulsKh3fr8pNzzusig8XFfnHWh94eIRGM9b+b2/l19m++29UVz0OJ1kz5hxVNZ1IEudReV733kD1z/5LGora5pxW4qxg90lPzZoXoejyJz2G5RYy1eOm6huP4Wl544VsZ7s7tl7JRJCjokSTGcqhunMSKdYwvgsWjRGIsIh5MXFrrNIVJIrr49ZynuESZu/k4YuAB7BNBwhGVHuwlyDZEtu4v5+KKhngW7pd3sd9qLQ5EFkCJnzql8cYJrL85CToZrziVHomo117H7zUhlvR+WzMoMcH0X27c7i3XFeRCiVVSvREFqbuy3KbXTqiIVcUYLLZ4wHkqFDnn/BAsQXtiyAldfjlSmEPsQjIErp6jllJliOCWWhzKGa0PRraVP3IYqtOWCjQ5vzOQmvcq0lelSVisJ7y0iVJiSExRULT+PckJBpM0c6DGco13xB70ehZumvA5SHn0MjqNypL20KQSFnwMjMZvC1iIDwd8TL9lWcUIaao0gnOH24h8OHhwjDEFG5hHPyCeZM3HVhgK6oMg6KoVV+vOr0Re6zWTGk588hlezoL7hk7plT2rR7WxLXuDteGH+C5+hwf4yHv/1lXOu0sf7pP4be2z+F3uu/hfC138LWz/1vcX73FuoHb2EW1JEys4rjIo4Gg5KeF6bt8sBn0J4tedo4JCqoOVqZp0bo1icgCY/GgcyLUdNDzxz7vBQ2cNxDIqwOUHqA5JkKDzUMvJaSYhtXiAUu148UjLlPvjYun/xY+CxrDOfI0WzyypFeT4ZnggKN1zYnWsq16AtxqfEsEdlcgEuY5gnKBZ2l2TD7GAdTEpVKVWv6hNzwOZmhUq2iTK5IpYa838V0TKsKutsSISWxtaXCOs9LOi+JTkXzQg0yr50QGotklzcMlWYxhSIskJTdZTEBfA2a/RU5Rz9OdcdxWl5BJp4ZozrKQtpZwPMfNu9E/zJyHv5jclC+/OUvY2NjA8vLy/j5n/95/N2/+3exurqqv3vllVc01vHFCb9+4Rd+QTfp29/+Nn7lV37lf/F6aZrqH//V7/ftzx20SZiy3algjeqcVoil1SaiKMSju4egr8xxb4Lz/hgnJ13k6VzujVmSoVqaol0po9Op2vkTADtra+h3h+gPmYEQIg4KLMcRRuMUKe3IOfuslKXGGZI1Xi4rTVOOkbQXVrLrHO2qFSfNlTaeun1NuRzd/kiFAyOyL19bR1QKMKCcjlwZJhBfviT47fz4VL//6jMvYjoe4mB3V/DfzvVbyskZDs+RTcaIqzXk84oOWRZTDO6tVWs46Q2Rl8q4dPspbNcDPEwsCXZEqFNWBiSJFVjf3MTw+Ng4DYFV3ZRdekt2SzYP5c8xOT4EOMfMUlXmdDUExu6O+BwUR+70M/AFkdVcZy3C3MhmOrB0CNmIRxC3SzqWT4YLt9OW6BznmaXhuSgmZ3WkUWcyZeTZiy9/wIpHIZt0PxO3TZXybzoJLzVXEMcjlCmdKxcYdft4+3e/gZXr11GtsWDkga9W2kZZgjv5/oz/QdKo50xYvk6IoLmJ9o1nkZ0f4GjSw3zClGh2rNyWAsmYOZoJIno42PlqzqqOq8IP4LsPfUgWQuaey8NcyJEN5HS4zhjH7hRDXuVUokkPDw9uYCTR+oPMpRob4krkxhWIKmas8JKcUf9rfCJ2bkYYdhfXSTxJ8hRSwM7WxcbbjIpdF9Uj7BiVLb9ITxWZlbJgu5Mq5BlWJuKsouFN0qyDBE8oc9y4SOiQU9DItdW9rr6P7p+Ub3pzP/+P7MxZsPGQo0LLukSVvizeRSE0czq+53n/DEFtye5HHCCst1AMCkTssCMrZHwtwI3Xo2rO+scUL85sjsWa+OfTmRqUcjpFNGNYqEn0PS5hql4FSxjARG5bo4Xq8ibK0ZLktVRN8fqI+/FDMuPFo+jqNNoXjDE+O8Tj9z5C/2yAGs3GGKcxGaBKZ08f3shn3kulPQgnlbHPqzE437xyzOXZmywaAmOcA+NGOeTMjSN9IoYIvc6nRlOyeQnpyQTFiD4kKbZ/6qcxuPt9DF7/LlZf+Bx2fvaX8OBXP9R1YpEiObEzqhPaKD+QiRRh8jhRerA56krSrXVoY5XAJ2NrGTpXXjNDMiNFjYTqQgI4CkomNKskakEOlUfFrCglp6eEKgqRyoxsK98evx6zRFJfoiEpc9umFcyI9FSMC6M9j6NQuriSE+IUfuR+sYji2pNEl8nAId2xzL1a42kWDwKvynI3J8LnZH3OmdmWAAdXRPRnIZFhNtuWN2RJ0WygqdgBmjHvSSSkhnb4muy6hHDuyynjTrhjhymiiO+VeUSMC3DjVjfP02dShEgiZVJGPo4KGZNp62ytcnxFZKmGafc/osyY4x2Ofm7cuIG7d+/ib/2tvyXEhYUJu52DgwMVLz/0JoIAKysr+rt/39ff+3t/D3/7b//t/8Wfs+OrxSWsbdSxstpGox5hdXVJDPXD0y4m8xD7h/s4PEmkpJHMNU9kwb5Vn6NathtNwhAfwOq8goPjgcGTYo0XqIdkQaforNTQbsQY0212lCnV2PgpwIQ3vEKpcYbVZg01onvVMp65eg1ra3X0zyc47w2R5WVUW1Vc3t7AoHuO7nisTajeamJr5zIGvVOMmGwclHDrxecwG/ext/8A1XoT21cua/PodU8ExbGrG/V76HUH4kCsdhqaWe4fnSuY7NkXn1GI4f7Xv4KQ9vqEWLWx8LPN0KA8+eREs0PrTOUwZbC3vBx0hbUI8+FALo3T/kgmZJRW05bdeAwG76nXd0ZJ6gCNMOFko8bod0i+U1A4josKCSpDnvAwkbW3hY/ZnN42RbPNd34ZrmpRVLuKGPILDGb3+6yNdWxj5IZt/24sc2064jgw9oDoWQW9AYljlrVy5423cOVbr6O+3EY7phTRoRredlwER/5mx0NZDN/ZMYVA2ES0egudp8+RDvsYffCeOqOS5vZ0faV5Xw1hTA8H40gYQsINywijC/RIxZvLv2GhwE6sao8uERLK98oK7nN+NRxjqNiwFF92PRYISJWBcUhK8vRJUaZkVUWpjfk080doKb3OE2URdMbXEBHSjY80RrERhhQWDtmyiAGOlEKpaAyal6E4SgW7T4Z0GmJAgiJJjgu/HBdbbwiJm5wI2XAjPCcpN/KmZaTQB8U6zrnypmx8yG7NAVD8WCrsdIpgntGAjS6hZl5n0D+l1DTgMnR10u8C0R6ipTUZxOXjIUh2o1EX76PlCpXFPytos5JyX7H3SuK6FXdunXJ9qNG3n6EUM6IjcezQE10bx6Eyr2Y9E1GtgdrGZVSa65LX2hjRnks7ZK0AtTwku2ZgRCmvKeXM4x6OP7yDe99/S26hnXYNGU29pnNU2d26QseKfN5XriEjxxsZ2RA1z9HhuvKwjYiZep+mHBNfxqmj9BYdWVh9ioto8IZ5fGbZJE7OMzz89V/DU+EcjRd/Gds/+8fx6Nf+e5x947dw5S+8jPpzPwm88zsohTNkbFh4ZyIWaFVMlVcD1Jg4jxDpsGdxBCRqClVxQUwiMTOryTUAkrOzoOFdtiRq8pQK0MiMkSZOgqQ1zAKHn98CBlVkuaTpWVGSJb5FMloOkBhA0wz5eIwiIKJOR1a+l5H8QUr1pkUS6NgvxF/iNWIxwXubMsQ15UioQDjn5zTlmqHMnFZZgU4KAfepOceLkcVyKBKhEipgdp4w+6ZAOEuQUmEjJVqhLDjW82xOqiLlk9/G57bmCr7cvFEYnRKrI0TG4EQRiGpGh8imGFCiXTAGooJanUanbPRsrCrbfodWsojndSinED0gZ05SxKLuP6KT7J/9s3928e8vvvgiXnrpJdy6dUuoyhe+8IX/n17zb/7Nv4m//tf/+g8hKFeuXEEczlWc7FxaRavTQFSp4KQ3wCgzU6zjxwc4OWQuT6ELXyYCUi7QqZdR1Vw5RNafKlSJdvSN1Q00qwXQO8VSqSqUJapFKnyarRqOHh3ptUnQai9VMZBjLdNmI4TVGFdXNpEMjrC0vIzLV9ZUYR8ekIibIq7FWF1qKNCw1xtgOLa0y1qjhlpzGaNBD/u7u2itbGBnbQnDkyP0zk6wcem6fvdkMlKaJrtuVvxClTIjw7ZbK6g3azg8PEJrdQ3bl6/h/OAQd+9+hNrhOer0daHeTNRwFnVEABjoRRGySal9EBoPtlw0f/fAkT/BpODDHGk/ljsuC7ZqtW5zRT34HE/YnmCqGnvIF8WOIz0KxHfZGP7LuAU85K1rF0DsRjc+KZmFxyLIzElIvaGVFSrm4ik1y8JE6glOq/gJ3uqtpDwfmk/zUT0+PENzqYn2+hLqvQSTLkdyZkf/5pe/hrWrlxE1l1GPYszjSH4ySghRgqsheOZpq/AURyo0bxTKSWs7z2N5PEBpMkJ69EgHKN8Xx3gRixMZ1ho3xZAgN4oQEuedd81+3BlkoBSw4+PAwX6nSKJCdexQJNdISBU3MccKsCKUcQBOOiqZs/E0rAvznjRsqE2hQsRBvA8fHEjpMAsfFSXmSyHEhIeVzMzMq0VeEfyHXa/8iWxUUDAIkwuF91tvl9eL8mV2XrwzhuBcfBZHGeWfKedGN9OQFJd9Q+Kp7oHj7Zh6w9p2Eip1wGpE5wxtXBfJ3BQeCiyUZgmLC/MMYkfJdxI3Q8StJSOosyOkCoOjA6Iz5BkJNTW/DRHOaRvuUEKtTwfx2/vk33N+L2a3zeFpx1/nYeOTjFiAhwqg0zgliFBbXUdtZQeluKND9kLP6xQSnjvk3VvlJGYHKKYJku4ZHr9zF4ePz1Cl23S1hrPuWJ+FaKsZFzoWiwpb4zX532AIiSetG1xpz7YL0HRp5L5okr2Auxf++dXTKk6QrXOZMi6SMUoYPBjj6JVXcHn7NpZffA6991/G+Q++gea3fg1bP/GncP/+W6gkJ6jU2jaeI/pFbobz5LG1bY2Oxi98fsjN8JguR0PyELKRKbk3pRlVK7yeNHSbISe5VC7TTP0N1DCTPG8BmUSWLAHYlG8sDlzWkqfjEKBTsUqPqBzjyRglPhtSONF7JcWMxYDyfWoospGLa+BzUjG+yHyCLCuQFy6uQt45mT16LNBpECoyrpGpiQzpuSfBvRzI5kFGgj5yhBwcOTYHyJMA4/5Yo33u7wxBZKPEhprNC5EihQWqwGAT4ywhyBFk86ixK5GsAOmsEEeTuT8jEmGnuRSu/KycLERVQ3xpZCjlHEdYLAXldtvHrNzDlDD+/1pkxjdv3sTa2ho+/PBDFSjkphwdHf3Q97AypLLn/x1vhZyW30u05delKywEVrC62kY+nOCknyCdzTDoDdHvTXB2NkI2tU2sHsywSpdOj1qXQmQc06KCUc76uYxGrYbl9gxFMlQBwM04btU0z37w4EQbUWcpRn8wxvEgVzYCE2uZOtxq0ZK4wPbmJTQadYwGCc7PxxilLCIidJaYdWO8lWSSa8zTbLVVKBw8uIMgrmHnxjPKh+mf7itRcuv60zqkJoOeZpPVWlPoiJETT2XJzfCoQX8ITtTbK0tidT+88y56p+cIexO0MtozExkgcmAz+6A8Q9yIJHuz4DbOh+3gt1HIk2Q4+jeYrTLt2FMx00OMxn39nKzpeYT6pFmPTOihtUPXK3f8n5tHyoVVvjebkqeC7LvNd8FoJt4b5ULlYwWHGVn5GfyFVbj7fQuuiTfANMSF6IRuv1NMFEUZ9+7t4qe++CMuSuAcE86LUcLJ3hHe+8a30L68JUMnjuHs12VGNuUB53+jCJdPKJXkPRKi0lhH4+pzmI966E4TpIf78rWpRMy+4MHJzdskwyKe+WRYteM8kwxd0peKAx+uZ99n5Drn7KpDQ32tm//b5qLxiFNEWZ3oDhtnOqcvGbt5HgPfU2iHl6SZDg1ZrAseBLwW5gehrKOQ78Fmz54DYWMKI+jpfjh5calivCutNCJahMgdh4ZSSf27ECOHgomT5M3UK+qiBdlTsePknOyK+bPsfJUoJEUQD0T7uylVExzxcMNlIWJkD51spnKyEaAlJjPED8i7hwgaS6LU0G9CWSy1GqbJxPhEJHHQPFBTKOsKta5oeSCCsDPRk8EhCzHH5WEplaUIPPfK3W9dd668SoSos4r6+nWtH14vQ+ye6Dyf4HyoiNU1p5IkU1rtPBvi7NFj3P3++4rVWG3HUiOPSZRjkS5egAY27gB2BonejdkBCZazZEUMv/TE+RGwdyN+Unn3hErvoklwJZifl9gbF/LKQvng+4/QuvYlLH/+z2LlEy9i9/49HH353+Hmp34Oy5/9RZx97Z+iXOaooY40Ja8mUZIxC8Jxv2fScDde0mfjgSnVliviVCx6sjSfM7v3wvTIWSHqorRmpv1aUUZ0gEWKii5H+LVZl6HN5nHjVIhE9yp2H+jAzWKCoYAGInOBhTISpSGfmR4yXZCNhOGaeWK5QHxuAyYoix/jBrLcY+dTTMkLZPFJbhXvTejG4GWGRzpFnawhtLoMbSLnJAyRDzNM0pHsFSKKBNy94oibZxsTopmKzoad65XE74QjWC5XEWOJnPKo4t5fQntpGZO0wGScYMyEY3qscJRGQjGmqJJQHpKXZu/HrwMKYojyUljyByYz/v1+PX78GKenp9je3tZ///iP/zi63S5ef/31xff87u/+rm705z73ud/Xa1+5uYPLN6/IAOlslKBcrWF43sPpQRfHRyN0RySjTlApEnTYIaUpJkmBKIoFUQ2GU3STDFmlhE6zjPjkEU7v3sNonOiwoMtorzfB3mFXG/DaUkNclKwcqyKmUy2RmPIsxVInxlM3thHNZ7j/0T4ePD7D6fkIcRhhqU57/cAq5HSCeqOO1fUtybP2Ht6nqB/Xn3kBlSLF3p23kCUp2uvbgpxH3VPLE+GmGTWQjQfo7d3HbExpV4K9B3cx7PcknSMacn56imw8wka7g3qSSmcvk8B5RYUKF3+NY6hW00mCzfZdW07ZrOQ9b4RfWcEq2SRtCn+jGc+EqiHq3sl9cHiGS4n1Todmm20GRouMD40XbFNcFB6a+ZiayvwH3Gay+Hsn8eWXlxgoq8evAqfwcMiNL1hMLu1NpjhKML4ITfvUFVpKm95nMp6AKsP17VW0W1XrvUpz3a/7b97Bg+++idHJkaR8jEGnlJXeErZTOJMzdf+LEs29M86Wq4g619C88RJaN59H0OrIjI3kSUlRZa/N92Rzdbq7XjjBOAM695KyFZdk0dt+Kn3LqZk8cYAjBsfRkc20yW/Nq+RCympkAs71bUwj2a/rwjku8gWQjiTOvJ4k0WrTd5C/xlKmJFjEANAfRl4IfE3NV0z140scohBqpK240Wd3MteLDp1QuFOKcPSgQsqNNHQvLYhQ4QVUcigQjwc0A+JI3Lb1rI2eiItUXuSoONWSI4B68rUKA0f8tEw3vjcTsVpNwbBCjsSYR8gRl6ndeEmoxPIGePqiEq3kO3Eby/h/5/qXz4xafiIz+pfF86bXjCI0Ny8jWroEhC03LvUJ4IbO2SjsIhvK/DzYrbM4GWB0so/7338HD+88Fhm7EVaQkoOWEUVm82CSa/886vl0RazP8zHSrEexLgwU+aUyzhOn3UhVqdjMgNF09omGwqdlu7gAW6qu0GGg4GCG3W/+AJP3v4mVp26hcu0K8sMcx1/5V2jdvoJg9QqCpI9APjJU58wXEttsSCdWcuKoCCQXxCwfWGyELtNJiiqHbKpBI9+DZXaWIqdDeOHHWJxGETVwRbVS6WMr9L1KS5wR13gJqaNEvyaOHZFoFlCqe6nwovRYAac1G0OysJlPUa3VUas31LiqLeTr0FslClBvUoVaFyJfUvYPlTKF8xmxNHSNdZnfRQ4K0ZmM4a72XNv6J4E7kOlnJaL7cEtjm8AVMSyweeF1v6YcT3JkYy6wVOVw1ES+He8heygaHXoitGw1Yr7PCKtrSwjrbU0gOPLiPWExQ87ewq+IEQGUNtMQjpYNdJZ1qOcfCIJCvxKiIf7r3r17+N73vicOCf8hV+TP/Jk/IzSEHJS/8Tf+Bm7fvo1f/MVf1Pc/99xz4qn8lb/yV/Df/rf/raqqv/bX/ppGQ78fBQ+/2u0qDj/6EKOEhMcC/f0zucKy8KAPCeVSLRLN3DySs7O19WW5x47GU04gUW/XsNqIUMkZkEdjmopiocnkTqcmPdzZWkPv7ByHZzPUVpf1YGyzxRqTENXC2rVl3Lp5Cd3jQ9zfPcEoIdxXwdZWBzWOkWZljAcDMc3Xt6/JYOrs+EDF09UXXkYzLLD74feRTVJ0NnbQaLUx7p+JMGvZHoUQkSzfRaWYol6v4SxLNSZqrm7ghR//STy68wZ2d3dRq8dYWV7B+NFjhCQ8uQdNMLuztSdpbLx3YjD41GBbwqJSPshwyRaQShWSxRS4Z0ZemTwBjMvigbrCKSC8b4md2843wZXPFzb2zmzILfipk6L5lFSBydpNHAnUJYDyADJnStsYNPpxzpX6WszGHebqNxgXLEe2vSE03CSdkZi+bYYQET74wR289LlbaC+f4Kw/VnfBlzk5Psc7X3kNy1d3NEduBFumUuAhXM40bpHqxikvzTb1Seib1tJNRBu30OIoI5lgePe7KJcTlImzu/RYnRYiujl5pvPO0OGmDozw81xdDlUi8pQQpcJGFkoddcoc8RrocimeAB0ozcNAluAal7GYoPEZO1iHj2tu7Czb1fJ75IkJrzZrNzWEqb1syEazCpNQ8lAl+pXlQ1RoiysEyQXhCcAyO33Bz5ILO5Ms3n8tSnZ2NvsnMrJYD86AjYU05eA0gzPRjRFhGcgoVY6swPnZjQ/mCZ9hVNd1YwdOBIXdmwoFFU9EUwzhMMqVI1VrrMXwzAL5aCBX2ajecE6jtvnzk3G/8Ippmc2x4Od4WaMerVoXAVExF1uJSQwB5A8yF0VEWT9o0V9V0Nq8htr6TeU7yUBMB6PP2nH/LAI0qYYyLo/km3mKbNTH+UcP8OZXvo1JNsUabQxK5MqRnzGXSzXBH1FDeGi7gn/hIaQgS0PUTCXiinmH7vnoBFNPWdGs5oCNlJ5LI827N2j8No3QXBCUCh7vcMx+o4LB4z6OvvcGrvyZH8OlH/lJPHjwCP3vvILNH/8lLH3y8zj77X+MOYns4pTYdRVqycJgkjgjNSvyeRBqT/HW/LzfLXvWqFgRcyxlfAkjUqwwqUyN3C4UUuaGfDbmKKtgNwk++U4mXXeutOSTVGgBzWsXK2GYqLSlWFuRH1WriBtNIcwVjgN5HsU0SHRmmWXeEyZKz+XFRNKsYhjYOM6NtMr1S3d0oRgBd2V+NosjmaY5ykz5rjdkIcGil8qcclRFxueZhOxyGTXy6Nw1I5JXYrEgb5bQJRzPkGXOx7hUQRAQ7eFqYCqxiylhY6809gyBbCqqaJZolJiL/K/iXmqmQgiWeFgch5F7soiFuABt/0AKlNdeew0/93M/t/hvzw3583/+z+Mf/aN/hDfffBP/5J/8E6EkLDj+6B/9o/g7f+fv/NCI5p/+03+qooQjH3Y4LGj+wT/4B7/ft4KjB5RvRsrJGXS7ODlJ0B2mmpERPr253hKjmR0Ww6cqswjdvmUejGZAvRni8modo/OBoQuVsg7ayXSuMQ67nk6zjpOzLqZhhM7yMvJ8gob8Tkoo1ZrYubSJWj3A448OcHLcxXweotWM0azHmr/1R6kIh41GByuXLwlK7J6egBYsW1cuK9uAD2M6SrB55QbqHZJfj8RvpJnQhN19ZsSiRjlCY2kNw9FYHilLq0vorDfx7jd/F73uGaqNNtavXMLk8QGSvWM0SrHZDWvsX+iAiquhnAnZ6ZgxgcHnGld4iN+rXwReOFvlwCBVy4XxHYSzSKJWXlJTO0xMA39RJS+kva4LWzjI8sB1bqny13BBWRbnY7NlnzVj0kV7XdX2hEd5qEr141VHNv/3MDohbMkAZUXuMXHX+bnWjw8WP2v3qItROsPlW5dwejLCWZ8HinWoD957DytfWUV7bVkQbNg2R0lv/1+qVM2QTe6rlvjqfePFv5E76hLijWfReoYjhwLZ3tvOBMnm29wMBVPrs7pWWsaN1r2we5R6SGTViTw5ZFYlcpojqPKQUqFjBmXM+xB4rzA+l2ynw4OdplNJqWA0QiBHCzSPU8S9ynrKat1ndIcPb4ptYs6fxUHiCoabcnNkErRTc2j0YWMx869xvilqqjnW8R60tplbUrYomqYmotmcCLI2czdSpi/qiAhOEcZNQdpmEGeokY2ZjDg9JUnRKbj46vRi0RsgodLFFhgS4zKMXBYQ3XUt0mYiOaYk27weLBBpHeDSbm2axs/vxiQVCzSUZwTjD5RPRbO1ECWG02UllHzMRD6WUoPFrgimc9KWllC/dAOVzhbKYcN4MnR/dh43VvT50YyhNXPKUmXHzq46UTbXu9/4Dh5/tK8DsR4GKNIpEh66PKSJ7jh0RMRvV0yYF4qLsnDhePYQ2n2RIZ/UXEZItvfkpMg+oLPsxq6LSc8F2mn8kyc9U8x6Xb99Wkbv/YfovPsNrD33BTy6fg3FO/vYffW3sfL5v4LT795EcP4eys1NcUCM2Euy9wQ0LyVqV2l0zNrf8VAE0igpm7YIRIynQkHJG2LUB4HBEhVwyqzk+jdEl3wnrg3yLmQ175ox7WlC/0x2uzCz5GkjW3dbn1Sy+EeO94sIG7mKPG0lnZeqhqKKQDEIJLvyNVjE+IgO8kCmmCtxWR4sHItiKgQMlanUTKKC0dUVNKPjewzFGaQCToGKdIsl/206EQeKRPaw0kQyH0g0QRl6yP0nCEWGTYmIu/BD1vMsgop5YhYCFQaFzjB1cvqAHjugs+9YeU5EWcgB5TWdpBy92s+z2ef5QL6RcwFwJOY/oALl85///A8dPr/367d+67f+v74GkZbfrynbv+/ruJ8gLg2RDXN0z1N0h1NZ3TfDMjY7dYu05iE/SZFNSxhS/1+jKRqwvFxDozzH+dEpOp0llMvc4Eo464+A6gxLDEZCGRk3wnoT1WosSLAaMa8nw+r2JZFzR2c9HO0eYzxIdBhEdedSSClyNta1ai+tYXltDaf7jzR26qxtYblWxuDwMbqHJ6gtr+DqU89gkoyQ9AcIyXUIKAccKYRVwVWNhoq885N9zTOvPf0Jzd4P9/YxPOti9cp1bO5sonv0EMnxEcp8aJlSqRGPpS5TkURL9fLUOsxcaak2ovADGrkEapN3vIEFF8UFhNEIS5uztyu2w5/X2tJ9fZdlMlUP2fuNn68hNMX71ftGy6lxngwLtJ+dX/ydCwp0LAs3B3bze/+a6rrtsCuUCWHdqtveteEG5Cl4HgYrfj5MaYGz3R6uP7uJtfUm+oMTSXClOiimePcb38Xa1g6iZgutoGbwKA94oiIlwrGRxhrsYKiQeXKT1nHCgoCJx9vPgDsqabr58WOUubsKRXDEUMeXkfEYOxjeDxYpJIk6MqVpkk1abRbd7EzcAcEDhq2xUxQ5EocdKCpwHMLkxjXGxbGCjpudikZKE52dvxAPVxSqANXB60YuDrUS3U/5TYYOSFFEE6cRCxYeDmxO+DMWpFYJquYTxM2cVUxhXa9xUtyKU+aPqSNEkNWBzPtmZFQf3lZIqWSdG/For/iyCRj9UNIF0c+KYDu85nTrdLE3ntgqdETZSo6yxE6URQVRI8rwJcc1KfKFrNhdPxXd5olDDgQhcxuZWLYSE89tfTqr/WImV1kuGY+2hdUWOpefQ7RyBWX677Bw0r1+IgJCCJ1TjvB+cKzD+HoqS0iM7Z/i8J07eOeVN1WQbDTZOZu3BQNNReZ0anGTATMfxngwXkYsvx//7861xo9M7XO766UxDjNmXGFD9Es/6xFRT0Ixw0Fb3g49cUWrIVimIExOUpy99gqal57B5c+9jHsf3EFj/xEa62tovvynMP6d/1p5ZNz/mCUlTySuJY1ruG+NbMQjR2X6erDwY8Pi+TkzZdPI2FOeLGy8eGiba7NEgC4ra16YmaLI4iJ80+vGfEMU/yFikj2PGe+lssl8wrkvM4h0GuJCZ2IWdCyqp0mCoMYRTGgkbI8uez4gmzYESPMU43xmxaSUemacyTEUQ2P5Xqcp1xKLHKfGRBmTyRCpvEjKUl0SgZf/1LxQQUF+ozVXdk9tS6kiilh4kwdlhSt5VyqQyxVkRYo0ZxFFuwQGdtI4bo5pNkaZKCrfi0grLEDMSJFrjSRlqvb0lIhMn6nJ/1hk8XATJA/i9HSCoy55IyWsNEKhJpoe02l2numQ76cFpuWKIRu82ZSAcXzBGR0JV0UFozRDq9mSJItrZpzZBkhTsoAzz2yCUr2Bp565jnYtxPnesVATphJzvlerMRiN+nd2bmORZTtLyyJb7T28K115Z21bC27v3j09uDc/8znE4Qz9k1PBz+Va1awCikTKG3Jf6o0GkuEY58d7qC4tY3ltA71eFye7h0JIbn7iM6hEM+zf/QEwytB/fIwmr0Ju0mIuSL4/koCjqIxszI2EhQBZ55a5Ip8S74jpVTfeCI1ELfcQaTzD/5YV92LE7PghjALnJu8jg/2G5jtb5/LK73OeHubm6TtydxA+keOzSBLWP07xIP6D20TdzNy6P0did5ujxkEuX2QxVtJm6oLiHDXS5c7h6PEhdp7axrXnruHoqI9u33mCoIxhf4zv/ubvornexg0FjNl4gKVSuTy2VN9K1Qy39NlZIZo7rh0G7C4jlBsbiHc+oZTaCdGB03sopcYN8fN8zbg13XLohUtNNmt60QDdRbfPYKMg63KsBuMhPnH+JpZsbJ+Vh68zKXTqK3E5dHiY+NGbiSn+XS6tXvarD7VQcui68Xu4ybNIYqcnpM3wLM7j905HCMsTXNpZVtidzcZDSesl+3ZFpcAfInoa7xlxVIevuB2Gfqj79hJzEV0ZXkayoQ8WtNGh7pZGWS5CwQdW+sODXg1TjgsXtq+uWLOUaSMOu4JZad8X/Eh+23g0RFytu+tM1VtoGUgaS1oxZW7IJmnn9dEQR/9N4zh3sIrDwlGb4xfFDTQu30Bt+zYqtVUreHU4OIdifZu5jGpdy6GWIwceKrk4QMVkhN6jx3jr669h/7AnpVGTxnj5VMnq4zRHRJRYHBQb4ai4mvF9XeRmmTeMQzqeJLBbFebKFYeM+IvjyhihmG6c7LH8i0Rk20c83+rJ0S+/tUiB3p19nL/+Zaz82B/F6fOfRvLgOxjcfwebP/sn8N43/58Ik11Mw6o6dZUBUrpZKCIP/rDG6I66cankzmzIMF/feCs8M8zcjNEjJHaaZb7Z1PP+cKRJZnSJb8itwcrU8nmE9HFPpfGbwq2csSBHeeLBWKPB4kvxE1R3OT+Y+TxALirBGDUS5ctUz5CjUrV8Lu4KUlTm8tQqqMLTfTB/JBXKjs+kS09fpXkkygCL/zCoSumT0wl5PpbzMJsBIi+VaQmTvI9JMsE0TcWNlEKIObgc+fn4CyaesxCrNsxTaErUhiMcijtmyCdDeYyx0KOxZTUMkSQTTIjkcGw4myEu18V9LAVEY8mbMZ6hCkZZFeDjUaCcHQ+Qkug6HKNRi7DaCgRnDoaZfAm2NrfRG9B0bSi51dpSDWEyQcKCJZtipVNHPMtxeNxHUA+UsUMIszcpELAoQSa7ZRU8M6CztY7nXnoaRdLD/r2HODsZY1YK0VjpoFElh2OG0SQRYtFe6ZgiZziUXwk77+vXr6N7vI+333kTnbUdvPyTLyM938fx/XuYTGbobG1pPDWZTGSM1d7ewcrKEvYf3kN30MXTn/5J1Gol3H/nTRw8PMDq2hpaG9vyndh//ABBAXSaTQwTdt3U4VNtb9HXNS7CRhlhNcA0qmCeUNLm5MXsgiR7M8ibrHGPOIgyKV6Ky1/gfNSp/xednRAaPuAmP11U6Ha+uh7TeAscaRCl8QWDEevcBs+5pfuhxbjJdWBy32BVrzHPE+ZU3k3TGbAZWdT+XIm6zsXyyZwedq06d8kz8cYppTmGXXq8RFi9eQmX7x3j7M37msH6cc354Tne+I0vobmygkpcR43ENhZLU14j+o0wK4XmSnxtdmnmx2Dvz7Hyy1WUm9sIdnKQ1pzx8h3dU4Ccjbo5MnKQucs3cXR+t6kbVM4D7oKYaCRqUQV47zQbp4TSjQS8ER69HdhtSY1gSpuFnb1HtJyaxJwqnf2+99pgKKO4H4RyHcufoz+5EHPTZ/ETO0UIcHmjI3mhVERuJCIzON1aT/Z0xF2iJBrRuMONc3JNMFyuk+YLHrm5kAZoLajCySyjx72+ChAl2tIjxbp9+oaoMHhCkSKVE7s8FSMcezmZM83kZIFvXasIo2UmXxPCdz4sGjOy6IotE4WjRJfGbIWVIyIShdV1oHmeOaqqrnTIJXlM1fXLqF96BpXWpgiN5nliyJY3AVQhpttk8QPKNOG9I/LF0c75gcIu77z5ofa3GxsdRBWKA+Z61mkcRpdsdeQOzRRCRampU4ZZ5hEPR47CbfRmSgxL5jVPHHvwFko8V7x6LxAtc9mLWEGrMazuqxG/FvdDYKE3+LcGp5hEOH79DbSffgGbLz2PD976Fs6/+au48vzPYf3H/gL6X/k/IJjFUn5q3SqZ2+6jxlAab3AsOEEl5AiZXjfm58FmTL9XRHSON1iw02HbZPTKm5LjKdEBqicTBGw+iYipSLND1h4GmgtejHGsnrPxGHPa9G6YbaUCpaJDnvtRkhbK+IriMcq1wAjXzr03I5GUY53Ent8KlTGzGIVIsI5349FiBW26fCl+bzlWOCf3Iy0TXhuiOlGAqFrHDDGoGyNSzOKe/Bkiw5VKQ+MZ5RIpNoDmh0wxDhHETYwnHBua2q3RaGLMNUyC7oQeXinK/L0ME+T9cOM/lBIUzESaBohD5gbNpR7jvltrsJH7j+iD8v/Pr5NzJuoWuLJaRyM2TfnZ8VA3ipbx9w6PnVQ4RI3V7SzFtFJRiFIjqii4rD8vod6JcePyGg4PBxjNSqitrCOZjNDpRCiSCa2PcPPZa7h8ZQtnB49wdNwXjFWu12RU06iHmKQMS7LEx+0rV1R5np6cYDyd4pnnX0A4z7D34F10ewPcfOYZfPanP4/dt1/F7kd3Ue2sYXmphXE6ForCB77Raqha/fDtx5rt33rhUwhLCd597Xvo9RLc+vSPYLlVw9tvfAf9QY52p4XlrR2cfP9tNEKqhuZKaKa1eqjiJEa9ESsenORhlRjqLAxytTrAZb84/oZwByES/nA0iNJt7Qumvh2ULB6co6HzTeAWTYRHXBC3cyX0fzDzD5E0rYAwaNViU4zgZk0cCw6nYnHusT5U0MZN3i7f/t72S//djmS6MFGzPFURTUmEZjxCWBGKVtLBYojbvfc+xKXnfga3nr+K9957gClzmNTo2/fef/8emr/xu/hcs4V1+ges2GGnQlDurUtAmVHmfCcTl6bqI814ILAoqKHcuorqtm2IOdVTJ7soMaOF5FshKBeW975b52gtoJyWiaBuNiallEOMiIjJG7RIF1k5LAY1juMIhgUpDzNO78lrcJ2dNm0byMuXgwUIQ8psGmH23vQzkROmk1P74DgWGjYqsIJCYXgMWKvEiKtUTPAe8AlyyJgIUXxNegjFgpxrdSqbQlOFzTKNOHO+HheNj2cXguIddkuYJqkOFh4yGj9ITUTTABbnsUOxTPopcrWxNbXe2H9S4q0xJFUvIoZyrGVqIjMRtH+3SHmSy/nKGcoRSYF2zWXq5jORmJkTMnGXqbY0obN1Jm8YKV4CzCk1Vo1hxQUPan7W6sZ1tK69gKhzFajURdb0CJkhEXxWzBDNwgCVuOY+D4vJAsn4FCfvf4i3v/Fd7J/2ZCpZC2cq9BS0R8SAZpQaT1kyNg87A+mMXC3LgArXDD8XM4osrJDPNQnKxg2zz6ppljuYL1Q5i1p+Mfpl0acx0oKC5MeOLhVcRnU2buBByBDU2UGBw298CWsv/QTijW30v/ZVpF94FWtf+DzOv9qWu2yie8umMNchRq5UEDuejJP2alwT0SaiwDQduJGPhTjKB4UGbEK/OOaisqpAucoRkY0pc446CyIe9P2wtc+CfCrVmEsLdyGSVpSzuXC/n88QCahhTWIMnjnTMdVlHBxb/ANHNTmvDz1G6CLLkeV0Ji5IVCsQ1iMZnTENWKP3SqDcLn7GjGGGuRuhBjWNhGgSF0cVRHETk9EI02mKaliV0eA8aKCWl1EkI5Mt00NL49I5JtnIeCS1OublJsBni4gcxobyBLGM8Bgx0GnUMAupIhqpaTfiq/ygpSyqFQGy2RTjeYqYCqo4diahLPQsw+v3GH7/4S1QeBGfvrSs/BkuGFrUc4tiYNTjg3Pd4HIxRbsWK3eHhKN8VsFSjb4IhABj7FxZUg7P3v4p8npLC+38/Bh1biaooL7cxNPXN/Sw7929g+Mu46QJyZWw1KzrAT/v9ZFmKdqNFtZ2bogc++Du+9oon3n2OWS9U+wePEYpaOCFn/w5rKwu471v/AZGgwmiOt1opzg9P0clriCOymg0N3F+doxur4+l1RVcf+ZZnB8e4M69e4LePvPjP4PJ6BzvvfEqBr0J2p22NtX9D++hODxHex5jQkt6ckPSAnE8R6UoIznLMGVYm2BdqKPy3BIftS7rcDdvXuhbHVGOG7qNhHwP6mBbQf4G6Rrpk6CKdf/sVYwfYgWFLzdM4eB17gYn6324ADPlmXBjfsINyUtvvTLJYH+fAeMbazM9Y2FkRYx1ePaubVTCg1KGRUILWLQ458P5HKePDzEdZBTeYGejjYd7Q0Wa2wHJ/IkS7n7vPXS2NhRlzjFD2LJMXnHJZNDGIoUER167sZF0ncR3AdeWqii3diT5VJdOdOjoATAda2Rus3OTDC8sGDgekaOny1rRSM4d2joAXC6S/s4cfQ3mYG2SyeZceRy6Xh5mcu6gbnwknIe/05n1KcnVqS+ohyNsW36COK1N3iUH23TICiyqBPhbuAkrMJD32+fRsDgkyU8qByIcZk0estObR1KWkWeQDM/QWu7IY4E/Q6KdkYB58FRRdiFp5sbPssPWoMZWHBnp8KHxHlUEFiKnw5U8gCxDGNYXGSb85NzgmfzK6lLohDPBU8HoRmhsasxlmpB+pBGADjmSQ3mIcUMQ79wYtH7sRESHb8mciAmw0QgrRrS8hdaV5xAtXxKpWaNCPyJ1ag11yQuGoQwprMARQZLrN8Pw8SHe+9b3cOfOAxUCW+1IaHIyTMVho1mlZKMa1bDuY9Hl/Hdc3pEH26zxMC6C8WuoNDE+l5fta6TBa2BkEkMRxDfwfCVrUeRq7B7CRW6WEVoujOZcpo9+glyReYjzdz/A6nMvYvNzn8Pub+3h+Ov/FFf+8h/B1hf+Cvb+3X+DaljCiHk5GneSv0PhAg0GyQFx2TGS41seU1CtY8okbRmQuf1DynjLvCkHHNNfmJJxLca1KgqGAWZGHpXbKkdRImhbQT53AaBcRxqTcR9wdvBlmfMV5k4tc7kCsdR1oXlQTQY2LqJ9A6+Xy4UiIkk1WKVEUz0+i2bzH4XmkEy+TZLSwypAeUpO5FiFPB2xbXRfQlyvC3kxMi+LoBxBmfk4MVKavLmRLvfZNKEl/xgR33PVSOs5HdfBny+hQcfr4BJCorwcJ/I6aA3TaqEqx2rm7lCaIi4EtYrLAAEAAElEQVRQMZMfmXxbyL4JQ/m/WLMViGz7sShQbuy0USdHilIveoyQv5FNMS6m6KxQdpWJsU6zGS7IajVEdTZDdzRFrR1he3tFsPBBL0e4sYXpcIjsrI9SMsesXsLyzgq21uqYjlPsHQyUhFyUQ9SrVdTrFRSjFKejsR6+teU1NJpNdE/2FGUdxTUsr65j7723ZWazdes2dm7ewizr4+2v/yam8yo2rz2D/vkpDvcOKC/Ape2b6LRb2H/Mkc8Ia6uraC0va6TTO5tgfXMbnaU2dt9/C2dHxwjrTVy7fQPD7gApM0+SDJWc5l+2CZgM0KyN42qkAzlPCe/ZPifXQCcd9Ie8J5bYxkrExA5v0w0Y8dAiNTwnxRuAGZFVigVH6FNn5GbZIpt5aNfZaRu9xf9i93MOajZCGDdKT9zzBlFPFDhuds1CbLGnU6DhvFyMkGueG0+aRklGWaFZFv1dDJr26ayT4RjvvPEOPvG5G1jdbGNvv6d0Th3pDmHvD4b4/pe/gXqnKb+C9uWSrq2lkHKWy8FuC+WgqQOmjKGhGguHW2eVz3FP4xKCTSZQh0hJ0Dy9D6SML3AUTD/SkMqbhz83YTNAs8tCIp6lT7u5lvkPzHxmjTOXcyMBc6B178Opp+zSukwkwtzaiCe6C5XFpeFBaSuD3aQ50DriD/+M7H9C2ko8Nk6KLwSlFKI6y1l3S63gFiE5BFynGglwDEJVkLgiEwSczZMPII6KcULYiKheUggOybfme2LFmqPkOMWAkT/JwaCtPNODnV05ORhCflwEPJ04s0JKDhFxeYJpjOMCEXXomZV3QNlykdjh51BHlc6ucJdHha6z42mY0tp4HlHsiiauuRDx1lW0br6EcP0mSipqn7Szv/ASWQykxG3gtWdBR95JhiIfITk/wgffehWvf+U1nI1S7Cw30KrXRLg3hLMsXlxdJl1WnNj7c/woV6gIrdG41SGm3nV4Ufx7JZyrZp4wRRRvSUvVG+r5kRGtGjyp/Uneikvd9tlY7hPLDLeYYXiU4eT9t7D+E7+I6qVnMPjKl5H+0vcQf+anga/8c1TGDzVmpas2vTlMgcWwO64LG3VS9CAibhQjrDWswMpTpYvLp0TPlGWrMWyW61eqR2aNkb8RxpLUEkGkypP/qyKZadtu3K3xCuXBEX+eviK5Qva4BlLSCRi9wJwsALXQCNNEftjQZsOhcZj4KDGEVeuvjBkTnInapKmeMZbeIVE87sdZjvF4JBSIzrXcU7lHsxHQ+FWWEHMV2pWqkarlVaXRFJ3Iy5jT3kD7J0dZEVKiMSmRxBSzlIg3VZksuvmMJqg2ymiu1VGaNtE9O0Y6GSGhw7hQRkZT2eh+HjaQJTNMJxyV8+9ZPHFsa+uJ22jOBGUWMR+HAoUkpziOkKcz7J0MUCrVETYCrDGnhHDh2DwPqtUK4lodk2KGw+MeNi6vY2mlrkThXgoUXDQHx5hT7ZMUqDWr+MSnr6MRztA9GaA7zEQJZYDT6jJtpwuk40zmOXEYotlparxztLerzXd98xKSYQ97H31IG1zc/PRnsLTUxOHdN3F6eIj66jXcevY2jj56Dyd7uwhrTVy+cRNpMsKDO3t6/rc2LuP4aB+H+8dotOu48fRTSIYDPL7zjraV9c01HcyHh2fqBpfrdUzGJ5aloE7IrJ01N2fC5XSqRSVbckHsTr7m5s4LCbCzsDJE3aSzfhPhQjf79YsNSNiBJ7oKzrdNiYZjgiU9XYDvxduDmO3pQkxyoUh0pmrqyCwZWGFqHOUoQNCkq37L9Cms2hDFD2hiNB44Lor3bnEjY/+9KnjopGnBfdqH1RBeVGkfvHkHL3/hJ3HlhWs4eHyO3cOJ0DSvECIicHbcw3f/zZcUYXAjKqFj+5Z9GIZZ85vjNhA0HKeCpkoj58Lq+DX8BJVYRQq787hUxTSuY3r4AeZZXx2uSbad9NP5lVjmiiPJutAu6045NrB5sZlcGHNf19EZypEwtxgbyL/ABSDqMGRXmZqniXfRlEIrE+HPOC660ZJ1mh02nV896Zgv62LZOecnyZOog1O3kKyrzU+jFfpFmMyz30+0idVbHI2FIucxY4v+CfysQdxS3UUHZJ4MTBbmRpvlY5TIgDf9q91bqaHMaE+jC76GEBy7hgyHlDRaB6whO0LaRPkgX8QTE836XvJQ56XOokBeQk4OuuA1KTnCheU5K5yFXJk8B48yuBTqeSVEbfM6Os/8BKpbz6NUXdFntevqjmrLHHCnuXFOWJTZSIeKnRTzfIJx9xi7b34Pr/7ON/HwuItaNcL6ctX2v4Rz/4oKBKKD9NhQE6vrZTdzoaqRjN34Nn6kaAilu7cu6Vxony+enjRQdO/U+EY+V0sA04IfZoXPRdTF4v+6RGVPpjUiZYT+Bw+w9qlDdJ59Did79/HgX/wd3Pqvfh0rn/4ijv/df41atYqUxEwR1omAuVd0LsYqBufkb5Q0ulH+E4sN3gfni8TxM9eSjbK4bs0Cn+pHPjkUNvDgT7mXiUdlPA05LWtM5CA8x+Gae9XWdC7HcBbzUt0ooI3PFZtCIiosphIUROzkH0IE1pRQKqKdJ08FZYe6mFWE54OIfMr9M7wwnuO4lJwSPkMsrBbhjyLC0yW3hFLVAgg1xuXpz1ToagdJ/xzplKR27uUcYVFEws/De56jvVRHa+cqorVNnD7axfToEEnaFz+T40uRwmM2MTb24zmkyAU1SzOpjWQXoHHZH6BR2/+avopxJvOhvZMJRvMAcVzg8uoyxv0hklGKVrOK9ZW6iD4pte/5FE89dwPRUgPZvIRms4rdD95HvZIgItesEmDrqQ3curmKaFrgYH+IswEr4inqvEHtlsZE05Sz3xmWl5maXMc4TdDr9dBYWsczzz+N+++/rUygzvXb+OSPfw79B2/h3W+/gkE6w9XnP41WO8Q7r76CwWkXraVVXL52GcPTQ6Q5sLS0hdG4i0cPHqE7PsP6+iVcun4Vxw8fYO+jh6jVq7hyeUeyr0GvBxqSxyTpZUNgmDhLYY5dDBmoVelUqhmHPCUIr8m9UzNaJ1Gb0+jO8nBkAKQDxdQ7mqNb/rZtHSo6PFF1tujQtTAXnZd1vF6po23QBtiLe7fYjBxi4+Fjbv4yVeP3+9/rrKbV+asb1yvYWEL7qUk3E2ZgPLHxefmoZQw5ya6677kQD8vycNJPyWD5IM8x7SX43ivfxU9+8UdxeP8YRycfYKLMGYdYuFHR0d4Jvv1r/w61ZhPlzwAtSgDrRI5spCVvi6gFUFXgrNR5qCjOVR/bKaXCOsrBNspEXZjXEcfID97DbNx1AYEsjzlmcORVQrTOApvywjln5V4Wzvvl/GNsXBMsNmwGixnX2UY/NHfzlYUOjpBx8+6/GQngODx0vZURmFAwK1DEq2AWjlNomQ3/xUhAa0PGZfREcARGb9rF4klBk3wnRDNjlFy6MI3f8iwRqZ3optANdhFBjMGwr7gHn60TxnXMmETG90mUhFwejj7YUTpyrMZ9LlzSLyeOqDhS0zVyShWO6iTFdEq0yThHHM0RxGb/reKGOzYLBE9WdQnN0lXx97lgPY18cOHzYW6Bdh+Js0SXrqH99I+jdvmTKDU2MQ8Z1uZGVHK/cLb2ejiMa2KFJ5ETep6wOBkjG57g5O4d/OB//jbev/tInJydtRo6zRhnu+fuvs5BZ3GadOmy80B3cKJlEnF9uEpiwT33PiWeM+It9W10pWdcAXsubsHn7vjnW2GcLmneEds14nXEZae+XmRtGZhjHBDjRfHwnCE9yXD6/e+j9eznUGktI3v9u5gP3kb9hR9F8I3LmA3PUOmEZv/O9RqaWy/5g15RxP2KpFTbzpzbtBsPG/eIo3yOZTiCmaNctXHrdJqgmAWYzsryN2GxKBmxk8JTscM16tFfPmM0UzYeCrNzWNikCGdMqi+E2InXJxIqFX0BikmKfEoBB1VD3IMTeZBE9MaRmeFczyzXcDZJ9OxxXEfUZUJn3ShCvdXR/U0HQ4RCPDj+8/s5+xeuq0LPsLLLoxKyguRb495wtNWotRDVWzg7fIhyMRCKxCKtTEuNvMC4N8R5ed8sLZe3UVtex4SBuUTxZkw1m4lzP095DdlUuH2Cq4AjTTYI3ItZsJQL4yp+HAoUFidnowmyMEajDlxabaF/OtAGxcycleUGUgYkVWuax1a5QCsldI+OkMzLODsfo85uimqPoIzbt3ew1qkh7/VxcDJCnw619EzZWEKz2cRkkiBJUsGBW1d2ZDF8tPsI80qMp3/0x7G+toq3vvUljCZTPPPyj2Hn5g0cP3wP733wELWrL+Kzzz2D+eRY3JEHD06xc/kqNrdX8ejePblSXrp+G73eKfYPDuX0+ezzn0KrVceju4xL72L76hV06g2cn54JQmw3OkhZZVMyNmbYVKqHX+HKzqiIs1q6IQrSJMdEUee8enxQfAfl0Ak+0I6f4F0j+SBrE/HBKPpy83UdWN57xKO+zjPBjQP8j0heKCTEEcoWDpTO28TLDfXDwQL90ZhGyICpKJ40e+PmI/8Ql5bribJ6QMyF2pMzXBqpVxNZIaWocycCoWOwmg2NBwq8/50f4PlPfwKXnruGR3eOcH9/oK4qkCPm3EQwpRnOdo/x7V/7t/hcqYRLn6qgucVuqonKrKdOSb+x2iADTYeBumRuSjro7EAyb5Eq3aJQ2XzRNqyohWzvfWD0GKUptxifoGtdtTnbmOTWxguO5MwRHMcr9MXQCMSUPpbRkpupl7GSnYmajecsBI8bp8HUhnqZ5wWZ+rqwzopDqhdXeNo1c0Zmjq8h5ESOkvx9uRwrCbmbFoseKcZBEB/HE10lsyR/hIVNILIk80Usb8lktFXKHvNEpl7s/OT0yeJMKBALTHJeaGhlKhqt5II8DXIdE1QiplLbCEWHGiWmfqTpnC51DStlNDsdt4GbcohrjUWIRiBSh/F9msuz8BRl+5AXcqEUoZJOqiy+F3q9lALUtq+jduNlRDsvALUVpV5rJLiY49FEz88rfa4R74+ps2ysk2I66eP0wQP84He+ha9+5Q30E2CrE+Da5SUMzsfiAWhzn9H/KdV7qOlgddo8oUu8V04R5ip785AxbxIr210RykLV8TtsETjHaB9WqImfI75qbbhxD0dbJOCaa59DO60A0ljA9LPO0+ZC/s/ni5k26e4x1l+coXbtGiZvn+Cjf/6/x63/4lcR3fgRjL/7z9FYbSmqRJwr3ieOZFTQeW8X7h9MX7ciRU0L97aAeTvk/1E0kJq7dGRdf5Hx82SYV5cxjUIkwylqQklcXpQcr6wEU5Hi5NP6zBozlbSfxDFRUQ1F9VyaNJpFNPenMlI+o+kMjKcUnylPUSF6UeI9ttwa8kA4DiR5VrJ6Fjb5FEHQkLqoFNcRVJyEn83z1HGteBm5BguqlUIb1fJJKpi7kyAj6Tmba8oQNieo1TbQZhHYN4O6iLl1JJJX1zDp9bC3d4zzsyEaK/tk0mg/yTTKIjeGogOziaDPVgFyyeg7w32HbyFDRIVRHCGqcuT6MSlQzhMIYl9rVdEMyhifDfVYNFoxms0Y5wMyjelPUkExLtAji7qUoD8hOzlALFMdoLpUx40ba+jEQPf4DL0RLd1nCOpVdJhZgxL6Y/oNVNBYWkGr0cDg7AzD7jniahNbN28rsfJ73/iyNvinXnpBncM7r7+CcnMN2899Fq12A92DD/D4w/dwtNdVMcPs0nsf3tF72blxC0f7uzg+PsPa5iXcevY5jIfn+PDt97R1bW1tIE8y7O3tod5eQjinKV0qDX1nZRnj7hEz7NQdcgBA51wmJ3NhkkCmTW5sXbBZWLsN0f2PhZtZsbLYeC7szRxc6P3hfUS7Mw5bOFs66aErVvxk2SuE+MAZ78G7U3oUxJPs3GtVyDfQTy4kiQsarDORkjLFW1k70cM0NYKvdWiuaya86wolvYob5/AtSF7nYs+NMmC8F750cj7Bm994Fc995jZW1+o4OBpInq6EVJ2t3LQrsiDa/XAXr/3r39EGeeXTczS2doA6t/a+i3veRClqWnhXqW1FQD7Q5mFqHQeYaxNsobx8G2FQRzluItuvY9Z9jBIRMufDoJ+zy+M8TowXVMgTw6mJWCS4YlO5PDz8iV4wat4gLqfG4ufwPihW4Fz4YHgpLA9dg5btunvvEP86Nrox63GzRxf3w6WhGlpmBYMfKeqgY8YTzRTDGgKCxS492XxCIudo7BAbFrd5Yrb9EgYlmHOmRuKw905xo0bLJTEVFE0/eGhQtTPPnRU7uTK8fkSF+CXOi/f5MJt65vro98D/fmfRr1A3J5eeW0iaCmgZZblMqSfGjsLRuQ5phLV0BbXrn0Fl41mU6usqTjSCEsmGKhEr/BdyGI0h+L/WqRpyYsVJb/cx3vv6a3jlS6/idDTR/vfSJ7bQbDVw9rhrqeJuTEMgqiFEjEWLz6Kyjt7chB3yocR3K46cq4DJg904x6lxFx5JXsFnDsiOAy63M1sixm97QtK8iKCwf5f3kitk7Jn2GUluXJfPMdjt4eS7r6La3sRoXkb0zj7m4/tovvSzSL73L4HRBOFKTb4h5HWIGEo0jE2b2w0sbNIUb/I0oaJTe4HxITyCJLIwEVSaiRXcIyYIqJChT4qMKIkCmVcKRyscmJpU2wInpcRRwi/ponNEvN4MLgSNzqhKoAqI7rBQM8kCjIovrl2WbmG1qqww8kH483PmFI3YnE2EpAgNroQIY6qDLG0573VlBUFlFpU0Gv05Y6dyJRcaKzdtht+qcKM7dISYXJU4VLFT5BOk2QEi3sA4xowqpwrXdgjhmuUAUdBGkuRIjnqo0bqfhXTuYlBmJWQoEM5CROUKglYsm3ymf+fMS6IkeREuacjrx6JAmUclbK5WEU2BcX9i8GUZIv3MK3PxU7hZJeMMg/EUg2mBRqeDpg/gqpSxutbCUiNEZVrgqJ9gSJJPuYTljTXp2ScpF1Sh6q/dWpEL6dHjhxiPJlhdX9PM9+jhhzg8OpW77JUbV9A7OcaDgy7izjKC/jnm54c4zyY4fLQva/71tW1xVCgPXltdRxSX8fCj+xgORrj69HPY2lrG8e6HODk6QxDEqNci/R318fVWW40ZZ5tKkJ1NsX/vQ0zuHqBOqRcD8eR2WAjK1SY0LyFNyI53pFGfFKvDxASrBstZbLsPCHsyTtx371SSeB+TC9M1Vyjoy/+st7j2pk6GuPChUkCdy7wwZYV1v4bUOPfSi7us/7sIJnO7n2XzmC+BlRlPEPr8weYKMP2N+/12WBuDg8zzsnI9LtJbnXu//v3huw9w+eol7Ny6gsP9PvYPJ5hqwzaim5k2lZCXCtx/70PnD1PCpc8CjfU54saSy5MpKx0XRFJ488pNB+cP7eBxLqn2Z2XMgxbK7esoE/qPm5getDE9vYfZ+FRR8SoQXedp8k2TwtKITSWADkhTYUgdJcM6BtXRHdIdLqpPiP07y25RLWyWb9fOfFgMnbEcEHMcthwmoR8y9/MFFu9h4pA3V+Q4RGfh2aE/c0ZWGt1HCBiixlolMxKxxjeSRxPquyBmmhmf5EhCB4RssLilxbvLxFEeT1g1lIybMTkTEQnLTp3hJLqed+PoWgvTXd3XJ9awVFSFQxh8UKIOLmdmqHXl5vy+g9azZYUBCyM+7/O4gWDtJqqXP4Vg5SZQXUEpbEiKbeMir2q48CIRzCQisbnEoqDPS6biZHjwEHe/9Sq+/TuvYPe0r9//7I1lXL62hqPdPrKE3CJbzBNa+s9LiCp2zVnTWWaT7Qv++zxJ3rckIs7651iFvJfxu2fSjc18hIXtE+5ZX3wWu7gyeXNyaxsVLYawXkBlbi+uNuM4xAvM8uEMvQ8eYPvTayK7JodDnH3nX2Dt5f8KB50bqEweo1ykwhfzKfcQxao6tZx57ygZ20nF/ZiGxSYdwUU5UcggE9/JmWDRkiNJp6jOyog67PoplOghCjjyi+RtokwbyZanCiQ09ImeOGU0wwbmuYKi3FjcGkAZsRHdFKGc76WhNWT7NKX/RrTnmcX1X4h7xuLI0D0WmrwuYUjPHgaO0i+Hj3GKnITamXOf1rNpvQP9XkSepSGcGz/JjZngXqmCqEYPk0SZPuTo5AUbBQZ1GpenRLlwWMGEn0FWDJbHx9cIiUIFpmjS76SNQZ46FM5CA5lhRY8jZsgpKVkUgYtR/x/qAmW1Hoov0J/kSoJkB5JOMzTaMZZqEUbjMRjFkRYztDeWsdZuIp9kClXixrK2UkM1KEmKN6CRT6mCer2KteW6bmS/28d4nGBpYwvbV68jG5zj0YcfYVaOsHPtOob9Lk72zgRP3375R7HcaWPvozu4/+Axjrs5wqMzVMokaQHpOMG1G08hDgucH5xppLO6sSpofP/4EGF9GZ/+/E+gWSvj0Z0f4OjxAVbXlzHLSnKrZdHR6LRRja1V4fx9MppgmGTYrNYwHhEdilWdsoLngxiRNU7yVMoHxeSUNma5gHOlsOGBTta2pLkXAuKFU6sbxdjmSdlyFRm7WW8+5iWpfha92Hx8YrCx+NWhOQKYjXTMo0KggEsbtsRT62ifkN5cWOarkHGkS4sotc7bpW+Kg6fUZgczeyGRSQyUPaHRUImbNkc2XhBkhdbFEGuO4fkQDz7YxTMvX8f1Z0/RPf8QAyZ3SjJsvZ6C05TmW8Lu+w/wrcm/wU+FFay/MEVpcya/FYryRDaer6EUdzS6mFfZPbMLGSihlZDyAtHiIc7vaVxGJaihRG5KfRnT0zsoug/NWtqTbF2ekIoVKWu1kxg/xJORVV04XoNzi5VBGzdUp8iyom4KkIPirpWXmJsbp5MjO/TFlFEsiEyZI1je42nmsIYSPXb86IBqGCdBNxkw/5ieIURKTM0VEOlbiLTc2vJW3Ow8VBhyZGQoTjZOEAlBMdTDjOVyjS41/3YHiTnoUqDE9+uKOh2Y1gFbxpBTK7m1YGooR7RV6WkOqPLH96MKPUOMNqCKIlR+ikaPLII4BqJqprmOYOM2gu0XECxd172cB3WAWUqLhGCnoHKIoSljCNfxXpJ3QmTAkJP+wUPc/9Z38NVf+128/+BQ3jzXVmM8/9J1xPUmBmf7GgeoVC1VMKEnDdc64zJ4SLnRrNAhp75jYWcur5ZwbM79C4MTV7w475tFUWKrz8ivF/lannhr9Y0rXtRzmE2Bmeq5fcbnaYpbQb8m2xuYGyS01SFhRDOHjz5Ce7WDs71HyO+8ifLPJCjf/hnEH/wPGBParIUIQ/JHXDo47xlHYrK+txBJkkctI4r7R4qQZNaZyXZJPvU+SWk2R57PUJ4kCOKhHMLTWaL9lGtKxa0babGQTEepMjMDh6zMykRbeF34fdyv+DhHlmY/L2Stz6KHiPwsTRBWLBZB+y+VQkxrJlk94N4cqVDWc8Vir8iRJ3NENUp36a1T1v4u1ISkd45jXQFJH6GcDRwddQWlc9QTIud6YoMW0eCNf0xHWz4rAQKSvVV8UtVja11kYI3BaN+QIk1mCEosXKzoU2numiUiWEWJyCivN5EYFjFWNFpPxULQkO4/9AVKNmalmyujhlJFLrHllTaqlRnOTkdyhyXpaX1pGdVGHb0B8wRIoCtjY4WusQX6E7K6Y6ARyR+lHtNZE0IcWLGu7VzFpVu3kHaP8NHbb6G2vIlOZxm7jz9CdzzF5uUreOFTL2F8doi3Xn8Nw8kIq+ubqNcmODjsarEXxQSf+txnEU6neHj3Q1Wfl25cQff4BNNJglqzhuc+/QKGgz28870PxXLeuXRFpLKD7hEiScq4EEfyWFle20H39FQBU8+89BTw6AGOmHHCMeZ0hjybotaoI2B17+iZzOEwTy7PqDf9v1kSWHFgiACLGMtV4earTVlFjM1aOX/PZ1y8jmwr22p2o1ahK+VXox5HotVu52yv3cZuRFsXae42PfkXiEDmsGUhDxaIxp9hIeBJeV4YQD4B2erkPHhVhR838bUIUcqASuZyT5J8rdOlHXOkzordirlmXoy3rKh58P5dXH3xOp76kefR3e/j/bvHyCyLzuXyGcmYm1VaTLF7/zG+8T/8K3zuP/0llF6aoblZIGy2hWJo1MDrUF22A5cMel7XMu3X+/JAMdWRSwaVp8o6KqsNlOMOyvU2iuoSpqd3MZ/0jaejOYysx3TtK3NzOtU4ggWQlCeuc3Ue0yyGeL0JGxt8RkmmpVTbdTSvEN0XGkBJOs6fZCFjhY4JPCRENv4B0SwhJ05uThVEngrituLISHncEbnpKpeEm22RIE8dubZsrp2s6IkOcsNLR0NLUiXZjjCUMnTmmGV0sXScCL0BjpKcvNolPxcpkZUZ4rhm5mku7ZkbN7tqrhuv+OH9VwAbOz061mqd+DRw0WB1yPF3JEmGasQslApmGb1Tqrp+vNbO9hYzImXtHUSXX0S49SLQ2kFJhjkmzfSImZmvOfTCF9/OKZQQgg7ZPEExHqK//wgPX3sd//M//228c/8EyRxYisr4kZev4tLNTTz8cB/D85Guj0rFcgWjqaZcAu6ErHukiOMjp7zziIeeThVqLvbCoSdWjBoh2Ap9K8TcYHfRxHipskdJnJWgTTklXbdwz0Vh4nI1XaLDhW+PI70vyPV5CYOTM2w8talndXznDsb3v46nfuk/x4ff/yfobC9jOE2RifBKtIANCNelIcbc0MXX4BooaC1AngW9RSyuwaS6HIW5NHeXLk7uBHk/tbiBUq3qChKHjsnsLzQ5fZprHaDKDCaSWCPlQlESLLNFoiAO0RPZHLS+4AbGApi8E1rLVxE1ljHmGdUfufFsaOpB3hsmaGfcP+Y68Nkkck9O0on5LOn7aTNPs0XKe7n3W2OZ03iNxWkRIY5LQtXMis6QOnHQMvPwoWit0moAlabcdzPZ6LvmQrb1ZguQM6iTWWchkRSOlkhInmIslMcFtWYk2Y6Vc8fm2Ru0eS+gP/QFytkww1anatBgEGKpHiOuzNEb5ShxJLOxinqjjeEkwd7+OWblAI12A1fW6uj3BhjlAartdcyLBJ0qDaISKX6SjGznEOuXLqG1tITHb30XD+7fx/Vbz2hxP3hwH6U4xtPP3cL2pW08evu7uHv3AUpRHc889QxOT45kslYUKTY2O7h55Tn0zo7w+NE+WmurqFVjHB8c62Zv3H4K1566hvvvfA/d4y6igFLmOsbjIc56A7RbLW3WhBybrSU0G9SiMw25jOvPPot8coqH3/8AMQmADBjMOD+dIhQ/hXp6J3dUNcuxP42ILjaVC2Koy4CR54fN8f2mb/Ogi9mHyQ/dqEWOki5PZW5GWBqliNxn1bU6J6uz3Uza8R8WVAcP+RsBzYh2rshxgI7m1U7i7A8mFh4ySfLYgDp7yxhRt63xlSdM8pAzSN6cM03ZQG4m7aGnlMAJ6+AhYeojfs+kN8ZbX3sTn//PfhY3PnMFxyc9HHcp4TMLco3G+OvYIXJTLgOPPnqE/J//K/zIeISrn3kJre3LiNpzZUAx24kE2VJtTZsYxw80deO4A6Ue5tOJdc/u3ugwIH+lcw2Vahul+irKzRWZus36j1VsGApgnAtxOPx1dkoueTfwWoiwyTRgl4KsQsKKDm2Yjqho4zTrNo1Q7APxrBOVr5DIbySa0urapZS4EEFv9qbOS7btxl0xFIngSIFJSo7XDrLhIZqNGFOZPZEASEt48kWso6XDLPsvdaRcK+wW9XvM3yeg4sFmlcarojeEEme9yRpVJDmT8hDQ5GpGyyEWhrwGmUzxsinztlhkWOGszpGHhyuuVfgw2VYHEwtrc1PmNWFuCw8nFbUq0vg3IYKl24gvv4jyxlOYNzbl16GCk8W0RhiOZ7EwzXOW/uLxUMWWOQv7MfJRD/3d+7j7zVfw5V/7Et756BijMtAoAy/cXsetl25jihCHez0kRJX0zM0xzAtZK3RoJiiEwzhkZCuYW789gOKruCRjG4c+MZZxvDId9B7eck7OVMbJYdWNxIyM7ZBQV4WYwZldQzU9/DszYXJp5VYk8dnVGNSJ2zzyytVEdCA9TzAZnaG9dhW9w0P0/+3/HZv/5acxql7GxjTFgMRTEjMZOhlylGlqQ+4FlFprbEIeBn2PWJSQHCtHYHvvJDDr7pM8Tyl8lVwVIho2SiRinY/Jacxl1KaDWfmSVI2RnG3KJgtSNHmxWf3zMxDh4NqdUGKJ4WyK0fAMnWYN1agmBRuZg41WC2HjCvrHx0IcpiTGKkKALuj8HSSFV5yseoY8oVM1PVpooT9GXTlPubgtHi3l+6CLsAQQjIMgkZbrls8Ge4FShMLFl5SzRGntSlAPGyioFMsZ3cJdkeOtqvaUKROkac+RpyiCTHwfjspGmdn1SzUax86VmaMrjrOs6VCKOUnuH4cCJQxjp+Evo8k5cZ6jN52jtbWC9c1V/d3JWR9ngzGiWozN5YbIYqenPUzoQhiQhHSGVrujZTqdB+KbrGxtSYLcOz7Fhw/uyTH0hc/+KE729rF30sPK9hZuP3VT9snvv/YqDk762GSa8PoyuieH6I+HaCy1ce3mTdQi4PDRQ6ExyxubqqpPTrqIazXsXL2ERruJD9/4jsIA6URLr5UezX2yAitry4IA50UFnaUlTLMEh/t7iBttNNsdHOw9RnF6iN7hACskVMr+eIoqq+sSDXecWoKZLzSzUnVryIU1et5gzZHaaKrjqa+OE2vsfk9uvOj2JBnUF+fzJt8jhB5tNbG8tY7Bo0MMD/sLi3tudrQvLysRloeHFUka/gjJcemoi3jjJ43dnJrEPXhmgc9ChC6FkUht7E64sWi8o4PFEXC1QTrIw4cKugwXHpqUkrIzUdGin7WCw3e07AROHj/Gne99iJvP3sD1Z48xemNPXCXxWRaR686ZxVnBH97bx3d+7XeQjEe49aMvo315imq7o43GzNUylKtrmMdVSytWgbIsXkIp77vCw+HtOuFrKDebQLSEcm0ZpeY2ipMPMDt/AEy6ZoHODVLIEnlC1lV51a/8QWZ0onUBeIsAQcfjELGZHCPGtBviJP9bzunlYOsC3pS3QYnwTJuZdxa1CBBn9uUiE/yBq1XiTh2zPS/L3CkfHiIKZRqPKI4sS8eWlBsdWfFp5F3jDfBsSycZqjW3biRdtDBAW7nsgjneiVVge7YnZ/MMiqPJFJE1XnMWhSpehPDwH451WGQbWiLjPaEivA5OtVPKUaUvuOeK+KeA2Udck/ES4rUbCLY/gfLSDTNgq1TNZ8cnEjtu0MJVlYfpwiWWxGney0w2/NNxH4P9h/jo26/hK//q63jn3gnG3PvmwNX1Kj7x4lVE1SYef7CL7mFX6JDRgiJ0E8ZKlM2tmGZfzmTR0DSXr+M/gIoQr8SxZ17REzzODPJZuE27H5AE1eGxNmIQxukdY13RLnTUeao43yGZ8TmiuuS+TqrtsDfjF0kGa5dFAilSkvIC0fI65rt7OP/+G1jb+z5WfvRP4vi3/48oX7qNEiXh7nk0PxZrRPi+phzbSLlrajWTbnNPMtKuSXhdkGNYlrycH44aLcv0YiFrjrJZaYaqV7GR/6TQTBYQhtJlLFhdUUByrJSkUibZfaWb95jjo2kT0bK6MkwTchsfIZ8eCMXJuSzB/cXCA+niTIRPBHDXgPHBntLdW8qjRMqgSU4ZsYurcIg1yeYi8E6I9Jidv5GzrZBk05soB8k9c/TOSSmzNhSVo1oWX6Fk3JQRV5AWJPmzQDWUks7O5Jwo7Z6je3IEOT4KyiKSq1CkQaZ8yz4mHJTuYCIL93YjQkZHwLiGzZ0V1JmNM5hg96SLQTbH+kYbK41YG+/paIpJNkdcC9Bu0n8i1Bw3HzM8qcClG7fR6dRx+JCk1Rw7z34KneWa1DeHx6e4+uwncPWp68h6Z/jo3TvIkjku37opz5WDPdpMl3Fpc0fqot7ZOR7c38XyygaaUQUnR12M0wxLKyu4euMKxsMz3H3ngYIOV9bWMRlPcX4+QFSPRdJlQaKsmIB8GkL6FSytrevQ7R3vSyoZjBNQkzAVTO9JFxekUmPLE1Z0B7QCsmi/7IP0XDHixyfarC8ItIsvcUVMTuhJluZx8mRibBnR2hpuf/7HcP7O23j7X7/mNkDrRCmHs+7eJMb2Qz8825aaYuGkaV2ULyzciNvGUey6eLCyW/YbpwzejDRq+Sd8z06F4DJHzCnTvldNBOfB5RIJ9m7DfJI0aI9wnszwwavvYOfaDi4/fRVHD86R7A8d8uQUDo5r4cmFbJ4OHh5i+htfRd5PcPtnfgxL1y6h1uFGxYOYBWOO0oy8lJaxu4mmVMhNYdjGCJhOTHngjL5YUZfjFSCqAfV1lJubKJrbmJ1+CIwPgGTgZErstEqYZ47gyAwM/j/yQJw9PndAFWrSH9o4wa8dFTPq6CltjK3gEAnUFB8iy/L75ep6wTngRiqrdtd96/pLlu3vm5mqKQtIm51LxKZWgIeJfs4yc8yCnpJnU2SxANGRQMCp5cYkLrFYBQb/XgcPU1QN1XNAjtnvz6igopzT0LdZOkDAsVkc61rYvMK8RuwwZk6JEXLpLMp7lCQjNAJnr6774lanZNI1oL2NYO1ZlNafQrm9BQQt997cCM5Zxy+8RbTIrChSPo9QRx54JP5OkI+6GBw/xr1XX8PX/s3X8fbdffQZAFcpYSUOcOPSMla315BOcpw+PtWeJ01IqUAyA3r5XI1bpARcHhDuGRdR9GKv0AbgiOv2ny5HZ5Fg7JsGV9wLrbTiVgcxn1JK7x251hNnbTzk+BDaj6wZIgfDP+Ea3Gq8SKTCpOxeVWTvkYiMcVO69/awVA8Qd5ZQDE5w9Bv/V1z+4v8OH/7OBiqDc5SiNSGqFY4KFftb1UiXihmRROQdxDGFFRIpUQ56rmhrs/GdNT0BAtIGiF/MZ8rCYeOXcp04ryc+Xxb9YUguia6MSlDRIkl4gSkdY1kUU1kEFrbcf4HJtMD5cCzyaT0cIqrXhG5OswmKbKx1IGfmEteeWSmYK7SNXvlPFDVlb8H3FfP70xj5lMTfHGnKEMAAcUSxhDPllDqSY+g5alwHRBqJpDNuKBlqLxI/kYWpFGkVR50gn4T+TbnUPoyhsIaHe5ypk4iolssFwojhqQEKWgc4BRd5KwruJEon+/tCKObHokBhSN9KpyqLahLs1i+vSFVz3h3ibEg0ZYbrlzewXK9gMskxJhmqFCBuVLC60tZDxPTh0Wgot8rrn3gBwWyC977zCqZBhGde+izypI9733sbB4fHuPXi57B5eQuHH76Le+/dQ721gqs3d3ByzqydXXktbG2sIel1cf/uKfJpCZe2t5ClKc76A+3SN56+jXqrivPjPYy6A2xtbAjWPzg4RlpUsHP5kjqn86Nj1FeWtGBoyNZuNdHqdDDsdmXKQ3fcle1N7O8fIg5r6Gy20H18hnyWC+rzEuOM6Zk6c230IthU7qRGclNxok3HQbG6shddknWuNh821r7jrCzkus6VUxK7AidvP8B3T3rIh/QNYaf0hMLH2JOLpNcLqaKXIxJepdsnF7z/M69k9XCOT1D1nbmzalfRRAkb/9Q6NJud0+8g1uahz+3ln86vgUotdvMkNT75ub2Pgzq8MtA/6+PNr3wHz3/2FnZubKDXz3A+IJxqKg/3AWWSJIKuG9GwKH39330N6WCMZ7/wOSzdyNFY2zbvi+kZyrME5WLdPDE4g+M/yvGpApUxyrkpfdTxMf69FIrLUCKhcLmJcnUVRWsVs+5D4PwRiu4e5gwdZCFBia2QIZ5KhYxJrRB0JqU+RiBgArHlzegWSdnkYGJvhMf7JgGPU+04rw4WzzIjI69FHABuRlTRGVJnrqW87tZdG5nOfFwuvHXIbXLEOceB0O/m+3CadXoOcW0QCdG65DhSibumttEhKFmuOeaK30eYgfeGzp3MUxH/LHK8C1ocGoeIKBkVMlxzizDK6cRiCgj5U6nATpkkRKa+uoPWCq4YcxFhb6K8dhPl1iWgvoESR1s6bZ0B2wINsyLAeFqW0URyshVRPAjogTFGPu5huP8YD994Q4TYN9/fw8ApiurlEtYbIba2WWAFOD/q4nj3WAUoS1EiiH2pD+m2ba7JNp7y0j3yDXhvfUryxTPviak+f8kaCBvHSo6vB2wmYrDqffezxi2xZ3hhluhGuF5e7l2f/ZhYDYOXtjtna/8e/GvzmXaiHhXEQT1E+8oOzt8d4fAH72D7L3dQuv4yph/9JtCoAbWmLOt1UHLcNDVjTRkEEnGQ1whxNlPUCKsjvF2irJbjSkNd5SqrcLsSkslECkrm00RswkgWTXifCuRMB3amcylT6OnVQ3t/qmJIPF0QzbmOgET+J3M0qzGqMnpze6+UPWVEtQaieQWT3hmmw56h1fxBNT1O5cawPkVZzFGVSq2l65oMKL2PkGRDqVJnNOKkzb5rnKoKFaRtPvlSlh3FJtiMBfma9NCiwGKOoEnjwgDzekOZdTmfgWFvkeYsVMuNxpWrRF+taSEVU8S4DLnjUoZMw7cq8skEOb1oSKItPiYFynKdZKESqu0atq6t62I82jtViBRDyD51dUMHWbebYGrYN+r1JpaWW0gzIikpxqMRmuubuHHzNvoHj/Dw8UOsXX8e127fxMO3XpVqhxDqj/70L6Gz3MIbX/sdnJ32sHH1JtqdJu5/8B6SZIqV9WWsXd7G0d4B9k5HIqkur7dFZJ3MMjQ6DWyubWkhPXznHXV8l65e1X8/2jtEtd7Gzs5lDLuHGJz1ENfaKGjQVSpjaWVZts4nh0eSk7XbTbSXlzAYdjE46qKz8xJu/MrP4LV/8N+gVm9LDtdab2HWH2DKbB51SEaa0zyZnQKZ4Xw4XGS5HQgmFTMZnkH+fnhxIUB04x6NeS7+Xlb0lNOmBQYPTx0qYmGBegglHDBo3Oi1Bqlqnu+yPAp9j3lqiNLrzFaMkGdmbDaa8SvgwihOx6V53y9CB/UeCvofUcng/DlcJ+HN5kiYJjs/yubgs2Ybo0Hx/lAl4sLQsN17B/LY2dhZxubhCSYpvWjss3hSoL86plqyjnk0nOD7X30Vo/4IL33x5zH/xBLWt15Q4TEdncmErDIdo1TfwpyyW16mmC1vy418RpgXI1P6cASQczxRlbdGOWqgEjdQbuxg1ryEcvMeZue7mI2OTeboRxiC2pWupI2+zANUnZVDTzgb1mdlJ1Vx7rSW4UHeFefIssRfuPca0dNGZ/a51ZHRCEyZIvb3GukRlBCSTkMy8yUhTGzKHCNCkq/lix4rlrlBsshgijDHh5Hm7SZt5+exf8iZshHlE0gQ1xkLGPIj+FkKy10y+TMLBq5/Fh1UXxiKEwbka7HIMnLuvOx9NCzLpZLnaDVr2sy9iR0Nq4K1G6hs3kJ5+QbKjS2UmL/Ez7kY57hazzmremWSybWNwKnryFESiyBKiYcDcU4evv5dfOVffhlvfLiLIV2d6QxdLmEpYoMVYXlrVa7RB/dP0D0bgGWm9/44SXIEpTKq5bK6exYDPhRT6KKCNM067wnhnhunXUiG/XNm9YpB/UYvuZAX+89pz5hl7hhH10zvxAuxGeAC7fTBgX6UaHJte248SrOwLxC6xuVYxvjRIWq08qeXx+k5xl/6Vez8xB/BwUe/i3I6QVGr2ahlNhO6wCKFkl1bqmYwyNFepRyjlBCV5p9ZX8ApK38HORw0EyMvhBJdBvdNkhTBbIaQnloFyaO+uSIhlKihsVkyehFpO7PRFr+Ho49q1EJRSpAmGVY7LUSVNqo0GySJlbUp+XQzoFYjgtNAJaxjVK5ilvb0DJAnxUac/CmmgHNcjnSiPB6OUOqNSMn1pXAZRfkYaf9MqAu9nniX+fySzCr80lnRM9CTRQybHu5xOfcFrRcmWdCZ2ZQ+tAKYUeJNh9wsEfeFSjGtAZKPhaLaMqCbbkSCseIAeJsaaG5vYzKaYnx6KGSwTETr41CgLK20sbbZlly3e9rD/tEBiiBEq9nAzloLWZLgbJShIMkpLKHRbqPTXkJ/0EcyMUfNmy9+Cutry7jz+tel8rl8+0WSsfG9r/1bDEnCvXkb21euYNI/wXde+22lrT77iWdRpDPcfesdjNMZLl+9jGYjwkd374k1f/XWdSy1mjg9O8PB2SHW11dx+fJlHD28j73He2jWO1jqdHC4u4chc3S4YIMIhw/eN4fTIES/e4rO5iaWljsy3+kdHSAK62h3WnL46w1GwLCP2ZART/dw+m+7mFI+PUtRC0NMjrvahDjbH4/pMRFaV+BY2PJV8CmkfkTjcl+8GkajkifJtDywyvQxIRnQkBiNVURItOwbFR18MZf8aWiJj7o1joT9XMkOB6rfHOwvfyFngyyDMHXFhp6YesQ614WTLL1eBJ/7zcweFD7sJIby0CEvJk04TzXFETdrX3RI518poxZV0Bs7roJTPUmd4/gv/ndORyke3jlEUN3CxvV1jIdz7NPAzakRrKgyF1vB3WVL1q0UFSRZjjvff1vX5Bee+lEMjz5AeWoGTCVmcsxSpfOW6ivK8NEhzwaLWTdUI02rKlRs7EPVD4sFy5hBTFVQE+XaEkrtTZRWDoGzu5ifP8JsdE4NlyFOQqGcGst5FRi5NjSZubJJAoeSWFIxN79gzmLGykqtFcUlXPh/KByQ6kuZrNH50pm/ybne8rAYiWAGXN511oi68sKhTT2tw/k6ymQgn8OQKyNcWuHkPcx8N89rIx8cpyIyS3kiOLz/VsjonlQCRA1yfEy9Qh5YJa5iMkowyRuoVAq0IoZ+0ivGDk4q2Dg+tFVXVv0wJeGPFqd0IK1vIt64icrabZSaV5Rg7XkotpDMK8Yf5AsBuw41F7bI/yV/wWfrZBMk/S7OH97F3VdfxTd+4+t45/4RGI7AopqupM1ygE5cwuVr66ivrOJ4v4vdu49RkZuyjTFJjh3mczQiIyjyANH834d3LtoML5W1t2amfM55Wc+1Q9gW8n5XeLvxzUVchUtCd3w2i0Owjl8Bda6wdaQWxzPywYH++XL+MZ5y5RMo3JVT150UmBwkKIYP7EWmFTx67Wu4+ed/AfHlm5hl+3p/KTl8uQVLiuzuDdR4HarkJtnoxoIpTSorgh4LE4fMskChmyslyFyv9CipMb2efJGJFe6KC0GIPEsN+dX+ysKbe1thWW1RBbVGQ27meRqgHoz1ZyyA+bv4fDBLjs9MVPAZ6SGsTxE0ltFaX0fat/wgFihEJTk+8bwqjmK4h2alVIgifbqqq5eEhiQxE5MH9t6DEFVOGcJQYbFMRubev5DgE2WSTz/PSZrAlS8y2xjaGdYR1SLE0YbyftJBF5V0inFAA0HzoeI+EAZz1JstxPUGRv0eksGZrACy8RDlSk0Th1k+xhTkzH0MCpTNm5tyxNvfPcdRb4RqvYG1ToRmNcBwNME5I6nLAaq1EGvr6yjPc5weH0km2FzdwKXrV5D3T/HdL30HYdwQ/ySbnGP33i5qzSU899wtLK+28fi9t7D70QOsX76F5aUlHOzu4+ToRO6Bt65fQ7UWY3/3IWqdVSxVKyjnEzx+dKbO9rkXPoVWM8LjD+7g6LCL1c1rWFtpYW9vVw6a28tLehKT0QSVah3VahWTQR+dtVVsbG/g/PAAw+4ZoriKRqeuA/d4/wTVWl1OforQKM9wenQuEpfNHdlpWxehWHCNAEly4qI12akeUlX73u/ggpBqHaIHfp2niA2VreNwbpuOTrfwNblIO3XKIQfze/muhWHZa9jf8SGwcCxurJxVMsVThDpX/Aj4cu+PHCHrxNhRU0LrOCULkNp4D9p+ufFUKpbr4mzyPa+ELUI1rIrgpSKOWn06STpiIJNF1R+48ZYPfuNDPR6McfKoiyu3t7BzPVfxcz6cKS3Wxl7GLl4E6xEO4VvmvDuoYHB0gjd//V9g5xM30VyuobmxpnVTqRfKx0AxQXmaGLkyrhnRVyEqdUsazhooFV1rVRQa6GgYLABYqDDXp0Z+yhpmy9cwO3+IWf8QSE4xS/oLJEwoCQ9HZdJQeuukusr9MaKv0Y2M/MhL7UnAmrnzMF4Qmvk+TOVjLsBW4vHQkT23XsJgc91Ln04sTgnVPtEiF8+cSm2jF1dG5k88DEg+caRZyUdtU+fGSiKeuEjUPtC5Ux5ZqQp2vpPRKENcCxHXa/r+yahAfUZJZQXp6AxBxNEgVQdmHGg+KuavMyux2zZybtBoA401hGtXDDFp76AUr2Ie1s25118jTzR1ydW28Lw0hUWhGdep6JLRHI22hkh7Rzi5+wHufPN1fOtLr+P9x6cqftXJlqHRTjMscHmrg2vP3dQIZ+/+IcYDehIBgRR3Ac5SKrYqaFQK/ZyKZVfo6XNJqcZDN7goPMoXHLCFSZcKlh/yXHN0FY+eGDLjpcfmneRGs85AkHuO06QvfI4WW4QrWrzpI597rg8jzztVoWtiLEW7QCkvIczokBqgYHru3gFmh28j2LoMnGaYBlVkVJlIYUMZu3HVuM51rAsdmSIMYhXOXO8KvXSFm/x1CiryrNLKGUxZLqPaiKUCTScsfszi3ZoXOvPa/sp1q2ubVTCm/LwMVOmF48IAa2oE3HOHiUbZ9OQi0hRTtj63NPUkTVCXyWBDwZ2UvTO5WVCkiPCMJKHqLdZnSyi5r1QQpBkmB49FrI6qIYpSDXEwU9wJ91ZGaNAgbjYdIaPaR75hxgMSTZxGnnmGfB4grLJYsjDP0izRuEYEWXLb6kRtp4gpK04zjMcTlKYF4qBAFOQq5OZlNgATjEdjJI92tW/XaHJHQcATmWx/qAuU6ayCfneI/jBBe7mB7WX6TRQYjhOMReArod1sor3UxHjQxXm3j/k8xPXnXlBa6tG9Ozg+OsbKGkmtVWSTDOfnZ2hv3sDTn/okJiePcOe1V9DvT/DUyz+OOA7w4P0PsLt7iLW1DSx1GhgO+uieJqh3llCrNdA7P0A2LWFj5xKWV9cxm6e4++47yJMcq6tLWiAnx0eIaxFqcYx0OMQ8NAfMiDP8YoqVzR09QCePH6B7cob1rS2NjLrnXWUBNRpNFGmG43uHBJmBJEM3MYIWybGSkIm8R+WC2zB0PjurbwupX6AkftNRoeHREmdF7zvABddjIU90oWFK3GWqrVt4xrjV4aKwLlbY+jY3GFIaqil0zHCaXba5DJqH2GKCvZAnWjdMgplTEzjuS4VjEPrf0GTPkWU14Zed/gVx1W+yUpvwQWY3GXHbthwVGlgxCp3+ACLFCgWyI3qx+WrTNElm72SEZruPtY0lXJpkKD46Q3eYI/NzJsHGbuYvbNniB2ZJhvN+D91Hd3B093vorK79v8j7z1hJ0zUrFFwR8UV84bf3e6e3lZnl3ak6rg3dDQ0ajO690tzBSMyPQcAIMxIC8QMzgOAPmh+ANBoEuiMYJObC5dL+dPc5XadOeZuVPnPnzp07t3fh3RdmtNbzvhG7aGaG1qiv5lJxVCcztwnzmfd9nvUsg9OvvIDpC+eQnZ5BmB+zjB6iEJ0a4tEUYulx5z7LhpzoBouJQLkd9E0RL0UkS5O9xuJpSfziqSLi2Tn0i0sYVPfQq2wCpWcYNI8xaJaN0CpFF/9zRmUiDhuJWo6TnoTqjr/rZZ3015meqXY0C3j7Xd9xWzicB+TkdyHlAEdAXRUsKgh4HTgLUT2/k2rqnHtHYWbGUNnhlDDyZCCahw4y+YJ13coScv4lRLuiPvZaPMdJFOO2CcjzgptPYP45vFeyeUbEtzBg9g/ZpOKXjLx/eAi6yQKSU7MIJpYRTJxFrDCHWGYCcOMcUy4ZR0IYw1AePzJfswNjfBMjUfpsnRY6zRrqe8+w9+gBbv3wI3zy4W08Oaii4Sg0vEtysTjyQQyTRZpEziJVKGD93jPsbxxo7MRNkEUnTSlLAptYnHAtMFBJhaGrJ0myNTWPG904BbGNnXzD4t6/uxe8zfJQh6Rpj42MDOWy13B0zGGxprGq1goHyvkRoV9D/AB5yEczWbwlm5shotYpR+RlvlPUcmscRxaHNVQ/fg+ZsVMoP2khVjBOEteHrvORoSpHyDC5KK7g4TiEknRySXQvMcFYScK8BAJEbABcDpIQIF5TDB2UhN1VWPJNsWvWyL1xiRrYZFHWnaaRmdxX+2i3SvIrSdC0kf5NBITIq0pwpMPgVjZn5IOY4qleYhhgC+lMBslM2tybuWKRrNonEZYXh408zWQtjkaNlvK9oYNxIZtBmsX/gGhOS3J48myIhvS69FCJlHnFJl8+Rk7wQCSPvMkwnTVkvNUSWkOVEA8epfVBLKV7JcjRTaKBTr8k/yWGK5LTSfGI0MREKK4ODRZb3Zauvc5/uU/b/7oLlPXtMvLZOM6cnUYmQbXFAJVaA3VeXMkkZheWkc2F2NvYwOFxDWMzczhz6TKS8S6ePvgKpVIb56+/gKDbwPazbcRSSZy+fF38koP1O3h6/xYS6QJe+v53UdpZw50vH6JaaWF2jkZsGRwc7qM3SGFidgHddgPP1p8iEetgcWlZMuWdtfuoHB+L/LS4uIhypYp2q4ri2CTa7SrazQbS4xOYXFzCsyernGBifGpa46jjnWe67hdWTmmDP6DbbJjC9CTlxTtmbtSiJHEg91teoN0EXV5TTH4wWJP8CKewpc9Dp9Mc5We4ooM3CAOkLAbdNgsRsE7Mzc2V3hcsZlqlRE/VIzaHtQwOpwpyUl6xruQNMmqbKIkzoyj5sTqo13FZfDFxckHkhuw6UX4pTGfM4IvhWAqyC7QxapQqK3ci+hZcpbwcRaZYsaBsY3ZW7T56ccuLoUKD0HcuTKLMLB9H4NI7Eg/HNktfOnHxaNbbONg+lNR1/uwCIprxPTlCpU0TuxMkSOfjLfdIheTFUN6v4t4Xj1AsprC3uoX9J1u49NYrWHzhKooLi0iPtxFkikMH0TiNjtITAM2iOBwmt4Z8ESIKHPt0GZ7HcDhfqPDBN84gsSnEk2MYZBYQG1vGYOIMBnUWK1voEVVplDDocYBgMxPbBCg1dsZ34lQaMmKfnXJuQ0t8MaModzeDJ6eDBYEQEGUrEcFkB3hiVzO3QCduoT+FBfdZMZNQojeheYmHRMpMKmXZjPt8EdMWh8VAGzqHMqOE0LeNEUWOpGqsMI3qYQsT2UhEV0MJkgjT1o2bH0wPackuLUlZVCwWxrzuaFFPlGR8BcEY+T1zkngTzeJ4SSMhszdzK1Li655BIph64zX+3QoTKXXINek20a0do7yziZ2v7uDjH/wEX95cw3a9rYwnAkh0gM0nE/I8yQUJTE9nMbU4j0q5gZ2ne2jXW5bC6xQ1pU4fzX4fefpOeBM0qSnMVVpHX7bnJvMVN0ncLjda5XkQgdVyaUbNrv/7iMjq/2nW+E4lqLHK10gtFhXglUEy0nM/cwL9HDrUiizrlGEC7Bxiy6JF1wjJr+Y5xGyhbi+J6sOHmHxlFt1KA7F2FYmpWaET5kPCCWZGm6TM2kmkjvqIYg0EVOtoveNoztzidNdGvL5MkswilrcFCxmSQiXPJWrnyLQkX5OETLly1LeRUTEXIAiy6DQa5hMzYPYOR0Xmd0JBhzJu5J5LzllSahhDAGk930dEv58e1TjklQSyU5DjLxdjGrbFu7KVEGipuTTvM96TzPTJ6L4LGBRLKT0LH8WKtHRvE4nVqFPp2DTOpF0/70PzihIfRhsEkeSk1taIGUTxEL12E+ncAKlsFolUBpn8JBJhA10muscH6LTILwlQbVa0RsuijHtSjMU+1UZddHQuvgEFSioNXOaYpwf5nZQaNNEZIMjlce7iZW0Qu+uPUDo8xtTKRVx5/gYOn6xi/WgL8aCA1//gz6Oys4Ynq+sYn13EhRsvIDFoY+39X8eTZ9tYOP8cLrxwDRtffYj7n98BgiKWTi+h3Wrj8HBPhCVySeq1YxwflZFKZnDq9Dk0mzXc+/IrhMkA05OTQlfKlWPBz5Oz8/LVIIw3MUkeQwu3P/9KeveLly7I9e/ggBk8GSwsTaByfIijSh2Lp88j3m9j/eFDydPGwiSaVIwMoKwhGrkl0ymk8ynkYyk0yxXZMostP+gbg1p3vMnpjNjJlFRHCHWW296ETR2vXyBwIqaef3frj4XPjTI2zCPDzdmVuWMuisMRjAsqtKcb2WCPiLh+AjEiyJ6cc/O9yc/FKQKCAcOuaKnMK9n09iyk+J6TKd4UcUSEHx1RTL25M3yTOoc25fJkSCBXSCDFGIQuU59ZZFDB4STN7jOZiZWNLtqNSMUGj/H0/Bia1RY6ezUZGFHULddWx0EQz8K5enC/qpXqaNSqyIYh6rVNHG8d4PT9x7jyvTcwcX4Fudl5pPITCEJ2dx0MOlXjl0hiHLoiRW2xuCexXkY/h25dI6KhYoYLPjfuODN9xhHLzWPQOkZs/ABB4wB9V6j0m0eIdxvot+uGlHiVE4ss065bQrHC7+ivwOrBkA6Z8cmWndkkvGYsKdcumKQhY3oe527aNWMnLqjD3KNE2tJoGSzWI2MmiYJMoLiZWZFpUwKqc/hafA46aSZlvU1vGSJjWmiFECSVJDsZlTE1GyAkIdhdeMYxMXSOf6ck1zsRW9GRAjJFBGMLiE/MI15YRiw3i3hqDAOqIPh9RzQVSVcXp8MVHP/KeAz9oSTU7jlyTegK22OqJXrtBhqlXRw/fYL1z27j/R98hNuPt1CiosJRafgamUQckwx167UxNZnDuatn0A8G2F/dRO2wZuil8wrhmTqKDBGlQ3Kefh6Mc3CCKJ/z6EW8Ztfv1UTegM1BXv4zmrbYwjSdXF8q/6FVvfcaMeKxJ1C7m9YIo2zoJRiy0RzJuvJHUZQ4ic4j3alNAA2F5Dkl+kHOkPZgZwcvgj1zyHgNtLrotiIkxscQjI+hd/wMg1ZbwZ7yOGGh1SLXpyvCqJBURYEw4dkkuPL+4TiYhHAVBjx3hpQk0gE6A3JK+pIeW8dHboaNF7Pc8Ck3jijH7SOdokrGuF76eDGSYHvyaorReI3GWMrdCbQfEPll48hxtBU99GuxgjNOtRDfHwt4hhFqX7e1hOezH+vJ8ZyGk2mJxvg+elJwEnUR2tKzdGetZYk46jyWcs+1SAESs3sscnqW4WUp9Qn5mETNSI6x+hrfNs0MWWwRdeK1Sat8eRpZ+jfDTenTxc8UZgqI0zCU3DSh2lAwIycJTEH+RhQoZ+bG0K40cFBroUq5V5jExMwcFs6eRqdyjK21xyK6Ll+6IZXN7Xd/HdV2H6evvYBT589i88FX2NjYwPlrL2H+9BnU959i9dOPsH/QwOXXv4XZ+Wnc/slvYevRDvKTy5hZmsbx7j6qlTIWz5zB5Mw09jc3ldlTHJ/E3NIiGtUj7G9uI1cYx1gxi067gcPDfSlxCPjtrz2RZ8K5q1fw9NEdVI4rSOYyWF48Le+VRjtCYWICxalpNBoldPrAqQtn0C4f4tmzfUxMzyCdSmD/ybpmqYLmBJebUx8r8HalrJtGLHYX8uf9DXyx8TXynks1FWRrOZo28zVTEENXnBLH212rQ3bEWZ+r4Wwx3b+VhqFuaWgIJldEn7Hi/Er8hnFC4miqAe+14oiOfDjNsZ6NViEklsaZtUEUxVIyEwnOvWk53UfzuCYZHImxXPNYTBgy0sWAcGfS4Pl4wJs1Qj4VoNluWyFG4zn3GfR2XcdHh07ZdncHimFvVtpYuLCAhd5AhkyDYxYUkTpgs0q3LppcBv7JM8HFifSDOn1sUvQmaKH03uc4fLqNC99+GYvPX8HEyhLSE9NI56Y0A2YgWpwFRHrMSLGUQHLnUZtM/xRu3imgm1W2j/6TfMbGM70YkYZxIDmOeOEMBu0KYpP7SDQO0W/siKcyqO5g0CrLs6FHHxaZlfkIAQfJaxzDGTi7LMu0Eu9HxajtrPKGYbEgOa8pt6TMsuphpM6isy4jB3gNE1FAgEw2ibyUyfRg6JiBlmJpOF5jAKZT5lCVYhp5e03JLpUMJ3M1pVjTGV+zq7gMzNgECHZW5gkLLPMo6dO0jaO09IwVJoV5xPIcr00C6TyQyNrPavG2z2/X42ikMWRk6fpkUcLi3xUnvN5kWd8Uf6HTLKGxu4u9B/dx+/0v8Ml7t7B2WEVT9wHJrDY6C1loKCOni7FMChevn8Ly9St4traJ44OSQlFNLdMDcdNqL45Gp69JVVZqDHppsKB0aMnw/vJEc5OAK/DT3cfWELiMnmHzMdLx/a7cHYWR2oiA/6lh8ONA7wzr5cpEMJQJ5GKRZQ7Z/VrBaAZxZuSoHBufOO2S0HkRaRTB64HKN8YN0CH2+ABhoYjyVl+oVJTKSWKrWIQBR2kMfOUoJYHAEZW7/STaUqpF6PZbGuVo7MxQO5FoY4jTm6gTV3HRk3yf60KgcELysIjUETVl+rG8groJUQVoYZ8k0knzw0FfLsmDoK8kYqYWE9mg6ypD+sTNciolnityqtQYxK2gY4FGvxXZ5g9iLlvN/GF4EEl6ZcVCZELZnN2OCmC+LxZWug/VJyRE3CWywjFRq8XUZN5TfN4U+ixmqRqkL1SzYqiLiu0eBs0quo2qUakScYStLLqdOpqJIxWZUUCkeFdFEW/DFJ12x3LIpMfQqFfRbpTlO8NRk8bS34QCpcYE40SAequDDEclS/OYnp1VoNbG/VW5Op6+cBXdThVfffgekuMzuPH6i+AE8M67vyUC1Yuvf1/BUQ8/eAc76xsozq7g1T94Hf1WCR/8yn9ErdHFzOmzcnUt720iitpYPHsW+VwOj+8/UHU6u7yCXC6tMQ1P4OTcrHw3mq0OgnQO2cQAUbON2vGhZRQM+rj5yceqTudmplHI53GwvYVeEGD+9AqK4wXUSsdIZajamUG9eoxKpYLZ+Ul0OQ/sk7+SRFVHgTeYGawpMDHRQzIM0Wg1dPMopt7SxofjHe8Zou+5RX4YwKdFxPNJfJqpg4CpztCV7jpFdjmGvQ/NnXz3ZRkn7vkdPKxuz/FjDKExQquVQU56SYKlM+Gy9GH6CbD4oE25mTqJaKUChnk7tgGSNZ/OMcSwjYjFBV0l1WlxDGHFFrvJ9HgRjdKBFqIglZAbJjksVE7lsimUmxE6JEpaYpo8AXisaAFvlt+22CsvOIrQqNZwtHuIwlQe0wt59HpVDCp9pZlykTNHXsuo8aZzSuN1SAy9ciT9TMSxsbGH8i//ELurj3HmxWtYuHoZxcVlpMYmkcwW5MNBz5w4i4ewCKRy9G03szWiKewWyc8g4bOXY1gV0Kfxk+VyaIPVz2QQZy5Mfh6DTgPxzgEGzRLi9R2gfgC0jtCv7mLQLqkwMpdKGrdZABrvCeb+5DKmoPLnXV47PozOQ/bkWgh6dj9LiNyZwplKitiys9iXY6ahTjRQ5CKua4CdJ1UOoUH8un5cNoyFQrqMHbkMsyQiGTeOAYEeXVP0d6BHA0PTCCckMOD7YYRAZgyJsVmNb4iUxDJTiPHYMqRRiIof23gfH8/CcPfScCO2jVZjNu9pQghdcssY+p2mwv4alUOUnj3Fxhd38MU7n+PO/afYb0RoO/K4xQqYGDqjZFtawPcwv1BEYSqLnY1N7G9sodMwpQr3JhbSPA67Tab6DpCnvFjIoI1NPU/EyObGQbFJlIt10Kj069JiAU7ichkfxHuUmL+QJ8OaH5HOgUzQPBLq72he10Nm7Ui17LltzvXZ1hHnsOwRGadZljIpIHnXeaw4exaGvvJzKFi70UfpzpfIL11AZZDBoFJDOD+BlhsxWwXUN9dTdvU6nUYU5zrVZGYTufOh28wVgcHr0phdnKyaZUlM6KhURuJRxNDomBTZkGIWKiYqsONk6JxiRkTES4q/lUrFEXU7QlaSYYBMEJqJscjnZubWl+N2T/dFxPVPx5yj6biKJo5euG6xOUvyA0n96VAsWltwvERDTq5XlCIrSZhrTl9Ot5023zePoSkBuVeQy0IhA63taXzq8it0f7KwSbBI04cnfYC/z6aH3i8W+UC1Ia9bUwhSqAE0qvvo1Bto0xcmRpVPFu1q/5tRoFTbXaTiAxTmFnDm8hX0e03sPLyDo2e7yE0tYXx2Csc7Gzg8Osbycy9jaXkCu08eYWfjKaYWz+HMyjLKW6t4evc2Gq0+zj7/GhbOLGH97k1JQqlFnxcHpIuD9QfIFycwc34R5fIx1h5tIj02gzMr8zja3sSD26vI5Is4c2YF5YN9FRT5wpgCxI729pXaSqY2Sa67O1vIT45jcnwS7aiDo2ebmJmZxtzZC8pbKJcOMDYxqQVtZ/2hLkCmJUTNOlLpgi6Yyl5FAU+UhbJS7pCLQkg0wY3TzNmIEBAiZZIyuxyvvvGaF7Elhh5jIwmil3Z6kywjxRoZRURELSbOkMy7wHr9oJP62gZir2PPb26yphBwclwt7ry5zYhIYxznZmkTc7O0l9LAEfLMAM1ksvJhIXKSYj5FHN0gjnS+ILOkVulIxnFm9mWXObs1QsSpkK7CjosjcMXUDLzPMwG7UAtIgxsXaBZLaNmZlIljYx9SHVD9sKquIT9JaXtPyBULs9aAXYWhTs4uZCiJVh6L3pQtzuJixGI4LjdR+/Qe9h/v4NRzazj/xguYOH8W2dkFpIsTSIRFxOlVEtWUl0EyLAsVkqyJ5bMLkhNtn4UKlU5EVDoa/bjcdtLzMIjRlCqrAicW5BDLriBWPAO0S+i1DpBsslA5wKBRRqxRQr9VRaxTQbdRQ79wCr3yDnr9fXV7PvfIjP38uIOpquaxw7wPIzh6ubNtSlIGaOp4gnTNIoyjHPFOrIgOQst4MfRiRN52ta87jkMRxoki2dQVVOX0enEMghwSNPLKTSGenUQsN4M4s43IK0kVpICi+kCyaV1rblMcGhhKD+Ne0DZgdrTilpibof5TwrFcaLlI0/4+FPesvLmGvQeruPvhl/j8o9t4vH0s1IS8Kc/38GOXjBKI+7omZ6YyOPfcipxRK4clGY/Vax30ef8PgAwbhHQGxwdN3S8h3WOdekeAl3d3JdrlCL0GcpLAaWvAUJXijpsPAvWf1Tk0Dke4ko5rV3Xk1qEp2ygh3faykax/eAc4CbOtCV7k5Am67n3JAp8ohXXx9vKGagrxJPcjE1K6BHRiaB+VUDxDL5AAQdPGa/SWoq6/3a7LT0qcFI5BxLcjJ4PjFBKn6QRLPlICkbyDzH1ZAZD0kZJs3YoFz48ju4IkU75JGq4xiZkTE0OXHQ7szqvWU56TMNT9QqlviyjIgGOduML/RHPn+khCr9a2lF6PT6EID2+B5yz26cptRtkc/ziiNnN2+Bk5pnJjeq5bdMl2KgH9Ydb7JPGaw7G3cbDYEd4rHHMTpWKGkI20mO7MPCoL+2SBxObKyPHJfgBiSpQzK01FRSX5fX10mk3Um03dg/k0E6cTGLT8dfVfeYHCBNKFy89j+ewK9p8+xNaTJyLVnbn+ktQxT+7fQTydx4s/+4cQdGu49+kH6Lb6uPzqt8Xj2H50F4/uPkRxbhlv/Pz3kIy1cevd38L6420snbqA2blJVMpl1KtlkWlTYYC1u3dQLtcxPreCc5cv4uHnH2L/4Bhzpy/g8vlzuP/5Bzg8qmFuaR5Rq4W9vRIWlpZ0Q9L1tdFs4sK1i0ilBtjdO8JRpYGpxUVcefU1HO5uoNUPcPa566juPsPG6kPk8lbkcBVL5rOqjJEExooTaOPY4sn7PXQ42w8SSIUJRAmrVjm2YAaFWbJ7OZ9tmFoULWhnSAAdEvwcm36kCTQ53fCfus69imfEaZVsT0NnJ2NkjACNP3SNm8fG0DbbPdgBkLRmm77BxOZ34jgU7ADU8bnXo1Y/nUKcGxiJ+NlQ0QCa1XImzbeTpjTUXDL1uqZdVdHUqldNiu3gZoXesXChnwqlgKkEUiS7iqdjktmk6zKcD6/et9x0OQCiM2SzI14JCxS6GVMB0OnWNILgjTkURBhN1z6dW8zFHxDJwnmMSswUw85+Bcfv3cSzB+u48NoNnHn1BsZXFpGZmEVyfFoGSDGSRTssVGjeRFlyUSZORFRU/0jpQPfVlCtU2EE2Mei3gH7TNlR2ivGM27T481kkwnEM8otAVAMIa7fLSLSqGHTKiLdKcrqM6FTcTGr8xPGMckYcT8S6ZvOPELFRUnczipMHjwuF9E6x7Pp0aXDBE6/FkBiffq1O2o3dNLGxM+CuWZcR5E0HRcZjs0pJZxblToDcxCLS+RwCEvpy40JWIU4Pi5KClAYaG8nIj4+RHb23JrRV18Y8o9wczZ7cvw050X+yUG+LbEnr8rAJNHc3cftHv4Mv3rmJOw+e4Yh8J3dvCb3wSiduHIiB5R2lr4zIOHdxQaodyomjehvNcgvtGscWHOHYhG+j0la6MQsbjojYMZNzYTwbu3c8SuEjmq0IsOvTZP8u/VeF2SiV2CgmDuFQ0ehsCdxGbOM1J/12LrC2l7swSnckFSQouwMLEeXxlu+Ov7ucPNuvV8NRtLHVHX+FUuOkwhxVpMpHhkVKhHB8CrFsDv2jfaBZwyBN51RDNBTTKwIo7d0DNRExykn6A4SxgVIm+CDiYAaWiimUhbu8RmT0Z8VRp9tDi2GWJCMnY8hmksYld+unsbYsAoGusXw+qnG4tLUpf2easNxzYxajIDNFNhZJN742InBfYybetm1bO5kA3qd9AptdsJtCu2nHhQGCLFaIYpHLJf5fMmX29xz3itPCtSZANptSCGI74uiTVvpUyJmwwMQEMaTZ8DnjORaqydBHFZgkm++PJFuPKdLWf4C61hup8sifoVV/gu6/BWSJXvPvRL/S3W9GgXL6+stYXp7Co49/G81aR14mp5+7gtL2Jp6ubSK/cBovffsN7D++hTs37yA9OYe3/sgfRXXnHh58+B52tys4/9r3ce3tb+N44zZuffAT7G3u4YUXn0erXsfW2hqSuTQu3XgB1coR7n/5WOS+yy+/hYliGjff/20c7Vcxd+ocCskE3vutXxNkPbu4gE6nhVqjjUs3XkK818Sj+6sibl67el43zdH+sWRu1198GfMri9i4+xkalTKWz1zB1u2b2H2yinR6DO1yHcyTow6kUq4gMz6Ny1cu4+6z39TFRAUO+QAcUUSNNvpjGc30O6zEiaS7SHcVFc6bwxAKyw7U3NMoAfZ15+UxFAAODb5IrOIfPrxPDBODaF1gHGf8Bidz/s59xmK31QlRJqrixL2Ye5BoZoZHTuYoMy3X5WmNc86H3n47GCBZTCMeMnMjgWQ2i6CQQTadkXl5q9VEkEih0lzXopnoJy1kUAmnA6xcuoSt9VX9Lo8bCXLdflM3HRNKczRkanXkD0BUikUIuzhKNv2CbgfChdO5wLNOM1Imyth0HvMrC6geP9E8lt+zhGSH/Oj4+PGYIw66dktERpc1xO9zEejsHOP4V9/Fs9sPcP6NG1i8fh355TkUJuaQzE8iSGVN1dJpItY8QixNstq43E/FzZCPihsBccQxSFvBS6KaUJWadVuyZHfFaZxmVlTPZIUEJPIk07Uw6NeRoCQz6iA5VQU6ZZFuB02ScxtAi/9uqNOiYkCBiFJhmrxdnAJmmMQNPveZPgPyYwKOCMxllgMO75miYx53m6bwfM/tsU6SZMSY3CzTSplNZMeRzIxJ+RRPFxCkp5DMjlkmUZAH+D3ygcK8Q8ncEquu3pRQemhmz83TZKtUfLmAqiFKIuNBEl+9QZ2UV11tKL12Ha3yEWo7W9h5uIr7H97Gxx9+he1KC023EXs/PE9oTgxoJEg+ieyzMJYGXnj1FGbPLqNGBWC9g1ajjcpRXbwE+vIm4wOkpsbx9M6+rnfyTtKxAUJyLeKjkYkQC5aFMR5fjruMpMwC3JKzRwWBihEPbgjRdK6oKhSI0prPiTPKcVNLl1EzJFjzXok0NuhqfBwffl9BlhrxWuKueEZqgnwC8mjcw9GCuCAi2CcwoBomsABQKkaSeRKI++jU2ig9vYVMIY1WLIFuuQpkx+TSyusnztAZN2Ym8tSWFJjcEBZ4CY2FiaZwiKPrs99DkEwhCPge+B6Nf0ZEgp+VA+Rkig6xlNYzb4duuSZND1hgxeNoCrkj74S5PpD6j6TVTJhGKsyh2Wy59Pf4qMBOML+nhyYLKHB16MmJlopENlKpbB45ksx5DCiSYEJ3m0pEk7Jr4C3TOMqxB+h2eH2yuOIVRYNqNm9xtw6R4UQuWUzW/OxaqVQKaI9PJ+WACiRb0xOxNPrxDFqtmryfYmyCUxyUp2T01u4xloPITkKk22SB/J1QQpJ0PqnCiA1VMOgixUiCb0KBEgwquP2TT9HtpTC9fFYBe8fbG9jc2sGZl17D3PI0bv32r6La6OD8K29hbmUFax//Gh7fvo/c5AKe/6mXkc6GeO/f/UtUdvZFrrzxypvY21pHqdLC9MKcwrg21x9hb/sQk/NLmF9aRFTbx2cff4VGo4/pyQmUtjfw+H4Dk5MLmFmYxO7eFrLjM7j2xvMyX9raeiafi/mlWQ7DcXR8jHShINVQs3qARx//UBdEqpfAvY8+VsdPGL/ZOcLEzKRFd4cZnLl0HcV0iIcf/wjH2/suw4K8DJsrs0Pu1k2xYs6cNhdV9JtcZs0wi0WFOhgHwUrwq2kONwZTQhgHxBUtSj31yasaHg3tEogHaDERg98NZ7wluoMUtbjR30KVhh/9GHfBOCnO28SNhTxaYlEd1rXY4thHIptGPJ3QWIes8ezcnBIy2Um3q8dAuoBuq4aoyW6WvgcmP+ZzpdNJbK4+shReWbpTBRLJA8dGUhF9xuQKXGeSbIf8HXPeZYAYUpZfYVwSA12HHin9PpqVBmMy1MXMr0xisHGAfjlCSxwWCxAcTSWcO6ez+NYG4mf97gBxUaSYutHv4cnqNnae7eLsnTWceu0aFi6QnzKHcGIKYX7S8l+4kVe3jU9CdIAhhAwWFInWnFa1T5HbwUWun9f4J0ZYOyKq4uR/rmsW30PQBj97iDiKGFAyx8KOv9Ml4a0lHwm629Kun/bbg6iFXreBuNxROe5gt18HOk2uq+jR6poLvfgaJCU7+XTgspIk19WM0jxZ5CwbyF13+B+lvvRjSOb1J8czsWSIeJKJzxnEgiwGQdotyBn0ibQk0oiFY+Z7YRegN1q38Rc3YyEE3Mw0IBmeX/NXUaQu+iT56b5jFa7ceW0e/FxRq4pO9RjV/X3srT7B2pf3cO/T+1jdPkSZag5XltpI1PFYxPOwgIUM4uB2NpYPceOFJcyenRNxm5wBzv3rFcZzmLSY4x9mckXFefQS5FXJg1DmYIGrIDgeYKGnRsEhEZKU+yRlnW831jFo1N4hCxF9zSlxlLNiz2WjHu+BZG2KDxoUcumub26KMgseSrGdEeQwjNBk/17+PLwzJDlxBN0TVvyS/Ae2jjAIs09QRLpwLnAB6utrWLjwEkphGkGnrXDHXiIURyTDkYiQqrjUJBqtJs1hl9b21RrdfPsIQ97rEdJMDtZ4PEKSxZOUVCSd8p3QS8kaDJpjKo2Ytw7Vg0EX3UFCzRmLqEw2i2Q6FInWzj6dfZlhw1iFAVKplNbQNtONySNBHG2nGoqR5Mz7otdDs8nGi4Z9GaSyRD3jIK3cpO0plCrkHJoXkQo55Vyai7OmeCosSVTnvUtHZHJGKHCyIES64crLKuDn5JLBjLJAylTLHx3IxoJEdmYYUQnExJ1EksfEFTFBAi2uj/0eMqiyF8BYNiMTRPH8yO1JZdDx4+3/kj0e/yt+PFtdw9zsEvITUzKeevDlx8jPnsX17/w02gfP8PF//CFyU8u4/NLzIu18/Cv/IxrHdUyfPo+Z5UUc72xj9eEj9JtdzM7NY3wyh8cP7yol8vyLN5DPpqWsqdY6OH3lOnKFtMzT6qUjVcEkxlI9FA0SmF9YEInzuN7E8rUXMDGexc6ju6gcN5CemsH41ASOdnZRqpYxu3Qas/MzqB5uotNuYnZ+EaXdA1SbdTkWctELszPK9qmUS0hMFnHp0lVEpR08/vxjdCoNRcfbbW9jD17kXFLZSVh2nSVu8hSTHMZ7nlbd2lYNgdcNQAKswbeOFKffdRwBLxM0nqEzTjOZsoeGbY92yadeUuyqF8tNMUdXXrRmnuRCCUeub463YOMY53M65L8QLtRzc1RB3wKOd1IpBIUsUtmCbijtb+kssplQcmvKULVMEiplVSA1CeftPc1rldZJZ1oqDqgi4Q2vj59AkB4gmWPQWgzt44ZleXTdDUtomgx+5vZ0Cdd2kSSSo5Rmkssi1KttjM2PozA5Jrld1DlGvx0h6lqn6uf7PkZg5EvnzqW3GfcFjNJu4+K/sGm/f/ORPHuWL65i+bnLmL9yGWNnLmL62gvoRWV0a4dIBG25RcY6JW3U3LRjJNQG7Lyo+3PkQnZ8JOgx6TeVtzwYuZuSs8LWMzrhgOr8brTK8znYYeXd903K7jdwIjQssJUFpJWSH5qEUX4NSHbqTg1GNQ07POdX4UZgQ6Mz1/VKMUYUg2MIFitURxAFESGY0l9+j+8pqU6ZHiY2+vEBmTYG0ghLEkc/mnB5OBbPKo6Hv/5HWvrR6EZIlUi/TkJMbgKLtChCp1FCq3yI2v4ODtafYe32Qzz66jHWnu7LX6dFzNFBmGJfuerfb9TcmPLWjyIfBnj1zUu4+PJl7G3voi31RF8deOmQybMMruB/wPjSLN5d37YAtxjt8IGMJhrcYIgyOgRFr2kfyYrhkTGiChOvvnN3IEccipfwjtG6hwxNGUmLXfGm0+eTi9wd7D6XCMJSUNk1ZKK9ExCqmzj5BPLhMXH2BsoLEk+rbykNrp4ScsucHAoRyMHgvV5uIiYL+i76DZO0J1JZObHKIYifiQF2KtS5rnTR7jBItqcGLptOIkw6lR6pHJWa8nfYxMrLJCLHw/Pi6HlEKj15X5bjxWKHo+Y2kY50Wg7mqUxaaw6rC6LVUatuESAsPlQock1KCBmJR22dN7k2O/Su54wsaVlBX8oBVWCNigqRXo/nlx4ltEbpoRd1RPT1sZSWt2YyfaqHWAxJcaVrwkY2LGYoROD5los2yfsi0/K24PiHZHXyXeiPlEEiEalhHrAREWmWAaYOkYkn0CLhpdcxSXcyhUJxDGFhEpX9AxH86XKu730TCpSlC88hH8ZwvLeHUrWGsy+8hWwmkG/JwfYeTt14HVMzk9hdX8X6oyfoJ0Ocv3oNnUQcTx49Qq1cQm5sHOdvrOBwd1tGa+HYFF58+7toHK5h/c4XGAQFnH/hZfmjbD58ILe+6elpNI6PsLV7iNzYGNKZFKrlErLFApZPLaroePpgB5VyE+H4PIJsDts7u8gVJnD1uRcQIsLqVx9hanYR83OnsHbrC3mr5PIZ6enHppdUle4d7mH23FXMLs7h8OEtbNy/h/G5ZeSzIY7uHwydGn1xwNJXng6EILNpDWFIFJWHpTM+NN8Dx/Hw4kiHXPgZv25Afdf9nFMCGLphs1yDct2M2m20cmp16Id1Y7aA8bMYGXVEMfShZqbCsBteYw7vl+Is7fn8iZA3OBAWMkjksggyOaSLJMPaS9CYiKoSki2zkzPo1suus2NBMZDUkC6HNo/hvNf4DVq89aWuOhiJDWSWFMfUVBZVKq8a7BAGcn3MpuOCdLk5sdBi+jo7W8aMqx2hoVGni8rBMSbnJjE2VUCz3Ea0T78KLgDejZXnw/QqQ+O8ES3ZODvuTymIFEZsxGCy+I+P66h9fg/bj7eweOcJXv5T5zAVi1B68BEGgw4yuYKOUSLMA0ELg0RV6brxZEZjG/2Xyhgy5TtWOSpx9JJEbJAx3gfbQhUt3Jy5MRM5sKgEs73hBuSShH1SrlNwiKLpu2lVv64g4XmNlC7jVC7G+/AFm8ohF6tgl4j/uyNZO1WNvaInWjpOhStsvWmYw4GGV5sRWS0Gwp7L8Urc9WAjHBvdmEz4xOhGKiYX7kcZczeSMqfTrKJZOkZ1Zx17j9awcXsVD+89wcZOGeVWhDbn9aMMbiexH/qnujwUyonZPTPPBFhcymPuzDSqlRpa9Zo21ajRxcF2WX47lK1y+ypMFJBaWsDRnVs2MqE0mWm7zoRNaMfw2iKx1ZBE8YE44tTn8yo7i53w/if67A610D0i1avfWIz0Kn8hkW9tnRAWZSdwWIJQLjzkyXvkSL/nCiLHW2ETo9dXv+RjMzzqYvMmo6+N8rGMK8LJhPIoEO/F5FYq0igiBL0eugl6JTnSssIrOeZIoDsI5B/V7dMwjyNovgfK0IkC9NDrOpQgnUIvmTa3YRVeVizp9UxuIy4JSfokhvIdkwjLNYRyYt4f9P7oxzjuJcclrpFzKskCo2OjMTfWJeGZ4x2OwMI4SbK8/drIpAKFxfL4cCzUqB8imQ7kBcR3QysKHj9mfrEooZuw1hVJ+LmeJdRcJelbIqSbAY6GIlERGU/kdb9yHMS1kAU7RzIk6pp3FX1W0ghzRQym6FKdRKd0hG6LnktGCpYNQKuFpGtIeezDfoQknXx7DaTiXbT6XYlEOF77fSlQ/sE/+Af4d//u3+HevXvIZDJ466238A//4T/E5cuXhz9DbfVf/at/Ff/m3/wbhTb9/M//PP7pP/2nmJubG/7M06dP8ef+3J/DD3/4Q+TzefzpP/2n9dwk+vxeHtWjXXQYvBQEeO6VN3Hw+CYePXqCIFPAjbe/D/Tr+PKdH6PW6GB8bh6nL57D4d4uDvdLaFUrmFs6i7MXz2Dn7uc42NnH8tWXceHlV7D/9DZuf/wpFpZO4+z157H/9BEe33ugVWZ+YRHl42NU6pHIrZ1aFY2oi7lTpzExkcXGw1vY2asgk89h5cJlPH2yjrVbFUwvLmFsMolHt79AaX8br770Mvr1Ej794Q9QLBTlNNqNBphZOqW47P2jMq5+56eRScex9t4PUT88wtwyu+VTqD6+j3angyx1lJZNauMQruViVjv7eaZg9qicsAtIoxpl2lD9kxz5iwxFPM6x0cl8DUWxrtZDs7whWPiQfS74t+viwgUjn0BQhmIKI7mOOiUHqfvMHy8vlAU+IdcUuogQ5jPOC6GPWCqOZD6D9HjBIr0zScGJfcKRJHYxbC5MabZcmJnH9q2PbeFnhoW5zRlEKY9lF0omYylHequ0MDY1ifpxWdk93SiOwvwkJqaZI1EXGZsLVqfTRyYdIB0GaHa4kMSUZB2kItlF0+lVhOUmUDooYXJ2Cqcu87x2cVSi3HcYTi8uwKgndQvwaC13goaTG5kFJ/JsdCMWCDGUyzW0797H8f/1/4bSk0dIdDZ1DxUXZpGZnUKqMIVUtoggnVVKcjIKzSGVMuNUBv30FOLprLOi1BkbGatxM+L9OCC6ZL4TgsXp0szkYcmX/dbrUA+vNBDsbEWAHJ6ogtKoxo1VYpQPcybtEBYnofS/f1InM6wxviZTtWJ3ZBroDKb0Hd8/uuMnIicJuXxPRF+4xhCBcU/mLOh9EvKgWxOHxs6VydrlZUK0RIUJOQw1tGtHaJSOUNvfx/7jdax/eRd3b65i97iOSpt9JdVe3nl5ZCXj36FAIlekchzDo0xUb2EmhyvXV8TNapXLGjl2uzEc7lVQOWaqNY8jvXRimDw7gxKLTcVGCCvVKCPkpuOtg/wLW/XtSOOuGHCGRCOpNHkw1iyQvG7mqq7IGWZwuRHVCVUaNyTFJjEd11+37nyJT+JwFzNtMcWa/7pJch2S5UZLfv2wIsidd64R5LGxjyH5nBwR72kjh9kYBp0Eynu7yOYncHTUAiiHzxtpudPqatpJzw8iS02OKiRJTyBM8X3YAWuwOBkE4tRy5FFrtZBWTliAmHg/lMzHpCzj22wz6I/nmu+DqhgS0qmqbHek2hzEu7buOBJ+OrRwQoXsOXVOo06DRCoRExoDm0EkeXAs3rnWkoRrDrCI4mi3KkiP0esphkab79cQGV3myQFyuYIM3IhysJhQ7pCzTOJhpstrnJ+TaBOVj9mCSLjVXkl2GOTasHBisWa+mSkLREw0EAu7yOWyWv+btSqietXQaCUk95DPUNHEcNMekooDaKFXZwaYU26SYN+o/xfv8b+niuB3fud38Of//J/Ha6+9Jtjpb/yNv4Gf+7mfw507d5DL5fQzf/kv/2X88i//Mv7tv/23GBsbw1/4C38Bf/yP/3H85Cc/0fdZtf/iL/4i5ufn8d5772F7ext/6k/9KeUR/P2///d/L28H8dw4pufnkU0n8PTTH2Fn9xgLZy/j1JWLONpex+rdB4h6SVx9/U2MT49j+8kjPH20qgtk4fQ5LCzPYu3z99FodPHct7+LfD7Ee//hX6B8XMXZay/g0vMvYv/pYzy4/xiTk/MYy+ewt7uHeJDF2edOY2ftMcLxMSzNzUqS9XR9C80ogcuvv4GFuSk8+uJT1Le2MFbIIR1rYfXOVxpJvPnK6zh6+kihg8WJCc0+89OzyOVDbG1vIpEfx1v/zX+P1s5D3P/Re3LuW3nuOsLcGA43V1F9uokYw+n4P13MjFYnUZAbMV3/aHscR5s+MYIrfSHiFhmpUixgTeF9aqtI/LMCZPhzjnNixYp3jiTjnXCln2F7O2tbWPz4Z5ij4zdlt7jRglmEW72SDxl0BlrOOC6VTCHF2ToiJDm6mZ7Q8pbMExUgX2SAMD+OTocbJY3ROlocE4U5jJ85hy3e/OSOkD2fzyKqNywckUZflA/Sb8Mpk+KUyMX6aBxXhDYxJIueC0f7JZy+cBaN1ir29smTIHWBxmF9pNMpwa01xq536TlAP4I4ktp4bX1tN3qoHJVFpBubKWjcw+yYeMcKDRI6h7LFE0u4HVEvBOe5tSwTWYP7OHv2h+RCcIENYgj7B9j84jdQ2T5AkyPMpQUs3LiAiVMLKNDYb2IGYWEcsXTBkWebQCeJQfNIqh2at9EPhAFsOg9DPxtfGJBg696R1BBMNx7TNWjOrm4UNPBjIUP1KJ7skzznCM6WlG1KGGW0DGMOjHTNh8H8fDELiLHNjtcVCwyfzeIKYRGqR4iJD3wRqqO/k0NDG34z3zKZuyumVBgZIjTg2EfFCWHrmv3dm5mJFBmhx4TcdgP18gHqezsobW5j/8kGNu+v4c6tp9ivtlCjpFVvw3tvjDJmpGUZKfmNPCzHigGoPaMa5PRyDq+8/ZzcRhtU6fQIx/dRr9RQr7QsRyg2QHqQwNh8Dld+6jv4t7/8oWI20rGE0o454uHPKPzS5WGJ6Ciyupmy6d70WTp+pOILFZmVWbHni0UpX9zolRu1BeOdREZYwHkXUjtuJr/ma3glEGM0OJJzKdxtXhvemoDvmYimDa1tDeF1SEyJm7R1N7w/FcXBBivF0S43Z34mFklxeSB19/cwc+oiyvxMrY4lhgdp9FPcLHtyv2tGHTTaDSTjfWTY7VOeHwPqPd7jfeSyGQT9tsIYOVJMk/iaDJAaZNGP+HzksRBZdcGmdJJ155qjmE6NUuU+uq3GMEFaa42aDBvbkoPC0XtHkT9UD1K+RZSTgzs2nAPkczERdSkdpqmbPIG4Puaz6PbodUUn3I4UNHzOXJrjGI5Fid7kRPztcW3k+CmVkqKyw+PBWJR2Q1lFQTeJqN9Eh+gs3wwPE6/XZgtJrjUMmFWhaIRZmtYpRS0RojA2BVLsiaSkyXnsdpDRrRWpUE70u2gel9APyircgFAut+jR9vb3oUD5tV/7ta/9+1/+y3+J2dlZfPrpp/jud7+LcrmMf/7P/zn+9b/+1/jpn/5p/cy/+Bf/AlevXsUHH3yAN998E7/xG7+hguY3f/M3haq8+OKL+Lt/9+/ir/21v4a/9bf+luZk/6WPsdl5+ifi0Yefo4sUbnzv51GYSGP3wX2sP1xFdnIepy5elH/I2t2vlEQ5kS9i5vRpwU50jc0UJ/Dcm9ewv76KBx9tYGx+CS9++5LcCW/+6NdQrzaxsHga+eIk1u59Kc8J5v48fbyKyYkZFCam5JS3tbuPVCaPV956Eal4Hw8/+0D28i+//QZm5uawtnofmWwa89MTeHb7JuqtFiZml5QJM39hHiGSWHuyhtkLz2Hlwlkc3PsMWw/vIBlkMHPxEtqNhoixrVoZrTLVBrSxjkvupjySgNbJrOotAM9UCUbIIqmPyEREXbvrzr06RbNeyTOdoNLRP6yrdyMf/ZwbD9EsSNnnDmp1RDWaaRl/YGTcJbKW3EcdOiAyi5mGDTswN84RnJy0hZFcnlazjdR4FjmmUGfTw8UtIKG1z0X7SFBrVKubWifbR2IyqxlneecAAz4Xc0ka3CC533nyL+XISfSJi7oJAbMi+P7jKcrp0mjUmxi0OC9uYu70BKrlXTTaNhOnORtfj1LJdJIkW2PwB20ef3ZXhlJxPls9puVzEtliCv1eHt1BDdVKJBiVBaR3yzWGAEcmI+KkOzpDgqEtxE7q7Ob1g04MZSI+jzaRzeZQrbZQLlVxsF/C4zv3Mbu8iLmzy5g6s4Ti0jzGZheQGp+S7I8LGOfzWoXocdLYkZV7jCRTclZCIi1GkiWaMjRf80CAD3ohwsL/vM+F98txCERcCh7za9DGzfNAbok6ZjcG1GXmizJHGHbjRWk5PC/EFSIn3Vwt7NByfKwo4QI/opCMoDvyakxxYzybppxqfYElQjWPPfF+IiUsSnot9Fuc+ZfQODxEdW8Xu+tPsftoC0/vrePps30cMWbCGXjRx8Je2yUCO08hbrae/3GCdKSxThZAMRnDxfNTePmtGxgkY0rMFhk7FkOt3MTe5jFaNSogiP3QhA24+Ae+i9ipMzg8/G2NGFjsh4m+PFCEEanQMFRGnKPhyNUVECKXekWdoZ5EQKWscfLiE0E8to7IeNAaEPstb8Y4PDUODTNuhY2IvBDVziEtBZSR5eTKVueYjFzvVf/279Pxn1zOl78zRObUbMeLAs0Nm/cxw5zi1s7rHkxR4UjqEa81Sl9ZSXAMluTloFRFPWudBUc0QD5MINlv63pg4UKdC2e5g0SEbHEMvU5c4Y4iRSvzkutGoKaFXiv1Wh3dloUFduNdIa28jpNpJoeHFkLRNXVP5FBHrX9yezXZNUngYTZEmMnKMI2oBtV2/BRKpO8lUG910W4N0IoirUVhiqZ+gZCiWKKpEQ3Xd/EM+V6ImIjvxXua6kXybRgXwdEOeSX0viZyYrcyf1+3p/xxAvUeVGMRpdYoS/e/qYp0nUnazBBOBgKalQALGXp19WnHn0ojLKQJ8btQ1f8FOCgsSPiYnJzUnyxUoijCz/7szw5/5sqVKzh16hTef/99FSj888aNG18b+XAMxJHP7du38dJLL/2u1+GoiP/5B03Q9PpP72P/aBeTCytYuXJD8+JHn32Ew71jzFy4hqm5CRw8fYqD/QOkMgXl4IyPTeJo+zGODiuYP39VF8LW6l1Ua21c/tb3UJzIYuvu59h9ui3ZVT4/gcr+Htbu30c8yACcOQdxnLt0EWNjOWxvPkOz08W5565jdnoaBxurePTVF8gXp3H+6g20W3VsP11DJhkoG2P/2RrS+THkJqfQS2awcmYF/foRtjb3ce6Vb2FssoBntz7E0fomipPTCJJpHGxuolGrIBln0FkKHXWIXDC8AocFAol8ZrwT1VvazLVou3kuz8uQiObcNfvWPg29HUxR4xYHD/+6OHRbe00qyi7MZ+rYDeaSURXkZXNkIz6aNt/GzpbIa86yBhFbV2ehaF7WGBCakDSWicOm4mAXkiSsGKYVVtWuVWWQxrffadDJkPT2EKniNPqNFjoNMuRTglftdZyM1MmsxYMYkOBo5khBmr4KdH8FatWaaBcKXtsrY+nKWZTmGni2UbFOssfr0TrsJItCEuOk4GAmCGFk9sS2MLBDbNb6GBTSKE5T8kiUCuhVTTUi2axccknODVCptk7YinsexWgM5zcNW6/ZTfOrcdRKNXzy7meaU3u2Q7c9wPrDLWw92cLYeB4TS9OYP3Mek2eXkJufQ25yEmOnriJdmEO7vI04KnJOjSeOzY2W3iDMyEmS7Z+WV4hCxihVVtLfKB1XD3dB2HXD647XEgsRz0E58afnPvlRoPOEOYkifW1M6Ajao6rjxGupaD4xP7FK2HgzKjxcRD29X0T8tRA2cnW4GmvUIY6NQ0o6TfTbLUTNGprVIzQOj1Ha2sbeo3VsrG5gc+MA+0cVVLhBqNu0/ZObsjMoNXKj/3ji1Zgs18ot3j8kuMYQDmKYCGN44cUVXHv7BRX+1YN9I3PHBhof7u8co15rKT+GeAJN98cvnscbf+Fv4Ff/h3+F6mHJ5v7oI01yrEsv1iVvATpDgy9vzuaLFCsA3OkTId38eLzc14wT7cwQEVFUBjci5958ouoaIql2zkZQkQnxjJjJJkBICFN9HdH1JFHcm7OZA62VNcMsLneJ0VTN7meiemaf4H2WhAgjgVa1JCJsh0KC7sB8oTji7fa1wZL0KsaRRAIJIQskzodSwBiPjMUSuWW8ZzvdCLl0AtmJIlpRAtUnDURRAnUm/jLIkeGADButdm0D17gwgUqtI15HViYrA/LKNQYyPqDkhfr8YTopnx5zl+a9zes2QJsKuHhCmV2sTrvtNlr0jIqMx1Gr0gCtiwFRzYhp7G2NnuIhCQMJjZNSDA4cEtrMVJBFYki5P9dEuVAHiFM1RAm4M8VkwK1Rjsx7RogQlUexOFIxywviPcn8s0SYQdSt63KgGR3zrUgIJ6omZaijBFBiLONEk0L9/hYovCD+0l/6S3j77bdx/fp1fW1nZ0cIyPj4+Nd+lsUIv+d/5mRx4r/vv/efe5Cf8rf/9t/+XV/fWd/Ci9/+NqaX5nG8+QCPb95DvQ1cfPlNJBMdHDx5iL1nJSQyGSyePo1YVMH6nc+RnZ7F+VdeQ+3wGVa//AKF+TO49tZraNVKuPPhe0gHaRSyWZTLbWzvccGOm2691sTE3CyWzi6h02rg3q0n6MeSuPGtt9BtHOGrD95Bq1LB9NIZrJw6i43VB/JTmZudRalyLMnY5Myc/C3imSwmp2ZxsLEGhFmcu/YCGvUj3HvnPREi87k8mp0BOuUjRNWG0pMLk7M43nmKRolzP4O5eQFw0WEV7eV7Zmlusl9L5Rw5GnpSK/kpBsF62NyPYVwAmlYxB/USQZFbpo9S9+mlVrCI8c+l10HKfkTkxzpW6FjHrO6HXa9bwIlacFbLXBEbgnSRmxhHuphHWBwTGYwkOCKX9YNdtFmc0jFRi4iFXiG0/IvYoIP+4TZ6tMGOp2U1Lw4KuSEdC8zia44z42Y80sgmajTQqDA4jNJl84bwxMGo1kaz2salF86jfPwVSlXzQ+ANTG8EQamB83aIeiYVTGQRT9tM3K3OaDU7yu+gQqvYpcFRHxzDcrTHm/rM5bNIF5O488kDtDo8ziMPCv/wRl4juzivinDuv70+Wg2GjnFeTkcmt/gP4jg4quPwuILtR3vIT2QxvbKEyXNn8ep/d02bcWP3qVRuQZgRsZZInCS7nLvLyI1FCRdJl6LMlVZKGkc2FcJCKbNztPSGZkN96H/y52iy9Z9/nPz6iV+xzdOnBDspmsL4HE9EozsWIMYZUeaHM1OzQtnn4phHBzklHM32um302w2pZdqVElqlCip7hzhaf4bN1U1srG/hYK+Go1ZHfLNoeC6s8JUqxI9DvdHYiQ8oEqTXv8TM/JQ4cSEJvP7mObz2s2+jVKmhvLOna1vBh92uGbORS8DrkaRDFgaxDn7h//x/QSc1g2cP1tCq1LWIc0yZZLErorkVRPIOsRt7iFKa0t84TDqkNOpy1uwirKoh4fl0KJ0rEORq6tx+tQ74etArAE+Uj/Zvh7D6EZdDQ8z/xJs9mtWB6M1cd0SE9cZurqAbft/iIIjM2ZpEw8aMVDG+iWJDI9fTel2KRvkKUXmTpJus5dRIdUd1C7lUNpzSewm5xw+6qLf6CGiKScm+atgBMvTZQULxI0F+Ad1EDh2UtZZR6UnAoFY3y3uOv4mZEGklipROJY23ljOZby+eRMMcSUS81Wid12OX6ePMZuBglOtZF0GngUw6KYUih4FELLhm6Pktdlt7RdQm4szQQCCI4hg0mAMUYJA1XiPPt5AX5Yyx0GTRZX0ER0gKjJXiytRuUvQoyIpW9lxbKEOm5DmhURRjL8iPkQyh1UTS+a9kMlkEcRo0UhZPGweujSkEqYKYi+i0DQkfugr/PhYo5KLcunUL7777Ln6/H3/9r/91/JW/8le+hqCsrKzguZ/6g5hbHMfGlx/i6YOHiI/N4LW3Xsb2/Tt4uv5MFrvpsTk89+KLONx4iK2dTVx782cl+X302Y+xsfYEi9fewPU338Cj934NBwdNTM8vArUjPH5yJL02T1oyHqLZqGDpzDnML85ie3sD+4dlJPN5vPTK69h9/ADrq4/Q73Tw6s/8DCbyWdz88W8JxM2nAhzsbyBMZ1AsTkoumUuH4MBh7e7nWL7wHIrFEBu33pexU74wifRYUfJiyhYZNjgxPYVsPoPdzVVkMgkplToa3MYxUGQnZ8kMqzKdPzx3gStBf4BUmDKzoZ5JkXmBcWQgouJwETIY2AoJZ2fvNgPzyXKLmiSZfiF2m4Xi3H2wlFtYyPlwgWwqmcS5DK3id/BvMkjJxIjOq2EhRHo8h3g8RHa8gH46IZM8wiQUX3aaJHVFMgnrlBuICJ3KnyHCIEgi0corBr324AFinA3HOkil6IFAjgpvLiY7m16/sreDfsRbZoDcRBHFmTz2Nrc1d5U7e4I8FXqo9HC4tYezZ6/g/AuL+OzdJ26jtIygViuGQSYuOF2OvgwMbHcFtzJ4zBcRsQhoNBoqUHke+R5KiQ7qtaY6tKera/J14SZEwyoTW9vIwKz/R8Z5FkPAhwtfdPcEMzR0TuhhQASlxzDElBGjCfH2YqjXW2h22qg3WihXanjpf7+I2uExNn/yroq4TLGA1HhRrqW8tinpTiQzKlziCUa4x0ZSX6d+0TWkjYgolEkSlfLLIpRFskZ9pnIS8VY/66xTXcU45DJ9DQlxSJ+TN3tkhIWFGaUZCiJ1ky8+OGiRdNgjKdzczZzLJM7ssiOFbPaihlASkvzoLtwqlVDZ30dpYwvba5t4+mgXh+WGkBIWJW2nppKnBC3jdQrI5+J958zjvgYS2ecRkuKKeoWocd0fAIXEAN/99iUsXT6FXQaQ7rM4ISE8MIUYY+kbLLYoPOqCRp6p7gAv/m//JMZe+TaqaxvYerqhe4KoCdU7zO6Re6wft3jB/ol4CweMWoXgCLeecaLQRnUOnnti4zmSQv3p4BcU/MgP5j/nib8NCxg/XqJqhcdB5mymFOIxY1FkoyEXEMhjydgEl09p3kBW4HuaLYsX8VRc89NtMyPKRSWIX2QNU2cQaewSb8dQLdVw0GEkSgr5TGiOqzJnYUGT1pinQ34Ra0A3XolpTOG4LkEcYTYlSXGzXEe/to1mh+qVAcaLLBwGOK4Rco3Mgr9HtLor7tJ4gaiIqCVIhAHqzRhiHAOTKEujtz6t7lnwc7TSkdSZniFqOoU6JNSA0A2J46M4ie50de3Hke2y2qIKibwSQ1641hPJ1SNFtIg8N8sEA3mJQSBTNyLHTRGNGRxIOncMyTCl187mMhjQabcbGZKk+5brB2MVBuiQqNylpYJXd9r9RddwyroHCd5jboZDXkpo4YcygVMuFZS0/PtaoJD4+ku/9Et45513sLy8PPw6ia8MIiqVSl9DUXZ3d/U9/zMfffTR156P3/ff+889wjDUf//pIx2r4/YPfoS9owaee+sXkEYF99/9EY4Pyur8Vq6/gJm5KextraExCPDKH/pvEWsf4ebv/BJa/RBv/LE/i6lT89j4yX/E1uo6JudXkGg1sL66jSBTxNz0pNjYlUoZp65f1426sbGKWqeFlfMXcOrcedx+/11UqzXMLp/G86+9gd21W3j3t36AsekFESR5x83OnUI2k0KtWsfEzBQqpTqOS/tYufAc4v0OHn72KcJ+HHMLy+j1AyUm99o0zhrg9KWzakaPDg9x/qWXhALde3JTIXYW+91Dip2DxjBmzMbWQXJjtzh2mdfgUHm5x+qiIqTr58i2aRhJ1rP2HYji0oO9nEzSZi423kyNixqN43nT+/GQW9zE0HfdJW94CwvkQmOjJN4oJLoyQCvGz8DxQSaFZqeGMMNijjcs0OZ4K5ZCv9WQ1Xej2nQsdHqD9JHMBeh32HkmUdo/VKCf9aycrXYwoCFb1EFuPG+20bEMWjy+gwEqh2WU94+QnSwIQSF/xQtBuJh1qx20jmO49MYLON6r4tG9fbJ3jODK4qhJE7O480KzAoLoDu2ofaaIyohogIiLdSKBbCGnr1E9Xa230Wr20Wia/JnKJVuAeRZscfewt4Xi8d9WaJlHDQtEXxjag9C2IHLuqER32vTv6KMr9Qf9SxLI5lJ45x/9NZT2D9Dc2UKMBOFMgPG5aUyszCE3O6VCkcVymM0jSatudkj8LxmquyJKRUNAFiNy6nTn25RfFn4nfwRHjPWIksH6XHp8bo8ziPPDLcdL0GdyGT82hjQUz/7k5mljMl/ADP15hsUIuzmSMTtKZ+62m+g0auhUG2iUj9E8PJY/Q5loyeYR1te2cVyto97ugTYalAizKDc5tRUgtBbyUnrt15po2jk212YS14lg8PesiOTHTcViyFLiGothopDCL/yx17F85SwOdks45vHnOfXdZTRAu9pG47iBylFN3h6E5KcvX8TLf+7/hEwqxL37d7H7eM1M2OiIygweIijK0OF7JJrlRqj+PqY8medOyIkL+VNFblePPIOGLF6zG/D/9go0l6blZMxEVnwS8mhdHnqgOB6JjqGTmmvNcFJij4ppDeF1zDGDCJlmdihCr5OdqyByhnayB3AKQhVBvM5JCJX7Kos0a0ykCmVxV4hLSEG0zdvM96hEG1DJaPJ6ks2TsQxivZYaOi4hTIUO0/Q2acoCn+qeeqOkAq0wllVxVK03hOJmGNmhw8j7Oi5SKkMBeaBqLdrbWx4UzxM/NMn4jOZQpCkPZDKlkT3XcCYB81j1Bn2NlPpcI5lUHwQI2OCGhpgGdXPt5svISE88IbuLkiTzJ5JKVW8TzekB6Qy5NymU2y3Jfdng0u02GwZKmKZxHK8J0iGaraasL0ieVTZVkk1uDF0mNZOeosTiAJkwlISb1viimFFV1Ke9fg+ZgC64GYfSmBckA4vIhfx9KVB40f3Fv/gX8e///b/Hj370I5w9e/Zr33/llVcEJf3Wb/0W/sSf+BP62v379yUr/ta3vqV/88+/9/f+Hvb29kSw5eMHP/gBisUinnvuud/L28GXv/nrGJ9ZxovfewvVvXWsPVxFvdbG+PJZnLp4Xu6Va482MHv+EpanJ1Dbe4y1L26juHQOL3zrOzRGx+1f/lc4fLaLqak5zfg2drYRTycxOT2OarWKIJvH+eevo9uqY3/vEP0gi2vXX0YiquPT3/41NDosIi5iZWURT798T4nIk3OLqnrJeM9PzoiQRQJ5YXwax7sHaEQNzC6soHG4i+rxDnK5IoqFSV0QJH8SCQjzISZnZwUxctY4e+aiFv1atWEohIP1RZik1NYpByyuJoFEyJtwgCCfUWJmbfvYDprWe9v41CEpg8Snj/o9wgV+8d9DsybnlSJ+ihstSIlgPA89nGbeqxe4ePiEVMKfZrpmQg6ayPEmZnHDjkL2x6kkwnwOSfqdsJOQBLik3IhmtaTRTdRg7ktCkKb5JsQAWkYXCsimYni2xcXeUlTZAVhGhUE4JEmnWADVm8bh0e9zEUygWWoiketqU25UyEMYyA2SSdern3yOiXO/gOe+fQPHB+9h/8DY7lrUmcvBeTWDv9gXMYgrSWjVMi5E9nRmdzKrI4oll1/OhwMU5FXQRb1hnQ3Pt1nPu37XoVZmf2+Lvb00/TNGEuTAsDG3SFKbaht1r+zOrTYMBhk29ffxSZpYHaLTOEa13pJKhEUcHm8j9ekdFIs55CcKGgkVJidRmBhHdmoMmclxBTIG+bSiJTh/TrBbTaZFvDOVBjdHIijm3ulN0wx9M1t9BdE5DsnJhwpln5w9HHP5sEo/imQBwq2VRm9mmiaYXMZpTPltSb1AdQHzsJjLxdFr46iM6uERqgdlHO0d4nD3EMeHNdSbXdRpf87DJiqiS692wiCbTEms7C9ztyA6nqb3XRES4LlDZt7Fs0KiZXrAhgpYni/g5W+dQ36qIH4Qpe28QJRHJHidkH0XlaMGSscky/aQDWLIjk3glT/1f0T+zEWNf9YffIV6qWEOnnEXDshriWoy5tR4E0QWj3yvIqp7xMqrqoxH4I3x1Ej4SIeTdmonCccuU4etioQ7XkbtuSoOabUR8ElE1TU3rvi27ztOmldieX6Yc68eqgid2dyQ78y1i8WU8nt8AdWzYpnoE8mvuuZ5v3UxnglAi2fm3ihuwVwKNcbi2pgK2WgF8jTSaJDNL9GWRAxtOk4zo9ddq5MFuhen0OjH0OonpPpJdLuIJBIgiTVl/kjoa4zHgqjVI5UrhXSYkWIsTbSC/DomLrmkZ143on67dUU0uf5AvidmwJZCEGatiCGSwYgTNSdcW5VSqM+l48F1IhagReRP5FeiIDSEa0rib3JkIjLMwIojQ5+UkKoomt+RX2Kk8QRl0hpZUS3Ma9HG27FOU0VyKtkXP4boiiQSmrZas5Yk/4wu1UxU5/UoJ2gWMJGMK39fChSOdajQ+Q//4T+gUCgMOSOUE9MXhX/+2T/7ZzWOIXGWRQcLGhYlJMjyQVkyC5E/+Sf/JP7RP/pHeo6/+Tf/pp77P4eS/H96FGZXcObqZRxurGJz9Ylg/1PXrmFmdhzbaw9QbfawcuMNBGEMD798H/VKFRdefBuF6Tx2HnyK7ftfod+NY3pmAft7uxS1IpcfRyLeQ7VaQaY4jeJ4Xhk4TWrgx+dw7tQpNKu7WH/4QF3ycy89j0yqi4effojEgGSpHFrtJqbn5hCmA22sqckJLbp7W5uSe47lZ3C88QTdRlUmb4RBDw+OgF5LN/78+fPIjRVxuP1UeQaUjZIkmy7OIZOfUBaCwf30UCBUGSKfT8ooh10YZ5I0J+OilywWkBkL0DgsyZWby7ptAiMCouBOp+gZSQVNiulpi0NWv9j+vjPz3zOSnQe6TSrqGRPebdLgV3YCXAyk/CTzPIgjO1YE0hzxUF2S0TZL+HZQbUsJRdlar9FCbfcIvVZfc1gVQ+yEDHPXwlYvbaFycKh90GSs/FyUDRvPhos/ja7EvVFR5t4bPyf/jPpotVzHJ7jY5NW9egt33/kcb/6J7+Lq6/uo/egeag3OYN0kQcUA0Sw5brvkYt6lA3mjDJElLiKy/Rg4zx9uLA51iMfEVZGvgisihUAQXnXERY+q2OTc79nOb8K5uXrVj76ucLUTdmV+kS83sHrzvvKJOGJjkcUF1hZvutV3Ua4fIbZdlsw1lWQHSvg3rfuBZMHcdAHZYg6ZQhGZfB4phvFlMgjSaS2+PK/s+BLJEAna6ot4y/dALguzPpzh2nAU4czCTJQ88tNxaInOhfNiocJGI57I5OUkDRK6Jqeo26yjWaahWRWN45pCHCuHFUm+K5UmarUGmo0mqu2+uW9qnOmkla4o8YW6p8yYDPfrfF8/kVIuov+mP9DuZ0iXpuyXlMx0vI8zSwW89OYlZCYKKB9V0ZX5l2Oz8J6gFX6nJ9Lz8V5JvCra2bOTP/3q6zj7h/832hw71Sr2Hn4hxIAeHfTmyCiHx2TI5i1iaJxxC5weyhUf8gHyrbYrArwDDTc9XzzYdesVPU5lc4KX4qKz9Hw8Dz7dfOTp4zkk/oAZGmKIrX1dKJO3IHDkXXtl55PkTAD9c0nUI4K4Fe8WomfrmTZ4EnuIVJIDwWup30cxl0EjlkSLmTFUvRDtdKNnTh94/5H7RUO3FJEUSY8JrHB94TtPaRTEwiITxtDoyAABPUYKkCDaYpHJxoOjj64ECTwmzaine1fHjqqgNAnxoZBr4+jQEr+HFtdqeUAZD4eossWfDdRkNtsD9GplFCd47lKoVxpoKqLCzgeJupTvMmxYY84BzdviiOoUTvC5I5F4KWin7J68ufxYQcdeTYmTP8vLhmsvkSiNphIYJFJSirJRrXfpfTSQWSVJ+kQFnZRJhRBzooik8HOEQSj+CyNH+iD3RLNC9ClTZ4Px+1Gg/LN/9s/05/e///2vfZ1S4j/zZ/6M/v6P//E/1oVKBOWkUZt/cCPkeIiqHRYu9E+hUdvf+Tt/B7/XR3FqElurj3G0s4cokcYL338Lse4R7n/xCcaXL+LGGxdw8GQdX73zJaaXz+HFt19Hq3SA+x+8o9jy01eeF8qy+fAhBmEWExOTaNYpW81g6fwy2tUK9rc2Uev0cfmVN5BM9LFx7wvsb21jemoSi2eW0TjaxH7pEJlsHr1GUyY0565eQieqo9aIZABWrVTQbkcYm5xUdb+3/hBhPCGEhCzvSqmsGzxTzOL0y28iDJN4+tXnGF9YUbZH5WgPufE5VA82UX+2jlatiSSyZoQsEhNn8hbixSwdLj4s1qhOSaTzyEykkc5to1VmNc2Hs6V3pFkvY7VUTIuUV0HhsnP4/Cpe3PzXjJl8zDoXjkBVvO05tuCbzbVl6KhQECs8gVSGOTjW3RBlSBfMmTCeTgn1IJyeCAhxV9E+KstJlfBT/biqXAwaLSkTgxAnnTFJnOPrpNIYK+Y1XiFEyhubBRZHPPQ1EZmRpE8HzUsd5FJbGSLIRYVcGxkUKSbAzdkVSd/D7r01rH55Bhe/9ZqUFfdubiESuYw/n9D74SbHe5n5HL1uEumQTpQJeSgQTfPcMM8jIYqgAoaLARcoLV4Bmi2Opsx8y/t9qBxyi74F57nu0W2qcXW9Pk/FW9N7jxVnp2YphTb8kqnfAC0G/TmzVpY9yuzQ7sEANbsmWLTVml2g1EBs+wgpFr7k2Sg9OyUiXyYTIJPLIJPLITPG/JG0MkOy40WEOWb/8Dzzd3JSDah44aasltGgcHtdUwdpbMVME51rcoP6GlWxOOUm3m3XhI5064wXKKFVb6NerqF6XEal1kK92pBXBRdXotm0H+dmIe6VTNS8i/+Ix2O5VL5kwNcMyexfI1WujalGacC2SbJQNb7GkG9CI7BYD89dmsGZC5NI51LosZBqMwlWonrxlax4tdC7g2fH+jy0v2cXnp+axot/5v+A7PS03kd99wirX900FIrbTpybFDcGc2xWE+08bEYE3RPqGhfoaSFwTlbsPiN/lgwInQsfWeEK31F2kXfs5SgjQKfZdj59dI0mcmxriDUyI18kS8N1kmJXoXgFoA7rCRK/zoRUJ0YL94gtX53FvbLH9KlsTfOEcCZrjy2cQWXjqRnaqfHqIkZZfRhHvFc14jzRHBnykY/RQ4doc4wKn4ycWRl1kWIREg/QrLdUyHDNOKz0ZJKZSLMY6SFqRJb1k3HX86CHMB26NcAhvGIjppBLkaNi/jNEGTTN42sxPd1xibLJpO7FTp8qro5I0sz2CZJc0yP9XL1eFyLL64OrbRhSsWjome4TFjUtfra45UVJKchiKjWUffN6iWWyaDaT6FQrJtuWJL2npogZTiLa0r6ePlWJpDLPOKIqZEJkWQgTpeYYqBupaKMSKh1nmhSvI3Jykpa31WorQ4l2GCI6Zyiu/30a8fx/e9AS95/8k3+i//7fPU6fPo1f+ZVfwf+vj72H91AvV7F07VVcefEq1j//CfaPiZJ8F7OnZ7F+51PUD6p47pXXML+yhCd3v0T5oKXZ/PzsPDZX7+O4dCj5cSadRdRuYnxmFvlJpggfoNMdIBybxJWLl/Bs7TZ21p+h3+rg7PKC9Obbq3cFoxXHx1Hb29HNee3ll3G0+wydQQzTC8vY3XqGJhK4cPkqDp88QOOohGKxoNeJmg00yxW0m03kx4tYuf4iotoxNr56iJXLr2LryRdIZacws3wRe6u3cVRt4NpzL2Hj8zWd6B4Z6txDm21EiQGytD+WRNfM2Ei8DHIZGbclaKMYbyLOKHu36poziIcBjEmvebKfD7uFjBs7lTTiXbhU0xER1nJdhvk67vm0MCrPw77EsRT/Xq9WEaZSKEwzdTaFRreOqN9BMT8tEhi34voBgxBTSDJb57CKdosLAZUwCXQ6JpcmwVaSZg5hWm2kqkfYv3VPYYyDQVrESaI1dOQ0oJ3qGSMOkxuksYBG7uxyuFkYBKx5Kz8P5+LshhjS5jamL37wPpav/e9w4zsv42i/gp3NBiJ+fvHqeVdyAeqgG7fFq9VJIt0NkM/FkUrZ7FyHZ9hp2/vnWJRbTSRuPkc+MTSbXZkzWbKrker4aywijBbtpRNGMhXdZCi5ldWTe35Hr7XoFXU+GkM4B1ef5yR0wvZr9y6cRwPNsigbdPnVXMO4eA6oDtD3Sdd2Em69NqWeTkFCh9RUgGwmrW6UnyuTzCA3nkF2Iqtuvd1hN0xrcG/aZl4VnIfbaLCrRZpum90GA+C6aNF8KgJaRFBYjMvjgQViTPJHzs1p7GYjFxI/eU34Pt7JLf0R5ELrFS0uq2okffNhebbF+2JRqIBDTryc2MI0WdAMFPZHiJtGYOM54LlrKzh3ZUXoUqNaG5aNGvm5gE3xsRoRdjaP5H3C98SEWr7q5JXTWPzOHxgiD88e3sP6/cc6xpR8cnxEpIabiqXjuiA/jX8NKRDK4fgo4nGIV+Os2r0lvgoW+5wstkyRN0KHhqpAl9PF12C3bairl+URnTGzOCvEiWKmjJhPEriKA2uArDZyHi28EoXqOALYsDJkkexiDQJDJHlfGprG+5Tvkw2Ut0Jg1lYHCbq68nh1eqiX6/Sm1voWMlgyYFifjQXZ4ceIQHCMlk9LXVmqRTgulxCWaxjPZ5ENAm632K120Gy1ZBmRordHnxYppm5hqjyVP/x4LCjoa8Ljz2IkreKRgYAM/DMiORsaHhsqwDQopx0+yb0k5SZTQlVKJeYu9ZAvMBWYJHXmXMeRybBYN4QoFaZ1TlkQaX1hEdCjv44RfjutpuIdSChvtYgb0fzSxRw0m0glQ8SyY6hV2CS3kGMRwmOn98/sIVuDOFYfy6SRScWQS+dU+LBga7UaQk94TrmO8TPwkmCTyBWD6D5hwIhu3zq3XSRzhW9GFk+t0cXl197GxOw4br/762h1Qzz39s8gk4njyafvYmt9C/NXXkKhkMWtH/8OmrUKsqm8oM/d7S3Bu+cuXDDZFUm6Z84qsOZwawv1cgmZyXlcuH4dO4++wMad+0gm8rh643klte5vP0VyfBanZyawu3oXhWIOM/Nz2NtYRWpyFktzi9h49EBR7+dOn8bGg5tazaYWlpSMWys1UDnYElw9eeo0ls6dx+7TB5qXU6p298MfYf7yNRTzeWyv3kJ2fB6n5tNYe3hbY42QRCTZPsMcQAXj2mLCrkRJn0EK4XgRsUzfDDVdKJq4FycyRG1c5EhpXMiU0upShbUIu5HKMG1slKsTT1j0vHxOhg8+jy3w7HSIcKTSWTOMI9mSXgDkoGQTSMYKyOTH3HMk0W40EYZj6DQa6NQ7iJoR2mV2+Qzp64gBzg6NSBe3bXYLHGuRNNvc35MHVzcWaUNUJoeTTlonSGsM+7fCad27pZZfckvmdiiDhZtfSy6KHDeRwU8SLxfdd/6n38T3/vh3ceWV86iVb6NSpSKKi7HB5tq2u1wwueDaQspFvJDLICQZTWiKOfFqbEG4mou1xiKcgfA4cBMcIN7qo9EyZY+OqjNqs4mv69hPyG5dmWQptFy0h6fYqX+cE6U6UiEpziF46EnCTUwJTg6794Wr+WF4g3lt7XoN+iaYLNqPlSxbxo+jgAEX3jLvLue7gAGmJ3O653pRHHVmIDlFgJW99tlGowkvU/Xoxkh3zN7Zem3rtI2ZxWdwHb65OJwwI/NHw4o8RTk450zv+OpRAz2vQ7o02/fDS4ccirg5SquycYHSaGPIJhIoZIBTC1NYPjeNmYUpSbQbzdbIKl4kSCsSSGAm+ft4p4xmpWkoHzk4faBQTOEP/Pk/aYin6Eh9rN58H4P2ACkiiNySEyzyrACWvNZ7nmjsYedRBYfGiSZhtg58FOJniMuoAVVx4hAie8+GaFjdYCnEamRcIeHHvRqrDGXEJNDzfjOUY0ig5jWi2ZhFNzBkTuiKvm9S16GoazjKNHXaSKFqRazGqSLr8/j06biGSndLY8dWz8a53XoTsSzdWBsWOhk3OwGV7/G4GqaQTV0ygaBQQDDoIyzXMZaiTNgs/DuDlNAUEvGJ3PKcsbigr2ilyYLPgvaYkiSg0pHVWfAR2WABw6KIMlzyOrgOExXpRwMEUQdhgigux2jGAWm1eio4U2lGaCTQ6SfQazaklkm619LPRuTVGBpG3omQQSHWaSSTFhjbodqQ6Do5bpTX88D3SO7lmJ3cFhZASUU8kFROTqA0cRRNkneieARz3aV3Dyjt7vVQa/dQI68vOZBRHY+HvLScqV9Ar5VMiHh2HAl+fjYWYIPxv4DM+P8fHhdfeh7pZBerX3yG/NwKLp09hdLuYzzd2kAQFnDx9W/rpt18eF+dcJahcp0IlWYDY7NzmJiZU/WXH59COhvgcP0R1lafiieycuEKCuNjePzFRzje3cPswmnMLy6ixsTSRhNTp1cUErb5eB8LZ84gQ6Oecg1T527IIOrpwwciyLJ73Hh8H6lMVqzqfqeF0nHZAqyCOObOPIdMIYedJw+0iWcWJqWPX5k7h36/g/2nq8iOTWlJPSgd4/SN57H56T0Man7+bez7AatrDqwlO+b8n+ZlCSTSGSRZoJCY6QzEWXKLsa+HJ7S5DkkXu4tkH/6EQ0Xc4qyNVazvOGI9c7TVhisHUef8qUXSJSI71kQ8m0KQpowOiIVxBIxF5xiK+RXs8AkTtiPlG3WbhO87iOpN3cSSGMfjaNVbKnBSWUKJMTSrNQx6gWD/+lFNNypvFBYivU5LHRaRGhYJYm9EnLHaJigExsHgI6UMWfvsCJJodzkW4E0dQ8SOJRlHY3UbD758jPlz53HpqIIvP3gsd0k/WrGNjRb6NFSiW6QppkjcTGcSCnrkPDiedNJsdSKGTNDLRqM6Lbh0dbJQQULAFiqmFB8klVLKQsW+b2RBh4Q5YzDPlxjWH0MCnhHpuOH7UZDXyeg0u3ygETRvBF+ufBYKNxpxSIqtEYnLWvI/7zptUz6OZMRu0oajekdjIR7fpoLNTI7r6JbDosOmWu659ZmMpmrwvzQhQ1O70ZJnZNYTnFr3uUZxPhpfKufJ50O5n3HjvyGPxF0bI5HuSGprnh12XbOAzBGZi8eQDeKYHUvi7JV5PPfaDVNDyF20ZcRUR/A0UzF7PkrTaWfPYlwGgpR0qgDo4vk/8Bryi6fQa1UQzxTRKFew//ArxXXwdifxls7WoXgT3rzP7l0b4/La8v5DI1K1FcGOC+K9ihw6YuZ3dgKNr2bjRZ/LMxx9uULI5N/u/PksHpe7ZMomd2W557JL1RBYS1I2ywP7KRex4V/JeamoKHZ5YF6eLAKwmgJufhHi6UDBor2EoY68qOhuSmVJn8F2/uLlfU0OR5BEJp+1sE/ZMgRoVOsIBknMTOVRCOOot3poNjoychwjotuPFLzHeSGvfyrUlKMjoVogtIcmanx+jpfYoLEQFVcuMUCTG36byEJCoX5MF5ZklyhFHGh2+Fm5Vg0QpogY94UexzsxdOg/IoGCQgc0lqFYgM2g/I+EIsUlK1YBEw1EYM/kSWRPosFRUo3hkzb6VDwA19xqHdlcDrF0RsTyWo3+LAnUOra35Ejml9LHQiSpimsySLXFxo0ITlcCE462Mpm0XGm5d/W6ce23fVSVms57hWNWihe+EQXK0eYTHMdTWLr6PHK5OLYe3kSj3sHE0hXMnTqDxvGGkI+oal1JpUHCZYCJ+QVtkse1Mk5dvoZu9RBrn9/E+voOpk+fw9WXn0N5dxc3f+czZVqcO3de4wESacNCEVOTkzh69lijk8VzZzQa6rBrmpxCq3yA/f19FKfm5EpZqh7K4ZOAF/0WeFOE45OK4S5OzKBaORKHJpcbd51cApl8AZ1WWd3V2NwCauUjpIpTuPLSm+hsPNTII/SbCJUmhECd0kbOgCQusTMo5JAsMtG2rkJAfIfOyMpePeFJBY7zKRjSWx058GRWhxQ86nRckJ/Y+dbacMEZEf6Ng8JOkDcPtfAxOhxmkkhy5MS/h6GydWQb3WmhXa6KU9BvN9FrD9BtRuiSJa/8HhYLJG+Z90snaqnjYV/FhSLoRKiXy8jm85qJ24ZOaJGdqnXRJnt1Xbhj5bPzElHM+S14BRI7EY4O2PkQQWH31Gm20Oz2cPPdm8j+wlu48NrzqJYaeHhrx6TN2qRt2zSEw+y2lXtClK7HLgbI5PrIZpOapStR2LWFXHip7GEGJBdVb/VdA52UyaC3jcOMqWwP0PhpmIisAz/kpYzyBEY8lNFm6xGGEynKJ/ZmrzZVITDMXRklW4ufdGIUYpeQ68YVOOewEJ9E69UcLCqb7BAjR/AdJWn7YsNIxqM3ZIowX4zYGMarRIbozfBzjLg3OqZm6GHPMeT0nCxIHcHYX7OuoDY7eKdKcc6w/uc8R4u/zPs6RAzp2AAT2RRmp0OcvTSP6VOLaLU7Uo6JdGhyJt0n4gWQwMx7qBPJxr5dY6J2GxEXfUph0cfCuUnMv3QRtcNNZIobCDPXcLi+hmePHmqeH8RIorWwQb1Ll5atI29ylxOkXrtf5VcxLANHJHcfOWGhf0Ya9ynIZg3gXGiHU9xRuKP/faGBw5RzO1pGyHUO1kPCrL0DcVs4kur/bnLsqHFy3Cp3Pxu/xjlRM5W4S2t3My0jiiwTTBa8TfP3sMbH8Y54z/Be1vEfIJ2jX5FJyFPJnJ3jbgehC0vkuJBWBhoXKc6jjVwyjnSaCpk+2mzOaPLGutLU4ejTkyfRRy5Mi3jaardlL8BUZO4lHH1EsR46JKvJpt4hLlShcY+gRQCJz3ErYrkG0bGayk6uo0Jk1URypMNREj+zcdCYfRMEDEOwT8trl547kshrHkkEh2nskWWDsWNIpPU6XaZmB0nl+kTNHjqdOurk/CWAXIwZQSxEEoin0+g0YyhVa+jy+QMioRYLkOCYlSZ5IRPRncN2i5A240U4SrMYG3LJvhEFSqMb4vpL11E/eoZHX20AYV4OsbzoVj9/D7Xdbck6qYyoRz1MnTqNmelZ7G2uY5DN4/TpU9i98wnK+8fY3DnE5LkbuPLydazd/gCHu7uYyBQwPTODg61nKJXLGJ9ZQLfZwMHBDhbOXUanVsLu9h5mlldkob2ztY7xqVksrCyjVi5LfVIsTIh4VC2XJTMjwWp2ZQmxeITdzQ0VI/mxcaVFTs4voXJ0gEqphOn5JbTbNRGiiqcvanz07P6n2P7iluLBU5rhMiGTm6x1N4TnJFFLp3TxBMVxpArj2tDDiTxiMbJOuNk7GZ/Ud7RU7jjpsjfdGnWtWqIcl0EQrxQnblVTY2WbvrmKOidK52yr2SVvGNVMnHlS7h9iQLIaK34SZsnzYIfZqKFbbyNiSBrdOkkQ6xjhS74OzNtRh+LUAMqisdBB2+iN2NlotBBw02NnLi8WGgvRf8UKEP4+i4UUTZooSWRxomPnCLHOc4ObiECmhC1Ukn9qkU5gb+cYn314C9/7I9/B9Z96HfXaO9hYLen7cpYQT8dZoEuGo9Gw1D71Oj0RuDj0kMkSWiVRNmEJp0w49qO6EMjGaVxHmJrFSQctx7nRmEYW68b0dKdiCOsbmdGPetzNMiQ8+jnHSU7GsPkdFjsnAwttq3ZFC7tBV6zYH37Ldl0xIXqcQE9kBOaKFydfNQ6If69+tONREL5HP1Kx57CvjqzpPPbHK5YcDj+msu9Yx2qJCo5fopcclS1GvLRO3qZ/fqv2/2+blvkAcX2N0ypr+D1ztDU3WI51xsIkpgopLC4VMbc0gcIU7+cumo1Dx/9wERJDszmznieays2AWStEBqvVJgbNSE0HeTqXf+pbqPdDRJU2kgdPkJ24jGd3v8D9W48RSq1hDqi0EdcZ0odJWKYVu2mNAk6M8oRU2RHk/epKCFdk2MDKYra+zk3zhFs/5jHfEhY0LkvKITC+3PNIokaKLCD4WYk0OUNDc0433M5L5XUt8Pu+wHRxGTKOGxY2dE512Y9yiKZvDO9x9/M9uwI871qsKZKPu/Q+skKY4gEOMJJpRmmkRKRmhhGlUhzlBYkQQYrEeKIpVK105Y7eD0I0KFPukBtGczRu8nYtkSisNYhk5URc8gXEQ7RaLfT6VGYCTUpr+wkw/orS3HiXX2sYksP3pRgMP97kZzGeWJLSacdXU7ijjhFvO7q90hzRMtfIfSOmGmcDGGPTxZFSW9lMXIiibgsZjrLpQksen65JXud9G0l3GV1TR7fHXKAAtUZLnzWZDUR+JbJLXlcn1keNXibkGcXpuktuINEey+1R6nPUQjdGcm1oBRELlT6zemytkYfXN6FAWVlewNbdL3G4d4DFS9dx+sp57G+tY+fpBmLMQAizqFWqiBIhLr3wElKpLp7efYBgYhJnz5zG1oNb2NzcFez28i/8EYwV07j7ybs4Oijh/KWrcoHd23yqRX5qblpdPuH55RdexeHWOo7KJVx+81VUdnewu1/C8tnLqBxs4OBoF+lsXknFJMJx80uFWaSyWYwtj6NRoxTyEGOT82hRjdAHFlZOYXP1DlqNBvIT09jdfIpYNotLr30fiWQMTz/7CY6qTVx65XU8+/iR4E0G45EtTeMzbtV0/pSzbBCgcPosxi5cRljIol09RrpYQIIOtjQ0kwcKVTQjq2p2Mgp76vFmdgmz7EaIfLguSd2R65h5M3KjFRbjjJ70ded1Qo8TQpB8X3R1lPTXhUgFySSCTA7t8pFuAr5nepww54PFBOFDgcMu88MvfWYk5c3gHD+Cr8fvCUrsiQRsoYi8Wajtd/wGWaE7SF+wesdk2CJ2kdVhyJGFZQ3QYZGk37NxSIsbM30PHOP/0b0nWDm3ghtvXcarP/cqer/yCZ49rWjR8rMAT8zk+9aCrdCyAXp0Ce3aLLZQSCBNXk3KH0dbjHmsg2wfhbEJxA5K5N9i0KA9f1/wvxwi2bH4uYnjp/htWmfEkRRPolrDsd3XQglPQCgnyPBDNMVt/Cc7ckMZRn4W3vuDHaz/XTIyLLPD/YZLrNbDPaV/T8Yj8QiI47kMz/OQVup+dfTemf3m+SZfp5p4+bWTXvuPMCy8/DjJvw0nv/XXCHdB996Mt2ObZ9wVJexTM3GgmI1jcTaLc1eWMb08K2PHKGLKtj+Z0uG66yCSoZauqQ5Jk1QjdYUo1Wpt59sDpIIAuVNz2KrXkVpbF2R+OhlDK/ERglYZnVYPuURP7rHM3yE/wPhg7FztGBC+p+yV/1anLcKBU864YEWZyungu0gIJyv2fBKDHT2fjJ+eKpW+xhVmi+4QSSdR1TF15oT+qjOirU/i5mrQV+wDuyqbGDlysZ7AxW54gzvHgfPHUaM5h3zqOmOIni88aVdQyCJD76h2hMbWHgLpXOiVE5eitDewfBquP71kgEanr0aK3DfK7Eni7Gj0kwN7fHL7iEiwcCGaG/QiNPn5mwZDc9ST5nFOEtlkiClRDaK2XE/kQIcwnRYhlmRxImr8Gaay625lE9UlsbuvayAZmJGecXQoMmAAoLnZcuPnh+e6pOYuTZfoJJK9CA3nicL1KkN6PEMGo6rOLaXVREw44pHCs93SdUFzT9aIfG9slupETei5Moij1aXaDggzzI/jZ+QoGjhocWTORjGGHCvjbgM5pRTHFBYY5mmN35KpHQGBHlU+KuJ64s302mVdi1HrG1KgPPzqpvgjV7/9MxibzOHJzU9xtH8o2I0fbLtUQn56HpeuXUK7XsLagw1Mr5zF3MIkHnz2CcpHNYzNLuGNV15HZe8pvvj4LgImi164IP+G/f1dGbVxvluvlTEzvyDPjr2nD9HtB7j8wgs43HwquPrUqdNolg6RSOYws0IibEysbXNwZJdOLkQah1tPMUiGmDl9Bo3KMXLjY4Lm1u9+ru4mNzYh2fHkqXNYvv4yGuV9rL3/HtpRIFv8jc/f1czS1wS86Zx4QpAiO1YWRe06g6SIUmQRrxPWNX8JbsY22nFdlzoki7A0x1nzpzCo3ggIZsthVt0a4Yrz4tEGv2l550g7N+weRPLKhXJ6lUV6mESQCxHkskpr5deSecrcmoZwBIG4GiyUyHSnr8XQP4TcFvE7Tph3qVsyfwx19crmceZr3jBOSiJnFObGKB5J0BiIKIraRmO2C0hJpdFpNzXLldyPBY0MpXpKIOURJCr3zg8/w6mr5zFx9gxe+F4LnR98ge3NuhE6HbphWySJby6HxCU783WqVcL/AQoFSEFAEi2vEy3Wsts0qTMXk7ECrWKY69NDrcYuhgoWK6p8mqyNRkakV3Pi9D4S7Bz9yM5tnCcKkaGs9CQ70ak5TgLzXwPpv8bxGGWy6N9ckIZvzH7Pc5j+Uz6HE5WesIb3nIYhwD98Xm8p6Pk1/jON5MEup8c5JAvTcv/2RZUvpr42JvMk6uHP2HUvVZULbnbxhwrno5vn4kwO56/MYeH0CtpRC9Vy1UYROofGAfFKGCIJzINSYj09N5ptcU3ajQ4qB1V5SPCUM7clNTMOegEePNjAzHQOM9Pz2F69j+bDdWze25WnCqXJYYz29vTtcB4avNYldTXFlXptoXq26XOT68pjw6tzDA3x2JUKfE3tzNHUl6c0G5Oqw5ExDZ4gr8IfY3dfeYfaITpnx9W8+qw4lU2+VUXDQkP2BAYLjBRF4lXZ73r1kc5v3H3Wk9cI16N2F61aFclUTqo+fo0uALzfAsWA9SWzpVtyX+hLqI2X4xPe93GS5EPyUTLKqWk1Gwr5i6XT4nKQCMo2UH45dOp25zfM0B4haQix1r0O2vRhieooFjJoJdNoR5QMN0USzcRTQstpEEduB0nwbTaVPTY+0hwjk04gzOf1+Tr1ukOwk/LtsUWW63WEsbEiWk3y8ir6HsdSjVZLXBSOtlVcRx3zGOqS0G5RAaJoa6TEBmegpHaOuVP05I/FUKDnUZhBP2oi6HaRDpPo8FLiNUAEKgGkUwNksmkEiZR8uahUottxZ5BAqWkpzry3+eoiIMd7sltoEF3xxtH/tRco7W4CZ+ZXJNd9/MVDWVbTXZ6XeKnWwdS5K5ibn8Lx9jM0W13Mn7uiG/r2++8hlsji0isvI1coYOOr97G7uYPphRWMTRRQOjhAvd1CPl+Ug14yW8TyxUtCBPZ3tpHMTaCQzePp6qpY67l8Ec1KRfBomlH2qQzarYrshOn7UZyZ1I13vLONdK6IdHEM5VIZE3NL6DeOsbe7hflT51GrlJSXMnPxOqbmprD20W9i7e5DZCYWUJwo4PMf/RpSLQu284ZoXqjBzV4ZKL2erOP5oJvmkN/ABYus6rhJMdUVK82SZCt7PutyDIY27wHzC/DqBi/HFTysXAXft9qf5gDq7KktMFmVN59D6I60+qy827bAcCJFOJUdCcljHRYiNg7y6IzB8WamNgzR8z2yk9iSpKuUTKcc4EPcCUGithgSxRpyH7VguzGC40owl4JHlLkW3W4TbRYuzLlgvk7PZU/w2LGDkudQAof7VfzgVz/EH/nvvoe5y5fwArkVP/gKR4emHjDCqTO3cqFkQ+mlutk+6g36dETI1NoyQsvm6ThJcp1VAPJc4EaXZbFHwhvfax3VjiE7I94Fn3uECJhzp+OsOAKvEWodj0Tvw49HRt4sRq2wzcO7dJ5gtziU4utjov/04cdBHiTxhlu+Xjn5c3zPIi9LUeNOsGOq+trIsCErMUauJZ5M64dyDsFx78+mlG5IeVKlo8PuEqGHzzlCVByIoOeTWsKZgkktE4shFySRzyewtJTH8ulpZCfGUK9XnXupcbMozXaxQ4YauHBLIiHtFj1QdJHLJuBgq+w8TyBS5PipWaw2O9jdKWNmMo90JoOd7UMcVysaRxzsNESSTlJVEcTBIG7Kt41I6oZlIm4aR8Pjj7oOncurFHvOWFGLlrtnE96MbZinY5wUI8/bMZUM2SFLUuLI0drxnNy9KN6raySs4HAdlFUsboRsG60MCyUVtDMrLosbExv46Uz8uB4REWK8RcwKBIFcLC44XhGCGKB+dIAgyOgz0r5dbjOxmAq/Xj6FiF4pHI0xAFBZN9wEGZ5q8RUkyXKdSkkZmVLIYJhIIixm0Y1SGkOTSkG3ZBZXBANiHfozAY1WV6TTfLYghSIH6hyZ8NqmyjEdGMIYJ+G/SyM3IrVWAFq2DYs7xn/0ke6QdJqWgSVD/mgUSkUNzdGEZdHGoMERkaVL03NHcmOOvbt1Z9THCB6qDy3mgGRg4/NBvEkKABjrwPGSsnIwkAQ5R/J1wLEgjdVoK8CGNI6lpXmUj+pItCsYo9qJDuWVGjLZALlMSuhPtTVAXY7OvBc7aHfJi+whm6ESKVIBTQTnG1GgYNDGwc4GauUEBvUSgsEALTox1pqYnD+FXD6FZ/fvSA5ZmJpBfWcTTzZ2sXT9KmYW59A83MGjz+7IGOv8K29ierqIex+/r642l8ui1+bzLGBybg7V431dRNOLKygdlXB0eIyJyRl0G3V06jVJ3nKFMTSaddSZiFqvIzM1h9lz51HeXkOLOTxLK6ge76lin1k6hePNx4Lxli+/gPr2UxxV67j06nfRax3j0ccfyDzs1OXncby3jYdffIS5U6eQp5rn9lODip2gUktT1EPExYGeEFEDwSQwtngKQSaFNvNYkrRbTqIhFz/bFLokdLJYOZFOrBnnUJHhZtNOKeKNoQwVMjKkzJj8EMBdd7o5qGrImrJI4xWyX8K0a+7ZStEencTTKnrsIuomN/XsfhYoWlxd+qbfu/x82zYw1+Fxsdd4xsW4n+BaaK4sVZN1ayys5Dvhxjfm+eBGOc6evNXroUmWfjyurobNAKmv7CD5ruhxw2wNfv/zTx9gan4M3/3pF7F846oY/5/+6CuUKrSg5Nmxbk8bhN6ukUZ5LXFUQPSKXScN5drNPmqVBnIFboIZLZIiHjsiMiF8znNbfE9OJum7fu646vgF+ZMDxNwNqhMM/pWRXNe55voxjkYDTjDuPG9MwaOba1hh2FTtBOHyP1OY+ILMJQbZj50oJkbkXPeVITDjRkXD0dLouf3bGP76CWqE9jRPbnU8lq89rxMpDf05hqRvv5G74s59Nps2GKfFDPwMNfFBeik3zpkay2CWXJPlKY0HSF4013UjMCrwzo0hVJR1+2jTu6XRQqvWMpSO5lsRlTsttBuUoIcaHy+dn8V6LMStx4eG+AVtFMe6WFvfQJBOYHnxrMbXSo+lERwVano529Rl1OU9UHg9SCHl+Cfa+I3jNCo4jQDrycGWl8VjOpKYfw0FGSqhRqiW3UPGxfDJ2nbfeqdq5wirosUQWZl1eQzLzaQ8F8rQAu9k7cn8owtCXBbby7VpDtOS2fwQOWeh4a8Drk30iSlmlB8zyOc0ngnDrFOb0cjRMrfkr9LqgSwNPi/Xn2ZUk32EeCB9Q3PZX3FckmC6fZsmhvSsoaSYZmYJZLMZ5fdwbWBBTrtFFlDcmKOohICcj3hSXittrgFEVKKOXo8kWjaZCh0VAg1Z5xM9oQcQuR5KrY9xdNpFv07ncBLrGaZgjq6tiInmNGVLoFDM63VpxsilID8+hqibQLta1r0tnypeZ/S5iroqspIi6nTR6XX1visdZhYNkA5iiI4PEPZ6yOc4uiKXMIliIsSgTfFHAvUek5p7ojLEQxuXcSzNa1OtLcnGQVwmct+IAoXmZtk0J6NddCgRo014kMTKlXPoVI/x7P5XmJ2f1whm+8kTNLoR3v6j/y0yqQhPP/0A+1sHKMzM4NpPv4VYv4177/8Eg3gGIT3N0MX06dMYnyzg6eP7WDh1EbF+F9tbREHGMTWWRbO0K7lZmM8iFaRwsPlMIX+cd06evYLlSxex/+hTVOotnL18A5tPHmHu0nUE7QZWP3kf2ckFLFw4j7UvPkAqW8ClF15BbXsVj7/8EoW5Uzj7wgt49PmHKB8e4LlX3pBUeevmFzYDFrphbHvuSry2OWtkvoKhB+QrcJ46hgQ5H7IeprmPbUDqOGQyNuo0PeTuiadD6SAha0f2M4TXNi/rlrxXgs22jZxoMmchNuRWENFJBrLt50LApF267spdlWRYmnF1TCqoRkuLG2WTNEuz4osPm+IwgTVwJm1khzvImQQtkfGcWbqbqbNLIGNdCyVJtnw+RybkH+RxyAxasDi7BfrLmOkX5YKaP/NZ3UZt0Kj1dJT9NdHFO+/cwuLKPC5cnsG5N66j02zii/ceoVyzXA8+VBD6MYTC/rhWmzGWreBG1G0T6m1HaNa6KrCzZP/TAVKq4ziq5QZqJFYqwVQh5q4Qsk2XGwZJk+yWskoo5edmkFoftVqke0RdnPs9oyY4kqI7d8PxwAmCrfna+nRh9/Dd8Yk6ZOiW66METiBeoyoj9rWvDTkljpPgC5KvlTW++D0RnChkzHtzeGLtqJIdQj6e2+M5MieRP/nBuTGTUAdutHrRuOTDIgCGCYwXkpgYT+LClTNIFzLGJ2HhLLTHggzNx8OybXjd8Vpr19polOuoVWj+VdNIksgJyZpUhUwX8oj1Oli+OIXa2Ax+/be/0kLONa1cbeLJ0wOcP7eAjBz0etjbPJJjbBjQ3p4EWZ8QxFPH5Xx0P9ot4jKFRAQ32N+Phw09M9RHRbQ3nXOFq7eg95eCkrFJpnemfD7uQnWH80Ax9ZNlYfkGwivKKDj0PjaSLjvTx5HviXtNGTmZ2aRIxcPkZHdfi4vC0Rb9TNoq3BV/IBJ8DL12Q0WENuFBD4sXrmLzcEcFXT4fAjE6TTNxmKhyUvdc+7iGMEgjzBdRb0eIWnVks2m9HtfNiEl3vB6cp1Kn2SDeoBGReFDk2RIMktk8/2Jhf+Sp8PlpBNpjw1Nv4LjSFIrN5q1DTgiBZCayJzimseuYBnC1GnkzDYRp0m6ZmQPZNHBEGGfRwjWPgaocXyUTaly6HAtLhaWjLB4M122qG2l/0G43zWBQ1voksJqxYZhMakyTzxBPGmiEzHEyUaUwFVMTP2gfY3qCJm0DtBpVJAc5BLE4OrEAJaJHg4RxeZyUPJfJoh/RpTaGNEcbHPGwQFdY7DegQOFCT5OtRqWEbicm9crpy1dwsLGKZqOO8zdeRb1aRqO0jXBqFm//zHfR3HuK2598Rh43ps9fxrmXX0N16yFuv/c+ssVZ5PK0Yo+wfOkqErEOnq09xtziCir7G9ja3MfC2YsYdFsobW4iky0gzGc0Snlw+x4y6RwqtSNcfvVtTMxMYvXzn2B8eglnFiawdu8rnHv122gcrGPtq1uYu/4GxqYn8OCjH2Pm/FWhKNWtB1j/6iayxWnkczl8+B//RwTJDM5eva4L+dYXHyNNnTyvMN4DKlK6gpQ1AxVhyWay6cnTmHv9FzDoP0RUylo7KCIgid+WGUEtvRcLamExP2etRlS6GGfFSy+dioJdmWois7S3btR1mo73oM1XRQFvuoRIsrRG5yJCQyq+bpjJI6pV0SxVEVXpTWJKGSkwCNZyoyTSQJM0ZyRnHDx2hoYCiVdB/xd1HW3rBinFFcpj4LC6LR4l5anT9dQyYYTQuDFQREdTKQBMp0/Vhn7c/WmGZMZtoXMsyWhqpdjkdiMcHtbwS7/8Ef77iZ/F1FQBV7/zqjqqmx8+QrNhxD47rFZI6O8OlZKPBs8ZCz3Oy6WsSoj0W9pvoZoMkMtmkWfGSDyOapXk2kiFzXAsM1SYWD4TZ97dRkdwL3ktWW54qQC5QgxtxtTTmdePW3SutR2bEFMdNws9t+py/KcN3CUFayO0DUTXmt9sTniv6FKw2YAbnvxuxMVfU8r7PoGADEOifHc98lfzv+gqWF9jeCv2E8/rZbdDq5cTo61h1WMogbmnWuEjxU9stDCmwxjGs0kUC2kUihlMzDDx2owOzfgsqY2Ifjey8XbvlJB9o95Eo9TE4X4N5VJd58Je1eTiXMSXZopIhQkUJ8Yxd/U5/N//n+/ISOzyDEcUCRxW66i1+jjYP8bEeIBGoYJ+K1KXn6MdgUa5fkDFZoHvy0itOg5KNTdUhegI0SERzfnvr8FRbi1xhFgrMvzEy1Al3dNsiESY9FEZozBQH6EgFIYupSyaFZPRFWfHG/IoF8spQtROOBSTnBqiS5IdO5RVz6MCyhBQu97sWuN7omdHguuK4jd4HhPDYGyPkRFhoBsqk+wSmQwGvaTuLaIVXC/FD2lzjUmg0yX6XtdvZjNZKf2IYnMEwu+H8QhBNolGq6OcpC5dlJNUqiSkumOBxncX0Z260dKon+tYbNCRhX07G2L/4Ej5YiTnyzeTuVy837sRUrGeXGq74sNRAUWbA6IpNUyNm8ElR4n0TqFS0L83phRzrM/ajYUAUW2eH4kNOizweqhXayZ46NvxIpGV42v6oeRSCWQUzTBQsRzFkqizYezGhAaZeZ7dO3TmZoPMnJ5es45+LEBbtAHGfTBWhI7BFAJ0tPbzvzx5kGBwIYtyK7y+EQVKOj+hg9WOEijMz2NpfhqPbn2KIJXH0tkreLZ6H5VaHeduvICzzz2HjVvv4dnNhxhfPodT5y9hYmEWG5//CM+ebGHm7FUkmM+SSmH5/Dkc7DxDo1HF0rlLqBwdodbhKOYa4v2uEpNzxXHkxyZQPzzAs7U1BDT2irq4/Op3kA4HWLv5McZml4F+E2uruzj34tuobz3Awd4BLn7nD6Ny/Az3PngXZ2+8jsLEJPZvvY/HX32JdGZcI6ON/R0snr2ExQvnsPNkFU8frEkZNDGRxPHDp84l3RYTbp5BJo0UjX2oMWfGCtVLrS7S+Zw4DLQ0TqaSaGrEYV0lkQWLVLc120Yko85TIx9trm5mPczJMBmu5vpaN8w6Uhumi/ymEoGk22RAeNWIe4pS58LSbqBTq8iELTlIod1lurDLSZFs2nY5BQPabj6Me9fgR2uddV68GWhlLthYNx+1+4awxIdeLY4gLBUB5cLkBZi1ObsQpo3avNigyHa3j6bGOjbeskCzhIolszZnIGOb+Ct67MDaHdx98BS/+usf4Y//sbeRCbO4/ObzaDVbuP3FM7TJMBv2juYW6ZELoVc8JzrQcaQTAcbGubABnVZH3VyzVkXUZtxA3Nj+6lp6+hkbSznfFcczkAFZFEOZG2ezjWSCUkk2MJybG++DW7rIh+59aVwy3LidqzBRpq/pXbS9urRbQ32GmS/ue0Pg4muxGK5IOeGH4kcxclMdepQ4WH74WyN+zdCz4z/5z2IZvKR2WLM4DoR3wOXDe7TY2EdOva4sM44VHbmNyEuyXz4dIJ9PIZcNZDU+tzyPRNqKAFOT8fN27bOTx+XSwUl6rR63sL9bxdFhxUz2dL6p8AiM3xKPpBDk5jIxW8T0xVP40UcPcXDUsEDBF69hLJvF+rNneLR1oHs6ly7ieL+EGEmuVMJQzuk4TRR4GCrkREM6Dtzsk25Ea/e6H1spK0cjKRYSgkzs/XdNjSPkQTb7Q43T6Lg6ebAFcDqymWfC6X50bFmNt2ytUSaNjo9zGlXxaJwsS1WmG7GhI1bwkj8TGBJw4nzSM0QeJu41yS+T50kUIZzJa+2OiXDaMQv/RAxBMo3jzR3EszHEgizqx4fIpExi3GhFaDIgMJtRUd6oNuWDks1lxEOh1JYILQuDNN2wwxCtKIZGnzEWkVDmQi4hhQ6bVK4NbGC6bUqqaSRJJHqATJgTyb5cZWGSokeEHXt2Q0MlHPlmXE9p/tZVETLQyNtoQvxeUuuZ2T4YX9bu426Hvi1UcTL3iaiIGT+S98J1kZJicuy4PvJ3OWChlT7bg7FsDBlGCLSpPorQ4Egyauv40UxRDQsdcZN2nMu1DjI8N7T2J6eH42aO5CUl7qPKYEOq2IjyJCLl9vQi4sws3IzbmMt+QxCUaqmKPjuQ2WnkwwCPvvoMhdlFOYnubq2jG6Rw6fWXMDWWwur7P8TuxiYmZpdx+sYL6DaruPXub2uJWjl/BZXyPgqTc5iancOTR/eQyo9jZvEsDnY2jXuyMI9W+ViLO43estkUSttb2N/e1uwxPzmHyelxNI6eoRpx4ZlHh9bu+SLOLSxj5+7HiGdzOH3tRTz66gP0BikVLb1WFTd/85e16eXHZtAol9CPJTF77pI6tmf3bmPv2Q5SqZzItZ1WFT0y4VWgOLh80Lc0WnmB0BQoQCci8XAcvbTMRxT2JCa9XERPuGeK12rcAZEYk2aKJYWLVBejBYIPQwK8c4WXAfqUUydNVmvAxcF1lbyptKlZ/oXHhAe9hNjnfB0uNCYusEKGixZf1JAC160LXbHN00YCXGg4voppxi+yPgugLmFoR1D1Vqoa2xhCo02aNwwr/b6NcNonihTFu3PLNsd/FTRWANB4zo2CaKpEJY3qCkOafvT+LYSZLP7oH34dybEJXH37JbmEPryzh6bsnR1Lw3k7nFQriGBMMiVJzsk+JieKWmRKh1UF9TU6XdRIsHQu9ARiCT9wTEa5MhcKM+oyRILEPI9oEGJmALacL4a5K3bObAP3yMGIkjgMbHPv01xXHaHUoRyx31VI2LnyYxlPbtW/ThQu3vjPF8bDcc+Qb+KKULc5DTVbwxAjJ6l2rqcnaNOOj+Kf35OpvXWeIw+7QswPimRopaIkiVQYkys00Qm6/RbHMpiYHdOoUgUOC2FHRhYDzPEsSH4tHzdwuFvB4T6DQskrcAiNk+AqTkHqubjk4uNni5i9sISPP3mEr54c6vNUOzH8+x99odHSeMZch/N0IC4WUN6uIdbrqZAi90TkWJ9lo6XAEz+cZJujRJ5P51tkRaErAngTaJNzKh4XGOkJxhYcmhxmLEkqrxvMijjjnjkSu2zU2RBY5pXuUSI2LnB0ONhTPhMJ7R3n++OWgsGowLVjywLIk/TdFcJ7g2O0hBnKkdsjHxbJpePolOroZ9rIFicABWBacKNUQ5Um2kFKHMV0vohUgl0+3wuL/YGajXKdPiEBCsXscJRsI+qUzhk5HTRrbNN4jBk4KTaEpuri2C7MZlVI0pgsKfa/oaTkmVH5V2+1pfjhTd2QutNQIxno9nsaBUWdGBpNep84kjBo7JZCJ2pKcEEUJ5WmYoijaCLG9E+iBNlZ7wcJjYOZXaX1m2tAryNXanLrOq22CnK+H56VfABMZjkCiqPKooLvlYVNQJUauTwpNFsN5RSJ4E/EnX4plDrTP6bfRJCm6qmHSqMpEjcrXPqQ8VqmJww5f5UGkRNSCphbl0E/HX4zChSyiMfGx1A+PkQ1FsfKxauoHR3iuNRAcXoG58+uiIuyfvMWqoclLF24grnTF7Dz5C6Oj0uYXzkFmoFUSkeYXDmPyYkxPL57C8WFM5gYz+DxnTsoTC1hanpMbo6srmdOXxIpaevuVzjc2pbOe/7UOc38D/a3MHf2ItL5LNqDGJbnF1DbfIj7n76PxcsvahG8+d6PEWRmMbdyCk++/ATtdgOLK6dROTxA6fAIuYlJkWE71QZWP/9EXTXN3ygbK5WOkOjRgdPlZJinpqEMkiWI1u5cFinnnUEirElB0w8CJJkq67pXDU4cOdbPgIU4SHI7UpwaaXXUvWr+630nXDKsvuyy1yWvdP7ohPPoMhiLM/abBYJtHZ1qGwOSehscubhZuYs9H76u67KULuwWYFvGnE5XHR87L454+LpUI9mGYYm1hvhom3TKBcmjY2YtzZck8qCihTwV+QgMRIoNM2kMWuxk3PyeRYxk2EQUbC5LzQ8XRxU7RoGhdRZ+9Uef6rP/4T/4CnIzs3jxp19FDJ/i7s1tFUEujk6PESowUlC1W3114OPFoooVWm3v1buoRpHGT9lUSiZRXJCS8biuKS1mLWYC0eZ6RDYd+r54VZNX67hjaefNilx29Lx2GJCp5srHANgbdZufm7p8TYkzYjHZcfePUUaN2eL768araoZPcIIwO5Iqn9Tq2L45eiXv7jJ0gB3+gl2XXiDr3784ESc/i3tyr6ZiXH0uG8cYJfFkE8b6SGdTKBYzKIxlZKY3dD11QTOGqkHOr6X9Kvb2yyiV2qjVbLRGBE+SThVEg+F6laDZVauBay+explXLuHd37mDZ2sHqLDBSMZQbjO52RREvViAoNuTeRgdSHly426cESQo86V3htJ3Rlordz3zPVJ2evJc+4ecYp1SyQBQeg65JGZXvJ40NtQa4GIZTLmjXzLXWbnEOvSkz9GJoUSj8Y/3rDVStoWiczxszFkRcvncsnp31vfDS25ErPbXsPx7/DWo0UKkkbWMzQSe0KbdNmzvmcIrr11vI9OpIUjlEHGkE+sjmQ7RGiRwtFfSCD03XtTx1Sg5xWIgI6SKI6A6beL7bfHDEoMu8oWMnK2rnS5CxVNQldVFn4GjYOFg56DVaMqqgMVbkjyQWIBss4N2qyH+SIrkMr1x8ploP2+RBTJi7JOr1ARLBY1C+5Q/83qi0SQN2UwBxeZE+WKdjn6IRYGZY9o1SxO3VptjdI66aBoZx0QuhWIYR4ZI3oCk2xoaUaR7X2OigKgLjWbTQugyXB66ETpdKw45Ghq0I8XHcA0lWtcftJAgN44ZQI4CYA7MCVlIZIOU1qzmN8VJ9sz5U9i8dw/JwgQmp8fw9P5tIJ6VD8nK+bM43HqMo2e7aJQbOHXtNUwsTGH1yw/RzUzhxZ/7RVSePZYiZ+rcJUxOFbG18QSnrr0iX4HP3n0HE3OnpfWuH2yifLSHKy+9jSp9SW7eR+OwLBLn7MKS3ku5XMX8mauIWiWUOy1MTM7i4Y9/FeR9vvIL/w22HnyOuzfvS5WTGsRw96N3kMoXcfnFF7B5/xYOd3YxvnwaS2cu4njvGUqb27pYx+dPoVI6RqlZQ6ZQRKZfQzSWBo6cpboL9CIhtpdlBxiiV6+h34jQa8UQmwot2j6VRZjOWAcpW2S6ENK98OuERi+D1c+5GHi/cfif87bYHhofZnsopZNpwwYpU4OnTKBER2mYLCQ6zTooJKKeXnJPsWKZVWNKF39jetWIIS+jZUoIjGDqQOFYhDHJcRk02hbO54zV1Kk5p0rdwAS9hwueOVvqFfkahChZMDkDtIAus/IZsbGQsnhIvuOCwbGQUxVpVOICVbzaod3r4jfevYlev41f/IVXkJmZwSu/8CZi8fdw++aOBWU5Lo1xP5waQoi52X6XKxHS2xXEwx56QQqlqIUKXXV5tFLsukiAzePMmVkc7e6jVS45SsyAga8IwwxqzdZQfWSQui0WDqBwfh9eBmpBcyQdctzm8TEbAXkFhymqvP07C6Hh6MY5tWo8eKKYGD4cV2ZUiDiUxP/VF2snoLoh2dX9kJA0p7jyuAyLVRF8TyiGjDthW6K43N5D4+QbcoghNx86bWbSQCGXQibLbJYU0pkkisUswlxaG50FoOmJ3V5ClG6A0nETu9tH2NupKn2a5GpDDBz5mWgLSeEJEhh7aJNfcukUxlJxhBM5/PIvfYh2KZIii9A6zcZ4HXAU1Iv1lBPGjY1cgcP9CtBnLAQzXhhYR9SHxYD5HtGxmQovQxiNsD6KK3BndMiDGl0HQZKE6lC8Lksm1tzFmTn6URa5K13d4xp5ah0wRZBvVKSaJ1rheCXGSXNom6wfPDrnHXr9Pe7jK7m32n3lgF7HdbN7WYoTNiBEVelSzS5er8+EXqdO42aslHK6ltJTiOsKuXZG/OT/FDLKTTgXmuS7axtyQBIJC/8uCztupMyeIam0LWI5Qy2JFFDNladxmozemE3YVlxB1GQQXh/9TlujH3qw0ESRpoypRAKNbguHB3WFRrI543Wbz6TVSCq8lWP6MIlmvaWmLpfNoEnvHPk4xWSBTzJsIhYhJB2Nqpt0HOlcBhU6cEeUqvPAdUV4JUeFAgAiHlKOtXtoy3k7jplkD1PZDJIp4sQQeb7LhUz5TEYaprusX2f5+pwGaPTHKyTB48JE5QHalYaUOXGqeYhqkUTHNZdeMBIqWFFbzGZVdDdrZRVs34gC5c7nX2BycgHZdBbPvrqDZKaIuTMLmF2cxd7qPRxt7wuSPffam0ilYnhw5w4mz76Ey2+/gf2Hn4s/cOrK86i2Kqg3mpg9dRm9Vg2f/eTHyBdnkew3sbe6qY334o2XcLC1ispBCd0ohunTZ5VQu7fzDONTU8iEYzhYu4/x+Qlk4n2sfvQupi+9gDPPX8ODD36IcrWHV/7Qn8Dxk3u4/+FnKM7N4cK15/Do0/exs1fHaz/3ixjPJ3D/4w9ROiBTn46HRWxtbqFeqummL2bGMDk/j/ZWFaX9XS3Qym51jpnmekptmhHGevUeEvkJDPIFLWBBNpQ7Ik2JBjQmHC4SxtWwlHPfg44ePhLdm52ZV4HrdBzzXksWZ5cu/4QzVLLkebOZ7DGShT03PfIjhl2RucCZi6TL7hCG6eB9LkIy/PqaVweNhYhXsMon34SEQHbl7JzoBWNqGI/2EAY1GbIVWWLd6zPwJu6hK6Y7Pyd7lS6adHyUNQNVPPwZF/jl1B6mfuHAyqBvLqRcBoUQxAjntvAb79wWh+Nnv38DY+OzeOGnX0cs9glu39oSKoI+vRvc+EIsY/OgYOFAJGf3sIZcLkQj1kS1G+FAqE8Mx9UmEvEezs5NoIkBSo0O2gMuqDz3PWQZ7FVkdgY9HdqSRLOoc+i862hM3eBoizpulZYpvGj8ZyiPQ3W86suRaA2RkHOJ0+i6KAJn66+u202MvMnbEPNwaI7hW0P/Ns+FHRYyfIzcTB2x1ejNQ7NA/bg7H4YceETFM2YMZbNgNYfUsHAhCTkWU2J4KhlDGMaQz4SC34uTacyfmrVrrROZgZd4OJZboMK7E6F81MD+YQ3bu2U06vw5ZRMPubsMqGRR0ohB567D+b6UWz3sfvlQhMdkp4dEk/cHd8gM0G+Z7JWAQtxGQflsVmONSquBw9IRYoccGQC5VKBOX/4fPLpKnbWAOUnX/VjLqYosN8sZ9Xn5vStMyYvna7A4sYBhSzw2c0QeX1rV2+hYgXdEVxKOV9Iz/5FRlhSP9ygV3dwEeLWY5bzHcmRP/zWp+mBYCHpJvTi2RDkFaDh3W3LNuB4waJUbsLJl7Eoy230qAlNykDbyqRV8tF5QsdRj0WGeR1RIsSmh/XturIAGE3rbVGYNELLa70eolCvKnKFLvdLM6Y8SpLXp1uo1U/EwhK/eQazbQsjCkyTXDq0JSERltnEclUYbpXpLjRI37VTAYElrmCjI4CdMp5j6ywDWBJq1OjocTwVZ5ELj8pRKFZmmSWWTYPp6B512TGsZU8F54Rig4pLQU0mNesoNJhSTkyZtkUaHaSTQbtZQbyY0siKpO5WhOWYGDTa2Hdp1sHolF4Z/N5fdeNcEBfwWhQTiG7Y7SPbJzam5sXGEfs8Iuxzb8/kK3Hd6bXSIAlOcILuKb0CBkhubRHwQYX/jKSaWT+PCizcQ73ew8+QhjncPMbG4gtPXn0PteBc7m2UsXH8JKxfOYe/ep4hlJ7F48VVEjWMEOx1ZwreOnuHx7buYXTyHTLKPTqONycVzmD21gr2Hn2N37Rm6CDGxvIRErIXDnUNkc+NIJbPY3X6GsxfOo3S4g2ebu1i48Sry+TRuv/PrGMSzuPT8i1j/+MfYfvwEC+evoVAMcfvHv414bgpv/9E/CLSPce/jDzTDnD91Cq1uDHvbO5It08CpMFFEpljAxpMN7G8fafZJmDfWT0ipEgwYKMXCg0xsoN2ooLyzjqnMdcSzk7JGDgsZdVvmYWKyRMn8lJPhelCtDE6y6ghv8kZxWRZeXijZolpy3kiOvDaEYbmYufl3r4tO3UyTVBx0LcXXyIbcunx2i0uodcFh8uTwhYmsuF0XpLdnnh98v8zsyWRSei4aGzWqR0oYHXEjSeDiTeEYFsQrydlh1o66RfqFpNDkDdSnn0oMdXZDGulYLow3CPOpzCR78Xvev9TzcjwHgs9BHtKv/PYXqJfr+NYbF3F6eQrX3rqmz3jv3h5KVXosWvKuBdJZceKRCo5aGB531I3hqDVAg527I9XymEf7xzgmytPpKzk5lDIjjnPnlnDu7Fl88KOfaPyT5PMGcSE7jETQe2dh5hOQHUdHR0NwuJd0j6TA3j1kSJYcKke8ombkvqohnPPQMNKqHzfZM5sU3El8h1vWyG/DFyq8pr03z/DhODZmhW7FIBdBM5ej3cBJc7jRsRVnIhGTmomKhzSzU+QTE9NMnzJimuSls1zUSdimv4+5D7OIJazfavZRKbVQPq5iZ7+MRtt4DCpcHXGbTajIgLGECIfc7C0dy0YZJCkXcmnQqrRfp79EHL34APvNGtoxGrWFSMSTUkoQ5m+xCB/0MVFMiZN0uHMkhIwzfkL83NCZkyJ/E3dcOYqU06rGJ5ThGsl9WCC6tGGp7TgeZPnA4tQfJ6fJY3Gu8YsrZqnm8pk3umPZKUvM5ciukjs7F2SHdHJNMecgj29ZAUWFkhAPLx3X0/lIAE8cNZ6MrAjc/aexniPyyu+H3DrmygiiIZEzKc5fu1yzkQkRJXFJkjKZpJggEYSImhbToffH99HvIUdTtGxW1wnv4Kgbx/HxkcYTyTjN0rpKS+Z11o4l0SEXJdbS+8vk8ug3mwgGLY0/mi1aBZjxIl1iKwyMJJrRd66/ClA0pUuQp2y3r59Pgs1FUS7m5Fd2owYyVGulM2gmUyLjUkDAtZbnNM0IjkbbCigdSXpLGY8uxkRhGWqS0NtAZjBAIYwhHTB5maMnmqjZzaKxJq9dXXdxcYx5r/JaizErrWuNWFyCBPNiETDOJneQkgnhWDohqTQ/a5uk5RS9WaAREF3V+fsaB6ZDIzJ/EwqUdqPBuxoXvvU2Fs4uo7K7ie1HDzCIpXD+jW+jODmGWukY3UGI8699C9mxDKo7a0jPnkdufByt421dJO1OG+16Fe1qHQtnLyAWNbG78Qy5iUWE+TEcbW2gclxFdnIeEwtLaNf2UT8qIT8+q5vg+OAA4+MT2FpfE0/h1LWXENWP8ezZY5mlZcM07rz/Q90Ic4tLqB1uobzXx/jpq7LJLq9/ib0nTxDmcpg9fQ7Vagu7m9vaJCcmx5DJFxVUtb7+FCl0kc1n0Tg60oak3s11F31eSL4zbzfQLh8CYQ6xzDiCdA7xTEY+KbGWG1EMkYoRvO4t4lUcuBkuN39rYt33h+Ra/o1johNf839yAaRu1nnyRPEe0ulQwV3uRS0ZmTeqyKjOj8F1Y/51BCsPWQ4nbc3t71RC1OvshjgnNytqGcn5TnpIBjVcgJ+LpFfyYQwGjaFR45zYJILcSLWYuIVaxFg3CuHvdrjB+/C8EwwMwyNGlt/sbCqDAd757AG2N7fw5kvncenyIq5+6waKk0/wxSfrODiqqxMZjvVNF6Luj8evQUJaxzoWd1qGSbvsyvgfN6uQjqIBbc8HmDx3AUfVKiqMdI8nJFtMp5KoMkm7SwVTDB3OrSmXPiENPlmQ6HO4AkMblw+XHCblON8Kj7iNCCO2GevQO5mx47ywljUXUjuWnjtiwXUnyLTuGvRL2Mj6/HcTakfFiFfnsDMlAkBfh4Q6Ye2jAUmNceTSSQXBcSGlaaFm7TSXYPGQjIt3oPGPeEr05RmgWmnhYL+Gg8M6qrWmyOjiH7GL5PkSeubQKZkfsuM1ma3nH/vCi+8pwQW/0XBNAjvgGBosyJh+S/NCHToWAwk9F71DaJNP341Oq6numxC+UnC5AYtvMEy+UdHNEa6QR4eSjZhOTkmlRsAQC3a1LPgtS8fhmrrPT97Q3uTO8dEUP2xGZH6MxI2QcluTMTvJuwgnzsVaxmXmW2N1jifAGpnUSM0W8OlZKxzf+hGHT5ryl5tH8mTxLtIuTSr7kmGTi6EEYBaIvTbSkxOIV8oa+1B626w31JwlMyESdLOlDXsqhVQmgxhHN7WWfiaRyKjg6jTIrWGQIlPUTaVoo74uejEqFek9xIk5Dd6IaPfF7ZCxIws4jfuSOvccEdFAkYULpehMeU+SaMqRd5soAwntLLYChRSi1wKipsz8ONrlncEioj1IK5OpRbmzbi5LdU8lDS2mKzczyXiSmLY9kQmQCVkgmjKP5P26RjKOSzhIyOSOhXZHDSmNAA3Fijj6cg1kNiRfiTW2Zlg6L4UsJe+2FkvwQDQXfdENQh6Hbht1pna3u0imOKILvhkFSqYwieff/haCRAdPb32EaqmN4tIFnH7pRXRLOwr0S40vYv7iiqp+wm7jl38K3foWGkc7it7efPQAqeIUstms5MmU+G5ubmNi8Rw6tQb21+kCW1J+zuzsDLYf31YFnM/mcby/JfdYFgn7O1vITcxj7vQZ7K/dUSeULYxjb+0Jdnf3kUymMTFWQJ0mPYMBzr30CtKpFDbvf4HywR4WTl3BxOICNh4/wuHOvhbadDqJyYVFJSGXDitIZ7KYmM5gkM5jffPQx+W6LjKGGIl09A3hZtLto1MpW+JxuoB4mEFSn5EXYWTzRs2TT6z+boPx5kx+hfXEWduQ+l9DUrzzq+S8jkBo5Dp2P+wkLZQvxRRjLmyENrt0ZTQkRR0Mu1WOUxzZy0smvYzac19ETFQnYgubZr5UNfTpYhZDrVrTuEfx48r3cIiAlAtOvaBFkgsHN2gLBSScSvTarN+c9T1lxS791ZxmXSaR+4/vxSBwn4HjgxddqJyyaIBaP4Z7u1XUf3wXa6s7eOO1i1i5fAGZfBY3P3qIp5sVwaaWheO8BsSmH6AiCbTngYzUEEJpnLeKlEgk43UHqMSAX3rnJtIsAgcxhLEEZpcXMZkN0Xx4T67FQdBT2GCCz0vlkuNX+9GLEVi9cZkVPpx5cxMwmanPwXFOGvqcTrZtMIi5txISlvzceenYpTG057eHS112BaR9yW+19p7MMM6rn1wSsSfUxri5kAhK5QAD0GJIa2GnVJgLLv0h6HsTU3xAOgylUkslkoiTy8Nnl7+GbQjmyBpDs9HD0X4NewdVlCtNqadonOXzgqjg4uiM97GNyAw9UBE8BNI8HTqu9y2OD3+v0bICIhGXL0ST6gqGVo5Yrtro5WXBWT8NF5UN0xZBvpBNI6IpGc9NLol4L0CzZqoQHS+n0vGIpzvM5hAria9bH/yxZsGgc+sTjS1zyqcR+2aDD4WFurGs1Z52rXjnZv/z1lSYck7y4aHE2zkWOwK2BRb668ndRD600A6FcVCc+sqiNNxCRFI6jSglmfaEfqYQO26ec5nVg2ZpA5qNtXQsk/Q/IfoY7yOTSaPb5VimRxtVvbcmw3jo3+QCDPMZqpmoDHRkegbjUXQQhCLBDtp1dDlijltcQTKeRqlWHxpCkuAccESo9Y9jQrY4lC8nQZ2jSgZK1Dv0PeliwMBWIlKJpEZYvKaJKLKZoiFbNxZHu84pVGQFAeJoRgx/JeLWUxMqVG8QU6HE9OQxpUqauWOj3UNLo1jjGZI7VeD1H4YmKY7bWiwrgl4XaeoSSJrlNRyYFSadbhPBAIU8c3viaHW6aHVZrNNArm3KNXJOIsriOfhharuhb7V685tRoLzycz+D8tO7qBw3ZQq29NLrOPXyq6hs3dYFOPf8d5CdmBqu6uFggNLuA1SODzE1PYvtR19h7sI1JOJtlPd3Udk9wqeffIQXX/sedtYeIEFVR6OBfiKJlZkV3PrgfcR7HRTHJ5AMs7jyyit4/NVXCgGbmF2UNO3xe7+F1NQy5pfmsHHvJkrbByhMLKAWRdjd2EBuchyv/ezP4WDzHnbubKFZb+LMm28h7Kdx79Yt7G9uq+udmJ7DlTffxM76fRnRMRth8fJVLF9Ywef/7n82AiM3e2YoyG2xL0UBvaN0Y3Xq6DUJUZI1mUeCoVaE20JeItahGkrChczxSAjLJhyJdrghjGbKtgCRbW6dkT2ceykjyQk9Kibcvs7Nn4c+zJl5k0il3GAcEZeVP29idrX0POEiJ6OnE4xGwpncos051p5aXapTCfCtcBwiZCTqCyp38TsKqLJfsoWNN7im6pqjmq09/y71i+TXNoZQJL20mXAoCpkp1v155Ma8NChBdmjOic5O5D7nyMoiqEqEvBGhs76H7e0jvPL8OVx/+RRe//4NJN+7iyfrJRnFSV3lpJWSBfaoTOKkm0uFcSGIPxknxM6BCi+NbAxS2NzaMftrdmqxGMaiARanplC/E6LFhYOXA02tGLqmzcZJRfX5XT6T1124dNlMhi6T5p3BYpzmU55obERqFp3EETi6MwKlKXfc4ae/jDKOWBBaV8lFztvtc2V3Qbuj4kXeOyTBknfCzcZQMUopefUSjVHybyrlOlhmfDBFmxsHEREb41DqzmtKnhhuLCFDNpfZZeROtpGMpB9IJry5eYSjUgv1qGsqL1ccRkxnpcRT1whHmEOh/5AwPlStOCTGCcuQDZKIU4bqinCLHGAQZVxI1kSK6GZSXCpC7RbkmUCr30EHgdxDub5k00kU0lTjdUV8lIRfCeIW9GcIiPmTsNDx0vPhOMWF9XlPE+8DM/Q4OjGuG5yQIBtKY5ue/JKkvjF2twpMKu7YietrVrhY3pFDPf0YqhfZyNgX9LxmGFLq1hcS0ofONyRe+8JWiA+LG46jXEo53wevB/2M3bP0myGxxosHfJNEsJhu1SzsUmFSvibJRE8wARWYvUGA40pdZmMh+XqJBDKFrJQ2ijCIB0JeKxUiVB0hT9lUWuei0+ngkAh7KobM9BiqnTaOq20di2wuZ0Vc3Ezu6FVlNTfX1dQwRC+dSCqiheM/rv9GUO/r2Mtfpd0UwsPxda3SRLPF+AVzMiYJNRWjExdUTFOxRPSU7sezxbS4MZ0WOSKWbsznCEOijX0EvO64BkYNTQN4HxfDDLpIoXxcR4gIYTaJQZhSYytkt0nEuonxYga5bIhStY1Wtwv2nYlEX+GCVBAR2Q4zRCnTCBmWKzVRZ4i4/1dfoDz+5He0KOdnl3H+je8gHvTx9NPfRm76NKZv/CxSOaBdi2Ri1i/tYGftNlKFWaw8/wZqm/cwd+Eqeq0SNu7e12zzs4++RDY7h09++A7yY1ksL8/iDAuYII4HH/5YVfDM4gomz5yV9Hhr/bEsq2kGxGRiSt5WLj+Pg4NtPPrsQxTHsli5dBY7uyVdPAvXX8T5l5/Hxq0PsbO6hkxmDBde/jaqlWN88eUXCimcn5rAwsUrMoXbWb+FTrmMDJ3+Tp1FKhHHb/6rf43D1V0UUmkEMhYjl8FmxmDWjea/3KDq6Fd20SwRbswjFRYkNaauP056JW94pnCeiKfnOs2FQF4mdDd0GK7fBG384+SC+rfr1Ig4sMMUamIoh9w7uRmw4IikP/H9sBFPu0RWuDFYR2Fx6yNCLCV8gqxJHKTJEEm/zqBIxYnrpnmDcg7LjYkcDc5NuaEQIZHjhJTXNrDhImodrrlhCklx0LVGO847QcRbzzkhjK6GzVAWkvaGhFPz9bfF1BmAaZFWZ8k0VZ/UC+wQTlUn2cMHH93H+voGvvO91/D8W5eRzT3B/Xv7kgKK4MbPgQGK5E0w4BQJtPjZWez142hqs7ZxkO71VB/pRAqtLi25iXjFtBA14zF8cPsxPrm9ilwmgZQrgpK9AbJcqPX+XBCkSKZEtLix2SCHn5UKhkzYRT6bQppVT8y6e3acVEfIBJ8ZQRovKBbS0A03uuPxsI3ccl5sxNZFRLt3fr9nKJr3M7Gulf9MWqFFsjgXYMa8KxSPxYYV5yw4VIhork50KJDCY5DgZhZodMaxidCDGJEWbsJWPHmlUVfKS2aqdPBs4wjPdsqot40c3Yv1leJqI72YSJXyrHGI12gy58oq5SBRYtpFOp1Guc2iHAhjPaSIhnUMSYq5Ypl/b3CTzSSQyRlfIBGkkUiHSAUDjfiOWi1042xYFrD3pI5W1EKKKhWRSJX0YtfMiSrEJL5E11hMWsoxj5cQjBMEY6Iz7M5l9sbiwfkOWSKz+b1IbeaKFZ5Lx2p3vBq+pPzddYTogCyFmxuwJuUbZDWTiqWhsaMdw4QvrLwi0EuLnQeP7nlX2JgbMEP9qFay35VTLX+OF6rcc90705jFchF4HTRrLZmftdptM3+jt0wxC3ZzFBVQgdLkyKPdRkjkjwWKVEMRkrTGl+SW7s7kbbRRrRPlioYW87VOhH48gUo3htpeHc22EaMzGSuimGNDnVA3wXuzLfUOR8pmM58SfyUeJsWha/YieY+k6eCasCagXKvJk4axILz+mMqcikgU6Ur5w5DELpuzqK01iiqwMN5HmqrGTh2pTAHNIINapS6Pn2KRJNYAnUGAdo3eOh0EqRAtOr32WcxQKt8XZ0pBpbrf21o7eQx5b8+TepCj2R2xmATaFD70u5iYyCKWSqFUoVpqIBk8UaB4KibrjG63jUIu/80oUGo14PKrr2Hm0hX0O1Vs37+LRqeP4kpBNsa1w3Vsfv4xxibGdfGmM2OI9RJo7jxV49Y42sLm2rpUG2sPH8lwrXJ8hCiZwfXXXkNtewOPbn6EqFJV1b10YQXFqSmlRd795L4Kk9zYNKJ2Q1k605k8tjefisA2d2pZX6PRW3asgKmlRUxMTeDej/5n1A7LGJudBYIcbn72Cdae7mhDXZqfwPzZi6g3m/jR//T/UPbC5PQs5q+8hL1nG7j3wUeSxSXCjEx3uAF6wyN2Bly1xHDXTJa6/EO0G01kpqek5kmPF5HKM8XTG7M5pr46J9f6Kwl1xAOxzspmkuZRMvKhMDUPR5GEBa0Ysc3JZX8Q+mc6J30HlBAaqjDhDUVirYWZ8Sa2wsWrWjjLNK+D0TiBxQC7K7lyqobhi4gGqc2EHY05VTozOsejSGnx4+LqipAeSYw2ohGi4qBt+3nvq2qFB5dahpDxe2by5nJH1NWMUnCHfiMOzmZ6p0ymZFRFJn8M9f4A20pUHmAmAWzuN/Abv/wRrlxfwcLyLM71B3h6/1BoSYLvg+FctMwW10F6CzR7PTR6ZtJGrhMVSOzIwgw35gJ2jg7Ql0rB4GZPI2DHH7Vs6s/igyqWGvrg+klyLY+XCr8TfA+VndycYn2U6uw8I0G5WcpSaSpFRJxABO2zWTxwIeOC5DYNnkMWpSRHmzmZlzvzeHEztk5cmTVEDDSqcRblLNAI3WtURmIgT7VxdbQxeet2ASJxQdpCVpRJRem3vz5tvMI/TX46ikFotCnN7EmFc1yuS2XRpGySSdoDF8bIQnaYrOzGmZLYO76RlzbrdQxN4qiJyh+NzpggS1xpADTdWMMWXEMRWeLVYn1kgwSmpsflGEyDOBZkPFfjyTT2qxWRZbc2dyzIji7NYQr9qK0NhMWELOI1knMqGQvfGfkHqTBznCDH/+G5lTOr5/zw81lA1NDUTSJRmxvpXh6G/0kx4yjRbjRlGXNdu+70GiN5uxRWziNHv8tC2Tke2zrjvE2GOUre0cb54ghtMCda3lMWd8EiypYAJhyL8CtrXV6LhsgZCkOVCwcMcQQivXeR5nE7YZFQrtbR73SRToaI0QyORbQkx5FIqYlURutum9lK9ETifdFNYEAbhTZltCl0XPK41gYmGHdbSEYBmjRoSybt3qKyiKZnzg+KDRdRB46TmU5NHiEdW8ndk9N3p2P8P15P8niJ5KUTtVsK/yMFoIW4ruGIDZ8THFBJRePSTEgOToRSrSZJNJVqHEdS5txN8feqiPUiBMmUPJqouGQjwKBUWTLEBsgq1Zn3DP1SeG+QtBtHOptAvUErA5PBt6OeSMFsgoWUcYzM+59Fb9RxxndxFDPkU35DSLKLV55DMpfGgw9+B0fHJSydu4rFi3OIR/vYfO8joSb3V4/x8ne+h3S6h/WvPkQjSmF6dgqt6jGO9vcwSDBRl4ZYvOjksYyZiUnc/fAjBIhw4eo5VcqtdoR0fgz14xLqjTrGpuZ1MVdrZUwtn0JGzrI7SOdyKE5NCwmolasYm1vAzMppdFt1bD24qZvzzPXnxHvY29iTZ8nKRA6TCwsyDtrZeopm5Qj5dBrL588gSBfw+NZN+aRMTE/imHHgzQGicst1IrYgaZ6ZyyCTCAGGTJE8xwKAs9XAEWUzY0gVcogHB4LgjLDmOAHOdFUdqElpTInhFAEnrcoNLXCbmZj/bjlyXak2GSEJXqFiMCQD1owP4oyztPCZu6wPLCMErsVSRD5THJnTKm8an6tioyLX/DvejNUVVKnY75sXBb0IrMhywWMuPcie60TmjhZgIwSboZmX2Bonxf5zPA2tky5j52TsnSOoUKkUsYXzhZ4r9hgvtieHTCMIU8nxyaePMTOZx9JsDnNjIQZ1lhM2rpH/Csu5ZApBOolqo4FS8/9F3p/GyramaYHYs2LNK+bY83Dm6c43b45VmVVZRVVDYehq6KZl2UgFyBJgDMiAZCEwSAwCBLLlttwWSLYFsgGruwVlDNSYNWRWTjfzzsO5Zz77nD1PMUesKVaE9bzf90Xsm9AY7MY/fHfWqX3uPrFjWMP3ve/zPsMUEWPhJ1Ns3bmBW6/dQJ6k+O5331F5Mlqazdc26bQyCRAjOjpQqiJFYt0tCxUhwlEGy9GLcilVb9s4wypb7Kwfq3RVswnTyZTFrKAcRFWUcZfwFHTgpDLf4oahxiG8BgxBVrgFYjjGa5cEUTVaVJb1VIYpwqp4cuhiQ8zHWBVJwaw+o2yUYsqlxmFSnElxRettOryqIEoqC3humaRKx0uGnxERYTgkbci5yLJwFSRJ8oe4KWrUS3OOXM27MaGMEiyoYAQJaDRkTTeI0BvHCBRupFO0F4iLjG8sCz1+XtdGsxZI8VePWog8F61aWTgQ9LfYGNVwek5rgwxlQU047y+EPMsxjxkrCYJlkpg1oZuoieKVGFKz8vWRsYiCMjX6sSCpqgtWVx1zcsfCUtCgFMIT0+MvNYK78KuCLKr7nOiYkTcr11sTHqjVYIqqsrDL1+npss4QKdNWwnP1GK9dyRUDvIjzbAd5byTHUTnSqjGs7WuVERVKJNtOUpQmRCaUNb0UXCVfNktBjGxHFDbklbBaTzOG+DGAtgTEMdwwQC5ZXAolFtfc0kyQSu4N5IIJEVYcYlWRLA7V+RShwwZOkVC1v7X+qCzSmSJMFEo1bCwYJBtKjPJKck3xM6dcxzRnh56KHF/OihLSOMcopmU/cVYHUWCjFpQQeYr3lBUOkp4iDVt+Sew0Zl5JrmU2FArN1rlHOquJ9zkbDyFnTwqEHO9QRen7EpuRFynaA35XadDky0aVAFG1LJ+Rz0d/FwZoipMvU41nU9TKEWaej/PD7mejQCniDj78jTcxKWw0L99EPOrhaHeIUp5iTA8Qq4yz44d4cP8RNps+BoMYg/gcTx4/RBoXKJdDNBoV9AcjZLTq7afCOj7tdhBWXfzsz/8cPGuCw53nIk+lS22Wxqg2q0gH58gsH7e+8GMYne7h4P4nqIQ1+NUmsixHOh6gurSCxuoKhqeH6J0cwfXLWLq8jlHG5Ed1Uy+vLKG1sYxhZ4SjowNMxjFWNtaF37L/+C4evvtQ0J6tq5eFbDukCyurfHZFYqJDjFopBxhOVrvUQjIeStsd750gPTjH7EoNlt+AG9XhVkkoVb4Asvjq7BxNsVO+DIavKJuukhiqxUm2FkWCNFHrc8dIJd+VhUeaNd6UzoVRD70JNOGWd4D4AJiuiciG0sJITLwpdLQBHIs96b+ku9OjHWOOrcPtjLMovxMO5aJhIuYtPTKSEY6Q7eiuyA1Mj4Nks1NGcuJnIXJmjrU0QVaPpRS7YmEytpAym2h4vZCa4s10abKYq357NJvhZEI2vQr8kkLxZAB3PMYK1SbsCDWZUDZfE9KWFSgTMXMsVJnJUwKurPi4sdnAN37pe0h6Q1HxyBLIDsaaohZ66MeZGqUIMkNUgMiReqN87VKZBEBLDOiES8TXdGYyzhQyp5xvbXRH7z1ZQLlZa+8aoSIsEm+NNNioahSHyYwWVOK0FCNKeCBFFGFg8keEV8I5PTkjnK9rLo9yTdaUWp0WzIA+jnLUDstCyJHFlIujKnLV9TOmSi/VpnwclyljDZmTb7Qq0hU+Px+KeRSbBkFC9AahfFnUfWrr+AajeJLHcLrG0RJD2nxPUJwwitAejeBQsUFFBMMbKbGUrCNdcJE8yOfxbLxx64oEEZZDB83GkliTy3N6HsIwRI4C6WiMwShD0/eQZiNyOcXPgu+RsmDmu0xFM6p4Dhr0kIJVEBJ1t85RDXVv65/ORGyvikA97lX2/JqWrY3Z+GhuWhcJLeIafQHpULwSdd0THZgnE9MOwRi3CWFa2wAY8aAe/bHwED6UGQabSAVdFAlR26W1gkKxaDFgOURpVZPCe1i5z5LvpJOB5R6bwPc9hD4Lak+KjJh/BlTgeCKJ5XXnSlE7kYJ8ZnuwPR+j4RABTfN4vCczrC+3RGI8Hg3RoUss83N4rDQSy4JbRpkOBQsTySTjeSHiIWjmRHm4GPO/0pTrGzDLMimcsoRu0qmgIxYLK0GMOXqRhUQeW636UrCQlyR4qlPAKhzl18TllQqckoMkUQF9KvyzQD4cyc9ZmDsO87lsTBhQarsYDbn2qpEvgwd5DdJOnwXGOOZaOhXJcDcl74XdiUJ0yWfzIx9uuSbnK0tYlnFsB2myObKiJxbv+3FWoN/rYUQ27WehQDnc28PK6hr2nuzi/g++i8rqhjC2Hd9CnCdCFvLrVUymGXr9DIO4wN7TYwxyCxW6RKKEe588QtznBkDbXhuTQQ8blzfwu37+9+P06Ake7+7JXN32AkFEXvo8xy3PkEctfOlnfjeefPsbOBVJck3ytgeDvigH1q7fQlSpoXewg5Onj+BGFbRWt3G0f4Te+RlKRYLmxibKzSV0Tw7Rbw/gz2ys3rqJm298HueHj/Hs3gNE4RKqjRp2nz0XC/+lVh25nWBwPlDW7bJGKwiWJKdRty/eKNNJgux8F1lnH8A1attgBQGC5go87zGmCQmsJVX5G8WE+Kqoi3whOlWbj6AcmsmoFpE5dX5eyCiJqTJ6MkiI5FEw8ZN3aFEgn2Uo16piNOQVJfT7MVyXcj5VnLBwEFdJlYalrO61wyQ3XTFl08Wd6cil0JDgLbXiFQwf01iJkdiIsZrhoEjej5GFkuiqRl0cZwh1UYe7qWRjXUjpBZ1LKyFe033Ksxkk50Ly7kWtCnkxqjhQ/z2cAscFsMIdZDZDywVqKFAWPoeay4vpmfjRsDPUOUn0LJDuD6hYBZLnJ3j39DsY7Z2iRgWB5AoBCc8jFxhKLicqTVYt8spd1Xi38ArgPWGKCnGH1R4vIUcuPJ+6u6UHgtSnli2R8xOSMLnQyiHmoqWTc/VB4ftX0P08p1hxTKQy0pJRQhYWO2xl5sdChhsFn5dPLKm/ehMlh4GFOc+PFLEcbcgOrA3bzEhDF5LGYI4bJbdmRVlgtoqSXldWG3DKNZwfnyDVUmix8hCER6FtxirfAArilkvCq2cLaViOF42vmNfiOvADT95fMc4Q6OwnFj1UP8zdVUVyb8GKIlzdbCpeDflFuS2Lt+3OMCPfAFP4XoDt1TpC91Xcf/+eoDTT0RBuxRWJMaX15Fbw2ucoc/6lye1ya0txJY5ESj0j51mqU/m5MepT+VOaGK2doJWLq06dZjNkfHhkrVAutso8UZfrWnGjrjOah3ETVnwQMwYlkik0Z110aD67MmmbNzsK7VGWAzqXRgeRWgWLgSlK2v2WoxkWtp4wpGkcNoHDtZ1jCrFRUIq4MCqr10wzJPkMw4kjIXaWM0Foz6RZzXNbpLAiwWaTQ+t4e4aYIxtm5NCDZDwSV+CESGJYgVVKkXDEzfWN3iOSJp4LqljzHXjiNcMRiGm6XJE2k+zLa5a+JDyWRCX4GXJ3hiJWxWQho1rKcjnS9JAwKNK2MM7pbu0iISpLTpLvIKiGhI9RSN4OreinMtYRA0hpKHWxWSI3yZMUdgomGIxIMzUvCMRuQwoU18UkHskaMqKqZ5ahUavQgk08hDgC5UiHHkIeFU5+JM6+zIniqInXjox6yRXCFPVKFYNRitPTDmwq6cxs7//fC5Stq7cxOt1BEM6wIrdGioOTEZx6HcvNiixe05mD7vEJTmIWKSMMRzxRnDdnON07wzRL4GSK7U2zs+0XruNzX/kC7r37bcycENde+zImoz6O9p7icz/9U3j+8CNUNq/hyuoS3vqX/xTpcITm6gYsy8PpaRvNtTWsbqyLwdrJ8R6G7VPUV69IjPru0x1gEqMRRaisbMjCdXJ4CIcuf3SKvbaNrRsv4vHH7+PBu+9hqdFEuV7DvftPhL9x4+ZlpFlfqufYAlJq3F1mI2hVBpMyeTOnyrRoFp+i/3BPFDK2U4ZbrsNvNeCXXSQDytI4M9ZdEfNYqhWMhtSvaVmx9ksQG20NnQt6cCGfR6BOznmlqNGGXBfs6QVu5g1NQpdbkpwi1yeC4WDUHUmGA7kUymlSwb+03s7HI0WKk3GIytoQLwWTVEuVEDkdmrxnvFxcJ5LYgv39A81zULp87j4sdITToXkZLFikQxH+hbLTFpREcdv0Iqp4DGp8s1A26Y+nTHD1Zjg3pJpLto0HhoJ92aWbgLRxMUMbM9RtC5u+gxWaKOmAQ9FQCRyu2nQxOJpZIL1ZkA6OWqg8GvWQ92dY8WaoFTbG7ArJd5CuXVYiMXqid4s6uiVMqCYQrowC4ZXnC+2rxYxShbXRU8ZRqclS6hkkReb/C+6BoNr680rUgfZOMdWa7pvnXbsUfvrf1Uheh9Rd8EJJRRVi6BLae0Pkv+rImABIOT5iJGiM3kx4oNp0jZyZxSwXdY4uQ9/RXamFg5MujpwEWZZIR8+F1CQzqwJccRkE1SnNELo26hUH169fwrU7m4jHKU6P2nIUD0+GGKYZIj/E/s4hbHIH5qGFCsVQJO2pbCpML6cnE48tuTD00BCLsmIKj++Xx5MFZk6ugY9m1cdPfv1LSJ7sYDToYJjFWGZWE0mfusGg9xX9MUzBwHM3t6vHRMY67IZVWKg5M4KLaNdYrdiTiItFfhG/RPLKa4UELp4PkkYL5TAr6IoBtoRDqw30iLrJFE5nOwk3QyUMC/ImBaUJHFWeLcbWXuEhej24KFXmFSAJxiXkCdkXHMVpuT/PLdcEFnuDsbjsWkxU1GMmzk3oJNuLE0VqtUqIAl+QKNuissQTTgWvxSAIRW2iLNzL6LY7CANfGhZm4+x3acgG1CIP5WqIKRPG+eFdG6NEFScVh0iuss3PshmG9L5BJqofOZxsejnykYOWCXmVlzMFA8wCUxlhE0HmhNeiAxhF7k5CbCmRQFiqJ4mAOJNMRq4Th14sEHSDz8+GR4jGbBqJMMrnnkpx4QYseizJGppNE+Gn8FxSrtyMApz3WGxMEVbLoo60ZxypTcV/RdKlbQvVRoMJs0jGI0FqebfSM4a0eZrb0TeFxdcgHoliiERaUTJ9FgqUw6cPsX75Cm688UX095/i6cMdCT3jnHk4VMmLySQVGLfTGaFLFnGeoxH5knhpDzJUfQcTZFhaqeLWC9flhH74w7fRWN+UBOPDx5+Iic4LX/lJWFaO1uYdDLvnh8JEOQABAABJREFUePOXvyOuhGsbl4WkR2Of9cuXUGs1xUtlcH6IZDiEHVTR7w0wpieJZaHZrMvoJ6YU7bwjizpfs3X1JirNBt7+5q+ge9bB1rWbcsE9+Pg+HD9Ao1EGXB/N1RcxKJ4ht9rSnQWM5hb400Y6GMPzKvADW6Y4njPB+aNPkA1HouSxyy0Ey6vanIopl3pcocU5vTZ9UxTxVDYGvcgJVCu20arDl01A48HSqXF2Orcu0QsbNywtURTJLiWaswnqRE9sWkz7Aruen3bguaHE1JO0yEKFBnzKi0V3w3qBl8JnvvFoHoh0XQpJEvvrNEano2BUtTlI9aFgUpE7asM2KWyUymJO+tMJdmop1KOQ+fY3XyJ14XEBLJ8ntprZ+8LTg3NmuW2lM9eLtXTRYkuANd/CEhN0ee9zPCVW8yY0T70fUUNIV8puxvBxiP6Q+6BGW4EDlKeUpc6QTi30xauBqIqFmBArGIuuNhPlfKogfW5ksoWZwEaNGLCYMqMdBUIRDVOjG+4x7sW8I+nIyflRf1f0VlWALEzoeMzU2EQFMJpjqyTUC3mJtsDXjrpGrWQ4UKqpvmArp8+ZjMIMdWrR0wvXhuOciOiGJpSaTCKS25V/D03U6MzKz6TUKK6rjNyYWl4pe6Lqay1XsL51CWkW4/br1/Fzv/A6fvjtt3D0r7+J5XINx7tn0kkqRNOQT5UjipCu6VpcDpGyUOnH4oBcdrlGqVGZx3T7RHZy+Uxim85xoOOgPx5Ifo9TL2PW7WNEIzE2F7pGEzREF5vcABVWpUZUqigxXjNmbMdim79Pkqf6b6XMo3pHX98XCfRzArVS95jr26Qhzz1T5nYu2quIZEn+m/CedFa2IeXqx6uEabXOzL1+5nCkaqAUt4qfRRu32QxPVE6zlAaza+cx4GOpgpKehG6mOSSYj8m60iDARiMqYSjuwAmiui/oRJrmYiGfJFQ4JgiDAKOEpNcUzWYLWTqWBsf1fYQ2CfnkAU1R8DnE+VihLrbvSgHh2xz3OEiZ05NpS34d5DcREq8KLWWKsQT+TSHO0SxmCpv36VSNOgU9ZqOlEuxZoHA55diQjSMpWR5dZTkitYEhixB+Srr1zwrEzOzhyJBjF0tJmAOuNRwTkzszoV0/iew2xhI4WqDq+RgTnS/RP8iRglQ8jdhk8RwJvUdJpv0ZVY70BuK1lKESsKhnAUuzUCY3FxiOR1Lk0nuIvJlI9pjPQIGydfNlkUA+ufshas0l3HztNSy1z/Hg0VOkcSx67VE8kXkuT9QkzTHqxmgWU0Q0rfelh8Ttl67hyq1NnB0d4agd49aXfkJUQSdPHqLSbOLKF15DUcR4+tab6HXFIQfFNMTy6qYwt/2She1bt2UW3TnYxajTkTEG6ivSaU0mCcLQQa2xLJLneBzj/PhQuhqqgrwwEjfTxx++iyCo4aXPXcHhs12c7J8IpFapelhaXsdpb4jdDx9i59keHXBQp/upUD/Y3Wj+x6wkxOF8EIth1XDnAaajEbBSheVX4NSW4FQDWKWR8i8QmEDLCnUHZDJllI+Fmu9z5KHUPcbaXX0pAq1GEy6A+ey2lREQCWCWMLxZCPYHQ1RaNeTZGFbuSCHVH1OSRo8JpcOfx7LrPBApPjj64M1pTL3mtujyatpzioQvZc1sItnVZkVyG42W1IahVDjmufRIR28jqttVhYZif6hRkHKxXLhfXnRUXXxqU9yoEZKAU4Jvq4WZm7UpUPjIDXuGK0EJDY+cDpUzI6iJsOAXKI2s0fx3mUEr11qOVjg2kgJOFwxcKHzOgSczQdbY9dDsbSBKEiI4QMLiQxRKCmbnFxd/ZQQ1E7hYjdRKgtCxL1Uf03B1tIpJE2pt/dxmG+Y1xQVS8QgWxm2mgJsDLHOVmLY0u3AQjanep4+qsY5dZPqYQkQMpQyKPQ8dUK8bBkwqZmCmJV4kMgoVJYxNywl0+8zAoZTaRqUSol5hQRLJvcnuUcnbc/RHCc4GCZ7tdrFcD7B5/Sq+++Z93HvzbfyP/9z/CqOzY/yz/+N/Pc8wEgM7zYtSXhVAVC+LpxK7Y/LQummKOt1MPUeKdb4ef1FGaJR8MsnYzeHNGOUwRWYD66+/gmff/C4cfg7J9dNKGinklfR3Jqnb2jJe3yQsboV0OeeMGMNFfqdaiRuYTl6+UKjL8+pRixA29e/L+E1LhPklKJ8+NwuSro49EOSEvCJNxNVNzKKYUV445r6aR12bNGqhiPGeVpuzPE7HcDCnRgilTPdu1lBMRqIKYxHDrB76Y9GgU2zbZxbKoSvqKZoYViSuY4JhfyjrtXweFrB5JsRpnjTPo2Mrbd4nknDNsUk5DDGzU11Y6aLeVmuPx+d01XiVjS0LTBl9a2ItixVKs6kYJbLMdYj3qsp3Vg1MHudSFNtExIQXUhJeo/gITYE4LSQckIVWSYoZghglJAUtBBVqJfYKvAc4TqUH0RQI6aJsc32wRAkkqHgxlqwc8m3SbCLoS5dE/ZIlgYW0eBAPII4UhWFvo1GvIQgqyMdDTNIM4yLFNC+hwtRjKoc41neI9qSiRKKBKK8dx5oKX4V5Vp+JAqV78hzT1WUsX38JrfXLghjMnt1H5fAY3fYZksEQg3GOsNpAPM4xiwssaV19damJeNjHi2+8gdAH9p7chx81UG+1sHv/I7Ej3rj9ArZvXcfOx2/j6b0HuPX6l3D9C8voHR7h7lvvYdzvo1qt4coLL6B/sofj/QN0z4+xvLaBbj+WHYqjG84ZqQCyKH0eDiTx0iesf+WmbIh7Tx4C4zHKtWU01tbx7KMP0D3toR4FYnLjhiEePniE8/Mhut2hdA0OZ4ckxbLzksZUkZxG/SE8O5IodmL2k8OPkR8NMV1pSRiUW2shaESwrY7apDW5weTfaP68Iqxx3VBhwyrOXPlWa1dKY3+tNzANwStPA9VBcnNmB2CT1W2xG43EebG/fy66+NALhBBGD5WJUdRofwThGJCPov0xJPBOb2ymE5QbTBN32S0oczU+VrCKOcKjFDead8GNWhjx2txJSLnanGq+AZtU2k8TYVXXt8BT9LtQhZ48xry3xehDDOn0ousQmtam+OvTGe5UfWyGQCDGaZqkqFdt45w57yg1oVD+sPjTTYhCkbTiho6q1gw+kRVadFs6t0UKmJlIlO0pH8MihcfcEIBNaqwlXTuROaaVsshSvAweK9WRK1RKdcXz5GFdjBARkt5fE2aFCCzFh9ZWmKLXjHnMKEczF8yxVoWTGd2YsEG14JqiTD9ybuwllmMXYxioUApLaDV82VCWGoEkFcdJjK3tVSxvr4kHyv7uIZ4/PpLXrtcqiMq+jEfjUYZBf4QkSeStNBt1ZHGOqZuj45bwzd/4LjrnMW5ejfDGH/yf4WznLr7y8AN88199E+PjnnjyiISaxU/oYHV9FXGW4zxO0U0zud55Tcb5WGLurbUlLNdCQW8ItZPwS0WIjCnFf6UkyqDKaoDcoy+F8vmI6B5N+SeLGSFrqpEZ7wWO78SxVMin5AiJvbIuWgyyZ9KN1VhrwQHRlahOF75oky/qPkcRvFWhwTGY+t15NpUo4nSsgbEf0ORpIg2CjKWJND+mw1F2BqaAMhYD6kxzXaHHivB8uMnzOhD754WiSKz/kcvIQ3g9tN/3AylE6RbC4iGZTAVRqUUBwmYFg95Y3v+oP0aeJRKyR77IJBnCiUIMBxnycYx6zZbioNPpCSIRlCsosrFgm0Q9aOfAaycsRxgOEvHVYdFCZJsSW5KXRbVGzxJKk116DLEQqYjLLRdbuedmJSkMxA3Zd5HSETxWzrPk0nRjfnYWWA5KWS7KnIyEfzlntuwNTLxmYU3DQt7EAiLL+lyS1xhNp5KozZE7OVm+70t2FI0dE+aRFTPUaxES8apS199gPEKtEiGskE/IS4/eSD7iOIfncPg8FadjKuCIXNGXRUwdbZ63iRRg9XIkaJdHV9vPQoFiNbeweeu2XByBO8XuJx/hkw/v4nDnECU3RLnWwNTO8OzgFPEwRW2Wo7W+Ab/GRTjDl7/+RQwO97C/18fGlevod7tIszNsbN/AyXACN6rh2/+P/xa5VcVX/rM/gsgv8O5v/CoOdg8ReCEK18aLX/s6znfv4vEn90TydvO1N9Brn8MvOaLIYAj38to2RoOe2NwLo9wLsXL1BobtDo6ePhaTnKWNbTEK2nnnbfQ6fayvteDUQhSlMp4/25eQMj7n2uqqQPiPnx+ilU+w7Diy4YgpVcHKOBcmuCw5DNCbHuO9f/3P8VOv/y/FyI0jp2B5CSX7UDgKMqfWx1ONb1TxodYwEbOr5FLd8U5mdLlUu6Mi3S1GOuy81ciFRY2ZUytU4vS0i7XNFbGbZvo0q+gxV9mZA9fjzZmrTAnyQmTuLO9Id8Ua1r0QVKgSgBWZUfxWTNclhlosCRRCYrJtuMALaZGKCm2ypuxULgbVqYWRvBX5J93Nm3TeC7xgvV2qjtGk9mp6oHxXhrqmE1TfxCyLncwMeD2Y4UZYQtVXBYNA1ySXiFmc4WbojlazNFWQoOKzGPRICI7aUZefjx0ymflKTaFycWjf58moRzH8R5ovJFJjvVlJnWpTUZnIuTP8EBYApgRQSgWNEs3I+FIyUy4i4jejj4f5MmMq1QXrTVJM/xY/F1dcDYlcHI2Z46tQKvXaYnB2ocM36In6rgIGZXw3m6EcltCsRwgjB2XfweblJfHKuXJjC1//+d+L6vYNTJIJxsM2ht0zjLo9xLHypRgPezg/PUWwtysqC37AUslDazJBbxhjGE8xSFOcPj3Ane1rmOUz1C+9gBe++p/g7tsfoH02kg2S/jTLNeXJ1E5ipPkEZT+Ue6WT0IdFOZt2RxO8v3OEjVoNV9brqFdCTLNM0Acmz1LeSiQyS4EH+0f4/Je+ir1vfVeO47jIBGFVkQdUh/HwkUSrIiYErZBpqY0wLAtXQEiv5rgJHcTc8wu+j1LuqSJehScqTw3TlChal0Jv5J7XIyWiQMopVqFBKvNL2Qioc6uUgkbhI3wumukJn4y3Ac3lVAOh5NjarVj+bgkyIdcFSbySn6WIUOK+M80wo3v01FaGboGD5Vu3kO+foOQGGFLpVBRoVANMODYbjiUDiUZuDImkJf2UxQnVahnEioKjm6hSxXA4QSkdYnVtTfiL404PjUqAPC8hHrcReqGsihRmzCZE7nhOmCVB+3ltBytGdhzNcCylHFepDhuTBzKKEfkzRCER81CIquDZKHJBnnMGAxbKsDAiGmfbKDuWqIviqRoZVVhQxal0C0EUCEJDm3uugmwEOcohwT+ksojHnx/U99DvkGPjiXN63bNR4ui9T08eIo+2BGMS+QjoCEsPJCLTbibOuy5N4RwSiC1MqXxigcTCtSiEIBznM+HdkGPDRmzK8Val+dkoUFgwPL/3CRrNJXzn29/E3bsP0RkkqFbLGLfPUa/UcX58jBVMsbwRyQEm7BRYU9y+cx37T57CC8q4fPMF7O8+R21lE5fXX8Dh4T4828Ojd34Hrcsv4M5rr+P0+cf4zve+g1nJl+602mrg5S9/Fbuf/ABn+3toLq2h0VrCyeGBRGfP8iFmdgVBpYHT83NYeYIsTuCXK6gur+J4f18kxa21dXjlAP3jMxw+eQq7sLC8voz1O3eEi/LJB/eFxMTOqlqr4qQ/xs5RD6dDGgDZYr9M6HqeHluQpV8gYmZHQSLZBP0f/g5m3T+BmROhFC6jsnEJtv8+LO5Y/NKL2IV+XbmvGqt77fg677gu7EKydWnFjXKVVQudWNSLqya5HEpWdrJ/JFB7Ok1lw6mUQwyHPRQZ62slZxXJtCxmKqRPZIJ8IwZB0eiMFB0MpdJ5F7znBE6VjBQ17tIliDI6E2WCCnMjkU6RKVVlx7ev9mNNdhVjL1O4qJ/JcnuBF2LIrqpQUsd9bi51oZgwR4n/R5g5mAE3vRJuV0pYCbjgqHEWpc/zUnFu+35BvmlC+GSxVmoiNfFQxYuSIerkZ1FSccMuiYcP/y5IG5koEh3AAk0hR5xhB4GDhBkkHIRrrgJLPMkFEu7ffKCnu9s5OK+OrSbyckwlI6FFLTcv2RTKoxRhAsbNxwhG5m7MMRSPZT6mMQd7XqIZ9KyEgmolvl897lOkSzXXr0UlNCs22oNYCghm61ByuXRpE9HyJQSbr6NUXkfNDaSxmOe28L0UEySdI5x8/Bs4eXIX7dM2nu3sYnf3VBFi+2OMzocIOOrNCiTdI4Srl7Bx+zXc/uKXcXBwjq2rq/DLIZ6fjvBwr4N4UojEeYYEDd9HxbWlSKGCk7EL7JQPuiTbJmhVAizXKiITnzACQsZ6U3T6Qwz6XayEZeQ0XIwzOVaDwRiBw/RYHjWqvMiDMTwypQAjUN/vDxG4mjMiAIwaw0oqkYbnVHmttTi6UJACXFBTRTpVk04lF1ZFtM7HYoEk2ThU7ijCrv4VHTiqx31znw91TymfIhPfYKzxFX9IvTdDrNZmAkJ8p28IkQgLXiWQa3wyYPOkRrNU+OQM/YPPPh5ngzGyNMPGWlNyZViYsVAYDWO5l8qNSLr+LCYHpSSNnpVNUa46glCnlOcSqUiHiMIKyk4TszwTSweGdeYZC0KqrzRawREcUTDJYVLb7MyiFH4i9zxN9phxRV4ef4mjyDCApCpTFUZ5+miYyHUxnFgYj1XWTsUF6q6FCnmGsJCQ80SkxrEwThTiEdLZOUskIDN0XUF+bN8TiTMJvEROfIdGKczFSYQzQvdkGqlZni28GbraGpS43KgLwsL44z4LZ88X9NVxAgSzTJBTtQxzTM2im2nbnhiOUjpNjzC+Bt1o3dDDsDf+bBQouw8fybzu6f2nGHSYmQM0N9fhUIIZJyiNx3hhrY7VjbrA4uQ4VGur0o3QBGn79h2Me12cHB/Biqpi/HN4vIdyaxlelmKSBFJEvP+NX0a7fQpMXSwtNXD59i1UlpZwdvAIuw+fYH37qsjUzs7OZLVmdexXl+AGAbKCSZhAmhaIGuSblHF2dCyOgOXlNfE9GJ6f4fj5nmQzrFzfhlet4tG9B9jfPZHdb3WtgVq9gpPOQFQcJD/SrIfkX6bSclQjBlviJ6Jmkvk4g+tRLpajdPwQycE+wisVIKigsrkNJwSYLiex9nrObJw3DSlWrQsKtVhMpBfw3NydUrxUzPhD/kW6ccUaN3N4pgDzplVcE8/1cdg7Vl4F3DBz2otrpsIcpdAd2HzUYSzK9QamRz6SKcJALpdyPvKDzNtUIwUJ+DKcANn8VJCaSEKlsFCLsnKHVV3+pzdR1aErlMZwQz4VMawXbQWtG0dcYecYZYt+ng0beCm0sRE5CAmziqzYWHwrObDxcjC/NCcp6rGIegxh9QWfQyS6eoRCNQ45KRd5MjJm4fxZlA7cJkWViNdfu4a1JQ/vfvIcT47H8+Nl1FKCSlxIqRYl04L8o6XgpjjT8299XDjmMGiL8nbRCinjCqiNv+ajLX2OWfSIdHju4TG/4hYkZDEh09eW2eQ4zpDANlUsX7myjOP3dnCccKE/lc0vqB9g5+MPccmpIlqbwqmswPKJcqjxB587G09wejDE3k4fO58c4snjR+Lk2u2PMe5niPtDOPSAKDs4Ox7go9/8v+PG138BH33wGHuHHVy6sY2lpQj1ZhVLy8sYjjI8bw8FQRkkNL8CGqGLtXqEwShHN2ZuixqJDJJMgtfOu0OsNupSRAgpMk3UBppP8d2PHuBn7lxF8vCx+ONIQhLve1FsKNRBcU1kF9ZjHCW9p2JOFZy81rT8eo7YLcZsi0RhjegJq1kHgsqlrsIHlQLIqLCMUZy6jmXso2nlKj/QlKwaCdVriBn9CBqpk8j5eFVsaK6RGKSRH2UWB60itD0ZmTji+Ap41QbS3mCOZD65+x7iSYawmKFRjxBnBcaUznIz9XyZX3E87kcRbMm0slAMYlT8GWaeK8oUIiwsNmF5GLaHWNn0BYVuHxyqAopjDKK4gjJSlUjXYjUmVvNT1cBRCGCymEo+10wH6VgRaF2XEvvSPLKDI75kQu7TFON8Ig7Otj1DZM9QCwOJvkhJqNVO271RiuVqgCikoiaVJpqBtaM0kcf4fqQyFsUDRXkzEbm3JxYmwyEionZ0mB6NUYkCRCUX4ziB43jS8BEdimlCx2yjNEfZ9eCy+KUNF/l9MjImTydCpVoWgjFR1Vo1EvdwIl+kNfAepDT6P0qB8nf+zt/BP//n/xz37t0TE6GvfvWr+Lt/9+/izp0788f89E//NL75zW9+6vf+5J/8k/gH/+AfzP/7+fPn+FN/6k/ht37rt1CpVPBH/+gfleeWMK//gK/9B8/ERte3Zti6vYXRYISDwyMh7S37Ll567Qq8aYFxlqPWapBqhDwFgrUNSXhtH+wi40iEen1ZLF1U6svoH53ivHuGq7duon92gs5JH71kjFc+/wXcfvUlDLptfPLWW2gfHeDmy2/I8x4+uicnqxSG8Jqb4jyYjPpCIuKFx9FKyY3QOTuVE+t7iicy6HXQPTpDEJaxduWK3M67T5+j1+PFYWNluSWqm84ow+FpT8h6JEw1fFdY5HExRdVhx6KcU3mhMO200qoCaSZVvJcNcfT+O7iy9jVhrPvL23CbDuyTTOaaYmts2nZJE9aBgkQa5EuPVfRNp/YWjXBolEMFzmnCHMckvLMF/TB4go54J6KSU0GhoGaSsgyjXTU/quBSm6sa3cw9RkR/qddKzQmRgL8ZJW2ZQjgMkVX57SsjKm2RT1mxMm7ScmL5IGSo66Ra4xWgv8tirc27DJpiSLFGSTSvGNQblM+vOlS1RE60PTg/d4QZXghsXI+YvDvD5o0NdE/OkI7U5xW3W9VSao2z7lbnMt1FJynjOF2kKXKkPh76NIqFk+EF6A1cZTSpP24+xY998TY+/xPX0O8nePvBofBzTAGonD/N51wEuJkvU7QavocIUNUJEN4VCxsZH2rSpLxXQaOM34baSOW/F7vi4rjqjenCjrlwNDbF11xJpnErCwjpGVGyMBxP8NH9c/RTlf2T9RlF7+LxoyP8+r/8TbxyfIbNq7fQ3LiMytI2gjrlkh7ODo/x6IOPcf+tH2LnwXvodjqi/hjlKU7PB7DJZRPVDXfgGYLlNbz1O9/C22/dx/7je3Cmsagc2l1yEirY3mjhJ794B998+xM8Pc0xGqZyz6WTHEFmy0bQDH2RhdLAShyN5eN6ODnrivEX1SAqr0gdjPYox9P+GD/xY1/Bw299R+z0jf5FTLkkiFDlOgn2pgsI4ytEYzwDzc39bbUE3swypTjU545yW+VlSO8QjZZKUaTfk07FNbYE3MQokfUukJLV76j3aJohNb3T14Epso2Jm/jGUDnIcZCSl/F3mH0mBTDl8nwkeRJspuisSol9tycJ16ooKiHTfh6hw/RoosscO6smwk7I+6vKOsF0XjesIAwYJEj3YRtpYuG00xN/kmJKLhLl2zO0z7po0OdkdQmjcgXZWRfemJ5DdExNMStyQS34vsQPKs8RhKFIiImE84sjuXiQyZpaiWhtr+5rjiFlRSIHb6Z4RJE1w7LPo8GkZCqiIO6xEpBZ8iRxO/I9KXKI/vG883woszw1NrOmKfKUCjVN+qdqZ5giGaWSsSXmdXEmn58IWEwnXY9cIQuzLJfxjB8FGFNCz6KGyCTov1PIWkQTNl5z5YBjpkwUn+UoEpSJ4076rVglRgXMMCEB59/z6z+oImDh8af/9J/Gl770JWEs/+W//Jfxe37P78Hdu3dRLpfnj/vjf/yP42/8jb8x/2+SI80XL+rf//t/P9bX1/Hd734Xh4eH+CN/5I+IrO9v/+2//R/ydgS+vnx1U7xC6CLbDIGKM0WlUcPl65vonO6LKc+1l26j1z6TTf/O57+OzuFz7H50X/J1uPH22128/GM/gWnew+7dj4StfP31z6FIO+IcOy1N8PLnv4g7X/wCDh9+jLe+8z2ZSX/tZ34S7YN9nB4cYTyIsXrlEm59/svonJ+ju/sUWRYL6daPajjvcNbdF9iNfiX93in6J30U4z5qa2u4euM6Tk+OcPZsH3F3hHLgob6xhdwGTjt9nJ6NECdTrDQaiJ0YnW5fqvuRaPpD2cy9wEMpK2GSziTxkhUslwXXyvD8h7+Daz/1JZk5lmipfWkd/cc7mDExl1AqkQy94SuljhZ7GkKqzIwV5k94VZAWoaBwQeGCrUhgvCO4MAnhi/bN4mHC2a/yH+HoiB2CGuUoKbKoa2Q+oR1h9eZl3ECFa0KkQ3BfYxynlDhK8aMKEJVmqlRFwkUw7mZyQ6pOkDQ65Z2wQGb0BHsBZ0u/YLxpZ//Ghjzfp/X4hyuGepmFPFihPGpWb/rAS46N25GFpYCLSYbqSgt2VEL7aQ/j4UhzedSxMaFqyhxP/UwVPdqhU3NwjIpKSXiFXKLzUgCGtUqdo/N5pCuVfCLg1RcvY2kjQq+b4rfefIpHB31ZpDiimSfXahM8zqYVh0RvMPLW9HYzLya0fY6OWZejqLtyU/sqxpL2gjGs4jnPZuGaoo43/7/qpk29aQZBpoiSwzLnogA+c46qNYzzFMl0ip3TjlKuWGwhlKf6+SDB+P0dPNs5xMraD7CyvoLW6pqIuYlin56c4nhvF+fdnljK83zkMxtPdjtw8gmCSYEo9PD5L99mXLSE+eXP9jAtnilFjUu/ER/dfh/jJ/uiZthYr+N3f/VVfHD3Kd7bOcFJdyBjhzSh9ZVRwkxQc30ZvUnxSURRzgVn/syEUcfJthzk1hTvP97D5e1rWH3xJZx89IEUHWoUqXRMSpZNO3aV/mzk5cIrksDfRcoxz7NSpGj8kwoTrSKTsbHhWxn/I8my0n4qcyb5hTRkHRvBUbOYr3EGqNcQRmfIc4i/knodRaZVjtFsVkTtpuXTKkdIRR8QmQjY6aeU+WrLe/ljeFvMmckx8/WImJ8rn2JlZQWDokCccI30JQyvGjFPJkIep3CjqhBVi/EYjbKHolJDh9YQ456yaucqRWdgnyqcGQbtkRiOLddbKHsVFAhw/OCJCt+kaZzMbnQ4KuW/JI1OKD3WflX0V6HRH71LSqrokjBWIX0T/s4k4iJJlHt0w6f6iPcXlTEMPZxKHk7hljHsjcRg1KNyKMuEu0IzRxaTEuQ3U7k8xnjPdy2UK2X0Cw8nJ6fSTIilwnCM5ZovhdI4niDn2Jz3bJaKmEFkyzRgI6eZTQUVgXmG1lJZkowJCjRrLQziFGmhCrFxmsg9GZQDufbGVLTSUM/0vf9DFyi/8iu/8qn//kf/6B9hdXUVb7/9Nr7+9a9/qiBhAfJv+/q1X/s1KWi+8Y1vYG1tDZ/73OfwN//m38Rf/It/EX/tr/01mV39+35dvnENy60qhp1zJF1V6a5tr6FaiXD0/Dnq62u4un4Jh7uP4NeX8fqdl/HwnTeRj1M0lxoyXz886+Brf/C/RH/vPh6/9z5s18fWzesYtg9wsHeIqNHC6z/xNaxubuCD3/zX4rVy83Ofx+tf+hI+/v430TnqCuv70he+jJsvvYS3fuNfIe/STdZBS0YpNTzfeSajnHK1geXNyxj32ujtHgjEv3nnFTjlFtoHB3j06LGc2O1rG1javIbRFHj84CF67RhVziz9CabDASqUvzXq6A3Hwmin2RNZ34QQSUcRpQ35GA55ILz5C/QefISs04G3VkGpvITK5UuY4KFxNpiTY+n6mlMGZozZVLjGnAxLTbwYm2lzLeXsqTYBy6MSooZsTF8CLiBK/sw8CgPzmqBBuqTK0jm30jY24ppLozcsM6NWmxw7Ko2S6H83RYtayLTfg3bLFHdY6cj0wmws6/VjlIJFTNDnFupqPGOyhPTMXTvkSkcyR0zYmaiu1ITcmS9TwxhRMv+sWsDLlRI2yg4ij8crxNMPH8mimjL5UyoKumLaQiSTrVwnOsuCTkmvoFGqOyTxUIoTw52YsjNUnB86Ncr7JUdHCgO1SUlhYAMrG3WEyx7a7RT/4ttvYfd8qF1etJPLBUTNSMi1ZawsNGoks/AaWdCTFXqmnkqhQPNn1YdHStIFw3fOSViMuRZdvRrhaML0BZBP/ZtCiUzBw39v1cuInASrrQY+3uvIKEtGaNrmXXKJONeaJkiLVPgHJwdtYPZAlBAkNaYzYHt7AyXPQeTT5hv45MGuSNZXAw9f+eorDCQSRCVhNIZvS3Ixg/d434hUk74cmoB+//EeruRc2G288uJlUW28/3APR52BLPg8f1zg5ZJiqizHpeQV6KKajaCowMTC3MJMUpttIR/+yu98B3/qf/EnxTgr23+s5mfc7HVyN69PykMJ90sRxHuF969IafQIVxuhqQmcFuWzgBGuijmveh0QMzaVPE2+hdRRhKQ18jYfA8oIjmNbVURTWSb3sARvKiMdyVoypm4yqtSjQZ0PI14u0lSoBkps5FnGUcGj+xR5GU0+JZ9EeHNUsriKa8h3Tld1jsVpN8GvSVaStZJrf0bSbAnotvsIyr6Y3w2TCeKsI2aR9dYypsU58mQkPDUWsOrtWxicjTBs35X7SVysKW0OXCHo0+2WHiWsqpmBQwn5aEyC8UQ8qpKEUSg0Z/PFel5QCY6hZfwzQT61kab0FHGFOLtU9mG5Pk7P+xiltJz3ZB0m7aBaqWulFTN/yI9UaxJH6zPbR0lUORbcQJnChdUAM6eCdDyUUNvpmMIN5kFVqaEQArAU5uSMIEVdCLsUPDDTyEZENK9E1Rhly0xQz6SJqtWrOO0OpHH3fQtFFsOna3OoTO+6vaHYaRDNkfrx/xcclF6vJ99brdanfv5P/sk/wT/+x/9YipSf//mfx1/9q391jqJ873vfw6uvvirFifn6uZ/7ORn5fPzxx3jjjTf+jddJ01T+mK9+vy/ffQ8423sqY5qltWVZLHjljUYjbN56BeWoJOF71eVNqYQ/eesHqNZX0Fq2cXbWRgoPr3/1p/H47d/B4OQMW7euSaIl581+JcSlF17BxvUbkrvzw2/8iqyRv+s//y8QlCP88Nd+CZ2jNiw3wuUXXkCjHOLb/93/TaLna40mvEoVjhdg/+FdcRNcunQZtuVi5+OPMWp3sLLRwNrmJngt7H78oaA4ruVgc2sb5XoDO8+f4vC4jVFvgGa1IjbXKFdlI+IF1O0zWttCdwq0xBGVFynni77MNS1nhqhSFjZ1QRvl3jFOH9zH1vIXMPPqWH7lC/Cj36SJofAtxD3SvrAJm6A82QTVAseuRplh6bwaaZ/UeIzxAo7vw69ESNJYYHZ2PC6lcmmuAwi16ZuGiE0BZIxZZZvXMbyy8WpNqoKBlfLGmlu/L2y3+aZkhDQf1OhuXJAWdqL0C7Dh0opZQrG4yesCQkiZSsI3j4LXnAgpq+Zjh8WYRX5mlESqUlnogwUEUV2JeX9ljnYiG9uhharPDltRRwtCoWLwxM1ZddKc8ojREbsSSX7VJA6SaSXRVz1GChB6++TsQPXGL1EA6t+Ul436jPJ+mNDK1FTGx1dDPGuP8d5OG6f9eI6YzLVCRq2kJb+KEqMLC/MxJRBwQRi+GCAp6JZwohSZ1yiStLGOvE/1XIZIbFQ5cx3r/GcGaNG/ufg3w7/RhRJRoWY1gOeMsXl5DZ8cdDEplNEVYWu1Z6onElRIUrghxFMij3A8dAexOM72hz1UqxXsHw/x/sc74qR554UVfP61G9jZO0YR05NCqUlIfObfNy9twrIDPL5/XxQmavZeiNz0k/u7oqDh3jEYxqiHHqwiwihORfYqkmDKTCcFUmZrmVRa/k0jgMJr4H1I5zFdwrXzGf7B//n/gv/5L/wC+m/7aN/9cM7VWiQbq1tE1dXqmiVfQgLp9GhmzuuYZxBx09VyeqNAEwTK3H8srKhOUYWGCQM0bvu8HmnMJXlcWtklDrKaBG1gL1WUmdfQxFxTecxPuhrVCHpEDooEBpLXTH8PIlZa/i5J5SQHs7LhWIjFuI0BDSCrzI9igroYyGOa2dJMUWDAQjLwI5QlusBGb5xIQcdzFw8GxNUkBK83ZKYTk5AlP1vk6sxts3hPzWaortdRbjTFTTwbxHBtKeVlxDWZpCiXA2Qp+Xep5nTZYgFA1RH9uEgqJjeGBW7GEX1QQtmnnJhW945Yzo/oDB144o0VFxOs1KoqEZloFJEYUVtOUaLBnzx3SRRFLIroautFFYyntghIOB4i8pKAZoEkzRaIMxZHNAikSV2ueC9c66kG9Rx1reumyWMUhTUV8iw5J0RHrHyKekMVl1OvIg6zbFg6/b54U7m5es5CZIv/kQsULnh/7s/9OXzta1/DK6+8Mv/5H/7DfxhXrlzB5uYmPvjgA0FG7t+/L9wVfh0dHX2qOOGX+W/+27/ti/yUv/7X//q/8fNsPIDn2Ni4tI3AL+H05Fz8RlZWKhgO2hj1Ffkp7ncxGo5RqTcxLVIcHXQxtQK4voUPv/UNVKp1vPZzvxvOLMfddz5AtLaJpZWmdCD7n7yPfq+PlWtXsbF9Cb3jQ9z77buK9FMJsLa1gax/irv33hMOTblWQXVlRS6c/ukxKq0V1NdYIAEHjx9KqvH21U1Ul5dFTnxytC8z8ktXL8GJAjheGScnZzjeOwayHMvVSLTqru+IasdxIpyddnA+TvCoFws8eClwUCO/gG6JGdOBOY5xUWJJnA6lwo2mCfbf/SG2vvg5hokg2n4NwWoNcTeWEYVTcmGRqOUwsCpTxleSZaGis4UCJsWJ8StQ54CLWxD5Uo1ThshuwnUjFM5QOg4uvhzfJVxYZaMzxE39XRAew31QCybHgNJNmU1WEzHVmqVLEEvsyqSTEMKrTmA2mTPqzakocykCLAsBZ/1DLhAmpXjh2yF/18zbuYmlfg5NgLiQP6R/NL/PLt5whiaskBZOca/4JVwJbDQCWqqrY6bIgwviKefkHiWxK1W47JgkJp6qAfoYUJWgbMhZaE3YHRZartmjIYbKABGzLD3gUi/PjJVcFiqiXLPIxTQM8ex0iHvtsSjBhCeiKjU5NyJX18Zykq6kZegKNdEdrwFVFui+lnIbL13VzKsCVOXXqIfxOdXC/ekl6sKxnR/RT/vQ6MM0fx5zkE1mkfAe8gK55eK83VcqJhbJs6nM++lFRHSCGxs9jmrVMvrDRGTW9VoDvdEYnm/hxVsbsNwyvv/uExwcdPDSC9dw5fomrFKGRzvPBL1Q16Xq2Ima0I13Y/MS1m9+CXt7J0iGbdn8hIg5c4XYenLWlvdKEjf5J8IZo6KCIx1uFBmLeB4dxcFSG7NO7WahwhGqUZMZWnephNNRiv/N3/8/4c/80T+K2xtXce9XflHZvIvkXCm5ZBRK/xsWvFIcKjItUR/+tyhneO3o4FBl1qbvS+0UO/f70R5Iyjafj2W4qCpG5LtFAqp6DkFOTIEqqjkiIsTz9FhZVbBzryOjGpIahICPSWdWRArVhOjxpmO5yMRFm6AQIwx0mOH8mpkKKsZRH5/TYyK4W8JgmMKmL4fnIpt5CJihRPktI1FOO/ADC1HEa2MMa5KjXo+kcHHiAiVHe/NaBTxa0PO1eF/KmpnD5ohodRUjt49i2NNCA40C06zT5/glwmxEB9dUCuQi0+iSVYjAgQZ4njVDzWMzowpKEqfH+QyVyENAibLc66pQlc8m6dSUZ7O5U+hrQHI0QwrdEI6tbO8Zf5EMxygHLLBy5EmOkG7TviecE55/cmB4Xsq+K2MtjpRqQSDFFKXKU65TDl1vczm/ZTEZzWRUJsUU4xn8EPHUFWsJqjRtL5TRcUSzxKiEQVL8xy9QyEX56KOP8O1vf/tTP/8Tf+JPzP9OpGRjYwM/+7M/i8ePH+PGjRv/H73WX/pLfwl/4S/8hU8hKJcuXZJ52+Ub1zEe9HB02sb61WtCRjree4aSV5Z55ah3LtB3vbmMOBkLNL68dRlnB3vIhmNcf+EOomYL3aND7D96KjLg1ZUa+p02ksFI0lBf+vGfAvIenr75HQn1k0JkaQUbL76A2egch8cHwnupra5gaXMbg/Y50n4P1daSmP3kvTaODveASYrl1RW45Srap6fCO+BnqFarqC4z5TjD0509xKfn8IoUreUahnGMIIxQrldQqZRlE9g5HuPR6QjtWHmGDHyI+VhZzCPZaVgSmsWLMSBp0C1hkqQYP3+CpN2GHyyjFGxg+ZXb6D95R+yHTeCaG7GdZ7dNApQvcOSUkeTCtie6omWm3M/o6RIRAlSjnOrKktwU6XCogvYoDaaOn4maRFnIVxHOipbu6sJhocY14XJG5quXGt31qntPWb0rsqSJcDe/r7Y65RSrHDrEjRYqwKss5nD0LSiEaCbETu7OgmhoV835RqiLKD1XF2NO07HLDF53p0JM1YQ/HW1v8ADelMu2heuBjTWOd9ZaYqTHTY0bgiInyydEZamGjVeuoXFjG36rKZsrHTE5WuAXyc2k3xOyHZPPdHSG/s4hstGJZDGpgkmlqrKS5CdxvBJqzRaOz0coRhNMyx4O4xSPOglOR5myh5fPrsmsumDSmdWL0ZgSzcw7cMVdUEWMQpwMEWVBiFaFiwVBxVlYGSWWkWfP1TsmwHAxJltsiQaeuVCoGNWUEWJrYi6/U5JZLQM3Ly/j8PgMk16OyZRFwUSKQt+mN1EJjh9iFpTROR8iyRKg3cZSPcC1F+7gyd45PnrwDGedIX7Pz/wEoohdeYF+f6B5PmrhL6B4IXz/cZbhw3ffx/5hTyIFQo8p3sp8UAixSSYIaOQ4SN0ZpqMCGcdwGkUSZJCqLJ3GK4Z2vNd4D0kCtBFcmwOhCOkSK1AqYTSZ4v/wf/0n+J/+3P8Ilz//FRy/90NB4ThilbtJoinU+M25kL2j0DZ1/IjOEXmbZ99IEbKIlVBeaCpDR0Y8M3JC6NhqEqvVPSBcFtmUFdFTJSAbPZkquPRD5/e7Qt9Y1bAINxNUY1dtnJiJKpKzo0aNuZVLKKsCZJjmawwk9YiMeVvkubku/DLDSTm+SBUK5DIUcAY3GyFYriHJC8TDIVyiDF5dRn8sXGYkhaaprGH1aoARVTg6j4gJv67wjRQ3Ix5PkWQdVIlAsCkmND6JZS0mskFeoz/LJXSWDSO5ReQbxVR1ybi2EESjztgLJpYTPXEdtAcZhjF/jz4iwDibIE6peJzAsRxpzJ2SIqSetUcieeZ5J4ZKzks8GqGgMmjCoz9Eq9nAOB7JsWKRGdNeP+0hELdXWuJDjAW5QNKnp0z0EVOMRxO4bgleECIeDeG7vghBWMhRGUQTPBGDMK/BcuQxXL84SQhcD9USENpE3pxPjcP/oxQof+bP/Bn8q3/1r/Ctb30L29vb/87HfuUrX5Hvjx49kgKFY58f/OAHn3rM8fGxfP/v463Q6Y5/fvTr1td/EuO9xzjrJHj5az+NpHuKp/efYPPKdSSjLs5Oj1CJ6KA6k2TKxvY1OKUEOx99LFXdtRevw/dmeH7vAc7afWzffgkvvP4Snnz8jtwlPNivfe4NdI8f43RnB9O0QBj6iFrLGOUzPLv7ESzqzcMyrr78EpiCcLL3HKP+CJfvvCiwJpU+J08eYHV9C1FjRTId6JtS8OIKPdSaK2huXRXy1c6b30Xa6wuvJlypSLXaWG2JrKtWrWCYpPiNb3+Mp+cpkhkXIFbdMwxFNkoZb0k6diYHMwhKJLQhxwLMbCgh75xjsL8Pr1WmYhrLN17A8+AdWLGa0zPDwi274nLIJZLP7ZLmNKXzpbbEN5sEXUuZ61ALUWmEokYZDbsyknBrZeT9sVQAeU6mutp+uI8uyAQm3t0k0Sr3yulFO3NTEGj42ESPY+6ToJUEQvFfEFVF7jvfdBfk1mQyQ1SN0E76wpBXw2yOwEwhwmdebMLGF0KFGSrEZY6azHdMQwBU85CLbrDVGXA9sLDNtNGyg8blFmbPCgx6U2Sped9TuIGL1devYePLP4by1iacsCy5IEodwbRQT2bQJZf3wAyt0RnGe09x8sO3kHZjdA+YoaRheCEHqk3Jrvsin6VlfRK6OBxmeDLOcTim+ZMq5igxVXwfUxgsuCCK9aMLlx8RLJlx0MWC4qKTq0Ko1KPm/dJcU6wPnaHPzEeK87pw8aoXMo+MaZt+9IXAO8L1M0mZjbwyXnn1JbmWv/HbH2Is3ZotxMFK6Avakk8SnJwMUfUc3NhYw+ZaA0PKd9+5h85wipPeEK/d2cTqmi/hmdycPXpmMClWnM3IbXH0mGQmCznHysnOJzKGIMrFz8+NyUjnW40I26tNgcSfH7RxUqQ4HQ2VYSBVZcbpVZQXVGLQwcjIdxcEZVG/CJzPx6jrjd4WNI77b37j1/C7X3sJK6vLKM7b8wRtfpcRiDQFuShl5F7kBkJESZFAhCifSaaNImdLAX0hGFTuMfK6TJjoHEpbRE+I/b7mtohqiKNK8UZRJ5ZI19z3hD+nLF+4LZRAK2Reril6hTAWgFbpWn2kiuISZpI/ZcG3iU5lCJxAEAXKXV3Xk/uV74WqncIOkaVTSdMteyW4Pu3qE3g276WpKGBSIedzMw4wHo1RmmQI6hVYTExmlAnfq2+j7AaIBzmShD4elPGqsD4izZYu7NJBH7NZX8Yett9EOk4YSoOiNBUnZ5JRySOT+29aiP/QKCkEMVkKSqiXA2mwiHB0xgPEIgeyMMsLjHjSTFYaC1yXuLb673Z/rJA3Qdpm4iLbG2VCIaABIUOJyrWyehwd/4jMDMaCunjRDAH5M9kEYeBIM8dzRhTFD0vo9mJBvAKnjuEwUUWhM8N5rwsPngQa0njTYQTAjOgMkRYL0UoT+XiC1QpN5Bxk+QTDMRHs/0hpxryw/uyf/bP4xV/8Rfz2b/82rl279v/2d9577z35TiSFXz/+4z+Ov/W3/hZOTk6EYMuvX//1X0etVsNLL730H/J24IRVWNVl3P7xl/H80Uc4Pz7Fa1/+MZzsPEb37ByNtU1M8kxCkaor66Ke2f3wXUTVJVy6eQNJ/ww7Hz3GzKvgta9/HWG1ig/f/iG6x2eIak288Lkv4/Txx9h79BiN1WU4fo7C8dHtnGGSWwjLIfzWGq69+jIG3SM8v3cP1cYSrr/8MpI4RefZcyT9c9x+7Q1MbVucY88PTgSur7Q8VBoNCfB79mQHz+/dRdmxsdaqolz24Ych/EpF5LhWqYLj8zHefP8J2iNWywGSPJYF0otCjGdTjHVKr0/R4WQqzoSscKNaGdZM5UJMJyc4+uQDNG9egu3WUCFPZ7WM3k6CoighKDlSlNnU6HMRGikExGJ6aaJyHlQvRB8TDyW6DlJmxuq5GkgVP+yMEA/oFzFWqh3zv7nMg18La1a18Iohunaw5M9Viq6YTemxkipS2DWy81CMdNNly7+LBJrELs2PIXuNiz8VLIVCVXrDFJnA0FpCrOQI4qQpZnDEiLQ9+JyDwgVAFletKNFeIwY0WDhkXsgH4gY2A9YDG9ciG82whHDmoHPQR5pxbqviFow7bnW1hebVGzJatKM6rDBCqeSrIoWFiVeB5dcBL5D5On07yiUPtfNTeHefoDjsaLqOek7y77lh54MZYrfAcOZiL86wM85xEBfif2Le8kLKa47mhYyjeeaSjgYwP9dFiKpHtBxV/VQfE1NMqOcThIBdox49mX3NLFOmbl0kHenXWLybBS9KvcCF96w+Az/TOEsxSKv4b/67X8Lta+u4vd3EwRnTv5USzPZttBpVIat3O+eoVUOx9D486+LsvIvrV6/jV998Hy/fvoRb15YRDzso2S7G4gKbC8+FnSeNthj0J8GWeYp6vSxGWyyE2JGSB8FO23cZUFggzcfodKdolstCvnWDCI6rQj4VoXUqpHbpQEtEekLhTtFYkAUwr2lBN0QZo8gz9LrhCIMbTMBRllPCaJrhl999D3/gi6+iMclgD0dKsqpl6BzxzM+pdlI2+VOCuopdvsmI0XWHcWvW0n8WRVKEad6IiZQQzokm6ErIoJa4swhRsuKFn4+ghzrAky8ioIT8XKlxuJ4w/mJKAqbmiRGq4HPyFaV4m+RzSbbkd7FYCEL5uzyPbUucgx/QuA6qUGWx5E7VuEcz1tKEXC8HUdmRvDYekSgIcdYeCILRqJUVx8OhkiVC3NtFsxpi1nJFMj7Ncth0O9TFGxFnmpMxz0f4bYEnx8W2EuQThj7GqLoEQ22MTepwyZKfSbaOlWMQ5zjtk9wKuV5Y6EY0NObr8HgyPiUsK2dfKU5ilENHHFs5HiJizqJE0svzAr7nIqyE6AzHXD6wTOfhyQw1enGVXTiUBg9p28+UIk+uDebm8ILv00/Lptu3h05/AI9SZgviWMv7geR5Gjzynichm00CBchWUJNzWC1lgkZx7RqmFsbZWIqgf+89/j90rPNP/+k/xb/4F/9CxhKGM1Kv14WtyzEO//33/b7fh6WlJeGg/Pk//+dF4fPaa6/JYylLZiHyC7/wC/h7f+/vyXP8lb/yV+S5/20oyb/r66N3PxQ2+en338PSxhV86ad+Bp/84NuSyriyfQV24KA08xFwljbu4/mzB2htXcPq+jL6p6c42ttDtLqJK1eu4/jgAO/+zrcR+hGWty7h8osv4vE730H34BSNpZaMcHrnPdn0a84SRnGG+lILy2vrePrBWxgPxmisr2P98k30B12k/TPJ+Fl74SWMM6WFzxitTmZ2fQW15SUxxOqeE64/wlq1iiiYCXs8Wl6DFzB8yoJfW8bu813ce7QPz42wvhyg2+vDjxxE9QB7vRj7gxxr5RKWOeZhRgY3cFlgFPwuHQ/bk9II8bNnSHo9VKMKZvVNtG5cRu/ZffF2iPsx3FYZXsUBhcvJLJZFckruS8GFS2ee2OSdhBKixiIrp/4/KzCYDmRxoGOj+JfobkiloioCrixYQlRVRFFZJk2Cr5il8X3qmPV5YKFymeVCwa+F+FdtTorboCy7lSJXyYYV6qMIg4qcyxuO/jLKjlmgRo24sJPjLS3R8jre3ADrYqykDaWUtFmzAcUQTi364pw5535YWLZmuBmWsBY6CKhmymfoHnY0ZE3ehIbD6VCZF0jHubhYWkEIywuU+kr8HSJYQQOoXQb8CpB0gPgQBQ3p+IeruzHDU77igrrw97mpdsYp9pIJnqcTHMacy2uWyJzPo0mVulAQL1JafBhTvDkqclGv8yNedTJVMp22KWn0KE575Bh1j3TzFxCZOYfl4neNqqgx3oJzYd6LPP9cWGKk3TOM0wJ7Zx28fr2JG9fWUW74qC8FGMYFDttjDOJMbLvTnL5DvrzY2dk5mmGI6vWr+NW3n+PqxgqWW7T67gocLynYk6n8IVGQPhKb6y1cu/0y7t+7C6t9plQmQlRk7rQZV8zEkZNSYiE+pjke7p6KumMwitEfpOIuy/uUCdZWKUfTt1H1lGFgVrhIOMqYcXQgOjKlPOP9pYsCNQpSaGKFmwz5LbMJ/p9vfYj/7PMvwXr2DG48Vt4XusI0fCAqMsR2iGRYbjpcJ1igUAaqz4X2/lUgiRl1anhRoZvqeudmy1gL8YUTWMnEYCjVnCGsG9WdEGG1h5LyHlYWBipg0IwQTa7XBY4TkUypl3ReFw0fyUEzQ4NJSQwbOc6mRXJ3OMVhlsq4u1ar4HwQw5pkqBYsUlwJ0QvcQjZQFmIio3UDMSijkyqLRHpPRT7Xui6S4YFs0F51WVxZaZxGGTHXKOb/FBZzebjGKV4NFVhU6rhVD1leEm8c36EKpoReXMj1SNfXyKf8dypjIHEMHk8E7XVcVxxqfZ/ZPDzOapzm+jbOxwPUo4qQronw8J51yY2JPBS6QCbiRxS/UvMEXYok5ZmePoVY+FdrPma2i/5gJPfDJLdFEUb1GsOiqXJyAl9I5N1eT+UI8dIrckRBAMueCg+O5zPyAxnBxYwqqDaFnOvmTJGeCQer1xlhMIiliJqofI3/4QuUv//3//7cjO3i1z/8h/8Qf+yP/TGRCFM+/F/9V/+VQJ7kifyhP/SHpAAxX9wAOB6iaodoCv1TaNR20Tfl3/frg7c/lK5gc/sSbr1wHffee1M29NblOiZw0LpyTRIo0+4pjp4+w+0f+wlg2MWjjz6Wi2rtyjVxW915cA/nJ8dYWdvAxpVt4Ya8+Wu/ilG3ja0rl7B54wravS6Wrt9GOhpIbkejwQ7XxuP33xEdPUc8WZLg6NkOpslIOqHK0rLIq+JRjPF4iDCMsHLpEizHFTnX2d5zFDHD/Wao+B5mVg4vKksnE49n8MoV7B8d45gGUczSoIEQeSyRB68R4vFBD0+GCcY5cJTPsOWV5OKnIoSrBAuiJKFVMy9q/vcU8e5TDI6OUW4toeRWUL16Hbb/AJMxOygmPqeShmyzGi8XSpExSWXeywJFUjFDX+aL8SBBHMUoprRYdjA87yMdKrKXGtOoEYxCOXSysM72kK5MS0kXUxPTD7NbVFJiZUCmigJ+rgXdwfAVlPGQItWqnyg/WM1H0fCwCRoU/zZ5b0a5sJBZ8x3Sy4Aw9DAzBZQxsFfvcP5OzaRCG7kZxQwfHWKKG5GDLSbpckhtxiKa5DHPFNKGUUlniKP37qPEWe32Jspr6/DrS3D8iiIueg2UIhpK0cy4DCseybiuu3eM/mlfW3+rDlQkysJrsDDMJjjJZnieTHCccQRyAYkwRlwXFTQXiKkLNfWP6GcMUdU42BoukHYSvVjCqEBJY7irX8n4qczHO3NjdQOqXXgPi0LU/FDXg/OkZIV2aenzDOiMM3zwfIjk7T2KlfDC9TX83Je/jHfff4Jf/cZ30B4zKwWo04/Hd9CqhiiFVXzj/V0hoi83fLk3PccXn4c8S6nMFfk/5+fcv4dJhp1nu8iSVLw0uDlR5sn4FM8Nxc58UgTiV0HDMhYqvLoKGvJNLXGK5b3kl2yRNc/yVJQUt9ar+Nmf/gpKfoTv/fAd3Ht6iPFEOcVywyKBUd3Z2n9ETNmUTL4SRBjnHUGSGMX1y+/cxU9dXcKdRgWToxMp8IWvZVAvSScmY4YjTvqnmggLfaZk9Ke9hC4Uh3q6O+cAmaKFggL1V5NprZ1ldUaXcm5WERQcZc01YzonSFATQ0CXnzNPiOMhjawIGZWFkBpqSLo5ZfRGgSaNScFJhrzGhPyOCU36uEAQhZjCd5h9o0aPPP5UqCiuRYFZRsSiIH4gTt28jUhoZVpwr9OTIDwvcOH5vqSFE3FmYUYyNtGIgmM5SqqJJIG8JCIXDmZpJlUhpc/TaSpeKmMG9qWZ2AbQ56TsM13bQ4wSuoNEmgjyQGweV9uToohEXKaVz/IEvV6GWpkkXbqKl1QODq8w1xMuIkUV8ZT4UUm4M1xXprkl2VDDwUgM2ZaqEaaWjcFwhIhIH5Egrl1lrrMcQXPP8KX4ZRHk0k9Hgh8tGaOxXCZaxWqMEvosj5Hx81eaCCUahf5hJcQk3XLUWbLRLAdy8TDR/j/aiOff9cWC5EddZP9tX1T5/NIv/RL+v/0iPLd2dRuvvv4qBoMzbL/8RZkfdscp1q/cxtKN6+jsPsbJ4Qn6sYPZ7jOc0WskDHDr9deRD4d49MEHslFcfeFFBOQnHDzH8we7Uu3d+MIXcPPVF3D6/Alqq9eQjdoYdDvYvnIFw/YRDp89Q215HZvXLqPXPpXY7hLneyVfkpBPDvcwTogIOKIBb66sysw0G47QOTmGS+JeaQY39FGu1kSOTM4GIbrE8rD/7Bid0xPpFtaXyhid9zAqFegnMzxuD/GwM0afihde2BMLg8kEdap5NKROiWXayzCLHCxvr6D9/BDZ+RGGj3eRX7ssgVqVyzcQNiIko0RuNkmvLGgmRO09xwm5jHxU8rF8FMm/4GJHBIeW/dNhingcS/XNApRIh5roqE5PQBKToyG3L90KTViq3uYITRo1j0huFTSs7c5UdyX+KWrBU6jIYgsz/BEhY86pCupf5XkETVIPJLJARERtbvw+Qb1ekc6Jv8Ysp7w3Es8MMYCbj5IWO7Ra4vWmbAziNEFwwy7hcmSj4asFTH0O3tyqc52TSU0CM6V4j54h6w1Q2d7AyisvYOnWLVmkXdvHrH+Owq/DjirIjx7DOttF5/EjnH3yDGknEUMsyihnjF7niIcOnpMCvUGG/XGBYxr3GXWnUUwsovh0u2zubUN9NV8LKbG4dusiQR/e+chlQS8y5dyixJjLj80zXjBl+1SuqaE6LIZF+j+0F41eg4w7jZGJK9qiSsMmUtVrj/D4e/cQ+A6++fERlt/pYDwa4enzjhyX260a1pq+dIHtBPjmR08Eubxcd2UcxM/IgWZeMMxSvQ/fY7gbryNHeAqTlN00lWtTISlSIVIm74Ck1WEfJScULwspdjxPXleIiNrwjCVLIlktEwRU6bku+lmKDx/vY5hO8fy4i0GSi5+P8KSNZFeKblWUKF9EPtcUQ8pexfNHFeTDaQlvHXax+tIt1AcDWMyYEe8T7b6svX5kSKPXC3pyCPqqZdxzIvKF86qu+YvwmSHZ8n5XPBo1jjXeBRrpItSg4yAMyZmpxuZk83eVc7JS5fEiEx4VkVeS13V0hVL1KF8gdT8trkH+jc/Da4LKLTaCgeeix5yZcY5axRO7Cs+yZbzBIRvDSyslZZpHN+qwFogXFhGI6SQWBIjW7+QIhtUILsMFxxyJcwzCo6ecV2n6QkM9dfw5iSXKwKYuQ0L0ZNRHSr+anFEHOXythql4QC1ykVsW+ilHa5aECJoyL6DJW1GIPwtl1EohZyMfUh5N5IZFDMdTqZy7pToVSCmGY7VqUeZOnjL5gmMGLRaWvF6PsmCQl6Pcfnnl0HeFKDQFD2HoSlHB5pqyZhaRHJWHPp3AybtKYIeBcHnSPMHUdhFEdThTILAKzJh7R7da7mc2E5NZaiivF1GXfhayeBor62hs3MTB+RC1xjpO2mOx791+9cfhrdbx8W/8Ih7fe4jO8Tn6RCHyGV564xW88sWXsffJxzh+/BhuvYZbr7wqF93Box3MshG2t5ewdP1F1DYuYffJA4z6Ewx23kVo59i8fBPHO88wHg2xeu0altY3cb63I0F49UoVbr2J1cs3sHPvfbTP+vArVUlUXdtYRxJnSOMYneNDNFsNcf7h4uWFPnw6EmZ9RGur6AwHePDeR7Iw1ZpNVHySGTM0K4SkQzx/1EYnUx2IzwvCZkz2DL0cWMlpRKTn03oTCloN+OtVuO0TZJ0E+9//Dpa+9DKq4TLc5hrK63V0D8bIGB445SVBox1tEuY4cCO1KLF7zNMUWZaiWqliUibhMFNmUikvckeyh3gxSydluALaRG0hLzZpxfwyEmO1cEnhoSF8tfGoMdV8u5PiRxceunOXhYlPZR6nxwIsBoTwqQQCc78VYb0YsuV0iqVmFdXIxfpyVSyku0kqXbC44Gp/FPUyi1C6BeyjTcZ1LlFlNsV1FoTi7qjTmPVjjMpHvCakQmPnqhAivo/h4TmGRx2cPdrF9hcOsfmlz6F58wbs8BzFySPxPrCTI3SfPcbh2+/j7OG+zHmF0izqKjWnn1BunuY4Tac4yAv0pTijAovdkTHlMqXJAv25yOuQDUSboRkzjXmq8wUCq/nZnExr3Eg1MWUeVzQvZpSU2XwZBM1wXETZMue3mHOpi1P9mkYpRKRAGe+ppGi+15z8BMnpYSJtgdPjHh4cdmWR5nH3McX26hIqtQB7nRjff3QssthbmzW5jtkVSsc5zaTY4AbZrDn4+f/iD+He4yd49uEHigQrDrBU9LDzL+AEkUg56TJLO3XC9WUijdOZrBUjdv62jdBVyjKSOhnRQhRDFD/THP0swJsfPhAuxCQjEqmydJjLIqq2C+RkQfdElcMNnNESlM7aEnCnLO0LnMdTfOvpHn5yqYJankg0xrwIFIUQDeRKwkGYZgkKke5rAz1t5GZGSarh0J4kbBLEVdQVYzGRLksxYtRkqhUhJ0MHkouBmBqpquwbvgZNzViYsRiQMbBdEjKzjCntkhReMsLUqCdHxAo9UXwZeYehUgGVLBY7MxEyOIGLpHAwnuUYME039OQ4U8HlBj6qkS3qmXExhesFOCeXpCjQLHtKYcdS0KWUluTXAo2VOrKoJnlIdjFBo1pHf5Sj0zmX48/PwE3bxEqIuofOrkScJzO00wIH7TGmGTk+FmoM0GNRSvdgEuBJ3ObYpOwhY6J4rjl5AMaUpJMUTYMztyRZO/1BIo1hlk1hh0SS6KuTYKnqS0hiJhJgGsQpDg2Xm35vKPcUTd+G0xyzOBN5NUnZERVCvqek7rkaZ9OcrT8YoxzS9Zq8v0wmANx22v2uTD5478XDsXBVGN1iZymiyBVzTDaKk2kifMkSlWsMYEyU75NI1D8LBQrlfd//9rfwyaM9MQRrliOsXr6El/ef49mjD2G7IXrnfTQ8H8VojPJKC/VGHT/8lV8W5vv2C3ewvLGF07M22kd70uEsbV/D8pXrGI8nuP/D7+L4pCts9yvXrmJ1cx333nlb5Go3X3kdtUYVpztP0G+fYqXVxMwNEdTr+OD7v6lyD/wymq2auNb2zk8lZCxPxqgwl2EwRhhF8MKKkoU5Fvy1O5K+fLxzjI21TdHw0y7fJaLAza66gXsf3cW9w54k0N5eqyEpSnh80sFxPsVRMcVqNkHF81FCAovOguUyopUGSmGE6vY6Su4A/d4h0sM2yvUq7KiGyuUNOB9SsgoMOkM0a8vIsjEs3ii5Cv1jGmbJZSgfSVoqFdji2DkpkJM/wXknFScaFlZJxJr5WHCjN7ub6Zk1yqPt7KkYElsE1W4p3xWdEKyi17mwKTjfbGDkkghjn/wHvdmpkZLaMlWmj/ld9VwqEHDhZcI/lCPS5I9d8u7JACdDqpZonmWs/+ceY/KlihH9GTTiIHNoWLgW2tiuugjZMchoSTNTzLhLNZVCLhOpoRRZig/ABZgLRt7p4vGvfRudp/u48rXPo3ZpHbbnYBKPMDg4Qvujhzi6/wzpIFFYCMmTmovChTJLZzgez7CXTdEpVDigEh5eHA+Yz6LRDelMlVunGe+YEkZcSfXs5WJIo/LB+DRnZH525RxdGNGop5o/TtxELtR5C/bKhdpPjhOLUnXetTuIdP/i7DknWqssKqpeuFmLjFauBa02E2MvtYFwpPJrHzwUFQtVERXfxZdfu4ppkSjnYSZOi18K81s8GZNOJiU82z3B+UkXXhhoPhNHDhYim7C/J3A/x0DlqIJypYrjkw78KRNmc8kbs70p4lEiRE2OfbhpcBOYCY+CSMwEvZTvQc31WZAoiapyQJVANi17UlJyoi+8RtX9kc0oYyV6qcYphOKzaQm77QHulSO8Ua7B73ZEqq4UVkR+SOy0kY5jeCZ50kjIJaKikBweZUDLPCDzXpTmXrw45FioDOup4WjpM8xrnfeVXPfk6PDcsdjivS5orbK3FwsC6dJ1bpCMeLWVPS8YM9crVIYReRxErIgsc+QjaKsm8vLNlmoV9M8y9LIU5bAuCIwr6B9VmK4YknXjXAz8mJfEIp/p9TzebAopWeZ6RB6FbU8xGhdw6UFClSMjB0oFooqPLKuogTIzhNgVkpciHiseusMRPIu+PDYORjmGHCkVMyy5NjyG6pG7WfGRpCk6vRyNcgCfCcDpTJrNiNHGE464clRrZZQzph9MhIRN8jWyDBEbW9dC5BXwqxVZS9KMZGEPpYKKHFeiVUjmJYebz0MzQHtcYKVVw4hJzHYJzWYF/TjHaJRIEeQEnvyOXEOZ4mAxpy6dpEizAuVaU9ZUypVJcArDCqx0LNc0w3t5fVINJmNEBuUyBTp3lGiSsRMxvZs+AwXKt3/woVTFzVokHAkGaw1Od/Fhb1+gp5O9M1iTKZxygTtX1uWCef7+u1jZXMX6tUsoV3zsPn4sczmemEZrCVFUw7233pfqPR6MBN578fNfhRf5eOebvwbPDnHp+hWEUYD9Bx8h6Y1QXtlAc+sykkEPD997TxjPFFxs3biO5c0NnB88R+fgEEEQolqrw0Yu8eiyWFiFQF5FUMX+46diQZxIlC5hwxGaESv0EIftGN//re/hqJ2jWXbEjbLTH+PxIMYZ3WCLGY5tC2OHizRD01zVzaYpugfHmOYVzEZKihaEUwzvP0R9uwW7VkFl+xrs8vtAMkUyII+kLFJjyvlch2SxmZC1JkkhUDhHCbwaJ3GCUW+sgv4sRzZJZYL2KZmHHn3ocEFxo9R5eAwC01pFdhYq1M9MHMyYynTJ2qp9rvNVu+PCFl3Nydn1Trmh6Y1L2d4bsfGi+zaW9oRUu3EGL3YRTiz040xmquTjqG1UkV8X2v1P64zNMIOfomUD25GLhu9IgBuhXpURpBKShVXPBXCqXGJJNjadsJHemUh6NhnMSrq7fySFpVf2Ja48Oe9idNaVYy1mbnpcpFyAFYTaSyZ4NpzgLC+QKP22HEcpCqyLx/ciWVVJS5VHmEFZdIqzEfkaKalxHb1YoRgq60VuC83hyH3Q6Jj8BonWtNqZjwxYMCmio+GgqFGUOcxaUTV3aVPnTFKRTTEi1hzGmlQ9ibAgRIDFxXUxxeLvckORAtsu4dbVDUSlCeLChh+UMB2PBfIm9H1lcwXj3MLJ8QHuvvsDIZvSQ8MjeTZPEYWhjDxJOCxXArRaKxiPBpikCVzPxmyoVGF03+RYYeKw4GDX7gqPa5QkSDJmsShPDXb1hoMjJm/aZExl/KguneeDtCb6CaWSYaN5VXJwVNqRyHn5eiW+toWPD06xdXUD22EiWTXmS1RB9HMREzV1/o30Xwlr9PVgqc1R+K+i6FdFCwtHEjmlqBCzY2EmaNdX9TmIAolxm3DjZMtSZoB6TVCkWfV55R5j4V5SSAa5MSw8LTGeVG7WLErEbdlV2V9UNQlXV2mpxeF2487n8L3n35ZCQTR9POY20IpsTF3Kb3PJrmGXPx70EZaZD6ODUF1PNnFrmsPXnzPpdzHNAzSadVF18bwRfWiuLmHcHyFl01mrIBkTdRihYLPGMMAS0IkTJMUMrUoF3pSu0omMQXi9dij3z5mr42NSsrB/1BH1nqC3xVhQXWYH8bpgQrEkBM9KCOwJlpYqcnypKwnCAJ2B8viyiKZQMu2XYAUBhv2xFJ8cxzDxOBvlCMquoHIc6dFldpgkiIcseMiTmYhRp+NHUkgXRaaI1Mzood1F2ZWx1IA8KmeGar0Oj/ls4tKrblrKsGmGSBVUkhZIYirgaAhJvg6TmT8jCEq9EgmRyHFcgVab9QihW0K3O8ThaRfFKMWtjQaWah5Ch8SfBFtXr+HynZuYFDEOnu1h2Ouj2qyiVqvLCKaz80xIPEE1wMblTSyvb6F9coz73/wYS0srqFYqQp7NR23pmi69cBuWFwqKQl4JJWt+uY7W1gbC5jIOnj3B2eMHiIIyqo0GPHpieDay8Ui6pplfli4r7hxImOD54YmYzbHj27hxA1EtwoMP7uLDj3fg2h5ev9kQmdyj56fYH+UYkaxVmonUcDwFujNglObC9FYM1wLFOEEysFCpl+F7OUb9GO3H72Lliy+i5FcRNFrwKJ07G4kaJ+6PENVDWVwxSzDNMxn5cLGisyDRlMkolhhyKUpIzhQb1gWWL1bsZN1r8pxsFCqfWC+CXOn0vFqjAMYaWg2c1cZtkmvn0LAUJapzmi/I/DIGYKIk0THnBvYQ/5SF74YRI5iNkMqO50ddIdBxzsrnyLlo65Vf2frrp1qwR7XRlA62xQzrvo310JLNjZ2x/KY2nJu/tsYBOEcWWaa2fRfuiHi5zLVDqjwYx+g82BEkgegANxMuHAoh0vJqLVfmpk2zsm42w3GWoUdY1dj2a8Kxrlfm/BGzqMxpsnO3eWUexqWETaw50vT94PFRxERV8pmxmrGpm3Nb9LVwkQYtoyCTXK1lzhIod6HkmyMF+vcMc8kgMGpUYMobU8xoqq3OhDEZPfNkaiMXEt9dCzGApWqARrkkGwjlwsXMF8JkObLF0O9nf9/P453376JHs8dZgUq5KsWukCPtmTiDlslLcG2UKxFcBoE6TZyfnct4g/kwiuCtuEF8nBQbkkQ9RTVwETJUjV0l71Mm9EratI2tpTquXd7AB588xYD5MAzB42crCoTi2kylj/IIYfHLM0TPC1WwAmnO2At1vPj5Pu70lMS6fS6N3GLApw4dGxcWMyxVBM/TPkMXCezKuE+naOv5Dz+Lia9g80I+AmOb5g2GFIiuoEJyLqVgcbSST2dJ0QWY6wBHI0QKEyK3+ZxzZNxYWZi4WCAtUsh5dGf1MGHhRT8aO0FvYuOcm2y1JkgUzSrJo5BinQhZ4KvjJOMYwONYjjb2gYsuzUosKlwiTFP63pRgTUqS6Ht+ci7ZOl7kIoUtY1Reuz6T6+NMTNEE1c1SUdK0xxk6jPmAhcpoJKg3137e90Om3LsO6pUAw3EujRHvJ/qcebTPZ3qwZ4sKiIR38mPq5VBQLUG7yPOQMbiD404sHEK6Iyep2HfDp3v3KIajIzRo+T8aEH1x0O3HqIYu6hXKslMU8USOEUnisRQwgRRM00Rnr4m6qkCzGYkikWRfcnGa1WWUiPplNKRjHpKLNBsjqgQyOkvGYx0y6yCbFQIm1Og8K0GKn4ECpRFQTTKV3A/OOPvtPibUvw/HcNIML19bxlJFQXdcE29//g3UWzUcHuwj6XWkSl7fXEFzY0suPhr20Byt2arj0q3bSAc9PHr3HYw6A2xdvoHVrUs4PjlGc3sV06SHsFqT4qR7coCM7OhxilqzgXCVMuEATz58F9mwi1q5jMbyqrC6qUenUU4piOS9s2ni97Pn+xgOR5K8Wav52Lr9EiZhDd//xm/g6SOOn0p45fam5Pvcf3KKwwHtjwtx6Is8D4N8gh5VG1MHW3mBWsigqERlz8QlppLDKVcwK/piKpQcP0fnyQ6Woqsy5glaNVhPhwKLZ8MMfkj9PqXROYpEubtyQUgJA07JHHcxKVH2x8WfjHFVlMzVJML+NyF+Rg2g23JtX606NOMUqtNRNdY/Dx/Tm5FRDChTN0pwle32fIigFR0CjauVTUHh2kPF8CVMfozCRJThk6DHFwqYrFCmcosBxUUjdp0NpGfzKoSvhIh250EJVVeZT6kOX5H+VJGlZZTyAbVrpzZ/0629+pySeMrjpub8YoWhPr4OUlNBcko+vpjV8PBSts4487Nsiu6URGuFKkh3a5Ce+XzHFA/62F74pMqdVW1CTCkl2iAvr2MElEO5eg9m9CP/rkPf9FFaoDP65RSplaiYyVfS514b5enTOHeYxY9wV4yL7/yU6ze5UBvxKtXKK+G2EH5fvD4PMTepVPOTthpl6fiZI8LFVbq70MWNK9tI8yHe/MGbeL6zrxAZh2M0hnKWYTv0QSmLyo5j3nqtjKjWkO7X90mkrOD8dB+j4QzVSiibZzLOZfNi0UBeAm3E6cNCwz4eR8rMaT1PVJFyUm4c/WGMhL45vB6JBPNciB09uQwKTeDCL0WvOJMqIq2o3/RkhP/Ea3m/18f09i3kfZprqftGLh9N7jbePso8zfCOFufWfMldbUL+HBb04lgk9yS7ZipaiEzxi8fModkZC3HCKJLvI8NbXSjzM2jyOlEU8k8EKSGiqojxIk/XviqskolgCRYptvZiHyvcH0FSiPCuLePhg4ciOa83XdkXAocjB14bjjQPNZ+GbLGoY/j69PmwfB+duEBvNMByoyIfWgINzcVj2+iPUiBPUK46GimCeJ7QfI8FV6NRFV4UyfXkifTyGcYc7RBZomJLTN8U1VmaaodpJrmMnJj/U4nISrHgFERAbMmWmjJMkHwREliFhxLgrNNV8vSoLs14acZcHVdcb+ljw8KZiDqPK4MHB51UVEpR4CCZ5AhZULMQ1EGPCs0CsiRGrVZGdzwWpNdlar1wD0uIyqHYgE6QILM8eCVaePJBRGNy8WTJilR8hcqNJYx5rOxcgjU5FeBx571AWoaEK34WChRmbqw4lNi5cKxCqs1ZkiAqFdi6vYXReCTBSZVGhBe/8AWB1h+9/T4K10ajEWFl46qYYD17+kSCnAi5cybdWFnF8ZMHGJyfyetce/EO2r0B7v7wB2pjbJSxvHUFB892MOwNxDp7mo6wefNl3Pnyl/H0/R/i8P49idzeuHYbzjTFeNjH8upVOeEMbYuLFAf7e0iSGFaWYtw7w4uvfA5RJURlaQ3n3TZ++7/9Z+i3GWldwyuv34bnePiX//q3cf+YaawWtmo+E99xmhQYaQb4STpB37ZRS3OUZfhOdGOCtJeKgVrgs1IuYTpKsfuD78DfWEVjtY61O9dx8tGuyI3zcYJ06IpTbc4UUBZRPBBMVJ2WkI1jDDMFT9L1khuY4nkskmfVhIfVd66s5PWGrLo9tXKacYbwMzRZkzcWN1FlI88NXV2iF0qRxfRI5uSqSBBkhXNt5qNIdaHtuyWFU3WERj2jDKrUyElC6OdW4Or9SAlhCgyOE+ZeqKbgWZiZSf86nWHFLWHJLclCw0Xb8E5kY5UANXVgDPGQnAEZIGk/FPVxVbEjCo2SUSxpFZJ5PikMuCm4spArlEsV4OyquxlwNpnIzNugJfzM4oY/V1MtYKQF6VW/Mb03mVQTFn18nxKUe4E3QrjWneekzA+NRpjU+VOp1Ys5mDlmsjnq96GCGRc4juG3GN8ViVZYaIl0oaRREW2Tr+zcLyqI9GPk+HKjm0nmDjcPkvx4TOl9sVovS5CZyGG5wVRraDZdvPzGa/j47l1xok5imlN5cGxuhD78IEJYLaFWCcX7iWhnc20TUbUpBQM73WqLSeNnqNZpuMeNie6j9ApS4WqsWanO6PZVSi43Ypq00ZE04Qbl2sgsH+/f35EAOZF/6pU641hFS8mNpbwKhNTFHd8DN3YtmDHHY5AB37n3Cf7zq5eQ7j5Tqbe8ijgSkDrRhHmalHCDPunGwLjJGk8TQ4LmPSZZMwVGo6FK8Z0Xl4T3qQ5U1v/qedT9z5A/queEf8WixHWk6KAjKcmkosYRu31TJ7GLV5RkJjoLR0WSvmlGRpLrBMUswfbVV/Hwncfi1M1RSYXoiHjbTZBnQOoyR6eEar2KYpIIYZOF4zCdIU1jeAE9PVxxgPWEM8Zr1ZZz26pHIgro9FOEkYWgXpPDO+HIJ7ClYBsOJoinM7TZMKYq9dd1ZjhjY+d76JJ8bZXQqtDjJEYntoVo7Id0xZ2gHJYFsWZB0B5k6A+H4mJsU6Ls0tsoQ8QRo2Ur+4hWDaWpjbPzcyxVQ/heIL47Mv5zPXQYgDktEOhRTqNcRrNuYzDKJAma74lxLhyy1kmyZeOTTecGeyzG6ZcSRgxMHGJqlSUPyOHnkDGqjYzqryxD6M6wtLqE/tTHKKajroU8SRGGgXp9IvmSIO1/NgqUmytl/PhPvIyNVg3f/vU3cdwdScLx6mpdpH8kKlZqNdx48RZOnj3H8eEelpa30GhFklA5nlg4OzgApkRiBmjIGKaF/rCPyvo2ykurKNkOzvcPkXfbqEUOKq0l1NdXsPvwkXSstXoFfhCivnxbRjjv/Oo/kxEKxzzNy6vIO8foDIZ48fXXMCtGSDJaDBd4+uA+PLqEpilqjTKuXL2ExlITcV7Cd7/7Jp482MVSvYbNF6q4cecSzo5O8e7Hz+nhihvrIUqixZ/g49MRTuMJQtpUT4GzZIKjwEGLF7LtoyArO+DmTeWADX+phWyQYjpIkRwfofPwCcrLr2H9S1/CzlvvI7nbk8UmH2UIaORDj4SZJfJozs+5fC1vNOEOx+ic92X7Kol0UCEa7O6EYCcblo6RN5yHixJU2cilPJALneRYbru8MWQZksEyNxfyVJSkWG2COgpV8kAkOlgVGLrLKnmWCtjj8kqTrU/xKKSnXiASBjoWabXe/qSbVK8tKIFeCJU/LZdx7edygSTrl4AV30JVguRU6rIUQfo1dL+qxl5a1WPyb2QR4Oeni6gOF5O4EUNsMRuudMpaL0NXVHo9TEheJDzON08r7SnOkgLdyUycZAW5miugzP9bwA+GmGp8RLjRKNbN3BpNzhuLJSpAdK+uiMOqadfhgvqGNHsYx3rmuWVKZqjEJm/HcB3UG7nYoX+KVCscE71hyjW1CJ/jlxQlQj/QG+KcyXyBQ8MYCHqPMDRQb7L8t1e3miKzJEeGZGUuhEz9rlSWYYermFlPkOWJBGES3l9e2UTUbAoEX/Z9kaVXqwFq9QaWVi+h1lqBHVSlqYnje3B95r/0xBuJeSkkLA6zsSTXNltlNKpVgdrpSH143sEsVeqJUmmCwXiCwbAn14zLDJMScHmpggQBDtrnarxBi3L9GWNdfComjwoNJWeaaiJxkhXi+AxPToY4ux5I+q5n0bXWkJDUOSFax0JJyfK1KKf0aYdXHYelrg0pupXCiqMWFgHs8vmm2HUrFZ2GsJgsrZEa1Sxwo7JQ8jx5LY7f3UpNjMGSOBZEJGToaE457AIpk+tKxreaeK7RRyFSM7+mcRWPD36IsFYRmTkzj/geKjVf0q3FGZuNE83xdNTEeJzJ9VkpB1gNa7AmM3H+5orELCcB+4hgkUDKzXjGYienQQjCKES5wjRfyv3V++jHiYzhOMoaU5ElI80CPRJ8xTXWQpoWSNMpGgGLX1twJXphTSZ8L1MMBqQAzBDRtqFIZRRF0m7OMEaHQY+8GwNRLZ2PSMh1hGzNUFwpel0X7eMzWtGCLPHzUYJW5KIaAIO4EA4KnY0FhZ1aKHNsNaPaZ4QyR3WU2KNAo15HrR6hPRjCcjxBP32GNNpMMyZy5SCX91dCY7mJIWX+va7cM+QteiQQO45EBAgXKwzRH3DA+hkoUP7T/8kfQKNSwtvf+E1044nc+GsrdeRxjGKS4drta1i9eg0HB7vodzpY3dwSe30xkBHjI5LXLCT5EJtXrkk3ICxp6rldX+DX/Z0nMrdj5HqluQ63HmH32TO0R4XAWfQ3qTQbyPMhHr13F+loDD+syZy3t/sEyytrqNcbGErYGLD/bA9ZMqF6HrNkjNZSA6uXNhFEVZx3zvH08T76/Rgv3NrE0lId9aUVSWl+/OQUnX6MVtmTEKhBPMHOCee0M1wqe4inU0FS2gWwkxW47MxQ97jxUaoH2Py8gxhpUoZXpXmdC2vcx+m9D1G7fgXuZhObL99A++H3kBYRk7XghpSyUQrtS6dBK2NurnE/keJANm4ZO3DBUQvTXFmsNxtZBAxxkk2iapm1qkanDy9czBSJUaRoupTRiyERGJHKGuR5XvTolFRrJjed0iHqcZEgHdq1UhQ8erO8oC5RFvuLUYTySzFWb5rkios7/MV0GvWzAFPUbIa9EYpXXjDmveu5jZ7V61eULp6fZU5PVQWDhIhpBoUelZgEYSbAmgwUKbLEclznAE1piFSgnU1xMpmhr7TBeoy2OB/Gr0R122YUowo96cJ1krHhg6iRmHLx5H0i3AajMJ4XJjoVxzi7SuGoj83c1W1+AH/ECu7TBYlRFMnPNb9n7h5rxkRzeZEqHk2hpQAUPYrTv5szG4V25lSJabiGv08Y/T/9yTt48OiJZDIFQQWR56DerAgH5Xu/8+ty/VHBQyJhbbkqRlSr5TWsry7j9u2bKPEe9xn8xsiKNfjNZZTcOkbFfbQ2Uhwfn8Lzy/C8RFKW2bm2qoFwELa3N1BYLipnbewdtkVlREl6NilJsCALFXau9MApOR7SUQ+jqaXkna4L0gyGDEDUn5nFhhC5aXnPa2TKEaJCvmQ8whJCy7B3+z3cjkLMskTQSWYTyS0jhTHJ8BNRycyLF16vkoineT+8RrVTLDdgcXeVtGVFaOdYRN2vdDNVMnp1tlSRw5GMjBRKdG9Vqh4+Qrxi+Fxcq3j/EPnieiM3rTJ0U9cIzU8UeZjVsbyWGLkVUuy8+1u/il6SIVpykesEaP7u1HKFVxTSs0bWhkwQlmxEV1XyUAKEfF9JKjw7IpPjTKHPdAjOZzTcU/dGGChpsaR9S06XyuiOY452xggZP0Bkgq61keK70N9qmtIszkbkKh4Zn4ccFEp4qWIi8sERCGXDPMnVSBVvUwYTUlEma50SGjilUHg6vGmrNHurBuJQLGRm25UCh1JmqrCG3BsrEepler+oVq0eeWIbkY4zBD5H9S7Gg0xymZS3D1Br1OF4Ltq9EZKCESElOLmylaDMmGOx/f0zVFh018nPmmGazDAbp+JyTU8ySbKPM+H48IKaTGP4EiH6GShQ+se7+OS3P0K3k2J9axVrKzWk/XMJvLv24qsIyy4effSuSEY3NtaxefUy8iRGu9NT82Da/VZDXL56BXEWo39OAhmjpS10jw5w/mwfjm/DiwK4YQXZbILjBw9weNiGG1XQWFqTPJ6T/efIhwOp2NcvX8awM0Qx7iGi3fqoB8dblarxaOeZSO5EzmlDRk+1lVVEyxviVvh8/xS9Xh+bGy28/NrLomm/9+EDPH1yIDLem1eW0WzUsfPsCGdHRC8sXG6EaNPKe5RjzM7KtnCa5ugEHhpkanNBphSPHLJxLP4MYaMKpz2Ek06R7B3g/O5D+OVrqDCormojbSv9fhYzc0dn2hA90dwLWtmTtMFZotl0Zeyh5TFmg1AZHIuEFWN9b3gRSj1oTNTm1qzaQ8Hk2phKRW/kxiRMO5eKusfYcpfUJq44FyXZlHhLSyaQjG8Mb0UPWwyJU80j5kXMHCm5YMsu71+bwKmXN9yWmXS4lOuREMyMFAOJm0VfiVgUL0COkyzSF57cSJk18W8OqRuJpZkW6TThRbGhjhu7zVExw0la4CxnRIEeb4jCezHEUe65BnlYjFXks+FHigj9uFymYzMEM1tyPuRfdZEgpRqJtBeDH/XzLai+i2NmChtlvLbgkFzg6erRxeK9zP+mkZhPyZr1r6qwQXyq6ORiyePAkY7y09GH0prh1UtbGA7P8GOvL+Hk3MfuMbNbuEHaGA2Hcq9xMaYbdLkcSQRBvdXCq5/7PK6/9ALCtTuw/AYsm8ZWnuSu2Np8KmxdEQ8kdurkX8jmTnXXlS0hGr76lZ/C1Ve/hKODUxx/8n0Uzl0MRiNRjvWG7EwVYsHigaoM5q+4QVW8nqgqadTL6DGATmzgM+moBSnUpHQeI6Uc06aL/G7UN7Dx5LSN166sA8d7kiFDc0hRnXBcJr4vmgemZ7XSAOjjq4p+7ZMyZ42rA5vG9I1RJnIWxzdyP6gCSa53KXJU8J3ipVHao64fucL4OuR3UtI6lyzrpkdQHEqeFelYCmCpilQ/oiTGJG976OQWZpHy9CDxl6iEfCbxcCGKPJPxGhUpg1GOIs3FzI3zn1nG4lqYxipAlN41epwm9jKMp3HIsSEXyEI+tcScMmE43syW3JppNkFgzeBNE1TKPmYMLyRROaF2k26tkNR65jnZ8MSUr1Zx5bgSiW8PCkTOFNVKoKXUNF2cCFpZZNzgZ3AiD0Nm/pRIpAXK9RAn/UQsHxqVCD3m5FgW6tVQ7P1rgYOyO0MaDxEx3LUSYJJyRD8Roi4b2FR4WLZ8Joou6o2qFMe7Jx24fijcrBKTvyWuhOT7Kcb9vhQ6tVogzatt0/7eF36NxeNpU5mWqf2Hn9eiJ42DVIIaPwMFyt7djwUVufFiTebFs3goJLXbX/wCOkd7uPtwD1tXrsgMrFYvo9s+wbCbIGosIfC5+RIZaaJ3PkT37BiVZlNOBjuebDBAEFioLNXhlWs4P2mL/M11faytNnH5ldfheRPce/tD9PoJtq5cli5s5+HHaDaXJTK7Umth+fodPPj4Exw+P4ATBFhaLmM27KKxtoRoeR2lqIHHjx7hyQcPxSdh89IKPvdjP460e4Z3fvA+Tk47Mu+++tJVsdP+6OMn4k4bkeHtWNjtJXgymGCg9YAhE5TzKZ7nFtacAmXbls6+iMmonsDeP4f/wgb8VoR8TNlqB53791G70kKrsYmlK1uIu/sopr50U7W6j0EvVbbG4hMxlapb/s6FVJPquPEv7O0pl7wwztEkOsn/0KZsSonB8YQ6lwpEsZRaUMtdzd4tpYjIQjWMP/e71/CxrjXMGGEu5JHHKB8UKVioeNEw+EUp6wLx0eMEvcEavxRjIiaUWoGV1YjGKFBIduPmLcUCPSNoP03CH8FadmnCrNebOjdMI3kxGSdSaKnNRXmOqPdryMUyttfFmRKAKjIyuy6eg3w0wXkGHGQzdEXarDYBQVkMMqHluXKMdCYOP7Nh16hiw3xyVTgY9Qx7n5S8CUwRymfWtuRmbKYmYhdGRotQOoUOae7PfMS0QKUWo6cfKUguglT/Rjml0CGFdJlCVhe5VC5hCgLUuSlO5jEEImrDH/jpn8TDj34ZL7/+Nfwnv/AH8V//vf8dnuyMEPqZWJnXqg2cn57CCW1M8hgrmxtwPUs8jSpXP4+ZvzK35uAXeRfm7fqVJbSW1zE+OxQJK0nztMx3owjXb9zEnZ/8LxFtXkH5SorV9XXEeYZO5wS7+111TGV0R5mp2nR7cSyEdCINfA/n/ZGggj7DV8oRzojMGqt5KUhUoavDhOcGgrz/uKmcDAqgXJWgT5/GZLHqwsVnTRcUUhdLwa+ZSHJdaFNBHXfBsYQkHUtXr+4W22KC+kQkvZMim4+JlE2AWh9E1aQE6oIAMMKDRHvJDSP3hGolhuRphZ+RicuVKdJ8btpqjRDEhgIILVKfzlw8OTlHXPIQ0jTRDTCKE6w3Q2XHTmMzh6MaD93zoaA1VFZRyjtOEqXg4miKdFpuxI66H9OM95ItjUDB64t5kFPa0TN/ZobD8zF6cYaKa6NCnowDyfKJ6lX0howpYUbaFJlvS/J1RN8ckkfTXCTNg5EFusCTj+jMJmjUSbT2xGmXNvGNRihjPyp7wkqEtLAxGnUxZa7NtITeOAZPIxVGR0MidjSAY2TDBFWfaBhVQOTAWBJE2+0OFCJOJ900gzvjzxnml0lDUy9XRcbdHlHaPEGrNEOW9UUpGjYCsRPvD1iQzlBtVVVxzBEYG0TmD5VDZMiRjsWZSNAxFnuBV0JUj3B8xEyyz0CBcvWVL+DK9U0cPXmMyPexfP0qtm7cwSfv/A5Od59je/uSOJ76tQCdXk84FF4lhOekCPyq3Fid03PEox6Wt1aRZxY6h/tI+n00lxsSuW2HFZwdnYk9e79/jjAIcfmF19HvdvH8yUPEvRSOZUm+j0/y08YyNi5dQRBaGKYpvvc730IyTOFiBp5bOx8iWl/H0u2X4UVVCSh89slTnJ118bWf+hxuvPoGjvZ2sf94RzxJbt5YwdbWBnrdAZ49PkDJLiNPjrDUqODJwQi7cSbEOsKKrOyHRYGpVcLBOMPA91GdFogkmpwr3wxxZ4DBcQXlmif8mtkkRvvRAyzduYbwzjIqqyuw7F2U8pmqsqehaOGZPyGbKTdAiR9Vqh2ZT5uuVroPLTTlZsh5LR0fRT7Lua9pklVXYjZ93vwGSVGOssaTwWTe6MVN+TDNk1JlpDD3l1o4sgofRkY7XLAn+nW1p4RJLdabwXyccSELZs6pMKWLbHR6MZaCR6M3zCUqAU3Hl65jWuJclp/VhRP6ygMk42LHILap3KT8Hxdfy1bjqvkGLkgIF2rdDQpRVnWM04LHklkYpqpSrprlRhnpKEc2nuF4kqNN1IvnR4LDVLEoniraiI03u+xBGsUgF8EVMqQmRxrei0ZnFoMYNZrjZiPqdaY160comNvMsy6MaLTayZAc+ZO5+8FcymwIshcUPz9aqMyJtxf+bopMIy3XBTJ/xk2E9nXyGc1YyHBVtNV7zTlFpeLKCLd29Wv43Jffw8H+L6IoHJycHoslOQk+9Sq5R7moS5q1AGGlCbitCyjRj/4FsBlC6ASSmUVC43CcIaq0ME6GiKo1nO7tYWtpE27oIWqt45Uv/SSsUojxr/0OTk+foMQAO5LcK5HwiJhUS7t0kmSXIwc95mmlUykX4oL/NpXAPN5BKYsybVxGtIDFs6GXK7m/2si7+QzLPhVF1GEIbijcE3q3kKQqsnntATInUlu041eSU8L2IvmfqlEFiZK0W5fCnXw1ukqL9/0UBYsPMVBRaCLfqSWOtSWJ+FAIaS4EYmkf6OUhVvHFHNWREaxN1QnHT66MX9j5Wx7tAPj+2CRN0YlzHI8T5LUIlEc6sz62VloioWW6fGhT1VLICJ2eVBlGcOlXMpb8XUTM+mEOzSQX004ZUZH7wXuRRGshlYaSceUXuYgyGIlC9Kjm2Ki6lBGTVEoDSRvHZ12R8pIicHB0Kusexzt8LhZDclhJ2A5UZALdcKtlYR7DcoO5NJsyc2ZCeeVAMn44emzWPbQqTXS6PUFvmErMaAvep1WOHsmpiTxZl0jGpnKn1aigM6QXjiLB0nCOZrJUlpLuMGIR40U4oRR95KLkhoicALOUnEpbnm8CH3u7h6h5IcoND4Mxc+dcRJWyMonMEuF/kmNEUzymDg47A5R9Vwrb58/PMGaR/FkoUOyyhw/e+r7YDW9duQ4/8PHk47cwyTO88NrrKNdbiAue4BRJPkMYBKg4LtyqtukdDcWArVy/gkF/gISJxEs1RJst9IYZnKCKUecE9jRDRglxUJGQvaOnd9E+6WDQHcmNXJQmqFdqaNQqqK7UUN5eQT7o4+j+I1Hy2JNMyHZ0/SPxdu3Wq0itEr79y7+C3ccHqK+08Ad+7+9Cud7Ao3sfY//gBL41w607l7C8vILz8y6O907hlDxM4lNcvraBjx4f4zBJ4NolLOmg7C6DzXh9OzOMbQv7U6CaMXLcVnkWk4mMdeKzISrLW5jkR7LAO3mC7sOnqG63UL+yicrKAwwPJ5IyTE8U3/aRTBOdsbPgS8iCojcGQQek8FgEksmmpB0q5+RGMrslcVdLkLUX9qcVH2JHpSUdJL9yYVS8jYWLq8Y8RNKsZ+OaSCejJalp1ILJL+3CrbruC8m8ypHCkDrVDi0prZpwaRxM54oTMy6RNdsSqV0obgT0N1AmYPbKMtZfuone3lPE7Q6m8DBlDoYUWcpATlm8KzWCCQ9k8aT8XQx3wGR70IxKqZGUXwx/nzNhD07dQ/ssxmlcwpBeFoJkqNHGnDFjkBTNPeHxUmMAoiKaXDnndRBd0VECJlhNNEM0jVTHSZGHVTEhRQ/hZ24smoSsnkl9NjUK0lWfcG9MUKI5h+r7hT3+019zsEw9h3rdBT+G/8HljosfiyWiJiY3SEA9rUji+6SFVUiC4viZcNcqIb0sUty5cwfvtULcfTqQzreYZeLy2Wo1xGtkMBigEloIovJcBv9v+5Iflyxs3/k6st4RTo7PMErOxReDRpC7+/s4Pfs1HD1+G7deeQNBo47a6mVUm0/QoMv10R6WQnqpuBhlBbrdkTxv2bPx6o0VVMIIHz4+xyAbImMDMWW4pSVcBhIfhZ+qSd6u8FI0z0tfqyXhDrg47VP96MEte8LVc6aeyFi5+ZPYyPRf3psuR5YayWFBSkkt0UAS1wVpIepHWFOjmnJdu3IDKhREEopZ69GTZRFpIMorjqVSrgOK3K5Or1Kukb8g5FsqhDRJV+obKVRU9hU5DVQ78cTynpu6Dg77KcbkyxHBLDkIgpIoXYTmzvFV4Mo6QVUVIzuY2ju1A3RP2wgDR4iljB3hZxwJZ0I59gYumw2ltonjRO4dchTPT7sY00rf81ENbEGoWKyxqSVaUxFvEAtxQkfbMtJBjHESyzljHhxt7AN7ipNuinLgi3lfYIfiXTTqj9S4iZ81SxBVavK+iRgtVT1Uyw7icQ85E4UcG0miyLMcA5amKUK6zU4hgYmVahUO3/sokWKo1KhjSAVZPkFUreC8M0KaTrBUr4gMeZhC0onL0ynybCxoMEneHP+ct8/E3sN1+blo6OYhrFMuT64iC6UI3XZP+Ek0e+uOewjLVbnPZowhALC5Wf5sFCj3334Hl69sYfv6FTFPO773TILtNi5tolxfQmeUII5jCXKqc8yzVEPoV9EdjzBNYpFOcVNrH59I5x0ywdePkOSJdAH9NhELRqLn4hQZ1pbROT0SQzYrzVFnOKPtwCu3YIchGleu4fobn0P38BkOn9F+n4FktP4tUG3UsXz1OvzWKu7d38H99z6AnSd49ZUbuPLii+h2hvjwnd9GMhzKa21urWJlYwO7O3sYDhNRHc2KDF75Ct775Dna4wmWKxEaeYHj/hi9SSYXJxdrxrOQMPl4XGC9XEJ1AmGPs9uh1j0/IfmMm7C6canqP31wH2uvvgB3cx3rt67hwcnHcEplKWrIq6B8lssGj5OSm17I9TAhf2JtTDMqRdrj4qZ+rjcsvVHREnzuw6CeQfXOBjKWxch4t6oNff4wDTnPw+b4eKmBtLrGzBZ0QTSPEzRVlM7XkfesN2Dzu1wglTvpxRGDKV30uzGdvEhbLYQ8fsLTYDfHetTHz/yv/yambor9b/wqdr77Le1ZYYvZXUHraCH/mUJOvVfzeUh8FfIsj7MUXioPRzpKyqjFdlNpZQ/2ztDOZnjYTXA6nQoZ1BBzxfSNN7he2Lmo0sExmUyV1FZkujxLlvhrqDRn1TGLkbE+4HJOQPt3MS+fH1MjazXHxDiHKvRMj4v0Zq5GdAsH2jkQZF7lgteG4cSa03WRAyQbkYa31PhPqULIMWJxwlm/kUMbvgv3SxYm/MOr8o2Xr2J9s4lGrYTVNUqDgRuvfRGNpQamT4dyLdRCB9e2qnC8KZajZQme45ilfXqI6tU+EDX/e9ckvi+nEqC8fBVw3pKNdDROYNciPH78iZjBUW1xcrCL1e0tQTGeUmF4ciLvcXW5Cs928fy0h4DunDK3t6VwaHPjCBzYfcUvoZ9JM/IR1coYJm0leefVIuM5ZebHvGI67cqpk+8lhPUq/CnRZF8ccTFxMbV4XRLt8TEJVEJtTm2y5LMI7ocsm4jnCBEXpXbTqJu+n1QwoFK9mLGbGTHqvVY1ERrJEo4M0RBrYYcvqJtIXNWYR4ogojnMcHJZCKviXvx8ZFSqUI/YKmF3MEbK50pVrk3gUAHD9UqZ5k0sGpiVUPJp7uagoBGbV0JzqS48IjYPfD0/imA5OawJ0Yocs2mOqaMKm7LryHliFg9rGBZrNaq0yiXUy3U51+fnA0SVKkZJjm7KqBLIe/E4MnJ9Gd9mOdELWwpt+t/w3uC/y7gtS9EMXNBKpNtP1T1PN1ZGK4T0IClhMOgDM0fW5RFHgjzXJV9cjCsc/bBip2zad2Wt57EPQleI3cftsfLhqXB0FMteV/VJ/KWrdoEoChFaxEqmCMoeypEvih0ac1ZDFie2oEk8t/ycVDRx5EirfoYvSmTAxMGo00eJ6k9B1eiePsPSSh1n8fizUaDceuEVtFbLGHbOMDxtww1cbF69JCe/JzyJAjZvuqiMla0tgftH5F10e3LBxvkYo+6ZPL65siY35Xg8Rr/XwYTMaUmsK1BfXpcL+mT3QOzs6eha3VzH8uYSOpx5FjNc/uKPo7rcxN7DT3D88D6sSYJZmsPJU9TWWiivbWLmR3j7m9/Cs8eHaDZqeOnLb2BpZQWPPvwI5zyZpRKuX9/C6uYSLCeU3J2cNuwkQ5UjTEst7DzckTECSZlUINDoh3AvIckQwFmqQrBYpJxmM5z5tGCnZI99L5UuuXggdI9OsbxZAyoTJL0Mdhxj990PcHPpKwiWW/AqLpJeqp0MmSvkYhIz41VmLOoEaDrI3F3VhIrpLpoXquKk6Jj1OXFWIwaaMS4bsiaVisRYzKNojW06QDX+MWqXRePNmfjCTVbJgzXR05izKdbp/LtyGtVsFY0oKMM44zy62BSNtbu81FyVY/5bbR4BU0mtRZ7QJLfx7NEellZCHD3dE2SBTpeU5XExzJOcUbma1a7Jfxp5kEWebp6ywWhCrygUtCkb1U0ajOBvDycWjplWTAdNvraWARvkhF2n6/BY25J/8dJWiOe9XGUNsThRbEQhbHO2rjJWFoWBcWyN2MUbb5gL/JE55mS8TebJxfoc6EJxnoArYzJ1LuYkY4OeXSDSLn6Pf1e760VrJxNfIIRmcqFoxa7/mHPHxZOFVyDW8OqM05Hzcy/fQREfCqG+tXUL0eqLsAY91Je2EbjPEfghrm218HO/50sYZ1OcHXUw8wJBK/aePMDqlWfwLzcXYYYXjfTMcWGGycyW5FwaJRI+7w5ier3ivH0KtzTFs519XL5yGYNRgocPHqF/1oFNGaZvo8wUXIuqHuUzhFKITp8+T4VwF3xuOszJmjKTxpUUboeEXRp9KNcaZeSl4yP4xc/O8z1KU8nnyrt9sTT3yz6mKR1p+XgbQSvCJJmiSEfipm3FLPAcFAlHpVM4XgnTnNcsOSL5/J6XUaKW+xs9sAphZmaQ4pPMefAXVGr8oWymkrulURQdw6CI5PraYDihDl8kGsTjwKuCqpWZ4+Ckl2JiW7i6vY2d/RPE4wIjK5MEY59rGFVPYsFfEqQ9Ho9hsdiTGAE2RbaMjIJmA2lvgrKTi+CAMnDb9jCm8lIjPVTLcCxHuS0VoTzOJN4SffDLIerNKrqjDIPxWAp7ck2IUjm6wBgNKfMlysHsphDWLBVfHkcqdSYJe0h53DwXFTod5/S4KhBWypL5w6LOa9Qx6vKamiEIPBk7FUmOqu8KQZZrKDmRVOEMuYc49N6aYXQ25KxTmmCSelk41msBIk8rw2wfPk33pFCkQRuVRLaE6ZI7M6N9PQsScmRof89ryCM3KBKJMhEu8mpG3YFwmniNKU5RgXI5RGeU4vRk8NkoUEqhhWQ8lMo7ajSxefsFJKMO0qJA5Ic42XmMlZUNbFy7Lra/Z6dtDM8O4HqRnHAewLC+LMxndi3D9hk67baER9HjgD4qfmNdTvbdN78vbniEX30WPFevI+k+R7nVwgtf/WnpRB7+4Pt4/ugxKqwysxgFXQm3t7B651WMswmefHwfxTjDjWurYv5Wrlbx/ptvSoXrlwqsbaxg7fKmhDA9+fAjuQjqzUCg5YPjE4xGAzGbC8lHmEzEzrozGisvDlorU6YmqZpUXBRSqOznwJo9Q21SkgtWOvOCrpUhKemo0r57fCYd/en9+1h76SaCShXlZlUKOd4cXCwI8dPumxCssUw3xYay81bFiPA7NPOVKiTKCeXrwu4+p2Ka9GLCuCa07oIXuyJ3KhhBZcGoDUuNSDSlVXNT5HqAYpcr+S7fI2fhauNVm7YpoC4UIVKYzJPx5Es+i2yAioKpHFANr3UhieYkyDHv28goMcR3//f/W0SVCMW4LUnWs4qF0POF1MpFj6ZUlpNhymwVVhpyvMyirXOEBEmiiygX1kXqL0WdHJMwCI5GUMfpBB3mhRhJrh6fSHfLBYISSltJTLfuvIK7v/2mEGRNOpB0QXShzArhYBmTNWM+XxaXXEWanCMkZlx34bApy/UFh2ThV2KMvRZkkrlqynzuC/e0yZRcUKyNh7Hi1vAQszAnIiShgZaFnBEFhlDNz8txlF7clDWNfpe2hbo7kG6dBbcVVTC1PWT9DFbmCOTPqcGNa9u48uLrKNWW0Ds6wfHzZ2j3hkIK7J48x9r6y5j5moVz8c0vKEJgmBWLE6aBk26Qx1NJGN89OBQ092zaw/5ZTzw4SKadiUeGjZMuyboFOoORGK75ji+pzCSs0yGUvDAm1Yphv1XCOFO+GQzzU62Bukpdy5XNl0omKmskWJDnUXggyjcn6Q5R3lrBiE1UrY4pU7yTBJ7rwnarKGXkTnF0VCBo+KgsN5D0Rxi1B0rim9lSaCuvE/XqpZnyMWKpTCKthBfKSFLdH8yyYVHhaPKuuZ6ESybqGW2bL+ZuE2XUKIGRenzFm50yYK6B4pNEzshUyKF9/oywAzN2GBTo+Bj2JkCVnX5FxiEjFnYuiZyBoGIMSiS5lFEk8SyThiXkuIabOQP/AiphRgjo6JpNkKRU1dDobyJW9LwXiR5w3MECqh756A3UCK5ZLSPLMpwyn2c6QzN0MaaNPxiT4GClFWIwpOxWpTRzBLK6sYy9k444wFrCIyrgTxM0lusIG0xUTgX1G1o+RnmMetVDMnUE7eEYxpqmsF1Gu9gIKz6Gw1gux5jNzNkAtWoNq9UI3f5ACL5c4ZjXk1QDjKee2F8wNZajztC3hC7AwEDa6zMygV5BbFo9n4ZwCXyHrr4eev2hKJMCN0C324NLovqEZG2FXPL6I22iOxiIj9NnokAp4gTDuI/G+jZufvHLOHn2EA/uPxXlRCOysLq2jub6Jg537mHv6a74ElDlMxyN0VxalgyGfr+HWqOBs7NjmUtSgUHnvhoTHtsxujtPcbb/BJ5N0XBJLK4pKewd76C2fhmXPv9V7D34EI/feQtnx11MshmGSUcSJq+/chvXvvQV7Ow8xd6DHSFUra03cOPV1+E7U7z5G78Jx1Ib1+def0VMfc7PYrRPjmRevHJpRS6Oo3YbteVlFLMOtoIQ3fOHmGY50nSGaskBzV5P0lRcJinl8ly6KpbEcnknmWLTsbHEwCxaT2tOQ2mSo3c6RnRtGdFShsHhALV8ht0ffICbX38ZS9e3MTpNkSa0//Yl6wFGyshuSS4ybrCKzLbwJdGdsbDuRXYz9w7hjaW+NElWm4DRaE0i6LXdu4LvlWJovvnPrfEVYiLyx/nfDbeFUje1GTFXxBi4CWYiG+8M9sxGISQuZTDFDU5tnmobVL+u0ACjBFaKlQuySj024UbIhZbFrhBc5XUK5L0TDAYKys4TRwLTUOGeZUtGhe1OJfyNx45jH0oTOc/h5sNjLMTYuU27WpSNyoi8IL4fxhy0s0KCIkeEsY2cWL9/LohCQCVUPp0iKM3w7e+9o9QvQmymbwtDJXnNUK3C11ZjK2VOB1SI3EmGEt1COT5UnhVCNNZzGYNsGHGoOUbG08QYppkMF3M+5o+5YMZmBoGGPKuptlKYyB8pGrVaisfAIC16msTPw8KEEDwLR/UeCuU6SoKvFyIIgObGDfjlCRorN1HEMe5+8C3YpRi3b10RPlu9VUepugq/dRWra59HZfURsh/8Jo5ODlDZ38XS1hOUWldhB56OMVBzKrlcJwWS8xN8/PZv4fzkFHFiwQ8q6A1HApOvLi8RjxDZ8Kh7rtADdsQkmZJjTmUHjeVobMZxgKNGc9v1CJcvb+LpQRvdIUn7JKXy8QVuXtrAJ7sncnYU9qYTrrmT6mtY0WpLAv8z6oJmWg0S5UsW1q5sijFjFg8xzR2E9Tra5ydwcqKfM0SNEF7kIS1STLnxtcqwCxvtzqlKZJb7VhHI51Jk2uAxb4bjXH5Gqs7oMsviSEYOmr2sYyDmIyHeF+RSsVCR2zKXxOWSq8ZWJHdSHs2lhddCEEboDqc4jgtMGIh31pGxNNHwzigWC/b62MZ6yUGjVRXvD5vkUIfEXoVMM1uJ97Cd2XBLM9hloJ2Q31IVk81yECEjSpnR18RChXk8RHFKBYLIxUFnJB40W56LUX+AYS9BzWf2WRUHpxmafij3z2l/LA6yzXIgIo14OEBLimJXaAD1lTp2z3tSnEiq9ox+NoAXWKhG9DkZCdIzzmi8NsA0yZCUyzwqtPSDaxWIXKp2cngk844SRMy+mZSwc9AWtI3338HRmfDJ6BzLicKExmx+BCuxEExjMV2zrQlGhYusk6IalhFQPRQzoiWQJnXYG6JecURIMujnmMaZjI55/Pn7Bg13XWbllZAkOXoDIkW+IDmfiQKFttKXb72E2uoS7r39bTy+9wgRVTaXNlFrNNEfTcSBNekMUI3qcmAoq2rQEZKGQpMCK+vbeHz/vujNaX/PJMZyvYbT044k+VLau7q6LjIty6/CJW8l8FBtXUJraw2Pv/9LOHjwCOcHA5GfkSdSX23h1udfRWv7Ej54922MzvsSBLhx+TKuv3QDszzD/bfflk6qsbKMle0N5OlEOrVBry9Jm6tXNhW0PEnQXFlGOmJnRZJaIXbCg3iGgEmr6QTt8QATyxJHU84nWeky44crBk27dgtgg/KvgjeVsjDmop2Pc3TORoIWOcEIk2mO7PAQ3d1V1JeXEFWfIR5lklWiZL9q/CCR6XPjpAU/Az8S3KaNUTTBlHCsclNVTqommVgVNcoVVjufan2xkazK/4R3sQBilHW2KnxkxkplCWfa2oFjvuwZpY8OMOMCaVQ6ajPUNvt64zUogWn4jQuqkUxKIaBn4Lx5uKCpmb9OA2YfKZsVPxMt1qfAQIQKUhDnji1Bjl5gSxAZoeqCgVyZItHSJEo8YIpC3ECFq3IhqZB/ZSjkMId4nvTIe9Hvcw4EmXGW9lYpCE0XFl6+vIQHe2dI+pmML6nsYnE8oLzwQt4QD3XADV2xPjUvhWMD7b2itR8KAbtw4i96mph8Yp1xNM/mMW9QE6ANoiLkWaOoEh60QkVYpPFSFrKlSkBBZhATLZdm3etJmq4qupSsWI3s1DFRxWxoTdHtDVAu08xxgPb999B/7ykOP/4+rl5fw9Xbl7D//AjxqI982IG3chtWsIpw08PG9SPJF2kf7+Hkycdwz85QXr+CmR3ADyOZ6c8Y0Hj8FCfPP8Heo4fSxfdGffEeGtJEi+eYqJVL51otthXemCWyaNeaIqxWAIslFo2LWGBM0Qxm+NoXbyBYWpai4M7lNfzwwXOtoJtJh04jMOUCrMhAMgYzajV9qIltsOjn2sf3NCvIE+hiNrEQli14tQaSQYze8Rlc18N4TNsGPWKxHDlmHPXkVOkUNIjzNJG6kOtV3W/K34TvgNwS+ZHAWDzHSr3B0YGSJ6trQUa5JldrfkFpG30Np4lDblBGKrJdqtso2c0wtXLsDwocJFOMp5mgyhyXUClD11cqTIgZddtDRTBt1RRvI+MYuYBPI7ycnk6FBApy4+aaEzXqiNMeKlGIOM1x2uNGbaNRdiW2QL3BEo6H5K4AmzXVxCWU+FZ8VAIb6WiAhmfDy4AkS8Woj5EJzSpD9RI0q3R/9cQmvtKqyD2dJxbao7Fk5ZS8QmzqqfZst7nxc3MHejH9VFQzkGZq9MXgySYRqywRx/DBYIwyOUYlC8ednii06NPVGyRo+BaaFU/CAcmd9JwKxuMcXt4TJJ8NKb1eKUGfGVQ6ScRJdlby0T3vIwQ9USL0Oz0UU0+a0eGgj4BJ5ST2TokelqSB42v2+plSOnr0UXE+GwUKXWJpZXzvvfcx7J1jqdnE+qXLqNaq6B4fYXDWloMRVMpIslhi0nkRTtOEjCFZZPfufSyVKIsKQrzR8jJ2nx3Ar1bEtnmapRIEGNSqCKpl+OWyzP8sN8Tx3nN0js4xS6jwAVIHWLnxAu589atSuT/84B1kZGNPJ3jx9VfE7Km9t4vu4T5ce4alrXW01jcw7HZxdngoseIbW2uwmM5ZCiQYy/enyOORgveZVNsbyjyQnct+e4TDmLHZNgLhY8wwZAenRSi8IXmDP09yXHU9NHLq8xXfQvmaTDE6HcCekhTGjs0Vp8D20z1E1auorFbQPR1rIod2DzGEuPng3ZQDRjf6Ix4W2kZbLUhEB+ZU1osebEoyrEjzWu2hDZr0aENtcZphoR1kFZF29unXoGujFCPGb+GCksH4c+gck4vsiPkb1tCzvBczcppvvossH5P0q0AhFSPPwoMyYSImVCnw/TgzwuA5RhMIydAP6F3C/JMQfj1CFPhICbdSWZCMxbecXXFBzeg8BUiPzvRn50J2PpnhvADGUhDp3VoOms5oMYdemnpKV0toxzORKbIAiXwuxsCYREAeMP38NGbzNGJB62s5a/pYiOGXCWG8IAg2gMrFWY3xpbkguJorcMwvzeMgBe1SmyrHNaJc0o8lAZZSUlHqaLm34ioAgR6xkQgrflqaF6O2PlP8KtSNv18te8gmGY5PT1GtONjfeSoIRpKd4qUbX8fMK6PfZ6pxJqOOipbNEv1praxjx5lJJ/j8yScIa4eonu7JODmoNOXxVHkM2ifY23mEfpc8iLEUDIPhSGDtfJag7CrljFKZGaffqWzabB7oaDoaZcrvAy4ixPjal17CGz/3s0ARikTz/sMdlN0ShhnDIScYDKgs0eemRLdQGX4JqmcuXUNUZsruxtoGTu7exYhpt76PbDyGXQoVqZHqYRuIT7uo16sIJbDOQkZ/DeE5EPErMMmZkmuJgSPXHalLOIrlWmF8e7S+m/+u8qZmF4joyoWVn1lsAyTFnD/nBmZLajOlynycEzpwK1TSOFpub4nSxwkiIXUeDWKcUhmeTqTojvMJ0omFeuDJdZsSMS6m6PeGmNBrBRM0mjVUmjXlFGspG3sq5eCo9GC+p9ZSHadHZ+L8XbWBtRpdX6mkUfYJHMfxbV9eLousm0nAzPHhPiKqSRlt0EaeBUtJQgtnlitIRIWEVRJvx+QVsSFRxyaf5Gi5VJuxkHTRi6c478SIPKqqUgwYiSApzCUQ5CHSTisJzDKRM09o4U/5fCVCbBU4Ou7JuMnyXYxnJVQbVSyVGdfgIKNUfeoJGlLhONEtCQdqQFL0pEBNwgtLYrGfctzmOCjGfTFbsxEgTji25PFQSi9+duE55pm4j/NSIM+FCqFGlaaFiug+Fjvqz0CBcnKwj3w8FHVKEDWwvrEtmQfddhsxbz6PUjqqX1TkNFd9zlCbW1dxfn6CuNsWFKW1sozVS5dFlE4OSWHbcrLTLpnxBSqtOsJqHWGzBZchTqxI7RmevPc2MOghiiqoX95AbeMqNl58DXE8wLtvvgXfD+CWp3jp6z+NuHOKg3uPMM1jkTtv3diW+Wb35FQWimqjhnI1RMI00KgFJ00x7LdRbTUxq1cQt/voHh8j8izMmhU8PhrIhURfipUgwNk4R3vKKaveHATKVEVLb2LheTpFi0xuh3bPimDIKyiLU4x6EjqpDcByxIfH6C7V0djahLdzhnSoAvDk+ZRk5oL3iFF/aPtpLfU1UIfaNFS+h/z3fGivSwdNsFTNtIKm1VtRMkk1PlqQXw3TQYqT+WZplCE6aUdLWwVF1rJYFWhoNlnVJWntjjzW/N5FZ1rV3WmJsXZQvaAh0dbqygCNG2B9pSFcpCFle0RCtFRXlAwFPQqo3qGPg4VJZQs//qf+CoreDva+/1vo7T5GKfVhJ2Nkg0TOI90vrZmjjLfE30ZU6xjmU3QmUww4f/+UBsiELJoiUhcqshE62Ds8FV4DN7eNRoST4VjkkCLVtSwMtPuqIBOax+ETmaNniqAT6hjK6bmYjXPBon4uoLo4EZsHACrTrkX9oK4dlfw8E6SH50mswXVxyONqnGCtC2gJEQhyQpTRnflaREqqQMEFSZpF+dLKElZWVuUzjJMc775/F1uba2Ki5kYtNK+8jJ2dY+zdexfjXg/NIsZsfAjklPsWaCy3sP90D912LoUON3amGB/u7MKyPHTbp+h3+uh1zyXV9+x8iFQkszbK1QZG+QTJJEXEcYet3IdJrOZYiU1GzSuJqyljLLgpOLMMd6428ZWvfQnrX/69GB71UH7vA8nAonpnPKGluOJbKMSJ94UxSTQnQiGNkpczLYlpVqu5jkMWxETz7AqSYSyKnUmcykbJUSyVGiSPivcI+RuUuaclMeUSbohY0XNdVfJbZWVvUE3dEui8pnmchVHuabdl1+HIgaNdmiQoBZByYFZpxSJYE48VCyU2lLwfhLOmpeVFjtNBht1hgrGq0sXLhNcYr3PxFCJqTlS7HCDJ6SEzkLTy7iDF6ihDteojKtO3yEWSWTIWp7eMrBPkG5YD1EhQFVGFssWnJLjdH4u/ysZKgMBxcdbrCfmW9vmDXoJ6oyb3lBeFQh2gUy0DCk+6A9QYrMPPnTJhmF4hjhSO43GMqu+JvNsuTRT5mwRV2t+L2k6tnzSEi0slRGEowbhuQUUqU6MnwlFp1mijUcLZ6UiQIjhU4oRoUokq61GBQVpgPAG6vRRW1ofXigTZo8cOb8h6tYy8yGXd90juzwrEvR4aNVc8c5jOzeODGf2EUuHxCHg3YeIyxL7j6HyIOM40WVeN7xKU8Oj5yWejQOGH59ZCBnO00kBQ40Z+Kt4T5VoDKUlfaaEitz0XLoO/LB8n+7sqHRITLF29gvWbt3Cyv4ODp88lS6HVako6MYOgOK/lwa5vUoUTor2/KwGDJMA6cY6VS9dRKgdYu3kbpbCOH3yHxmv3RYZ8/bVX8IXf9wex/9738OiH7wpRMghL2HzxJTRWN+Vx50eHWL+2hWprA/X1bQw6bZzsP4PtBdi++RJ6p2c42nmCdDDA9RfvYDTs470ffoJqGOBajWqGGY6GOfp5rm3WZwi40NMMiPHmeqe4P5rgEkPOUhLEtKmSTg4m3Guz+3dUKF0pL9A/PEN97Qoa62UcPxqJJTaTPBW6oXgMJvtE6Qa0+6PeFea4hDZ7EiKttrkW5w2unWTuz/0wFv4YUgYIIU5vNpqLoigqizZdC4fkd8m5UN4bCrlgN6mwDjU+UjkzjD7XHJULyIAZ77C3MqOSi+RHKUyM/Yp+D/JHFlOqjTiWsFFeaiAddlEaT2SxV4gTUQDNv5GYccphA8QrP4+VL/842kcrwL0nyHf3YPse/LKjbNZZqPIPERLmX5DkOJ0KCbo3maEzUSF4C1qtGpstODmKEKkOD49/Jj4G7HG2GhXJYBklatzF4iCmZwKLBO2wT+SCa9VIFjSDQC1GKsyaEhKquNaq40ckQz1SFT0q50fRXBVVUo9wDNmVfDw9ypE/xup/XrguChOaY/O98zhylGdrwz7laaPHQXMi9MWCdoHzVWp1JCmzVCzxjiByZAUBNrcvI05TbFVq2L56E/3zIzx9/BTrN88AdyjjmwltwqMqZv8v8v4DVrYtPQ8Dv9qxduVw8jn33Pxy7ER2IJvN0CTFZJKS6bFBSiNhgNFIwkCCBUGAMFAYhREwFoSxJAMeSZZhBYuUKErM7GYHsl+/fjnd+26+9+RYOexcNfj+tXZV3WfKQxmmAZK7+74bTtWuXTus9a/v/4Lhyf01Hg7FOwnnR6SoYzDsSGJ5TAv1gY+Tk1PhYLR6bL8asEUxMUUhl8DOM8begOWYMNJEFCBXah4urS/jwem5FGCYhtgo5PBHvvdT2HzyGdz7rVfRa09wzAXDiIVPJJMvb0xyr8hN0id9dv6VGoaNHYgpH9syS06CtNdSijASP4ehPP8soIV/RSWRSfv7REJFDddEMDqH55YUqZL3CydwfX7pOaWea8B0LcVHmVGRssgKLpRUvpZq5/GwszahxHCrZYTyrdfZO6agCTxTBXJAqFjhRG8SvTEwdSi9NrA/TnDMcU4HcYaJIpfzXhRSbZKiWmCsiYF+SBO6nBBimTDcOmkh6NOq3YFbYeueiwc+z0QNEri2jXqjhMJGU1Shvf0zOFMTrW5fivWnLq5IuB/dapdXagjoESNiBLq4hiiXiiqjJ4pRKVdx1u2jVLARh8p1teI5MqFT0Nsfx3BNG4kRCAmXWYRTZ4JRTNtBQ8Zyomx520GQkjxM19pU7h/GHySmgQG9usolSWbuDfpIHAN2UdEZNgomyh5r7QmOW12UyjVMowRlMH27CIs+J/RJSBMsl/MY5WIxF2zU64jDKXKxj2a9JBYRY59eODTOY/FNuTtT4yUOVZDExlJFzjXvf3IiTTcnIYEk7+4fd+Hl/5BY3Q/HfYnT3ty4gHjcRvcgRv/8BLXlTbGrH/a7cMs1ydNxPQ7KORw93BE767xdRmP9CeQrNdz81mvwxwOZASs2cwtMgRBpUlNeXkFpdQPd/hgHD27AikawkjFylGdd2kJp+QKa25tonZzhrd/4dyi4RVzYXMKFZ57FlRc/iXe+/Iu4+eqb2Fhagu3Y2HrqWXEEfOtLvwR/EGLr+pMolGoY9vo4fPhl8SmpbVzC2vZ1PHz/Wzi8ew+WOcXW9afgFkrYe7SLaqOJzuAMgWNitx+jE6WCjPAm4XQSCrFSO6iSawIgyAF3/BgVz0QlyaFsGgIPT9gPpHtiOBV4z3JVpLl/do72UQm1rTV09+9JVLnKQ1HE0IhT/GJWzVShJMrZVTeOtb+IaEa0MVvWblEFzlzKK+TNDHERngvfo3KE1KqMOn+1EiY0rAoJrpZUUaFEh8oyW9nq0zZfoSiEFaUJMyO9ZhkgCsVhsTYfcucT/EwKKd8vgwXmxZcqfFgapIKYjMNEci3Ys86cbCMqnyZEqFSyKyd0YxohffN1fOUfXEepksODL30TgyjAH/u7fwv3fvPnYNx5iE77LqI0FWdQXkf+OUyB/mSK4RQYTpVzaCZSzpQvCvHJ2lXqP1yhi6vo1ECz4KJW9XDroK2gef1dyTdR+a1AMFGqH0L9Mn/MWUXCd+E2z07KbPPVX4SSM7snlFyUOsOMs8Ita9MsKnMzBEgwMhZBREkofRVPFx1Gl8mNdXDd/Bh0AZoFSy7wafTFk8HdTlOMhzH84QT5Kh0+c5hwIqk2ZLyYRBGK1SW0212EvQFe+81fxOblK2I0RTXC+VkHx+dMiLURhEoaSulkGvVQ8IqgQebxyYkoQPqjAOMohuV50jZkR5UPEWWbXDgxdj7ERCSonpcKP6veuIzyYICIz2nBxovbTeSiKd781a/i9ltvIRiO4EcTWFzZRvTJUYoQdTo0eriQ3yAGfTRzmyqvHlq/f+Yzn8Dhzh1MoxB2roR+P5itzKWAoKJEV+jBKISdqGeMNvZ+fyzKMJKEhHhM+bZ4eAgIoJ57vZiQdg+LayIZOVMldWceNuSr6Ja0lE98Pmnkpp9TdY8kMKaWtLmJMpE8TNmltHYNej1N0fIj3Bn6GNOUTVQ9iqzE9kjNdZC3TWnzEKUgGuCaVFSlYtBZbFZQWaoLt4+W7EEyQGW5jpiRAq4KK6Q1AJ+v3mAsn7m+sYwDcrjSBBdX6iJq6HYDWQDz2Ph9mGI8iiPUKyzoEpGYuwUX3V5HWoyMRQhGLHpD2EZe7C6GdMTgGF5yYNYroh4KhwnGJKXSg5wSXc+V+zuMIvFUcRHBYiJxo6DG4pj3TxmdIBbvr2qxALtRgbv2BPyjfVQmHTH/nFhAtVYVpIgEeLdCNN1CpzvSTtEmRgmJ2hPkLVcWMVaaYHVlSRaN3aGPkIVqFCPvMXfHkJbVNPLl+tbKJZFkt8+HwkHyKjaKtQrGowgnVCeFPprcFw7+4BcojdUtrDU8tE/PBKakTXRteUOKC8aVc7YUvbZl4vT4GP7QR7lcRbXuysXod/t4880P5NGul2wU8or9Hwz78sAW63VMcg4e3rwpjGuicR7DovJFWKUanPoaCkvLONo/wIMPP8TG6homyRjL20+ITO6r//M/x969R7BTQ+yE169eFS7MrS+/IrK+i89cFTVH62hf9Pa11VWUak34YYAbr3wN/riP6y++iMrysrC3H9z8QH63qXG3TTwcD+FHCaoWCwZDoMtOlChHQ7GK5wSppJi0W98Lp7jgQFCUfNESx0XK+jg4cjApFD04DvvaIfKTCbr3jlD8+BXU1qo4edSWvidDBJWSR10DCSfL3EP1wKZWbsykIAys1s1qcMpkmdlaWktQNYlBp9vIfwntEjGYBeJqp8qZDFlQGSaJ6uPIknpnypAJHClg1J8F5dErd1VnzA3ZyCbhSj/TyijDK1XIZHk0GWF3Pvcr7ovY1nH1OgH2Hx5JJg8NnVSmjoattXurTO7suxMFmHwV7/+3v4Uk5XVI4DdeQOCtYHh6jPP9PQy6Y8R+IgnNVFKQazVOpzIJ9iYsTrLzrooMM9PnZhLumR+Kmq456Sx5LjaWKzhsDzEUxVBm2EYkRLWinCmVO+ocsdUiFhXC/VBtMI2kz8zQFsVNWYZb9tnye7aa1nyLeRk492thMZI5/XJlKgqczMsl25dWJUkSrS5qZZ+yM13wZACCDqyc1USUHrP3PR5hMDJRKZponZxgqVlDoVoX9KvX7WD/wT3JZXGLVezu7iGglLsfYnltSdAWSv2pxqAZFQfaolNEOB6g2+mgXK3KcblOHq3jloSDktozcVxsXX8GSThF694Nca/tUq5jQEiUdImt5nNYb5aEh3FhfQ2mfxdrnoP1WhVH9+7gbPdQuCzTcYxgHIlHRSnv4iweSwHPiAVV4KsCRQrnlAnU/N60Vyfvw4ARhWhWqtj74D14OQvB2NfuvGw5qWKd94nCXJRCT1qNVg7DVlegfbaU1Hk3BHEVfgmLDY4hWjWmQj0ph5/f/7MISBYz0r7V5oALZHcJFJS3snUcg5lyHEeiMTk7CRxtCc/FS5wa2O/5OA+nIvflRCmPPrkrpi2I+UqzIK2zOKGDakH8Xli0sP0RDAcoezUUGmVxuh0GEc4O2nCrJVUglpmXw8gCLgxS+EQNUrbILHiVsljGUy1Kt1u6znIfDNQLokhURue0l88XEMYBJqMRVpaqAhSNukMpYohG05+EvBpyrEiwjl1a5BuC4vN8uZYFmyiIm0e5UECn05fjL1AZYxtoVoqIJjFG3RCFWl6EE0E3QK1gwTSnSIMRrNMdlCYqEoHqn3Y/FP5iLmFbJgfTIfoXilKKWU/kLXKxRS7T1DCFErHS8OAzdqEzlLGayCzbPoWKi8hPRSLP55oy52SaYNBn8W6i0fBgFKhgizDwQ5HEV5dXJFn6d7v9vi5QllcaaJ8eotcbYalRl9ydUa+DUX8M13NRrFVlYB112kiSGM3VBip0UXQdnJ8c4+69feSKFWHPp1YejpdD3BuJNK6+sYmz01OM2m2YhAmrnlTijlcUcr1TX5KLuHf3Ns4O9sT3gq3FlUtP4vhgHye7B0jCCGv1Aq699DKaG8tCqj17uItSfQX11WVxGiQCRHJqo1GFW61L9Xv46K74smw897xwX4739jHqtzHq9uDaJrzVGk5InMqb2KLlcMiAwFQmHQ4ARDh8HZgmfAKuYkiImgIPwykauRQVy0CN1s9TPlyEX3PwWQmTmseYbvIbxmOc3j3G8tYSvLMBQj9RHhp0oH2MDKncXzP+AVdWMuBoxEXxTBXszgFHvViYrGqZrnNyZlyCmYHXAlAvMmGdhJr1sheSfRXAqAdpPUlLm4urNa6GxLiK5GBViGTtopkh5cz/JFvdZ66nivWS+U9lRu5zem2WYzNBSBtsHVNPWFbMpoSorFeKJIFSgTMOBHJngTHRzrHJ+U28+d//C8QnIQ4eHSEMJ4Ls8LSRdEtUY8RfqYFhSt8ThSZkoX9YMEzL1qFi8U7ZeW6KlbKLS8tl7PXHOOmNFT9Do1iZVUhWsMlaVM/4yihNfW8pUmRSyXghOrVav19tC6ouIT4vmN0tmPzOig9+no5HyFAUOZ6M+6yvvUyJIgVXZMoZEViryFRkQVZwagWTNvhT8u8cXNfCxauXcbD7UOy/aX1eaqyJNwUDP09f/y1sbF9BtxfgtDPCyE/Ej4QeMUwZr1aqmE7HGPSGogCJE0cgb8/N4/zkBKNRKAR2BriQW5HARH3zAj7xfX8MX/m3P68QIcpYDap6RoI2VGljv72MH/7xH0O7NcSbX/8yNj0LK3kDZjBAygkYtnBZJGdKJn1VLPpT+pzMYwR4vxAt43liXAEN4Uq2hbJno0/1TRxiEoyRI7GexYCgmrrNJy2YKUwagQm3RJHOJ2wzSr5P5lszFQmvatGqhZAy39N3nfYq4XGIoo0oHTXBCw7NajExR1vEOXZRySNjCJ8ffj45YROZ9PlqEs2jNIeOn+DRMIJvO6rtSOKoSe0TSbSKj0OUKjFTLNUoJc4L0ZPGaWzLkDMUx7GMwRzv6dc0HvoolpjNM5YWz2DIgD1THGN7Ax8llyILLgSVq2y95El7x3NN5EmS9RXPzCsXxJDRNVWLqtIownVs9M96Mq7yNAQ8d2y50h9JsoWoDmLrJBK/HJ6yaqMOw/I0B415TBOUad9vGSiUaaA2xagXilFdvxcDKY/FwjiMwBickpfHoHuMIaU/POdEkIIUhQnJvIzKMCQMkKsn06ZTcCwIerlcxsiPYCQhlmueoF9C9I61gzF9Ywp5BONEVGC0KmCiMpHjUT8VNLJeLygbj+FYiMlEsCpLTTiMa4lEAfAHv0B555uvYTQai4cI83JG7TMhkLHyy1eaGIc+LJM5Ew7q9Sq8YgG5iYWTo2Oc7x2hViigXPHQH/TRcG347UNUV8hJeQr3732Ao84QtZKHpUYJmAYwbQ9mvgy33BAHwd3btwSupPKmVKvAK9bR73fROTuBaybYuraNretPYxBHuH/3LuL+EF6lLlbKrfMz2PkiAnJZHA9Tu4h+Z4DT3QcoVUtormwJKffWW6/DsiyBo0vb28gXK7j77ruyCmevMJiaeHg6wCBkvLhecSQT4aYoDkA24ag+/UGUYoUwX8Q05FQbJqm8CrKt7aINr2DIw8tRf3TSlQeuuFTG+GFbFQoaSViItJlZ2mekxYy0mpH0Hueu8IgWJi7dZ8hYFJkPivBbmJCZ5Xzo12dMBbGA1ivpzDFlkU9CaFksscW1dj5xybFouDlLViWCkpExM1RCKThmM+WMf5JRMcWKXs+scoycO/U5IMmPDzIHGq66mJkkXIZAKSCCNFaEY40smMYQ7//C/1db3PNnyvODKBKvKycicYKcKCJrshCClxVZ2Vyl5KtKjZM3p1grFrC5UcRxe4j9NtUmDDac4oXnXsCN99/TabLa10Y8V7QB3gI8Iu0zroo16TQjGGcFpEK29MldaDsJKZbtAA29zMvHOYxCWxpygrIrJN9HOwmrt2k1lmQrzXtZcvXnl0Yb6mXkaDWhqS75VM53pdJAp93B2VELo5qJz37qs5jS7DEKsbt3iN3dAxTvHaJ92lKrdqJHKdUZd4UTkC/1US5U8PTTzyEKu+i3jpCmNoLxGMV8Ho3ldTzaPcRw/1Qc4mwzj4997vtQXLoO2yyIVTnRIRYPS+USkqCPFzcr+P4f+TE8/WP/Nxy89jpGj24hPN5Dnoum8RDBiCt3ohmcpLjoSNGaGNgLE3Q58OtFgEQbyIqAiCnvfd7zUoWKWZg1MXH9iWWEvR7CLlnxqkXEmAtOVGpRoWTpnOw1RJX5A4vc3WAOjqBTasFBNQvNW5SCRxHbVTSCel5VkZPxpCZo+yRd5rBeUSGFKvdKk2vloVSFkSj3mFI8iWBMbRXxYFuYUA48sTAME+yPYuwFCaZ0TmXLg8UJFSV01c7nBTEa+gGqjoWiV0dE1Ljgiv9T3jYQp8qungsLq+gKT4xICe90Eltp4FY2+PsIvSHby1NMwxCd1lCUd0sFMazHasWFnTelhUG/F6I8lUoRY9DcLUa9rha04chHxXUwiqmcS8TrhK6z9KWxpyEGgwT9QYKCZaBMrqSVQ7FUFIRFxovuUAixnjNFZbmJdmuEXBLDKzPjh9c3wdJKGV32iyIGXTviHXM+iOD7RJ884RfGvo9G0RNPGsqrpa3jWggC5TFjOQWMBqF4vNSqJTGLG/o01qPQgK2+qVjzs5jp9wZiUsdrxiiGERE+2nhUC4x0l3wgWlR06XRcqiHveLBZHNFA6ne5ZQvh35dbvz/Gt337x2FGtKzvo392jjQKhQxHt1RGnPHWL1TKcAirhSEOd3fRPTqRSpOkobR7hurUB/pnWN24LKjLjbffwoc39xBNaSVdkJ4l5Wf52jKsYh2j0QgfvPJ1kY9uXrmE9UvbKFQaGLTPsHfjA3i2jSdfehlPftt3IM1NcX7nQ3QePUKpVsbGtQswHAPl5aZ4jVQaS/LwnR0e42znATYubmP96hOYOA4+fO1rmAasrl2sXX4C+UIBt997V5COerWIWiWPnh9iGNKMKid90kHCh1ihDSwOCKbJRMZJ1ACGkwkeJTm04hj9SEHNIhckdJrGGPbGCANa2zsysXIo6e6digMkLbbTVPmY8DPIWFfBfNpwKXN4ZcWvV9Yz3Yf0VfigKyhWWguawKsbFeplukU0W08LdyIL/dMqHw0by8AlgyKLMMXeZztEJinxvtCkWGHfqQKJ31UiL+QfVGGyKPfMRCbcMl+R7NhUWEC2qaFbUBD9GsmF0ZwRISfaZLZbcEtlVNaaaF5cQ2OjgXzRFKUYJ0+2bnin0jfAZ1AXH/SYE+pE/GzoGEvZuHj4THIYCsk+s+zPjlV7oGTEVLBNAhTNKS6UPDy5XZek14dnvryP8kbxJ2ifS8x6ttrNikJVSKjyJFMByepaG6CJzFFUPZooOzNJI2FOqWzYKmKMu/o7Xzedm6ip/Fn5XUi2mjs0Q0UW1V66R/OR0kbNn+J7k4VVKhIKJ1c+cwqtUD4a2Xvr9SYub9Rlpek4wNoTz6F57SU6duD+3Qc4P+3icGdPCLBS6DPkL68SW13PwFKzgulkiNPDHXTO28pq3rJQLHHAd3F+uC9kU5cTXBTCqzRx4fpLsJwl5C0HSzUP1UpBVqTlvIVrTRc/+Ud/BM/98E/DbW7h6NEOrGEX1Tw5clxpTkXiSq8LP0hFqn4a5XBrEGFnGIlTNBciSc6UQkWZDWZONfxWqkjN0Tk6CfGjP/CDUkzROoH+PURzWAjMRD/SolFNzUydJ4WiFC/KZoDjBNFoXp804Z2rkDh59uW9qfAs1B2UdQH5cwP1QkHcVMVgLqHFPf1TKI3WCJpEXyvuh+s54vtBF1wW+6I4jIiG2hgnOewNQ8S2o8jTOmaCSAelrvLdchOUXFfaEcd7x0LTpg07cS2nWIZP0ilo6EbunCGr/82VuixIyBspFooyvvW6sRIdkFfRHcFlpo6pUB22X6gUHfWGEv7H71ArenJ+Yn8oyA2LRJKaSfgdx5G0S9nGYTQF0fBqxRNe0RmDZ6cxlpcqcLmgMbRLejRC0cqJhX1zuYylK1dw0Akx7gfimdNqjWBGAdZXihiEAbrDQMZuLmI6/QDlYgG1ek2URjRrXK4WEMNGtzOWa0jeIYm6VCnRAX088iUvjE6xI/KoQqJkLETJSbGkncb7IaTBpEiTp4KUkH/H/ZTyluT/8N6gaurwbASYeRTcAvLTBM1aSaT0fygQlJdefg7tvV0kvi83TL2xLPkF3XEgvdJasYoSJYSGhWGfZmkdiRMvmCYK9TIm/gATh/BUA0alJv2y3TsPcH7exRKTPsM+hudDrFy9gsr6OkZkKU5SnDy8h+XVNaxf3kaxWBKYr3d8JOjH5qULEgI2HgZ45+tfQfvkSCKsn/j0d2P58iV88MYrSMIcCq4L18wrKJJurSUXm5eflIjr87Nz9Ls9eKWa/Fq/dh3tw13s3b6FcqGEeqWKQb+H6Jy93wQFlxMd0NYTsKyiad6o0QUm3M4WuMiJd8oty0aZRCmT5DlF6+AqjCOdTzZ4yYNt0TSMDqcRRh0fTtEWZ1kOKDbVa1zVCNyvigi+X6YSmTkpd1RtjqzoIJQrg1jmzZC5jc74Ajqwj2dFJYtpMyq1ahN+yUILQaE2qnVEtEG+t/ZOID9FiG6U9EoMqpZdkz+TqjA99W5t+q6VKGqtlymGsr55ZhqnWxa6GGN/nu69nBXlqKX1pSLg2UNnpDpbjWbeQmVlFc3NVRQLFk5u38eN12/JClEEGGkOqaHi3ImMCBdAVq8KqpZChgoF/k6fATknWTtGb/r6ci4R7wVjiiuNCl58YQt75yPcOxjoUD+NrOWA47OjGSIiHJzMOC1btmRImViRc7JXCgxtjzfneMzQlEVy7sw6Ru9TFZeq4FwUBmc8V83zyeqShRafOkR9r2TZSQsoW5blk8mZqfBR++RreYW52p3gwYOb+M9//KdxfHaCykoR5aUnUHCX4Fh7qJSqOD7qoxv3Rd1C199GsyQkVibJ0vdoLFbkVwT5IIzNYxzQ1M2nTDYni43xWQd5z8Ty6hLqW1vYvryFb/7WPUTtfTSKOWyuL0k6cvusgyefuYD6hSeQX30Swc4eJke3YMa+Ss0dc0WawKdPDZ1fpxMcBBPcGUbYH3FhMRUzr4CLBLbxDEMMHqnEYAHJSbViWagLOmLDn0Q4O9rF0d0dNOmAK7woGjfqCybFum7LaMSR7jG8NxVaqfglGXLJc8/JnfeGW3a18eNEyOBRGCi/EhaQOitLzBiprpGKiTvP5NBcHCVSjNB3isfFcYUFHrkklsvyWSGU7KG3+yMcDWMc84HQvBOi2RyIuLL30xzyQYr1pYIsT4ls+VEohRmzbKaug3hqSAudxF+iGeKmqoMz/XEiDqtxGslY57hQZOoJCxOgVHJQZOI0nWcpCSd/wy6h3RlgpZKHOQ3FuuHy9qr4q1COS9M7tm94z1ieK1b/TKYu5YBgNEJ/MESj5KFQMjAcj5TCi9lqlgPXMiQKIZ9L4VTr4mXEtl91KY/20BdDuGajhq4fot1RXihMWG4NBqiuNtGfmJgEIxQmEYoeUKwWcXTUR4nSX17tiBb5KtOpzxhjprOXCjjrDuU1ZZuKz1QMJMslA6aVlzw3/lut5Ip3CvlWLODYUqw2KpLEzWTH885YkMSVSgUO0XoGUPq+qBL/UBQorf09lOwc6pWKMJmNQh7t8w68Mk9IDvVyVaCsQa+LUW+EacychSLsXAT4IxmI8s0qrEpDIMDdD24jDiIs1WsoeDl45XUUqzV4jSVZTZ3t7eJ47xC1ahn1tTV1EU7aaJ+dYNxrYevak1jeuoDB+TEO795CFEEUAJdf+nYYXhFv/eaXNOM+RXGpIlB+Z+9YBu1rz76ASS4R4m48HkkRwoe1UF3G/bfeRr91jlKjIRMeJ8gQrHI7MBwbz26vYu+sg+H+AGckc/HkaO8B4Q3wodesfunj5miBn8OmOUGR/UrLVi6s2qAsISJTpmkUw7kmsCcpYvZjmV9B/V6iEkQVrUSzNDj56yBB4XHo8BoSlLMChgOR/HxBYjHjTMhna9dK8ga0q6y0K7Tl+3xS0i0FGjzpDJBs7a26MQo5ET8EDWErFECyXtWKcBaQrPah+BTZxDnP21lU8mRpNOrPqhBhgrAkAmunzETsZlVrg+qr0I9xdtRHobKOjWc20NwoYdzuw3EeyaDFhFauStiWoyeJshTL3Fq1coYqHrZ4qLZSNIQZl0MREjVyQvhVt3Uu18t49tlNnPgJ3rl/JrbnMvFmrTKNImV/nnKwlzRZzQ/S10S1sGZ9PHXOpF82N2rLOCEzAxR9DbPWXRaDMItAWDjXGUqlCh5dEi6AJ4tFinqvNszTXOnZz2aOtZl6SLUP5mwUYOfgADv3H+HzX/wBCRbtHR3BWa/DMgvIUVmVJHCYY+I4stqlwsWzS3CpwoliDOm0HCTinUKJJYPQzJyNic1QtABRv6+kxgFluxNceuJplKqr6O59CRfrJp67cgmrzLMZdXEw8WFOfNFcM5j04N1XMDp5IMeQxBOM/VRW1mEyQT81cRCmuDuMse/THyOHAlEw2xZifIH5MQ6RBSpfSA7PoU5StJGTFS3tKp69uIZOb4CgM0ShqDkeGRI5u7+VsRiJqyLVF9RRFXps5wg6on2OuJAgWmjn1bNPeJbGYoE/nBWkKlg0e8bY2mQUhcqYoTQra00KNpl5pdDCXtTOLC4pp+Voqaz34qmF0dTAw1GAtmTg2KI2SeiSzUBOWk+EdGj1UKJk3zNE6luIOcYZ8HnNoiks+sawdSeqR+a20eME6J73UC45iIMQIc+lMLcLOOsMUC+5qiBLQzG1Y/E0lqRjBub1sFQtS5I0fUPWlkoys/YGCYyJiTGNz9IJykWLlSOG4QQes9JItGUenG2LcdqUwY90pqVvC7kpxlS4HxMqt0oujk5Iih6Ir0irPRZuWb5aQHcUYNj30ahUMJnEGAShBNcOJy7C7gBmEsCtWnDKeewddVD3WGjkEDB52DDhSUFG51+gSGM+TNGseEKJYBgtb4JSrSRtzqgfyCKdFnhOPi/eLeQ4FosOHM/CMOBCto7zVl8I/o1qnp6oEtgYjwMk/lhiWP5QFCgcUGuNJbiFPJK+CmhaWqOSJkSeIXhxjOPDI3GKpbKnsVTHxB8jSXx4xSLKa9uA52LvwV1EvZGc9EqZk3IEJ7+M6sYlcXU9a3eQC0P0T05w4foTaK4tS1Hx6OYNRIMxbNvG6tZF5KsNnOztSasm77pYXq0jMRzcevctKXDo7nfhiadQKFdx++Z7mPoDLDWWsP3CC/Idzh7tYNwfwMt7cIuMzI5xvnsLfn+IUqOJpQub4jtAE6Iys1IqbYynXQSOh1ItgXcyhhlFKgmX8S7Z6lefL9V2UZPIIE5wLzRQhyFISs1lMnIibHiT7pp0RSwb0l8VC/ZI5cbwu/JcUk3EXrfwO/QkOeMsyMVRk1hmXf84WpJNZvIveqm9wNLU/6wEz5kUVpUhwpHgip9ojO6Rqykoa8boz9TvkUA83W4in4C9acn4maXuLiAHOlOI23zyXpwes0lWSSPp20GoNiIpUTeAVKIyM4uUw6tId4c+7n9wB34EXH7qItoPKUWN5Tusbq+gVi/gdP8c4/2eaplln8ZJgE6qDP2jOogGZrrwW2yHKOt9WVCinMthq5bHUjOP9x+c4cFJX6SJVGksUnwz7sy8WNO+MLNwvTlheHZBZihJpsjS10arquZIiEJ/smu1KPjVN8fsfsigEjnfeh/ZdZjxhRbMfBdbbqq1mCElKq1XtTMpl9bcCfloXi+VkN3tnOHzn/kzyPlj3Hjvbey9/xaqVopCuaASp5lOTYTBzMFxVVZXubqqAvZyE1SKNYx7bTnXbJ0EshrkJG1JXEWpWEICH6V6E5euPIGwN8Fy0UWan+Dp516CW6/ByJfgpK9itUSiIjB+8A5O3voy/PNTJONIJosgmsjE1o1zOA6meMjU6pAtHTVolxlUZxExMVEySbqkxD1GETnUDGCZ5F0SGhngZqV44vpVvPrGA3jkeUhlYMllU4hg5mlEWbA2v9MIXmYBMFN0C0LLfViiHhIJdRAr/pWQuOjxoTJfMuRFnk62PEVqn7UOxeJQfa5kdrF9Y4ryj1wOaQXzdYK6smgxVctgEKLNzyF6QXKHkDZNeTaYXF3K04HbkkmarXG+0y1Ywnujz0gOdMSdSLgfF08c73jjEBFpVEuSeB8EKfKeLYh56A/EmI05qzx2upVPaOCXkpdBv6AEWyt1aeVwMhfvk0kOR4dtOYe0smebirlHYZhi4ofYqOXRHQRiL095+sSgaRrdp1lgJSgVlLtutzdGEvuo1Bo4agcoOIaQUfvdIRzEcCwXvV4gZ7JaKYoku9MJMKV9/sRCPBjAYCp1Xi3CDk8Y4kdVkCPnnmGClHKrpGaSyKmSYlSAiUK1KossI41RatQQUtF21FWtHpuydXqehDKuGCyWHUcsFRha2e/3hQLQLHsoFl15jxiqxrG0FMMxMeE/BAXK8sYSys0GxoMRvGJFzM3i0QiVRlMenBsfvCchS6w060t1xKM20nGMfKOGpatPou+P0N7fR27qYoqhsLFpzgOviOb2VZycnmPsDxAOhwi6Z7j2xFMorq7i9OAAg3ZLbmraJRcbVUn9bTP19GgXjfUNeCUFD/fOTpA3J7j67GU4bglnnTPcfOstsc6//sLHsHntSYSjLk4e7mJwcihVqV2pICQBqlCA4+TQWG+ivLSJOJdDp32KenMZcW+Co94YnRA4uLErPUGyyO2pIdJi1ZI2YEv6qzLg4hBDJCWTaO4GKVZNA7VkiqJriJMgnxIO7FSkWAUPy5eW0d9rC8IUjyPhuXAPruPAD3xNCuXErJAT+WmG9IuFtSYsCllWyQ7VHuYaHaUCUEWDItZqEqZerYl6IfMyEdRkuvBatU9C+FI0iHpovsrmwEEliwgQKInUA+SM16DdaxV/QxF6M06sUrjMs4My6asqaNTn9tOJSH/Zm5bVp4bINbMUyTSGwZbSZIr9D99He+euoC2UrebzJSw/cRnLy0UMmMJ62FNmd8JtVFbZDD3k48wihUQ+Pvj4iG2/yX64YcEzpnh2vSzx6e/vd3AyIkeAao7step7y/uz5pgO75uRkjNOR1YsZEzc7K2Z1HrWe8kuuC46ZoVKlrv0keL08Z0pEuxHtgzVmXnP6MLkoyZsmVNu1iKckYW1rfo8tVrFHoxGCd55+wP8aDJFvn4By40dFA3mrVRR9Erinpp3OBkpcnWtURIELPR9lCplffEniisxTUGKEYfQkIoHm2MIk39JAjRw4doTuHTtKfR7fVijDp557hIuf+8fRZK62Lvz36GYxsgnPloffhPh2Qn6R3fFTI+TS6c/lNbOaAKcpRY+7A6xTw8Uuc9yovyh6eMgSuTcDikLpfQTkPTphpGDR98RIiieiRc/8TR6YYLWXgvPsj1B4ral0o4ndIUVzx6VvMw7WF1yjT7xOupgUFW4aEdlVVGKQkPxwlR71TQcaWXMwca5G7MYp2Wx08JVY+yQSiWWCd+ls64mulP2LKo7VeizbdEe57DnTzFguShFuWrdSf4Qs5BMFvQ5nPV8sb3PW1ORC4vhJsiX4LViNkwoqGqt6CqEahiiWVRtr4DnlGF4fiIJ0ktlR+VZxRMxjOuOfJhTH9VCngatqJVKggqxaGCRSxLsaMAEYS2ZxkRIr6MokYLjwkZNWmsJzUXzjhSjoyAS7gztHQoimbbQohLVyGFpaQn7HV/M/5yGh+FgJO3YhGMK5eWgo6yLMAzEGC1lcULyK1OPwz4alTxy5kRaNHlpn9lSUKxefwat4yGC1oF+zGgfMRHOFds43cEYBccRh3OKiP3RSMi0tmdJqCR5fbLYZQtPFEBcGFtynwWieq0Jr8U2aYVviEKtxELdyqN99IfESbaxfRFBuw2YjpCS0jhCtbmCMBjj0e170p6p1UpiKR2eHwk02tjaxNKVqzg+OUanPZAeazLoolFw4FVKyLlF2IUqbn7wLvJuAeMOFTkWnv3Ux+E1VnF+sIfO4YGsTFYubcMrlhSJzW8jDAaorK2hurKOXqctzocr6ysoN6vo9QY42DmQwLDG0jKufuLb0VhZxvnBDo7v38Nw7yHqaw3UNq6j0FyRFfmDd16FaZRRaq4Ip+Lo0UNsX3sKJydHePfmLnZOB3LTc6UlkwFXjuScyMhMN0VaU6sJw1pAJGRSUHQTPAgTLFlA0TKwxMFLwAySUk30z0cobiyjsEKiMEOoaAOtmRsyoJnI0Rpalk/zvBpkY5NejYkEMbN91VC/eplCZxTHIVsbK+SFA1A2KBKOVu0n5ZVAImxm0sWVnCgB2BNmNPtMdaONpLJWE/dMgiyhTFlXybCmVQZZ80anwWaOqEJGzeS7CsmeB9GpSZ3rZ7q6VljXEsWYmOCjqhAG5RIj8DQZ/ogQTROVd+My0zZF62gkuTzkP5A8J++THA+tFBIEhciJMqKd2drrQZ+TDCfKSg74zLMX8MQTS/jN1x7iZExnHOV/IuqOmWJJByFm7q2zVXJGHNF2+ZmJ3sywbqEwytCvmSnfgtJpxkbRGJSa+xbeu+jSq5VfwmPKyJqL5FhdwC401pR/RnYCMqmx+rtSMs1JtJnqSnhNk6nkmHRHE/Qf3kb+ySKWNy8j3aDgoAzzS18SDxM6gJJbUCoWZGKq10uoFD0sLa/izqMdcfdMU65KbVgkf8FAYFtwqZKoFDGKQoQp1Qomtle38O47e1grBrj0/CeQX76K1qN9DA9O4E19NKvbnHnx4PXfwsmDHSQxBJHpRzm06ZsST3C7P8LxIJD7jhyIat6SBFw66g6kbco2QypE5ALHN5PkaHVmXWOCAnkHzQoe3PeRj30Ui8pmXewFaLMv9z/zb1RAJScvPrdCss1QjxlipgjgYqAYsx2mn19tby/W9ybRCl6lhbBPto9Z2MkzrNo9pEnTy0OZMsZiWCY8EylkWCaT1MoChOocRjxMcDyOsBuHmBp5QbAkW4jHk6ZCOmYQLF9Po01iJTQKY6s/8SO5PuRu9XvMR6JdPQs1Q4jHKuaDCPEEnpPDOJdHv9UThU4t74hRG1G1zmAgXiiuR4QoxnKdeW6RZCflCyXsnw2lMNparaAzYPvPEST94KQj7dyN5SWctn1ZNJqmgxGLUConSTpNYtTKjhSOcZqgWiqKMOHBcRdJYgt6Q65jqZCX17MgpgrLK1BubCJK8xgJQgEJtSyaOVzeqIJ0EIpJJEhTlFARjNjEwd0HGHYjFOxUyLYk6fN+oSqo26X6lWTnnPhsUWohhZDrYOyPMYlzUgwSyafPDBVmbLNRHu0nQKXiyWt5/u2cifOztgw2fjrBzukxwtlY8b+ziucf/aN/hBdeeAGVSkV+ffrTn8av/MqvzH7Ontaf+TN/Bs1mE6VSCT/5kz+Jk5OTx/axu7uLH/qhH0KhUMDKygr+4l/8i/Ll/rdsvb6PbneA9vmZ5OFsXLqEJBhj//YdgTeZbRH3Wkh6Z8i7Hqqra6hfuYZut4vBYCTmP7nxOapFSxANq7wMt7KEo+NjVBoNTP0+VtY38PRnv0PaN0eP7mPnw5uYJBE2Ll+CXWwi39hE5+xMKlurVMHy+gUxbuIN2Gguodio4Hj/FKcHZ/AcS0KTti9dwaB1hl/95/8Kv/4v/zXO7t1EeXUNK0+9IHHWVAK98vP/Um7Kpc0VuAVbWK9PvPwyHGeC9956G8cH57DjBEt5CzXbQsmkKZoa8Cm5cwgBa/8IGbgnC+mmYkGtBvGzZIoH0QTHIe3ylXMiR0NClxyNDm/uw1taQWW1LP4HXDyyEGC7RGWIcGJRa9ss90YhH2rCUfJTVZyoiU8rcUQ9oNe4M37CnCHJjsSMjCn7VkQ4DoL6RWKSpLgj4ggiDyyD0mbpxHSTnVmVqfaPerdq/WTS59nDoOFz5VmiPkO4ILI6XGipLBRifHs7neI8JmlWkQsF5ckwGu3SKb4YEj/ACW6KwI8x9EPsfngbb/76K2LMphv+Mukrrxbl7MoiiEqeLKVcqZTU5ELUZMW18PkXN/GZ73oKrdTCIwY8coBWVhfa1VMjT9raPsvboYpGjNIyTCvjtehJfUa+VSXeTIKswh1zoghSrZeMU6JVUepvuo5YaOnMBTeyiaRViL2ZC63ynVHRknOvlBkakxm46cymGR40QwZ10SV/V/L57FqQ2Mci5e67b+H+619GLorglNZg1S8LVN2oVsSMkIAdfTfIAXBsG5VyRd57ZWsNo3EH1WJZVB5s5zgkd5oWmuUqlpsbiHwLhckAX/iB70M+78Hf+xDT9l1sv/jdEuSWtBiFQAxggl7vHIf372Fw2hYi73Ac4XSU4H5viPd7I3zYC3A2iuWe5WKj7tqoOzbKjO0wKJWdimzX0O2NugHUOSnLPTfhug1PP38d5+0A773+PhoO/VFo0KeLb8r9OdkxNZgVj7i7KiSS/ya5VJKVw6ydzBxPG/uxeCCni0nitMcnmZWFBU27WKCYCh0TlQ89Vvge8tEIofBZomyXv7TBkCyqhLNmyENIE0nF1pvCLBXRjoF77aGQPkf8TN2+JjrKXZCYydbDcp6W7gY8lyhDLMob8kWYqHtw/xBG6GOtZMvzfN4dIfVDGSv5Xey8gyDJYTwcYbXuolJUCs4a20ZpimrJESWQIYGBhrROKX2uL63jpO/LA7pUprNwjKLtinNst9+XcXKtQdfegUJTLVtUdbvtkVx3cnLIm6ESiOh3nqnnMPHoPMS4R8+SCfJeHmWXvJQc+kGINI1ESswxoz/2MfB9uRdZgFQYNsiFUAIJGiSvhSMK7xkqhCL68w3H8GjvSTVhNIbLM23ZaLX6sI0UpVodsWmJT0roj2FxbA19MRdkRAPbWbwHeC2DqYGWb6I1iCRWgE63Jj13ojG67Z6gYwQHHh72hYZRX175vUFQtra28Hf+zt/B9evXZbD7Z//sn+HHfuzH8Pbbb+PZZ5/Fn//zfx6/9Eu/hJ/92Z9FtVrFn/2zfxY/8RM/gW984xvyfjK6WZysra3hlVdewdHREX7mZ35GeA1/62/9Lfynbnfe+xCry2Vcun5NWg6n+wc43XkkxFjKip2JD69ky+rfLKne771bDyULIBIILUa1UYRXqgJuGTQWPj46RTQMYUz72LhyBdWNTYwGA3RP9zE4bqFcLGPzyjWsXNrC8c4ubn7z6xj3e7j6/PPyQHdaHXmgGw1KEifY2z2RB6S5tqrM3PJ5sTq+861XgdTC8y9cx9rlLeS8JRzt72JwfCjV+JWPfRuaW2vStkpNC41KDWnk4+br34Jru7i44aFT8JFO2sgZIVrjULw2CpQB5gwMWGDoxF2Z7AzKEZVUNJsqVMGSw26UYskyhCluFmxULWWIxMKDBUjrcIDm9irS4AC9Ft1bVRuFungOMnQxZUWtVjREcxSJVVZN2mdlBvly9aaJc4+3B/QEs9jq4ZYpd/TrpF2USWo0CY//JsfCSUw8FdREx4mGUD3Jqjxm/mIGSI5IBREJTXCVCVWnrKpNG99r6asgGtnkuLjA14fBx/80mgiZskkjJVE0KcRD+XuoCVcQJSmkMkMq9tDjmQGcSEY1OiWS5UlOEoVjriIFVVL7knyLHFCiVNZz8KkXLuHaC9t444Nd/PabuxgGVEDo6Zn8mAyl0kVi1iJTYMi8iBXH26yFNVMI6XiCGSlkgSgsaiItaZ9xR1RxkAUwPlao6mIlQzeyLUNsFDo1P4651Fi1zrKPVxPfQt6T7GSuCJr/PUvQ1SGRjJ5v9fDG66/jhTQSTpjHHBdvLP38ZsVGr29I6i1VXs3lIuq1iqAVxjTB8toywvEQy82aSCs7p2dgrutazcM15mTF5I2NcO2557H5wucwHAQohi1sXqrBIiKTJhgcMT39CGk4QXcaSDncancli6WbAA8GAc4j4JweEmxbkABrGaLYaXqUiqpCosesk3giBEWqQZZNA1UW5KzjZeFA8qWJdjvCydSCE0Viq5B16eTxk5ThuQN0hmjJfSPop2pvsl3OvB/JQBL1m6omxOCRHASuosW0TbnAKuPEGVNJE+hVoZK5zbINJ/eypdVD8jYuQET4AdNRqd5mrYwhCtjrt3HCMYcOp4IcTVCgqiZvC5mYRZop+5nI4rTglRFPmEwNIRz3WiNZGCzXChgEPnrBBB6La4PcD+YAWfAj1Q5dLVhwXQO+PxJzNir/SJKeMCLEYtZMXWTf5GFQWXR62gHo6M30eVstvIjCDce+tJVca4o81aJ5D+Ngis44FEpAhXyWKEKjWpDX0+jP4/k0bTza76M3iLFcYjGaQ63E9GMibKl0BCjXjZIpxkkAO+8i5zmC5BDTYSuGeT+n7R7SiSvngHlLlBRz4OB9SEkxLQziaSyFNDQSwn1TiEF+SeRHiEKWSlMxg0vDSAIKSX5l10Da5Q5TtZlqDCwtNeBavBaKT9Rpj5CSSF6w0AsicThfW12RVuLvSYHyIz/yI4/9/W/+zb8pqMqrr74qxcs//sf/GP/iX/wLfPd3f7f8/J/+03+Kp59+Wn7+7d/+7fj1X/913Lx5E1/60pewurqKl156CX/jb/wN/KW/9JfwV//qX5Wkzf+Ureh6uP7M82K5/OCddzE474gNPKv36moDZfbfplN4KxtSne7ev49kWkYy6qHISrtUVnb2po2z07ZYVCesmBsVbD31HJxCGUf7+4gI7QUDrKyvorF9BflKFfffeVss8JnQuLq1IdJkcmFoAUxrbPY2GWPNC19tVlGqVFTEcA4Y7B+gtrSKtUsXUV5ZRqvXx3RwjPF5C265jgvPPI/m1obYaZskeiUpbrz/Ie688QbGXWaoGOi22rIC2lwpYRilKCYTmYh7fiS+GmzpcGAlrJnld6kJVllbK86BCGwxSHN4GKWoineGgSJVPcKF4D4NjNpjLD1zGRc+XULu9TsYnrI6nspqQPxVOOJM6DSgXaP0ZEgOzGNkRyFlkudCmcvcwE1+rIuORTm0+q8iPM7sVDKZqlbvZJJHERJMMikxJzcl/WTRIbC0NgtTpDydPaIVPNwyQynNolGWzvrvMxKw2K3rFs/CMRLloD8JlRbc+UreRJ5GUzo/R4E0itsTT1Rya2ZLLpySzKpdOMfZ6lCZjEmLRxuz8fMEaTDUaoiDc6VWwnmQ4OE37uLWnSMMw0gGNDXpZ4opjZpplqnOi9bnQslSFSifkVSzJ2zxW85bP4Jk0UNDTzL6wqgfaRhGSbOzWIIFTvKMHL3YGtLHI//l988KQ/X6bOrMgiEz35nM7Xd2g2lkUNpK2fFrh1MhiE+mOO+PcXp8irs3b0g784mXDPQ7H2AaDuGZCS6t1HBg9MWyvNWaolrqIy4WsFyroHt+htVqFZcuX8LUtOU2rrge1p56HsX16+i++x4uf/w7sXz5WeSIuhw/QHRyE/YWL+QI52++jYO3fgvj7lDs1CecgMmbyxdw3O5hbxDh3iCUZ5boSIaCUZlFTgmLE4d8hySV9HJa0ZcMiFqHcmIqeLP8IzNnYkDBRbmIW791F2Vy2tiuYRAluSJsh+YolVapv+K2rIK0VGuQPB7pnyhvFE7GgsLp+AkhJFvzdG+2fDIFnRDeFnXimj8mfDSOCQKBacQ3SUXJZjmW5BVxRc+/RxT8eTbMy09j94272B0EGFmucj1l+KvB4Dzm9EwkLoDuqpZwsYgs0QqfZE4bYZjDaNCWZ6WxUkXgh4LiLEm6cazOr2OKa2zJtVArseRUzy4VUBQ3yPdhwUdvFjeP1sDHWo2KmRSjbixp9C59aybs2NFKD5gwKpgtdrZ2KRG2bVlo9HwfYxZCQlRlEKIhNvsRLejZOkMspHuEAS4sV1F26F2Sl3Poj3wUbAPFWg3hdCKoPQ19BgEVQT1UHKBSLwmfjanG0v7JMUE4UX5QvLwJzfA4tqjx2nFcxBMDEVWaXg62V1bWETJGs33GvKgQsQlUikV0Q8Y8sDiZIqQqc2LBcwool6keVM6/lp1DqzsUsrFpujhoDZAvFXHh4rKE3Pb6RHh/jzkovIBESmhaxlbPm2++Ke6j3/u93zt7zVNPPYXt7W1885vflAKFvz///PNSnGTb93//9+NP/+k/jRs3buDll1/+HT+LJ4i/so0sYW7PvPwcjo8OcXz/ISa9kfRjvVoRK5QOpiFglFG9cBG5UhPjfgf5al+MbwpmQS5PvljH0J/g9HAX3XYb5byLDUoBr14nuIEHN+gUG8Ohgc7GOmprmxL09c5v/CqOdk7g5E3UmnWct3tSFNFzpbG8DCPvCqpComyjXEChWpLixMi5aO88xKjTwaVnX4BTrSAOA3EJHJ2fwSqUsPXU06isrikyFL0NCgb2br+H13/tt/DUMy/h3vGxhHhJsmTexTs0lAtC4cmMAl8eOMJx+WkOY5kAswutJv+MOMjVcabr4GR5FE3QoD8Mq2Qnhyb7yynEjbGQs3G+52PzBz+OaRrh/ldvK9SEAYGpuvkl7Xey4DQpn0oK20I6i4I09PJtgdeQvUI4Iyq3Rq2AFdckQ0TErXXh9VnbQdowsisG880nX9m0f4pGrmVlqCZrRQgVv5MFtZN2bdDOpRqk0QOtcjedPMaLUK9XnJRuCvEDIGdkk1CnrSYDyTtK1cTKiVvC6aUoUYRaRTzMwtZmh61ShcXETU0U4pBKcyVbDdDkDBy3B9g56wsJL5OJZ+hB1rJRk7v2n9B5RrJLgUgyMp9CmeYYhEausiItkwzPyCfZcc6hEC3cmN1X8w7y40TbLNRv7oeygMrMQhwXhV3zgnDRsm2RjrJ4L81dbed7V/uawg95jkg27OHmm+8IBL20vgFrMoZNEqppYJlOoEmCYr2CdqstoWiDIa2/h9i+fAHr159Hv3eOcucMpbUrWPrYj8sKvPKIyEgPpQtPwkimGB7sIe7vYpqsI374Jh59/TdxdPMNBL0BqtUKzlodnLfH6KQWbjNXxif/hFJcjhUqFoLXlG6vJU7CtolenOJoGCIIIhRzjK3IoZyTOMhZPcBJGpMY3/3FL+Kbdx+i3+5g26Npm1JZsL3E8U8Ri3XQYvasZFdC9qFDPslFYWGSPeOZ4k3nI80ytDR6qtqvis9FFFD+RcYG5ZmYeaqw2JGWKINODbqYqvJTkNBoirExQbJ7ivv7JzjnIdGZGSlKJrkNWQMvJwU5n+W8R9dVRaTnAmUwptW8QjWWqkWERFiYY1So4qzTQyWfQ6Xi4qRDJQwnYCIPISy2dEwWTKEEvHZ6YwniozP0WXeA5UZmaDadL4YsWt2n0rrlg0UjzS6RODrhOlN0mYbcjZEjesBVBvkZcQhPCiW2bCaCftiUPI/HWG2U5Nws12x5TvutAcplS6II2r2B8G1MpyThlyRy8720tOiNYkSjELVKAWESiflbSQJg1fn28iYS05X7h7lTOcNBpzNA2QHy+ZrwSkg4pmqKLTnGQbCdVK0WcD7y0R+kohB1rIk4ji+tbGLU7SLxAyRTmhS6aJ8NMLEdiWI4b3dRqJewvFoT0q0/9qVd9ntWoLz//vtSkJBvQp7Jz//8z+OZZ57BO++8IwhIrVZ77PUsRo6Pj+XP/H2xOMl+nv3sP7b97b/9t/HX/tpf+1/8+5vfehPd03Os1DxQYm4XbGxfv6h6qraL/MoFtIcJ9t97FaP2OapOipV6FWkuRb6+jsOTM7TOe4iDAS5cvoj1zTWYhRJGQR83Xn0DhmNhZa2Oi5eeEZXK6d4ODj68i+5pC5sXt+BVK4iSCI28i2Ilj1KpJqQnOgtajguv6KHcWJH2A817Dt79mjCZn/nkx3F03sXw5BDBcIher4eLV65j8/kXxOWQPglUI20+/yLufeNL+K0vfxXNzSu4+d6bqNGB8plrKFTq2Lu/g9Wyg4LpYqfV1bJCFVzXmSSPtXRUb15twjnQCISSAtIELIdbYYSy4cIdx3Aq5LaYokRKIh+9+/exe2sd208+jcbOEU7utjTvQwDA2aSPWScnayMoHEKGK3kBJYpqJaeiRdRUJkodrb5QB2x8ZELU9vMsVDT6IgWXZmDKM6+LlckizKxlwWoA5mertpdY4UuGh2pFSO7ILEAw+1RdeAnYMR+Is/W72vS/aYLmcJLDQ2ZSpCk2Co5EKHCCIWRNOJyhYxJrrhEqsdyXFs/CRC+qJ8UBSUXOnYraRlJ96XPCVTA9XuIJBpNUJjGh1WruS7pQGmTkYhUxoEIehTPEVpsch6pbNC148RvNggHl3xaM0GbKnkyWnXGL5DypazBPhF4ATTRykk2k82+cme8tFiz6d+E3LRQrWeaLIHeLyEx27lSxN/NLoQGXBJzpWyo3RWsUY2OrCn84xtHBIwz9Niy6o1J6aTuoVAoYRoGYerFN4g9HyFkBXnruKl749HfBee4HkO7chHHvEaqVBkyvhHQ0QqO+hb0btxDt30FsbmL31V8HYh9eCtz76q/i4RuvotvqyX11etxBN4iwNwhxOIrRpVfGJEXRVCoLtlK4cA/iKfJUT9gkzqY4HY7l3+h1UjVUWycvIYqqvcE8Gl6BWrOKccnCnQ8OUJumaLqWtE6EyyX3A6cgpYQR3xN5jhQhXUAQrrQzjpa4Nivk0HTIP1NKFxbIwvSZUvWkr6Sig8Ego5fnnYZqvA5sp+jSVbWU2CJRoLIQ9tNY9kluB8m7lLumcQE3bn6IwyBFJ6VhXYiGRxKuJj/nSOqfqhgJpDgPYthpThAHolA8LhLIl2tFjGJTgh05Lu+ecy4wUK5WJM7EyNlYqxbQ6nSwVHVheg6GnSFW6yX0okCiSYhudIcjbNRpX8HFMtvKtI5nhIIjGVyjWOXy1Otl3D9qwZ7aKFlqjD3vBIjo0F3kOAMUjQmKFU8MRAuuhaWyK1xD7tMIYlFVVqoFpJaF/d2WcM1gu+j7EYJwIqZ0HfJDxqHkNpFS8ei8jYJpo16mOikWbyVmBNE1ndlLXBgR+aQZHZ2hec3oxeKYFiwWd3SyHnNkpOS6inGnLePN2kYTLX8MI1S+OmEwwVrTQ3N7A+cHpzDjsdwT+VodO7ttGDmiRxaOez6qzSa21kqoFzy0OgP22+T4fs8KlCeffFKKEU6qP/dzP4c//sf/OL72ta/h93L7y3/5L+Mv/IW/8BiCcuHCBZydnOJSvYRc7KNULqK+viYadKdSwsSwsXP7Bs6Pj2AZDrYvb8M1IniFBtJphIcPHsAfBvA8D5evXEel2UQuX8JoOMbD99+THun2tSewurGKcbeLo0cH6J6eSGryc5//nKRjvvf+TVSbdSw1qnIz9To9xGEMl8VJtSxFBBMsW3s7GJ6ReNtEdX0T9+7dh+0WQWsht1TC1WeeROPyM5KYPDg/R7lZR3P7CXT3d/Hw1j2JRd997ybcoo2rz38c4yDG3Vv3MYl8XLuygQ8eHOOS08DZ+QDtUYBzTmbctzFB6uSEmMksFwmPyzxBdLIv4WOl5gD6KfAwilHKmSgGjAnPiTslq/t0MMDht95DufZpbHzqJSTRu+js9pSjakJIlO0VpSDK+s5zBF6vrshTYVS7nrky8qQYSGr4OIP9hdipvVS40UAso7Nk8L+a4DXeoZEWkemSfMeBUJtMiXRSzOqUHb0MtMKTMZBy9SX+IsrqndC3Ch6UnGLdBFOTnnqv9lzJ2iZ8hViuazIsCH0Ch5MpekmIpp3DRWYZGanIWCexEvISguZxCmqhTxcndhJjaWSUTNkfTgVqVQkh82BATlASSC/HrcLYWDQIKiYTjPLHVbwRTUIm8VF/gZkTr/5zVnjMa4SsjbJgfZ+1wjSJV9eP6nxknTp5kSoYM9fRefWgYbGsbTNDa7JNl3yLMubMeE8XRxkyknEbJBV3IaNphhwt8ClyeuJWBas6lgf7x3jx6Rry5QIG4wARuQWugUlMxHEEwzZQaazh+PQM66sNaUVYNIIkpOjVJAwwNgpiuz7qdVGPQwxP9nD4wa/iwlIe49M9tHt76O+/LW7Uh49uojVMcdobouenOBuGaAUxjscx2mEkkQZEQNmyJteF/DmiZoy1J2GRBnuhYeOEhpNRKkVI3ZiiYRii3FE9lxRezpA4AbqV/ud/+k/i//Xf/iz8QQ9PlW14JpBni2QawDIKopzh80SZcdb6mxkIE61jy0ff5xmSKZ1cQXgUEsGKR6UTzz1UVA8yB8t1EIXUsymzNbWAUUGhFEXwKZCih6ofkyGseUSjoQ4kzMGoN/HowTF2uinOE7pWuyjaNlwHwr3hYqdsGxKdQILuMGKoYg5515DwRyK7Vc9G0XFE6WhgJCjU0UkXZdvESrOJ4/OWOHrXinkg9bFeK8MqAN3+SNKih0OqtRwUqyruoFYsiEu5EYeo1KrioFplEKFj47w9Es8Tfv6Dow6ziMVZlS3mgJEF5AuJrHiKBqXPlnLMrngOyiUbg5GPCSVFjiUmckUWyWkO5wdnWKqXpWXS2ukIAkYr/1yhBMNXLT6G3x602zBCE5GZIGScAFstYIYbC8JUWjrCWRlGwkUh/4qtJfqXUDVEHo4fpSIXLrhMe+7JeN5YboL4EvN58rSxp4TdYiEMDM5PYFGzaNGDycajvROU8kWMJiba4wSVWgEXN5tiLEeSrG3ZqC4ZyNG6/PeqQCFKcu3aNfnzxz/+cbz++uv4+3//7+Onfuqn5MtRIbOIolDFQ1IsN/7+2muvPba/TOWTveZ32uhCx18f3VYrHpx4jLzniZnM1HZQ3bwAPxij2+pL5bu1tSkPnmsk0u+NYOJo/0QGo5W1JSytrqDUZLBgiPbxKcatFoxJimtPPonm6iqOHu7g5MEuRt1zlDwP29euiUfI3u17KHgFrK5SAjzFAfeZJKjV6yhX66Im6R0f42xvB27eRnN1DRPTEpvremMF4/EAhWoBxcYKqhsX0T09EmLq6pWn4JaKOL1/G7deewWne22EvQEuXd3AysYWHtx9gDgYYWNjFTAK2H+0ByMMRJbMSrwzonrJRD8mFMeJTrmsuppcKL+0lTrHDcqQs2mYssLWBNhJJij4MQqWhaZtySqF9sw4OsLtr7+Ol3/su7DxsQDh6B1MTpVLrEzb0rbUuTaqLyBSTUEnspaBnmy4ZQZRqvWtybKcZmlTr+GYrEWRmYGplZO8W5HzdOaQQlbmE5N6s1LkSIskUw+JHDmHlHwxSimlJaTIsvSZyRCZDFlSCauz3WkDuAUS6CxOTbVtMiIoeSl9klxjYNj1seLksFQgT0AprDzTEr+CcZxIoSH5JFNKjyeac6L+TXmUzHCmGWGYhUyWQcPii7kjNBNbXqrj8LSLkIUNSYnaR0Ts8zlIiIMnTd8WeMsL50uBFPp7ZEDJwjM34+gIIjMnvGo3lcU0HXUtdCsvc7zNPEs+0vWZ/3mhTZRRSxYTqrPPlxaY9sfJ9jD/HvPimNvM8E8HPB51Bzhvx6jU8ugPY0z8IaKig5JnoVxxxVwq5IS1UlcmhbIAKsErlMU00ej34B8fIOycwWisYnjnXRzdeg9R/xRDdwnjzg3cef8O2v0B8kaKEUz0khQn4wRtP5HipBcCHZqxyZxEvwhTISi2IXbxfk6TDSdM7o1wNhzLOS8zlyWXw7JhoTBbANBJlaF5bK2Y+LYvfBv+5//wNezt7WHbtkS9Y5vK6ZheR+LjIk7z5Ljopg4/S7Jw9FlekOvP6UPaf0jUXTPBu+4LEf1Q+VjicBvQrVWnnUvlrN+nyeJsdZgsCoXcOkXIlralTBRzpSKGtFnoJkLgn1ic0A1xcmWyNBWLHOuIarDtxQUBCyqiTtxf3jJEjku1k2TmJFMUaGI2DsS+nUTZ09MTNCoFVKoexiO2grglSIMpqnnyiyJ4RRu2RWMxXwoZyo3ZQioUCxj0RmiyOPHyuHH3CFXPQ6VeFFRsMJpgo+nCQSjScSIZtkMbUBNlhwtHRYBP4wCr9bI880xXluc9jFAq5SVXqNvqIe/mJOqAxV+exmpcOk1yGHQjFM0JyvUCeqNAQkiZYMyF53A4FqS+ULSR0ObeK8GnCVzgS36b49nii0LPLxqJ5mh0FxLlD1B0beGpEGmpN+tojyMEvZG0/cWuI2Vatmg9xTKDaAwLMOb+sCXUTSKElo1Cs4LVcglFyxLpPfUA9AdyyzbuHiiKxv8hPigcJMgPYbFCNc6Xv/xlkRdzu337tsiK2RLixt9JrD09PRWJMbff+I3fEMky20T/qRu9J2rFMtzaEqobKwgTBzsPD9FrnQuLPW+q1UZxeRVWoYj+cITu6a7cfI1GWbJ0CkvL6He7OH60J5AWiVDXXnpBqtIH77yD/Qe7KBVsXLi4zh4SokmMdBhg5eKW9Cf7p8cSKU2Z4vL6JorNOob9HoatU3HyYxussbYOn4x3y5GVAwejcq2oesyGjbPdhxiNfVz/1BdgFlzs3XwDt15/TfJvwiDCpaeeEMj0wa0Psba+gpXnnkAQxjg/2kO9VkbJyePeozMVpsVVBHX1BkCNgHAtCK8mi2RZ7fihl0xEDzlxkkU/nkzxiFlBJuCNUjilHGqECNkqoMvi3gHu//YHeOKz17H5Uh8Hr9/DiBpAIVblpB3BjQspaYtoYzZVpHDVq1AMFdyXKQIyrgNX8xkJVhcsGaFXq0/EL2VmpJEF5mk3Utn3gp/trC2jV4eE+7XEklwOkcnqFoBSO80nS+GjzDMD9LGpoo6vZfssMwqbtT5m5OM5wTacTKXoG6dTnEYB6raBRt7EWrkIM0oRsI3DIoVeDzpkUaEoShLNYkVxh7QyasZgnZMQOccUXRPPPHFdJIw7Rx2ByTMlFL9G0cuLE/Bas4KLFy7g1v2HOOv0ZxyfeZtlkXQ6Z3ZkzqKzdsvsmi0mW88VYiozR19ZIT9n/KTMB0cdfHY/qjdlJOTHt8Xk6+zvWc36WEGapU1/5Pjn7BT1J6J8H9w+wPd/94sY9sfohWNU1jfg906wVq1ifX1VUsIZxEnrdNt1xSJ90KdV/AGsnbdxfvs1+CMino/QO9lH52QfZi7G/jjAwXELu4cnCPptbK2VsXvWxu7JGHfP++iMUgyCSByqiZBRklnJq0KbPA+iJQyKZBAgU3vZ6mA7rmoC29WikDxtZrnoIo5FJyF8rknDdIpnnt6WtOM337mLPG0K6ArKcCKNjLiOJyZh5EbJM8kIBPFQYt0wb51yLFBAlOYvZaRqXezObI1E+q9I6MKTMnPCWwj7viCYWf2jPj8jyiqnVLVuUAsLSStGKnlU8WiCD4/38SCI0JoCnua+UADAyZ1pwjQ0owpgHASYkPBLOT45HbYj54SoCAmlKeMkCg7G40AiJSrFPNrjADXmJTU8HLcGKJoMuFMoZPYklEoFsZMg15KIFDknLKqYSxbL5xhILRt7Rz1USmUpbml9Pxwlcoz0PWG+j6DWRD0YaZFThVXIyIQwlMwf4eQwlNaJJYuotlRHq92DFU5Rpv29a6HXG0sby6uW0BpFGLSHqHuUU3sSdRCwaPNceITDJUoAosRJ0wDlchETx4XfD1FmenKtJGIQtqImLIrTVAoaZ5LDCou1IJD05Hy9gLP+GKPeGGXXhG04ysRO3GIN9bmMYwiA/iAQ5Jr9umCSwCWpvFqW+TkhehOlqDC2JZ/H8dkQk999FM9/WoHCVssP/uAPCvGVSAAVO1/96lfxa7/2a9ID+1N/6k9JK6bRaEjR8ef+3J+TooQEWW5f/OIXpRD56Z/+afzdv/t3hXfyV/7KXxHvlN8JIfn/t3k0gymVUNnYwv7hIY53D2CaeQn5Kro0KsujsrQkMtABe7f9MQoFE8ViDdtPPQW73MDJ4SGO7t6D36fnySo2r14VU7WHH95C9+QE1ZqD688+hYEfy43CqGt6IHDQ6HZPRRdO2Gt5cxNuqYDeWQu+78sAUG40YHkk3E2Ro7EODYUqZVnJTJ2i3EzD80NYnoMnP/sFJOEYrdsf4Oj+HRze3hHt/lMvPovRcIhuu4XnPva8hAqe7O7h/KyLjUvrcFDC6eEpKtU8mLQtvhmS58AV8wQlAGNyYHTarpQEuRwisWlWE44Mbroo4OQxyE2xF6VowIA3jiT51rKIsLD0j3D21g2YBQ9PfeZj0nZ49Oo9TLoKLiZBT6BgrZrIeJ/KXl17HWR+LNolVoIBZ74WbO1wUFZ8CilidMKqDKQLuS8Cqoh0MUMSaJOtijSBpPUrBTGR/ZLlzwNLYU9N5QeinXBJIhZRkrSBVPoqz1/GglGv1bb+0gBSbaTpAs9mxsPRq0X1nVUJRpCZ90E3TXEeT3E47qEosk2+lkiTtmdn20lQFOV/wnBAcQEWvg7bNsoDReBx8aCh0tESqHhr6yo+vHNPub1IWyPzPpmiVCzj3G9j9cJlPPvxF3B/d0+hWtkiWJulqRWu+g4KudDIV+YSTHj5MUKrQpBmKhqtBMn4JpnsWAlMFtA1PQFmXBFdr6j9PobazFGjWaGR1VH632YecxlaMtuBLnI15yrjJTHv5qw/wKA3FjuAJI1w3mmJX8PEymPrqZdh5E3s7TzA3iOmmufQOlNIZg4equ0QB/ffQ+T34KehRGmMBn1Ydh5+EGP/tI1DepvEIXpJhJOej+NugPaQadVach+qCPuinZNVveTCJFMx7xqnEDdOThRsLXkT4NnlGp65uI5bd3ZnxScRC3IL+H33Y+DprQvY/s7vwD//n34R3WEfV8wc1oWsPREkgAZpVFkQ6eX4pEU/UhjMimsFG6r7R54B5UjL50x+rsheClzJbIBZqJuquMlXS6JQonQ4m/AV0qUcmskfIyGI93mO348z96zcpWuyg6POGDuDBIFlSvEgcQApkU/6mzAnKUEg92siY2/BNcHIGH6G5G9FMZLQgOE4mDoGgmSCEYAVIhPkSuQSbG3U0RkOkXdoCx8h9ifwPFu4R1VmB9DILolEVdlqD4WXND4dwLOmqJccGJ6HAzo/Ty1MLROHrSFcesPkgGrREasLttap+6bjazHvoOy56A6GUvAuNcqIowD5ckWCX8tOEcWGi/2zvsiil0omDMuRMEIuXmtLTbTGMXJuARevrMD0zyV5nkZqWWo3j5leVcwLmiT0NwHGjg2/74sDcXNzHbsPj7FcdJDL59E6H0t4XxpFqNVLYslPw7ZyqYDD0yGiUYQqZc6uK+fQomMe+UIGMGSicpTDuN+XYshHinEwQWVlSb4bF7VczIdULCUj1FebOGz1MR5Hgm79nhQoRD7oW0L/EhYkNG1jcfJ93/d98vO/9/f+nkwoRFCIqlCh8w//4T+cvZ+WwL/4i78oqh0WLsViUTgsf/2v/3X8b9kiK4/80gpef4WrmRSFvI1azUHZnYp8yipUMWFGQJgiivkQTrG0vISVa9fEUppueg9u3sA0SXDpyStobF1Cu3WKvdsPpV9bqNSw9eyzGAx76I0j1Na2hew4sS20jg4x7PZRqzXRoD8CDyjnYPfhDry8g5W1ZZSqNQVZwpS47UqlLINDkBBCJL4RYfP5j6GwdAn+6Q5uvvYKHnx4SypksrU/88VP4+1XX0Op5OH5l58Vy+beeQfN5TVsX9xAv9NCe0ipYhn5PK36EwzaY4wmitleyhvoM4QuVANKnnBlOpFcFxYAdFBkqyfUuSl8j63TeklMo59H3jThBgm8qgvXIkwYwDGmOHvjAzQ2NrD1bd+OKPCx//oj5AJTIFCqz4RIJ5OQtrHP2iIy6esJS8Lp1LVUfgsZxs8JS72HqytFqM1Wd2qglL42B0bpo+tVOpOKtanILDxQiMIkpNIXRrFLFMIxlUTmTDIp4yYnzAkLMa0WEdRAvVZNhHPirrSLspW95sJkKJB8CleIcuxakaMnYU4mzDyi4scVo7WcFIgZV0cdowoIDHITkRqLvkjkn3r/cg5VmBt9En70h78LD289xGmrjf1TtkwzGbZGR4wcTjvnEoTX3FjGgMhNyny3uQ254F66+MukyTx32aZaNaooyXg/Cg1TZGPVaVOeMXNFjkaZslRkzQlS31QVT/MSaLHVMy8uMy7MbFJc3HSQYaasyt4pj+JjhU7G2NWflcvhvOdj57iHT754Qa4NF1yctMPQR+KWsP2J70Z14xbi5Ndx9+ZttHtdnCchYlHMfCArUBbDU8NDt3Uu55rEyod7J2iNEvQHI2kxTIYh2n6Enj8VJ00J3qMaZcJnyxKnUo8ZKHGKbhBjSIJokgo3jG3ZmmHicoW/bLEIn0hhM5EcHk7YXJCcJDFWnTI+9YOfwL//ha/i9t4ZVidTrHlTVIQMqW5ySnmjlA6nOgmHfj1s69ABlpOBWMfP1V5ZAjX5HFS1sOCwHVfSilWRSbdRNTkS+Zk66t4NxQ5e+bWoe4AeG+S05TGJA1jMAZKCSbnJTu2cSFeJJhMhuHvu49EwgFH2xDxvMGRabiQob5DEsE1Lni0uaT3HQBjEYhxmOyTYJijlmeadE6n/OXsb0xgXVkro9pj+a8Dw6O46Ri6OUahYGPtKPcPCp1BwlCV74qO+1MTx6TkabhkHJz2MRjE2Vz0Y+Sr2D05R9BxBiw6PBvIdeZ4rrsncREzhi80+R58kihBGsYxlpmWi5OYwTSLYpSJ2d4+EE1OoOTg8bIkqZ6mSh+e56HRoKe/ALdXQji2hBdTdRIjXbLnz2hULrsScENkgF6dcsRElVJ35KNfrGAZDWbw4BQ+7jw5Rdww4xTzOWmPEYxZyI1RrRQzCCNNQxTv0/VBaas2lkniq9MMphoM+mpUqUuZPhRMM/Am6wzGK5RIiM4d+OkW5XkW15KJhOxiN+2B5bSeBtIoeHh5jEhuolIrYaw1+bwoU+pz8r235fB7/4B/8A/n1H9suXryIX/7lX8b/HltxZQV37z1UZjImv7yDumdJGB8VNrHlYUBJVq+DAnNlrm2hXF1BrzvE4cMHGJ6foVIuY2VrTSrZzskxRp1zlGjUY6ewi5t4eG9XJpXG5hZyhTz88Qijs2MYSYJ6cwmFUhX+xEA4HOBg7zZWV5exsXUBQ3+E1DQxOu/DsG3UlpuiCqJ7IYWmy+srWLp8HVES4N2v/iKO7t3H8cMdGBMD69sXZBX92le+jouXNnH1qScwzaUIxj6aa0solfMYD4awvBLK4QD9XCAw6357IPB1hdEUlo2jYSDpt2x3xTnA1/pdoh6CBlJbL0oRZdgkEzEnRg5eRg47yRSNmD3fHOwBMJH+qSJxYdzFw2+8geLa92D789+BsN/HyR22FtjKIlmPTHwR1OqJRed6zFbjCkfJ4GMlIGSLQ0sbqS7gl5pZ2isEKMvdmWh+i1rYKyKs+hSNxGTyET1Iyv75PcWQzVBBfrpVwSybrCEgn6NnQ+XcmrU2FHeDaEvGtshaFPI+8ZfRXiALQXqPpfZmFvOy0mNCMSRvRRxdpXWkjax08CK9T6TA0263asJVBS//slSr4uXnL+KFz3wGn/nCd+PX/90vSLiZpgjo85B59CuDt3TQR5CLEQT+jPQrahgpTBQFeIY8ZGdl0dYiC+zT4Y0ZOVnOpLgDz8sNVaDlfoeiIiNDL6p71LaInGRxA3Nkal54zFs35NnMq5xFP7lZO0LveNFin6vbD24/xMZqGSvLJVy+uIaCZ0ux0j18gNXWC/DWX8T2lUOMOy2YUYhWpyvS0TjwhbNRcmlGNYZdoEEbofYpggn9R3wpWLia7Q5DhITCJsyGUaWo4n6boqqh2mTshxiEqbSBJayNiBeDH5nITpO2HA3X6J2SyL9NcxYSAxjEU5wGMZr1Kn74Jz6Pr3z9A7x9exduGmPZyWGddvw6/JELhlKtiUGH6juFBfKeJU9J1GEip1ELFUL4goLyORfXV9WWIdJEbokivVKIpop9FlysUossJto9WRCInxwJ9FJY6yDKJJasl5xD7xEX0ZgjzURMxNKULbUYD3sh7g5D+Mw2ig10T3siT62Xiyp918xJC4wye5qg8ZzRF4jyWS4sioaFJ1eL0j457Q5Q9HKolSsYjRPUSuQZOWgdd1AteciXywj9kST3kiRf8BxJ9mUgq1ko4rzTQbNUxmm7L4nDzXUPleVlvPfuXVS8ghR93ZYv9wGlzJyD+ExzDCYi6jDbxraENBrECRqWibydSpHF8TnpRqiVCrDcKY7aQwQ+/55HsVxEu3UubuQcE0M+V0YOm9UyPCTSkmFLjFk9QpJn8VkAqktVUfWwdW8X2K4ZCEk4X3TQ6foSZ0Ir+/P2UFA/w0hE/st8oWCQYn21jCiJMe744qg8tacYMVF7zNR1Fw+PhqgUSbZNhJQc2q6M1T4M+exmwcUSW0fTUMbCAiNUKhWctk5RdEqwyg66fqAe/z8MWTwH+8ewJ4aws/PFAi5cWIZbKMOuNHB6coJ2ew8l18PSSgWrl6/B8jw8un0fx3sHEgB48cpFLK0vI/ADHO8dCfzo5EwUmk1Zxew+fCiufmzTBCQiJZwQYxmYywxDKpZxuLcvbnlcy2xdugjHczEMmK+SQ2f/EE6hgOVLl6S98OjmLSHqbl66iNLKijychzffxOEH7+HowT5qzRXUl+uic2+1O/j45z6Nze0NPLx7D0ngY217C/WVZYSDoVhccxKvNOponfVwekpCnokLdRtDP8JhN5QigYS6MQfCUK34OaDzorNV4ItM0JDwOokDI5qiSYkSXT6d4nYAlA2+h71VUzIpRAEzSREc7uHub7wO+8c+h0vf/R2YpN/A4YdnkkchTP+pLVJEssHV3KDaNoqmMieWZnbXykRKYRDKkI2vW5QmLrqg6ukzi3OfUV1p260gkczjRaEOCzwXtrU4x6sFrc6smUriREYSlUPSVvfZRK+0ChkROGPyzB1PpfjR9+Z8os6+x3wenrMjVNGluCZzQzg1aWteTRbOlr2XqhSNTJx2hnh0kuLDw7xMkrnV60D+FhJmt8xS+NT55fuJKi5fuCyrJk5Cyto8K7i0TX2G5MycfbOnLYMwslbWorGdbgOJSdoceWELKisg5e0ZgUU72y5IcmbbHPGY/0iLxB8vZj5S9yxuHw1QfgxT0ZeFLUa2Em4+OMbVSy/i2rMvYuX6CxicHOH40W1077+O5mSIar2OC1euiklVvz/Ejfdvi4Ix77LYYAGQiLqkQ6SkP0K7NwKZkbWCJ+MJ80+qlolkzFlL3eNs9Yo6K2XrIhYSJG8E2tVXzRwqOQNlEyjT1VNk8VPk0gmee2YVxXIeD/b6uH06wPE4xPZ6Az/xR38AN9/dxSvv3xVuw5YJbDoWSpYq7MQrpOCKeiY3IRJCgzZ+pGpjikW9LuipjJKzpYtaFix8lnnM0ork/rSJ0pRqGroaWFMUKOXt9+XZVq0dLjCU+6y0Z01OojQOkzRHhONARUJwko1SxDkDh8MQd7s+WOJQdcgxWFJzmbKurfNpayDfiXwQKXymcOkczliCNMZmhURzYOdsJO6tS/UKekNf5MD1io14HKDoWajXPWnFs3UTJykqJRuOa2M8pjEbi4xUstj64whJlEORye6uib2H+2iQP5gz0R8H0jKrVy00lqoSUjiNFG5J8i4RDS6G/DQWBQsXZPw3xytg96QHdxrB21rC8VkXwSAU5+Iqi5P2EEnK3OEchuTI2RUUwhA0fKVLNC9NXgz8iIKTg6Q4J+3WCIVCXlSAPPeeacpxtXs+8rxehoWD4w6mUSwtHy50u6NQkuvrVfqmhAgHEcolF6nBfB86xjInycVgoPJ8fMahWCZiFmQ5GxGNSGslrBTzqDnKvI9+MywqzUmKs9OWONWS+0LCLVtSPMY/FAXK6e4RLiwVsVQvoNxYlkqexmKtw7sYdIdYXqpg9cIyLjzxhEjG7r35JjrHXYThEM987OOoNcvotTvoHJ0h5KpjfQ1e3sPxyRmGoz5qyw0pREZ+iP1H9xDGBgq1Ei4/eRl+r4ezB/cxpNFTo46NS1cF3uZgw+IhDoeSdFxnINkkws7778Ep13H9pRdgmXmkhoWjO+/j/N5DtHb2sbl9ARtXLuLerdvivvepz3xSCI9vfO2rsO08Lj31JNYvX0EUDGRVQjUVuQeHDx5if/cAtVoeq6s1HJ8PcUQFEz1cbAtno0iivC1bKVa4Wg4034FjNYsTPlCiGslkvLoYIIQaToDbPgdPEmmZfRHDLapsigkto2/fxAf/IYdP/tT34eLnU0Sjr6Oz00Mc0V4/FSg7I8MpQEQ7lwovQMtVFyZlNTnqyS7zT9GFinhHaWKq8kLRRYvmesxVJbqXzr65NlgTB0rhoqgVnSAn0nNVnhNUKgkqMAvIU4M0q/25O6pOYs6SczPRsZ73BJWZsTJU1HxGJJ2TgBWCxc+ZETqllaRN32bFjMYHFhUtWdCjLnwmyRTv37yB23f/n0pqnAsRBhQFKvmtWumqdxLN6I8C/MqXviGhmt1RpCSdmUpK2KkacVqoGuS4hU8z98/luRFL9RkvZC69eVw+nElL1TlR6MH8WmXpw1kbapZKrHnSsi3wUjSNZN46ykqPhWJqJjnPiLszxm1mVqflsjlmqSR44/0dfOKTH8f3PPsJ1K58HkbhQ7EveHD3Fir1MorVOlZWlxENVP+8Ua9hpVaWwfu0NcQ4itD3uxiMFflVAvjoxGxZmu+i2orCs6JDLAmS5IGkKg+K/iwsTPirbJgoEIkwSVLPwXM4yU9QMxN84QeexdN/9E/im199H6f3fwGdZIKr6w388I9+H+7cPsO//63X0RsHaBo5rDl0M+YEpnONckBzqYFeuyscMWm5Cmqn3UV1TAQ5XDP+FAmvOthPnVd+L7b1TGmlyhmlagdTOGVPWugCH+TokWJhqpItFYmW7VXTUNJjhtWxKE7Vs0akIUoMcUO+2xrjmFLYnIlAOCc5yXthWzhOU/h0Ydb3f5qLsVHOo1Fg/kwMz5wq4rll4KQboOyZgoh0+6Go5crkn3ByT1K4jo04ikRZw+OulmVc5f8AAQAASURBVCwUK0W06XA6ZWGhVjCn576gPrWqB9Mx0O30USsXkRCdPuqKD9F6owTHpRqPaBN5IxYKdJ2lgMIPBOGhAqiQS1AkpGC76PYDUWoZ1hQnrTHCfoSVelHaJ2wNUnXIsTgSVZUtxQnSProDWxRK1WoJSTgU630uxiZ0qU2nIlLheWbBJ+hl0cPO7hm8qYl81cXhcV8USVQSeZUyBmGC8SDC2koN4yhEOkyFh1NulHF61kaxUIDhOhj0FNoKcyJcRa9SRdwLBJFeblRQY7jmNMEkTsFDZfFTKNgYBZKWJFya894YnX4Ek3YUlBv9YShQ1lcrWKoUUK5WUd1YQzpN8Ojdm+LLsdQoYfupy1i/+iRaZyfY/fAmWsdnqJHP8fFPwcjbGPQ6GJwdoXc+wMaTVyWr4YP3bsBwXKyur6Ber+L8+BjH+3sATYJKdbiVMnZ2HiEXJ4j6XVx98inUG1UMRkOUa8vonx6hVK2isdqEW6ziZH8X4aCPXKmM537wx+F6HnbfeR1new+Qds5w970PcOHZl4W9vffoNpZXGljevCDF1u6dW9jcWsL208+gUN/Ayf6+yMboxUZy1+H9WxiNAjz38rMErXG8f4KjVopqgQqBHE7o+kdGuuCtEGJZL1TkRw6flh6ECJlywM4mCFHbcLKVsLopTpMJPgzImVBQrZ2PsZTPA74PBD4GN9/DG//Gw6d/6vO4/IUx4l99Bf1juhiSGMdqnoMcV0CKhilGbdq/QgZAjeRnFueKdTFPDFYpxpqPMuOFqMlHSYtnUXWziUt5mqhUVOmnc+U6c6VVsxmbRWytsGiRbDI9GUvBwGJGMnWyI8qs9dUEqegUmpw26zuoCVvzCPXErNpJmRV8NvlnCcnqQzPHMf3XhUJg3iKZG6kpm/z5vyXxWHFpZOJQBYZSK2nlheajUFp4sPtIcwtU4kAWgphZ08ncn6l3F1gg2lQmOxSNMGlHUJ2jklVu89aOuh6CbOkTkrW8Zt9pTtKZX0Ndpc2/udrmx7n4r+on5A6JIyoVUNnJnX2HrIxSaFLW+mGJ4McJ/sW/+g/4+Hd8AZ9c/xQqF5+G9/AOHtz+APHXv4KnX/w4li9fhi3X/i7iUQWlShFTs4TRux9gOpig3Q+xf9ZGPKWbM1lDJvqBL6twRl4wt0SR1tV9aQnpG7CnU1F2eLkpiixOciS9mshzHjOnqBRNWFMT3/En/kt89k/8RRw9OsSrb/xL3D3r4cWtBn7qZ34cX3vlNv7Nl14RzoFnGFgxga08rfH1hClxB6l4LLEQZwjiNFbtCD6Dyu1Emfwwp4pgDrko2iJVn0NtEkD0LlHcFCGvE3X0TDheEYPWQAoeMRjkwoDfV0OPvCYUAjC8j5MYx2nKofncBWGCfmzg1mkP+0GCgOF1TKwi4sIzKZJchgHSX8pBIveTbh2HDPpTLWHa/Ee0f/cNLDXzaJRKIgvujXxs1Ivo9UZYrTpwLVPyb/jgn3cHWG94KJRdDMZDxKkNEz7qzWUcnwwx6g+xtbVGZyN02z4ajaokLI86zGozUC4oF9xBBIz6PUFJKBmne3jPD9ANc0jCFGUrxRgJCmUHJycdODkLcRJgmLAYDdGs0iGWKBkJtxasOMC0kkcc51B3aHB2gjTmWEP/GEs8U+gAiykFDI48bywCmerMRYPn5pDaFk6OeyiS7Gsb6LQCpEGACrPWqmxf+UKNqJQLUqyxIqIyqdYoozMcoUAJt8XgRMWCIxG5O4gRuyaCbiDZaysbdSxZLqrTCNNphCA2YcQJ6it0kU0wMV1MHQv3Ds6RJsx6o02/h0fHv3uZcW46S2X7/bPRqI0k3S//3z+D5fV1VDa2MRyPce/dm1IhblzcxIVrV+Aub2HQa+POG++hd3CEtYurePnzn0Gv1RHlS++8hVHrDJeffRZG3kP7/BxTch8wwfr6Nnpnh4jHQ3kgWRBMTRN37+0LDFgpVVCuV7B5YZmmeXLx7924ga1rz2Hr6Sdl8t9/+AhHezuobV/Cx77/J3B870O8/tVfgTnNY5mmP0f3sHb5KobjQFpAy8t1ITJ2zocIIpVkvP3EU+h22rj11usylNTqNSE8EaYfHreEGDbJ0YxoiN7ZOY4O2jhoDXHY9aVPSNfSURIjnOTQjiMJdZJpjHCttlHnZEaOSjaoy8Cgpa2U0xLpYE/8umPgCcfAUt7EVsXCct7CNGQRZGFieVj/rs/iue+5huHdd/DwS2+idxIi4TFIb52DM0mFyqyJ6bDcVGKq8muZsRlmk3nmaKrVMBpOUGFjczMwvlMCEScqyDDrDBGSViRlVZzwzzNFDtn+JCTqyZtJs9GU2Tks9Xg8HPD44CvDuGmOZkZUGSj0RVpHLL50cSWDRFYw6GlUfUMVZKgmXl0E6u+oSLg6eVfLrz9ajGR/mPFBZsVJxgdhsaNUEgs/UshLBmxoq3wVCKj28tFNL54XiiIdOcC3ys/IK1CchanInVh0KDdcpbLRx60LPSl+2EbLwJmZG5wm4arcSPWdMo/8rA80C4qclxYZw2ixJ5QVnArhUhyhLEF31qLSu8vye2ak4Iw7Q28YA7iwVMHf+v/8EzzznV+AY07xrZ/9u+gc3kC92sTGpStYv3gZk6CHzsEuTjtjtAYxzg72hEdxcNDBh3vnOOyO0R8GglSSbsL7kRMaVUPC+6IGyDLQcC0Jn2Poms3WDid8IpRmDnk7B9eeYq3i4NPf8THc/PAurrz8WZzklvCVb7yNGx++h49fquH/+hf+L/jZn/sGvvK1V3E8GsCdQIqTlzwLV0ommAvH6+YwpZfeJ/wMaTGp7B1u5GUp7pniOEgYJVPKaTtv6Zyq3ESKeAm6NImeqJapwzwfN0F5axn9lo8JWwD0MaEsWtBJSQ5UqCaPxbWVJ4/BgoLIiYlxnKIfpLh75uP9boh9qgut+evEC84gIVaFEtKjg/k5PFvLroVrzRKMaSzqGNM1cdgPUMAEy3VPFhwhFX2THFzXFDJtKW8iHAai1qIJ3lLTQbVZge+H6Pd9kSivX2rg5GyA0+MRPMeTYrfd6UsSPceuaJwIesbAWZPKJVgYhgplok8LzztzmmgL7xVKmDBlOJfDKBrBs/PCg2EJRsEIXXnzjBeiESZTlKMEQ5KpiQgVikKep7iCKrJiPi+ItWOS7M9CU2UnRdMIxRLDBvNIR4EQocM4lagUsa/3ajhtdUQizAL+4modh70BNelCci8TgZpAZMokK5MrgyBBbSkv8Q6UTuemFjrjGFHOxIgqQ9tEo1FCtVBCjR5BBbYqJwhHAVYaZXHRDkNLALXz4RidbhcFw5YHkl5fJ70Af//dM2mVUu37BxZBKa1dQH51E4enHZzvPBKVzNqzT6K+sS4IwtneI+y+9x56R6e4+OwzePITH0P76BC7t+5JRc0EyQtPPSOx0oN2G71OH+VSCdVaDXc/vAFnkoijX7nkYRxOcHJyDq/owmHrIhqgsXQBbq2JxO/jvHWIq8+9gPqFi1I83H77LXQ7YzzxHZ/H9c98HjtvfgXf+rVfx/nBOZYbTUy2V3H1pY9jOBqj0ihL1e73O9i59wimbWHlwgbqS0s4enAHhw/vIRfncPGZ54BcJLBkGtDl0JLJr9tqKUM0QotlG3aXKZ/0EUzhmxOMfUMHY82N0tiGEqhXsx6lz80VlpzZTFxLpEUhAsEEeBQysVcrfrjqcxyRSaZxCnMyxunrb+B+tYAnP/1pXHdt3P6l1zA4Cwk+qdWU4SCMAq1izdgOyg+FmxhnK2aqbDNbLjbrJctIpwpn1u0GnT/nbYwMMdB/VGWLTJAqbJCFlnibZHk68r2VaknaXdyv9lxQLRp9JmjdrF8/S+7VSIWgTBlfROcFZYVBproRA6msLMhs2BWsoYzmFszMFrNt1BfRE3qmftGpy5mCSHWIdFWgU5Ez+W02oSsJ6ewU6Uk642RkCqgM9lGIR9ZTyY5MBlFBl+bHlRULc18T2p9n5GSiFZorlJFHZlriuTOt8tPIWnMLUQeze+Cj5dS8iM3AmCxUMLsVZkWK/oCZRFkXKup76c+acqzOYeesh7//N/8f+Mk7fxSf+uIP4pM/8JP48Os0+aIVeIKj+7cQxglKhTIKRQPHx48QjEN0exGOWkNxkPYoX7dVbk1V/C5yGIWxTObZHd5wDWw1Sjhrj+EnvkJVtOqLxQSLgYLjolBv4Js3j3D3IMCb7Vex0xrASRP8n//YZ/HSZ78T/9M/+UW88tZ7OBmN5Rkt5gxcZLp1ns9wIsWz/I+tG6kUeU1V1AGVJGwt6VJtJr/mReHP+BeJSFBY32NREFLQ8G3mFFalAL8XYOqHymRNHKE1OscxwrUFNaX9QkqPJgcwiw7iUSCrdz+c4Kgf4/4wxAkMDNn+TFNBOYhgcgFB40R6WfGgiESRmUHTNXIwBrSGIPHBmmLi5XGxsYp+qw2fCb/0lyl5whukNX2cODg9G6LqKXR0ZZU2D1OcnA6kiCQ3pFCt4OaH5wj9SDCawdhHFDFbxxEPFX8UyRjCa8wCM5d35PqS80EjMwbFUo1FQ06a+plxIl4mBc9AbpiX7KSyNRHLCV5oK+/AT2neORQVDl2Gu/0IzZWGtNInlIXblrRQcuEYpq28REiQZXHn5Q2UrTxCWJL1ZTKwcAoMB2NUii5yRFE6I0GdJjmGMOZwcD6WYo/SYcqS2SonOZxp6ectX9RFS40KTtsBEkpTjRz8iG7HvH6u2AyUy3nUbRvlSQxjEiOIqUKboFIoIGBitz9Ftz/Qbt45bFULcMvKudbOm/BbI+Dds9/VHP/7ukBhvXzn9gNMQx+uYYgrrFVuoE8DmX4XfuccBdfG5c9/FkuXL6N9eojO3pGEZ3nFEspLSxjQPY+tgnFfJMgcwvYe3BUkwy16sItFcSD0/UgcBCnVdZtl5Bi4lAJHDx4gHHZQWV7B8qXrAl8e3b8vVfpLX/herFx/Erd/6zdw45vfwKA9wtrKEp56+SXkqxWkSYRas4E8sx/OTnH04D4qzVU0LmyhSH18ry3pxaVyHZVVmr0Bg+5AVlkTfywDBpU9jq0mJd+aCtGrWSsLVNk1GCRFu2lK8wyxOudgTea35qXqdgpX4fPpMTPPUtElmdxzit50grsRHywLZpDCHcTYrrmqaKFMsN/C/jdeh+eVcfGTn8RT5K/82hvon4wlWIuR7WrCyvrbauCT1e+EA+tEG5Fpj4ys7aMN3VQXRU962gFXd0/UwCsKGDXYJhlHRU/sM0nrrMhQBUi2+s8mYq685LMm9IlR/07jNI1x69aMLlI0ipNl8WZurZl7b6aJmUXmScCZPmCN9Cwev97NfC7X5z6zo88qhrkMeM5vyTosi6jBbHdaeZQ1bPR4P//QjzjCZjP/rJzQBVtGvH2cnzpHNLg6z77ejAw7q4wWCkm9CUeHxzYroDQn5jHUSNOas/OSFUULih71TrWfWXGSfaw2/FO8lTlXJTthmSEZn+V3bt9B6Zf+PcLBCT7xPV/A5ec+g7OHHyBfraNZr+Hee2/hvTfexDgx0e2SyD5Auz3CaacHf8yoe8LihhBFPUrI6RrMtk0m9WWrI53grNVHHJNPoRcFlBRz0rDYngJaIfDgwTmOxiFGyRTutIePX1vDd/3w98KflPHf/zf/Ch/cv4uuH4rVOzkPl2wDVwo5UfnwWZc2jRQfils1jdVEL6neGUopz5FCwZRsPjunDIzjBRIpjrYKUDlW0sIkwXKpIu7baX+sFXZ8ZnRBrJU/E4P27nmEY5ExyWKPC4Q0IqIwxfEoxp1eiMN4iglt1HkElG6LBE17GInFPrlqXBjFYnRG8i+/nes5GOVsPDocoFqhZwfVjIlMxGwL0bK+WvRAeggXOa5rCKrVWCojX/TQOh/AJ1pQtxHmHLxz6xQRg/qWa8JHCSKiWVQtJhiOaBGviKs8hwQR2c4j74NGe1woMYdNJcTnYDOywJzCdRT6enW7iThgvHQKr5BHPySSMMHJ6QlKjjJsK62uI831hMQaMHjPcdAoVpCMqLyawLFMWHkWEwZySSKLTIaEUjru8DzTtXY0kAKORdXecRdmSuVQTjKleBXGfoKlmpUFjEnmD91oH+53hEDcbJRx1hsjjiai2BxSIk0PFIYfxlNU6nlJgq6ZUyTRiEEGTPNFsUgWFYt9U7hC8symU9RtqovK6AcJlusOXvyh78fz0wb+xi/+pT/4Bcqtd26i2axhuWnj4sXrCM08/DhF7+gMZjiEMRnh8rMvILEcHO0foH3/IQbnx9i8dh1pzsJwNIJle7KKrtaW0T7rIPF7qBXyKDaXkK/V0Ot1xULfEDJVGXlHtQv8cYw46qPRrMHbWIW3tCp9yIMHd2UgePq7/ghKy0u4+9pX8fXf+G10z9q4uL2FJz7xKZh5T1oclD4zGZIk3dOdHaxcvIjNJ55Bv9vB7p3bCOMYtUpFCE2j/gCj0VAM4or1ZRilVZw+3IFTdFAoNXB+dIxKvYYkaCGkdt2gr4AqACgvc0wbvdCfJQIbJgmiqjwhsqJ8ERTxkYOCgmlV24EtC9UWAQYp8Cii2glwCGcbwFqR+6c6Z4pJ6xR3v/w1GMU/ggvPfjuetFw8/Oob6O52MaWSgXk0iSR3yECUJDo3Z8ZdUIqcjOEowXYZCVaOUw2SUthwE/2inviziiGLAuLAKpJOlbejeCWZsb98iM4NUu0GS5u7kY9j5ehFwVA9dSyq/cJsFDX4cVNFXlbO6fdqbkvmj5vhOSprR7M6dNWSoSCZXFeKD616kOli1hZZoLksFDK6hnlsUpdTok3nFomjWWtMd4LmRUA202d1kz7e7AOyAkq9Zx6iOC+wNBI2+/w53pFJrbMS7fFusrLw1wLuxzxRsi1zzMmQDvG7yX6WFbJZi02Klsz1d34o6t+y/S3+ILP0zwIiqZBI8NqNOygUPQy6p/j0578T5doaOoMRgmmAa5/4HKqVCr75la/hcPccvVGETt8X9ITFPzkAVF0RL4nFmyKR9o0UDIyil2RfFiw6DkESi0kEVWZo/QlwFiTo0itJ7M0nqCVT/Imf/iyWX/5uvPIrr+CDt9/DzmlbwuDECZmRH8YEVxxDLO2VOEtHGlB1p1s1Kp9KtxNZSGctHH1OMzxT/iznVuvfdEFsZL9ojFYvis9VzIRn4SwpQvasWOR7LMikGdEUiRb7bk4Qp5hS7CgVLtzDPq3sJ+jTzIwO2LRcp1pIJ5uSECrZPfJMMR5CEYjzdFV1LPQo8z3ti5cMP3Q8GqKUzwsaTF5Fs+JIa61eykvSPQm+5Mv48RRhZ4ARYyjCHEZ9A4cHLZRcB9XlZZwNfJz5nGxT1GGII69IrWM63ipDSgnVo4KlqCJGOKnnTKqULEz8EDVrAoNj3TTFxlINE8vCyXlHcnWo3Or55MsAcTiBbyZwamWwjqN5XS7nC4o+iWKE06603ehanqO/yDCE5dKR1sbB6VCk/fWqhyFzj8apFCNGoYAbD04RxCmaeQuVvAeT10Myflw4Jh2L1WK2WHIQxBPk4glW6YcSxULcZcFsFIhkGYhME34yRaVaRM114bEwtUgPiGAZHvKuCcMxFHIyTsRSn4pP+gDVGgWcBiEiupJPE7QePUDjxed/dxP87/cCJW9NsbpcxqXnn4Zl2nj41rfQaw2FD7K5WkN5eRk7N2+I9C83iWEjwfa16xhPcjg/P5WLkKNz4zTG/s4jYd+vba5j9dJV5Otl7D+6i+FgiLODI7zwwpOwDVavOTENipFg49pFVIoFjEYR/AHRjhaalRrWXvw2uOU8vvXL/x7f+PJvI+6HePmzH8Ozn3oZNg14TtpYWlnG+cEOWrsHyE0iXHzuWSxfvor7791A9+wMKytLaKxQNl3DoM+EyAgFy4RNH5fxGHkzxNYTm5KNMDwfo7y8gcHJAewpVwqWRMV3wyGcXIx63kbbTxWpU1tbk0vBBgdNn9jaIEeEIzhXfFmvWQzD9Pguk5J2mWzHEzziapGoxYCEMQvb1TwbppjEEXLnh7jx734BTvH/hI3nPoPLAO7/xjeRHvqYhqy5OcmzINEkU+2BwsleQgV1Kq8iNWolTjZ1yUpKrapU+8JUPW1RRWSJyVrQrFeti/k/dMWVIk0SCrm6Ud+J54F0ME40XJVKASQ9cKXkkaxbqnwmuvUj3ipUBc1RBallKAsVYq1O0c34E9lEIJC7RgIWyLTavHWGfGQW9FlKrPoMTXjV2UUZELC4Zdby2RSzaBPPryQOvgvHk0l4s+/w0TLhI1TUOR9Et7/kjxmRWd4wL1ZU8aVbPo+RXpXxnCoGec4ZnKgjENjukBWzbuVxcsi4OrrIy6TiRBvExyXb76yAydRduhbRqNesyMsObiGiQLXFJmj1h/iVr70O2/gUCtbXUV1eQ22lKND9wSMPl648ge/5kRLWVl/B1772Dk67oSoIGJs7TQX6F2dWykA1WlXzOKGo1etqsyRS/cPjkZi30TiRbrNBzoE/iTCIuSDIIZ8a+P4XVvDH/9//DX7+Z38TX/nv/jXuPtxFzx/pe5/FyRRLhoEnCzZWPdqRkz/C4lpFN6gbSV8xDatJi4a8FD7jKVuk/LTsZ6qdI+eDvijyOYqDQk8O+mbYniOLs2nE+18peoSRRQSG5kq8owxbxjk/CDGZxmisLaFHfl9M1CFFP5rgbivAfSqf5H42hETMrBajmIc/8uW5m+j2lMkih3lgVEhOuBgy0Eun6A0jLBfyYsKYhlSgGOLk2xlEqDks+BKsVguSfTXopagte2LGZhuWILrkjtw7GyGIQpQdcj8CnAe8eqlEhdSpvmEw3jSHRpG28gkS9sZyDvIFFpoTsbjfPWvBNgswjCk8M0GzZjNCTzxj1lbKyOVtnB33Zd7gTd4ZxIJ20L2WDrzeEg09XXSO23AnqfBIWJxN+SwQDRFasIXxcIhSyRHEnbb+HJvzpoOzfiz2+JeaFRiWi929M9i2g0bNRZO++0YKP4xQJBok3iwsYKeyQO4MI0TDAMts103ZsmSScl44QETsGTbL/KMVBuKWKqhNQmXgWSpgHFqiFLPyeXT6McZUBdHnhGNm4qNUr2Ff0MIJNmpFVGpFPHznNm6+/ff+cJBkf/tv/TSeePkl+OEQvYNj3HvrHbjlIi5c3ka9WUG/NxDkYjzoSV/PcQt48GAXBh8gSvlsZYNsui7SyIdXWcbKpSvCZt+5c0cY59G4h+vPPCm5BsMhkQdO5jFWti6jQPOgKJGCIpTcnSLWP/YZKfve+cV/g2/86teQd/L43A99ERtPXlcmb92OSK3ap8cYdtoibW6ur6HWWMXtd97GaDDAxaeeQm2FmT4DDNsdGdCrDaI5bdimgyCJcPXbvgvRsIu9999G/7wLz46QC3ponQ3Egvju/UO0e6EktZ4MQhwNYrGLHpLMxMmTwX4kzE653lB+H6Is0K0PCc/TIXVqsMsgYAX5chLatoEnHAvrjoGNso2Vgi0FEh8Cpo8aKxfw/H/xE1i7XsLg1mt4+KVvobXTRegr5ISES8VtUIQ4kZqKkkT7NEwen94ye3kh2aZqUsxShiUlWfJrMvaMQlCIVKl9KhWOTFYiP1aE1zmtQqErzAJRQ25OVAFRmhO7eSqg+GGKkJuRLBXnJJMmk6nCiVYfpfpOWvHD96lgxgXpsV7NsuiZL2azVtTjHiLzVo5CJWZ+KwsISfZuAXU06XGuHcryhuYeLjMb3wUEZGZ0pne+0MDJPmD+2fr3zFlXLuEC4oPfAY3Jfqa+r+KNSNH1GNmE5GPdLsqQoMV96qpO2oGCrMx9W2b70t4vmeJrhr4stJ0WsB71qRpW4m9ctf/Y93wnvv8LLyE3bQsxuNMf4fS0g+WlBp5+8gomQRvvvPEebt09QavrwyfELz2MVEy6yCkp2MCz15r49m//JN558zV85otfQH8U4td/+VXcOjiFn5iYWELjxmeeuYDWKMSgb+C/+vN/GlHtEv7tP/of8OC913HUaWMUC6AuvCcWPg1jiufyFq4VIem4KgxS2a0LQZaKFZH2T0AvNaKoEhhIxEKbsVkkPsfaUVhaKzpqgsVholqe4iuEFG7BhmHZSLlal/coZJPeF6pFZCDHNzDd1s0j9hNYeYXWCOckoFvuFA/6IT4gKZbPEw3ZtN8PUYI8+R0p0AtCsfvnIihP07CcgRJlrWUHnQAYR4FIjIt5A5NoitUyFTj0RLHgWZBJmIUJ359MY1y5tInjTk/OjTiAN5fw6KCFvm9I0cGxoljIS7GxslxDo5DHsmNjOGqjUajAcqbohynGowlsSrgNW1BjEp1T+rYEgShEmaDMVjYNbOV4uCDtDeFMUyzXatg976PVD4XkyvYRJbcmiaxnQ7Q6HSwVbFxvWHCLLoIoRsGmb00Ox2cDaaOUihbGbJdHLASKGMUhHMIjBgMjCzg+aYkxKOe4lUoRsd9TWVwuVVQka09QLLnSymkTATyjdJqBgwnOeyMwE5a+wqPQlziTYY5tnaq8phkQyUkkt0iFQDriJ0Wjwc4wxnjso1gqykNYL+bRGg2lBXpxuYz19aYEXo77FJ3Y+Jl/ffN3RZL9fV2g3PnXfx1Rv43uyTGCTkem0o1rF6TqptovHvVxdrCPla1teOUC9u4/wsSwUXCAYqEk4V+suJmZU6qXYdiuhEoNW8dI+XBRbry1LkSp0Wig2PA5A5XlVXiFAjqdLqJhD2kcYuXydSxfew7dfg+v/eK/xb23b2J1fRUvfvZTqK2uip6+e3SIcBSic8qbKMHS8iqqyyvC5j7Z2UGapCiVazBdTwh5Tp7woepPjoY+cjkLjQsXUVpaxoMbH2D37n1Q7Xv50haqjapMOKN2C/c/+BDnh2c4Oxvi9uEQR70Ag2CKfpKKs6xMvNNUnC9Ftpe1dFSgwwy216bu+t+yVFiFNKRaInnNNnDVmWLNtXGh7GCtZMNg0UE1gOPC3bqOJ37ke7H+dBPjW9/C/V/7bXT2hgiCRPNSWKDwqmqeiZalShGie5nC3aA3gL7+Kr9HpcWpNGNN+NX26SwEZJ+ZJFgUS1nBQ9hS7VfC9z5CoKQviuTgTMmHoXW2OmehFCPqc1jACDowU4eoiZ2fK+4W8rtCBJTaRy3jpXjSTrWZkki5vmq8SLdN5HjmoTVzJ9fHFDgZWXTOgckmdfGZyVxupQBQn0s1z2JuzYJESNvVZ+ficZYqYfKMmzRvoCz0fxaPb8Yd0ojPzJAvQ+IW0okzMGf2ffUxaJRo/rOMG5P9OSPTaqRIRxvMCbBz9dB/bHjL/v1/4XS7cHZZAH3s2afxX/zkF/DUlXWM+y1846tfR1fUDVOxF6hWLOF3PNo5FU4KzbvYmuU5q1gGrq4WcOXKGtxCET7lm0urohq5c29XCl8m6VIeXnNifN/3fh5TUaoUceN+D6//9rtodQ9xPhzOZN9ZgVI2cnjKzeHpooWyQ9K68t0RTx9KdFmcMLlbtzRpTZAZ6FFBQpWOkKyyAlHzphTvQyd1i8OsktISEaIPClvSKrNBIS+8XpIkLFh8DjnmYYirqoVJyHaELS0wjjW0R2dx8h6Lk2SKgWUpCTKPl5k7mKCcZ6pvDq2Rr1Ci3Ly1ulouoDX25UassfigMskGmnlHQjj5lYjCMg3YTmIREdgu1Zd0Qs2j3aH9vIeTzlA8rVqDEaoVB1eeuYJbd4+QsjVDP6laBYkfir+K8D4mRI5sHHd9hPEUW6sVKT5bA3I1clI0VPI2XNvEkEoavsez0GXyNaMRkhiNUh5tmvkNYlFSGnkDbqkEMyY/KMZgHEhh5k4SXL1QRhCGcPMevLwt5ntjImviA2Og3x9janvisWPkYiw3ijjqBjhrjVAq2mhIK4au50Nxxa0VXCE/h5QVew6mnoEomCINQykW6CTL1GUOoVQ+BfTyKXk4IxGX7rD1EuoMaMxxXI8wHEZiAsrMIl4eKqLGE0vaT3laYBRs8X9h4VL38miU8xgEoZybeiWPTpTgT/6rW3/wVTz79+/Do9NeGKLcaKK5torRsIdOu41Jwn5whM3tS/DjCMdHLZH70RBtEo9xftJRjrDNBupLy5JtQPJs5PvCN0mnMVyvhm67LQRZx3XkJi3WG8iXS2gdHErSaa3eQHV1A3a5jPde+Tre+so30Gu18fJnvw1Xrl8SvTih1OHJEboHB5JGCsvF0y+/KFbLRAIe3HgPjulgeXtV7KzHfh9GwoZkQbI/CtUCynUb9Y3Lwjg/vPUWdt95G/XVLVz73HegUamg3zkD4gDj0T7qzaoUCftHfcQMKuQAZXBFp87bRFABSdqbSQwFoufErt3CsglMXCMluE9NfrJAVPar0qbZidnPNGDnUlgMszKAJZJoOblHISa793DvV1hsfA82rj2P7c8NkHvtBtqPugg4ZSeEA5XFvaAT2rOEOxL7+IUiaQFO0Zu2pp+TLbTgWBEws8A71T/PrOP1K2Z5PpnsWLlqSguJkkFtQS8TmPbVoC05eQP8OBY2XLFmxE1lvDaPC9CHJ8egCpNMrKOOR66D9puRCZeQNq9VZu6WzcxZUaInqNluHzsLCxPxgqf+YvNGgTeLSMkiNqXJpQu7mO+b8PJcaZMVATOvko/IejU9ZUbkzYqYDCARrkjWsNPfbQaeCGF2gZ07a53NUbGsZTW/JzIyrvZbmVN7/6PFye9mEzP4KfD2BzfR7g3xfd//Rfzo93wPPvWZAlr770so46Odh/gwmEpIYN6a4NOffAoPWmN88OEjTCeRLHpe+PQL+OTnPo3DR/fEAO7mw2O0O0OMgwh0Almtedi8dEHMtW49OkE0KeOdN17DUesUbQacilSZXCilSOP9UsQUl20D1zxLqUJECadUboJy0lDRIg9G+QlJgCfLe1Z9RAtY7HMSkmebCAjVV6qVmSF3yj9F+f6QpC5+JESIKLvXBRCJ6Nk9xUWURB3YhjjAcqXOSZGyYy6CRmGKIz/G7X6E3WSKnsitphK5wW8QMkvGMNDneSEKwok5pk1CjGLeRDnvohVG0n6ue7YQ81nYFPM2SsroQKzfHZsIijKkJLJT9Gy0e2NMIxZNrqgBz9uBGFhSfrzdqMIrlwShztGiolqASU8PTDFCTlQwG5WijMts/TaqnrTQAnqHECFxbJTzBtbWKzilt0hMIYCBYDxBqz3CxlIDtpOTZOBxQqUNDeQMTAjD+CnSaCwxBLTu9xwavOXR95UyaBwyFNFEHCRwbFvkw5zDqCgKDPIgQyxXPbGe5/luNquSR9cosFhi3pNS53DBRWsMyqwZteyPYkzDCRLDxGnPR+KzcLGFHyimnbkpegmRlgKa9TJKJPsmAdyCg9MhAwkdVItsaZoYDbqSikykWtpGLl2VfSm6V+pV8YXpBhOJl6kXXNDPb9iT5Lrf1fb7ukA53z1AJZ9DpVpBZXUFrXYbuw8eCR9lbW0d5eY6jvaOxMMkGnRQrpYR+yMcHx7BLpawvr2BwI+xu7cnkeWRPxb4r9Rcxua1K9i7+1AmLSp6SI4t15bkBt//8LYEhdG6+cKLn0AUjfDqL/8qbnzzbZjTFJ/73s+rLIShL1X10YNHGPW60msl+nH95U/Ba1RwfrCP/ds3UWvUsLl1GeNghPGgjUq1inLZk4qaK3mnVEGluYZ+v4XeyTGi0RjPfPpz2Hj58/D753jn9ddF4pWLuqjU6/Lgnh21VECgrUIByUPxElOyO8hK56BGtrussCQvjG0ZyoEiaZfM6Y9qEGJhIg0fLae1NM4fTifYibiCM2HQD4D9YuSxysRMWmFHPvyd+7j7HwKY/9kXsfr8Z3FtdR07v/kNHN84RG5EXwblOyKhb1lCrW4/ZK0IWdnNPL2IlNCxMvMVUfbq6tc8H0dtWtkjFt0kKqrBVwoVzXdhocbZKCNZOhqVYAEm50Bk0HPuhkpf1mRDBqEpgfQsEeixMkLP2oLgLOTxqAJCt4f0pKB4v3O5sUy6i2Zts/7LQr9kRqfICKn65wsKIcGLdJ2lfehmdYza7dzAbpY+nf1ssdjICpIFdCMrSrIvNS8J5mdBTlfmtquLiBl/RYcqzui5i+foowwYLUnOfjRPUMoOYBazqwnIWTtyoeGk5bMZV0l9pwW10WPnT/1vd38f/+P/8D/iK1/6Oi5d2sSf+PHvwc/80H+FV7/2q9h77x0cHR2L/flTz72A8GCIdz7cR+CPMZ0M8ZvfvIn93RN8/OVr2Lz6LN579za2V5soXLss6OHR0RnuP+piPEqwv3uMs/5I3GnJTZFzxsWDuC4rtpAH4JIDPFkwhWchtbx8MWWgRgmpOKWGvCe5AFEBm+qEiQ5Yc7s090arZejYml3BCRIJ5FMKPr6WHkDKT4dF0IwgrshY6r5lgV/0EPqhKuwpkeUzxOIkSHAyjnGrG+BhDJxyP2Cu1xzZJJ+FLWUxN44ClMtljLhQkxWSJa6nMbl69YqEu/KY2aK3WCjwd8YCGFNc2FzGKGJrnN4iExydnGBrcwU7rREOTkeoDVwUzSnsCuMhLDGas/MO1lfqQCuFEbO1FEuro9cfI4onUjS55PuUXeRrBZz1QiR0C49zqNIgyrJx3hpLujDP02g4gOW6WOFnGEB/GIrQwJFARVP8RMos8KJAFoBuoSRtKJs9I5rGTIAOc9RyE6wuOXBtA61uT2zny0VH2kpErDbrFUT+UK7lylIBk1xB0BrGolipuKjInEPuS9VzUF+pYJ/+LmxuuzZOOyHCMFXy4CSUa8I07b2Bj8Z6Dc1GFUUiUlzcxUCfYYsu07EtQcjGfgyYDnKMHRiO0Kh46FP2PpliqZqXVhC/R78zQDHvivx60B2J0uwPRYFSr7m4dIkOshbOdnZwdniKnGlj69p1CZC6/f6HqNbqGHTbUtnFwwCjZADDMrF+8SIqzSJufOk34Qc2Vi+solavo7m2JpP1/Vt34Y8CbF9Ylqj68vKqTCQP378BmLYYxF38tu/EYNDHe1/5Em69/g4uX7uEZz7xAoI0kqyONEjgn58gDkZiGVzMF3HxxY+J9O7Nr3wN3aMjbG2solJp4nD3AJE/QKlaQLFWQ8SsDrKk3aKsjm69/i1pedTqRaxdvobq9hM4vPkq3v3a11FbWUP5wjpWNi+hdXyIAXucDgm/Nalui46JoR/jWBhp0uSAN8mhwAGEqwEVjyEyPt6kgrpoj2z+jwTajHdA1IDrsYy0ysmeFfpd6jRlnOQTyTh3C01X5WYkiQ/jeB8f/Jtfw+SnfhLbz3wGV2wTZu5rOLxxgHjICimR6lopBrRfSU6vGnkMi0ULj4Ekv6z1JJxL7b9A1Efbu4gPB7kY0h7SlFFJRuYqR0+8mVvYgsupzldTyEpWiFA6SLROT1qhJhGr/Brt56IndhYEKq4ks3Sf83oyNCAjiUrrJVMdZXPv7xCm9VHEZG5VsuCOOytK5tO7+s7zSmJOmf3o/hc8WBaUMBmBUilBNLiheR6Z/PlxzoyC/Wf12ezAFpClBRJt5l68+N1mwqIZfWWB4KoLIbnus2wmY6HAmu/MEv+HrN2jdpahZvpIZ0Xk/BP0vaD/nknEqQJ5tHMXOzv38Pprr+HS9efwsReewX/5p/5r7N9+E5iMpCx6ZnMNa//Z53Fy8FAIgyurS2jUS4jcOg52z2AtX8StozZO3rohLsycRGnuRisDyeR5nIoj93KmoPGInFgmnvVyqOcZO6FUenwmqcpQv3MyieV+zfKqJMRSjMR0EIMojVTDLVOPkZOSgAR6JevnYiFrm0n9wXPsaMRFL1LknDK8kH8mWuInYhxJC3m2kSi9HvSJVkxxtxfjXgDs0lU3B1TdeRYU3XMlByyJ1edMgc5gIBNnksQY0oZ9kkPdMzAYjyWpuFTMC3lVca14C6RYWvPgR0NMEx8bq1VR4ZBwunM+wN5xgJVKCfudvlLrsNKrl2BVyui3R3DHJBgmCgll3o+ZYrloiRw5SB14RiKmaKenI/SZFOy5It0l2nNw1JU8OFslsEpKs51L0FxqYu/oFGE0Fe+T3oRK0CKKHGX9gSxmaUfCNhVbLuSIkMfC1OIkDuBOp1ix8mD0ZJHtKkp7dVuuZNkoOykiuyDPJVENchupwjEoO3bJ5ckjNwmkkOO1u7PTghlEqKw1cdAeS3Fi2gWc9xnIqJLITsYhqvUqNpeW4MUMuASGPukFOcmFKtqG+M+w4HC9PEZURAWhZE+xpUX5/GqjhGazIlJtdiNqJZZ3Jvq9EQqUPFeLv+MY9AeOg3Ljn/zXghCc7u1j1D6HYXgory0h8Ic43T0RhINVYIG5A4MBcpYppKOl7Svicvfg7m2YYYBxqy28D69UlYemc3wsfb7t61dw4eo2bK+IYa+Lw3t3Bcu88tInsLR9EY9uvYcv/8Kvon/Ww/Mffw5PPn0N5+1jFAoNCcOSlfmUbqoJivUqNi5eEqLd3s0PhCuysb4p/JRc3sCg1RYSW95zVXWeGqiur0qeT+vkWFj0DBIkHAmvjpMHt3F677a0b7aeehZe2cPhw4fw+wM1gU8i+J0WjnaPcOfBGe4cjqT/OYpTJMZU+qDkbwzSWEIBs5mBY2QWLqfMtjiIqZVp1pMWR1dN/szaDRzECtYUl80ctm0Ly56NC1Uba0VbvA3YL3U8D2iu46kf/SFsvriOyekt7H3lazh+/xDhgJwYmiqRP8K+vOZwCG9Epa8KZ0RWgcpiXSE68ylXCIEzboeCCliYSBIruS4z9GPBwTXjr7CQ0kVH5p0h7yFZNlUqHvqb0DyKZRz5A+yVK3qxOoZYn7dF0qYSR805GIskW0USVShKZp2f2ehzyzKBZijFImqhW1OLE/ljW+aou4BKZJycbHsMmfnIPrKiQ/14jm5khyJtPo3uyPfM9rlYLC2QeRe+wkKnbk5CURPe48RV5Xy74Bfz+NGpgoluwbNWlbqeiwMa7wcxt1vYn+IDzSXWs07UY3vXx5AhN5oQrcwOFdmahGreF5vlJbgGFyUMlKORYw5Xr13Gg91d4Ybk846sOrkC7rX7SMKJkDzZl/eFkKDaqzPcRl8OWSNIDUCvkwm2LQPPFG3ULXpiiGZN2ddTqsxfNGDTX4ilCIsERRrRbVy2iXRIpDi9ipW8+lRC8lLssN2TEMZXEl91cthC4qKACwmq/BQhlx9ie3l5xki05QKnTAlyHAM5F51ugMPuEHe6MW6OY+ykU1HtFGc+LQlc04JrGRjFSoHEfTN3xzWZEGxIW1XuDapPWNh4BmquJy6pXEw5JIeaOSxVHNSbeVEJkoNCBCeaGjg/92W8Gw6Vm3YvnKBqkyuTQ3l7VdxQnYBEU6YMU915LhLZOIlQL5Zx0O7h4taq8FEYKzIMKSSIUSszATkVIjGHj1GguCcUczEHrUy/kjRFq0tjNFthWU4eBlvhRN8Z5AjyDD1ZCFNeXC67GrFVp93zbHG4Pm51RZUTRRFcyxEhA812GF5Iy4Oy64iDbWcciZTaK1jo90OMRyGaeRtmwcDu+UjG1o2NZdzeOZYYEpqZknPHQpcL6nYaCQq2stxAgZb7I3JsfEwot64UkDdtFXxopKjWS+gnvO62pBaf94fwxxOsVGx4eYtGtYjIx9HmoKM4gmt70sYiUfpP/NzvjiT7+xpBYZYOIbxkNBLjNa9eFyJaMB6hUi9JOB9TFM/OW3KTV8o1VBpLODrt4fRwn0t7evBh6eIVMREKum20T85RLhZw+eISrGJVborzk2NRylSWVnDlY5/CxHbw4RvfxM1XX0HZtvHtP/x55EslsSiuVWvw+z05Dg4TlWoJbrGCjatPYO/uB9i7dw8rtSZKW1uorG4I+jANAhRc4hkpTMcVKfAkSARJ8Yc9WIYthYlTqsoNeXbjLQzaXTRW1rFy5Zro7x/dvwN/OISErMYGbDLPjRyGvQFM8xx2OlE2zEI+VcNfjyuWKclls8xfGSBSrkpSvk6t+XnTi/GSxIjrNspsbpnbkPt05FRYMIwwhtlXFtWrRRtmLkUSjJE728GDX/11TNMvYPPFp7D1fSaswrdw8t4jTM/Zm0wkK0SUHNpfISsaZEglAqI5MJyc5mgBiXyqZJKBVh4+NSlJS0pW2aoBo/gu8+RhJZFV9u1SUOiZVPwpJHKefBg9WXKlyuMSsjH9RrIJRa3WFU6Ttamy0UYH683QAN2OyVbumpeiWj4azciM2BZDED+yzd1g5wGP2TYzMpsBFIvqoP+1Ncl8ql583Yx/olfts+PSxZxCgDKURH141u5aTCFa3BYLA7mms89Xv2eF2Jyzq4ixEjIpSNecQJwVPWKUp2m4Ga4i6NZHyLB87zx5+iMtrVlFlF1Jtaes8SlFPH2ADCDPVFu/LQ/HdEAEQzX07h8cyyTs2HRYpeeQNkyjSkz7ich1F4VMVv1pzEujgdLayQFlANumgSeKNmq2KlikYJiaKk9Lu7vKHuSZmZ8vxUBTnjNyTejVoouUrFiT514WH0purQIB55JkMWkjqsKfiyW0hiiFh8Z2CNu0JNEygDHEJGej2xuJpfmDXoh74xSHU6CvABch2XP/ea76DXFWF/MzSTKfMijRkH11gxAlJ48yXbGnKcqOhUrBERVRlACVPGW2OfFBoXlcOA7FadUfhvAqDtKYuWGmRIVb7hT754E4xuaKLirNGqr5MtJOV1xST8YBRj5Tfm1EORUzFsZDrG9sSuYN5wp2YOqUCMnCiWo5VSDZ+Txcqon4XJBQa5kYB1SreEKSZdViUpxhsECEEEglJDLvYTAIZBIueJZcI8aT2EaMWqMqai+eg6mTR5xOUChXRE6dRmTISJYziiVbLj5VN5VyURQ+nc4IBcdCbbkI181J4ZInQlJ0cNAaIZ1YcBxLDEpFBUk1pWWi6BXRXG3AptorDtEPI7Hprxc9cZsdjCMRihSKeZy0+yhXaihXXMk7Gg5iVBxKwJmvlCIehahUbPEgOz/roU4aRr0mraTpsI3f7fb7ukDpd/vyBZYvbCA1HAy6XZwdHMoNUywXEaYJHjw8QNFz5AaIQh97Dw/Q7hxL/2/jwia2r16WVNOzoxMMR7EY+WxdvoR80cWgPcaw08eo1UFjcwubz38M3dY5bn3rVfTPTlGrNLF2cRsFyrnSRKrcdDwSnkqOEJxnS7FRqqxi7+4NdA4OsL5UUwOgV5Vky7wRIRcGknvgFOswKc+18yisNhEGI7EeJpzp0nk2juRzpyTnMkVybVOyhPbu38doPEKp1hSUiJJosYcuVqU/Wqt5WKqEsEeRQHIdPxRrYjLj2Tsx6KXEep5FiG51ZE6zHECyHNtsUmWBk7mkcmMxoARAili2o83XFOGVcj8LjbwJM5wijWL4uw9w95diRMPvxNqLG9j6wvcg33gd+9/gOephOrXEwCjjRMiEpDNflPulJjFqDoqSkGoSh6yYtVOutpnPoIhsf8orRK/2xfBQiam5iuVERnIuIWVJcJVQNa4+mcys+vQkkWVFHQ3g2CYjVyhzC5XjWeByqJbR3H5eJkSNtsgxLpqIyfHNof5FXsk8OzjzUNHk0Cy69zHJ8UKxMAcqFtCNeaGyOP/PjnOWaqyVQtrMT/9/7kuTrfsX5tlZqbFQXHwUBVHnXk2Ii/uZb/PqJZMuZ6/K0AXW4skCepN97/nr55hIZnyXxRpk51Z95dmVmVF8ZqBSZginv5tSiyk2jcpo0viZvh4qVigjUk+E2JidM2mNZuGMC8e4GJ8gu9IcKK6Uy7kprjkGLhcNVG22dRQXKyN+87rM/q4LNnGonaFPKuhRJNRSGKkAT5V/NMWUDtOSGqw5ZwuqMmUVpNAXzqz0+WBBRav1rMlLZJQqJjNvY0rLeZii8mgPY9zvh7g9TrE7yaGl/YyE3kbZMxFIFvmysGC6MY2/JsL1K1INw9Rbw5RrnJm2rVZKCMMBxukUZdeGazJfh0hWCs9w5XyzTcKFGHkXZKo8OhtgOnVkoh9GCRqFHJZXq6hV62If709TdMehpLM3iq4o94h2cF+1egk0byHXgm2lYtXFaEhPFkvQUkq3WaQQbXFdQjpsQSUSmbK8XEV/GAk6auZslJyckGk7Y2bikP9nod8dirstJcBscbPXwzZXTAfXVohWbwS7YGPz8rr4phj0aBl3xYl2mvrw8uSxJAgiH+VqCb00QGK6sPIFFNyJoOqt7ghjn2O9jdGYTrs5lIiqEO3REub2YCzy8OWVZZF5j8YRpjS1K1RQNWPkzSn8MJSgyMZqFcftPtKJAzeXSn7Qzl4HFSuHSi2PgBL0JFbozvT/R95/xty6pmeB4PXmtHL44v523iefOqdylascywEbW6ibptViBPxAMCD6D2gQQgKNQCIIpBnQ/AA0PZpBDWhaGHtojAO2scvlOlV1Kpycdt5fTiu/OY7u+3netdY+NgJa4xmGWqe+2l9Y4Y3Pcz/XfQUF06nPPE5NLbCIQkwWoUjR/n4oUMg58LkXnsV8NsNHHz1kG+lGq4Xh7jbm/gznp+doeBa3g1j9cnyCOFZgaRluPv8Ctu7c4RybD975gBOHd3e2sXf9JpxWA6OTfYzPTpjItvvKF7D13Eu49/pv4uF3X0fLc/DKJ27g7OgI5xeX2Ot02LSHTm5UNRD7E/Q2+mh7Jo6PLzHb30cRh9jeuwbL1nFxfs4rAjIcsptd6FYPurtgxMLutFGR14k/Z1Gv22jC8NosF/PHI4YRe1euwO0O4I/PMTnbZ5SiSyGClo04WmDnyiYPIEcPH7A+36OQv6st7J/42Ke8hYpCyaTMUBOR70UhWigUkCfka8L/QMbkcLeqftCgJ7xCBNTNyceyF0yjlp+XuM/EV5qMC6ijBEXLwmbXQxUEbKmcHz7Gw38bIpx+Hs/91Bex8aU27KaLx199A+f3p2JSJBa/lBfXCbzr/Y56jBcZOCLJl/0vZKukntTr1aUwiKNAQRqk5UxAUxcTNUXImfDCkJJnOYNRuBobURHRbbkml1H1zOuteKVBgxvBurUSpS48BMgu/GvrSb+klS9njYgCQ0xSq4JghbXUvRlZwsgCS2xN/SvxzGVZI5mtQlYq21ofK07EfokJjZ+z1r75+KM2pqut9ev2S/2Cj6mSl39fRR6uvnuKS/NUgfRx/5c6jVlOhWt5ALx4pxUoye/XpLJ8XD+GDq2YJDXxZNXOqom7T9nmr72XyGJayZX5mBPiwCiJ8h9oXq3ei8/Tx2Gj5bmuz9zq5TUplQoGomj0lQo3HQ3XLFKmVDxZL6XCbAsgsrNogieUlWzea42UKKFEtERdswqRsoir5jYwFSuc5C3+FYWdvKEJmi8qKOzRonNxQqR64u8pBB1RO5RvOWo10IKMTN4U5r+RKeT9SYR7QYknBXCaSpm7zLmizXDYXZek0CWPscQXahKPQ9cwYUgF8AyLx71mQ2dfEuKlEAJEC0Gie/RoYcht15QLg4ajwCIb/qbL1g/hNIEFDR9OArQ7Hq5sd7B3dQM6IRWXpPTMeIJ3dcG/IRdan9RNJBl2FE45Ho/m0JMSjkcTroqIWopEKDVcXhS2LIPNLantQYGI3Nk3DMznBVvLa7aJnkPtGg3jWSQccz2LF8v9js2IBBGaC1VHHKWwbAt3D0YoHZepBXZDRX9zgCx3Md0/ZmM9ssK/dmcbs3mG6ekIzaaLu5MxStXCS8/dQU7u59kc+2cLhISmuLYY34ica+kckRCHKRu1UQyAYmnobfbQJAO4KIJGLriaja5C5WOGrNShKAauDR1W8SxmKdq2CT+pcHB6hLZl87mgFiZFnhBqSDlAMz9idVWj38Y4TBAtMjSJC0Vkme+HAmXvmeew8AO8/tqb2D8a4Yuffwm3XnoWfhRj8ugJsiDE8MZLbH/Phm3TEN12DzdeehlWu4dH73+Aj956myIW8czzd7B7/SriMsfBe28jvByh3R/g5ouvwvJsfOvn/2+I5wu89OpLGO7u4pJsiy0LjUWAyfEhrjz7HPzpFAf3H3OEtec1MCHL+v1D7F65go3tDQ5zIk+V3tYuw120dqZVRD4PeSJmWM+fI/JDuFYDXq/FrRpibcfjEec+eMNNGKbNUuZw4qNSXBi6kOalSYDrL38ai0WI8f5HKPMSW9sb6DZtnB9cAGcxGy3ZZsYx4DQIESRObSbqqoQ5JQ9XbM1NIx8R2Gjep1qG2OYk+yNgUYiTV/15ejCCTO0hGtQqha2RH1CaKLVNAnJpzPmG3W5bIho9KpDPznH6td9GmZR45qe+iNZnfwzPd7swf+WrOLt3ichXUKW0ISTSX7Onl4CJWNFKfkxtp752fdTuprVXCIfw0qDOYIv0TOHWkSAGUkuJ34PGaIa2V6GC9L7Ulq9dWoUFv+CYmFTYSadZXimTX0TN45EKCvaZ4ZJTbPiSc1Gbqa0jD0upMU0ka5JjuXEfX4DUlvr1al92Qp5apa9/twJlnuajCMLp+tT7dIHBx1puQx2UKGohgRrVuU11GSaiElYJw79f8VMXS0s8ic/Vel+nbnc9TZCpfyLWBRWQgha1dk2u5Rpy3s7y3dYs/JcEntVxrIukZUwRL+BXEnb1qYZPXZA8LQNfh4mexofWChLpkcPoY51/RYO3oqChANuaghu2gSFLTwk5EcokUWjU7ULJC2OVhVyZy0Adjo7I6foh+bEgz4rcHaF+41aOTA0WWQ/EJBHXW31sSVXC7SDmcZE2QINqiVRfuhbSNBRW+kXBxTnl61zEFT4YJbg/y7FfKTjJuEzi/SXln27oIIUqcSCivOAFA5nLEflSt3TM4hSOrvPirSgS5nK0Sbqc5dwKolaFRZYJuonTyzFanRYjKsRj8Swd3V4XJ+MLLEYJdre6aBYmJqdTDMwWrt/YRKu7g4fvfAglIC+Ugsm6hIC6uoMoF2NUt+GgoSuMapeFCtvW0PIMREmGcB6IMSQJ0CDOkaGj2XI5dThaLGBpBmJQmyjn8bxrabAcDUdnc94HKiaymHEjtHsN+DMi51bISF2pG3h0OsFFmsO2Uux2Wqy8MUyXQ/mSaARdy7G12cFoEWF+Nseg62FKY4xNqFATyegCjpJjEpEhXYRBp4MwDdiQlK5FClzsNk0YRpuNO8mjptXtwVBNTKcTFhG1vCYUMhTVc+aSUMHSabRwEs2xmJZwdQVxkWE6KuFZTeb/+ORs68fw9BKW2cI0SNAgyXfHwziOMQ9yDJuu8IOZh/i+KFCour37jW9gNprhBz79ImfsHJ6PcfHgPixFw3Mvv4LD80uUSs4M+OGgg9vPv4SwzHD/vbfhj8awbRXPfuITaG3ssCvf5PSYnWGvXbuFjZt3uOr/6Lvf4En75qdfhdPucfAREeQMp4lWowM3jHD2+CGO95/g5p076PT7IpfnwSPsDDexvb3Nvio0KJCJDQU5BVEMjQYPVYfuNbGx18P07AypH8CmNNN+E0kSC4v1PIVOceHdPk98ZPhGjrTBbI40j9Hr9mE7NqzGLt597Rt451tv4uaLN7E1bHHlkZBTq1LCbehwfBWJYbIqgeRg1NsMCyAkiV9ZMTGNL2Wh+GWDJxrEyGK6Nh8jzf0ypVZObDmNQXI1K8AF6rVruJ/QCqdg2Z6GECVJkFsObCXhFOQqmOLym19Dnka49ZUfQP+ZL+Om5cD8za/j7IMjHmiSjBwxCZER8ek8YcoeOicVc25QHcMjiwoREsLfcyIrTV5kh8+hGqJAINIr8xi4cBDwd53My5k6NKDzTCdSnTnXh1aa1P6R/BcqymoZti5hdU5hlTMRtYuYKEb8HdlCql1h65aKtKNYHjuBsK/UM09Nc7KNxAgItafWF+/LgqOOAqiLt5UqpVZlPK3nqZGJp2fU9UJl+dy67SIVSVxsSaXJqk0lrdafKnZEK27FBZFFx8cIqit4Y+2n9fd5KthQFpGyDSgbL7IoXVUxNddi+Y6/p8B76iisFXbi+ax4kQZ7AtGpGS9Pv0cdblkXMr8XQaqTncVDmKjVRFiyqFDYHXZXV7FlAV2jgkUIJ9vQCwJsHZLJqCVb0AuOE/E3CAkhDgohKvz+shCh61gQXCmqQSj0+P1k8jMVOHTv0zZqZDVQkTEZrZoVlGTHRL0MluHLRQtLgVPOqqJHTtGkaYnLeYmPRjE+nCc4UjQcpOQnJXBD2naKCSGHXY0iNcikjY8ZtZ8qRmHGEeXyiqszJzTcMNE2iK+Ro9RU5kFoeQpPt8Q51ZssBd7uNODa5MGi4ODwBBc856t4MqvwrQcn2Oi1sNFvoOc1ML24hFkUWKQpXMeCphVsDkf5OGFpsS2Ep6qwdQPzgloiBfMoyJOEvKQ6LYcVhMiJjyEI0HmeY7aI4DkOIiL7WoBluzDJNM/WcT7ycTmeY7PXQRplKIuUnc7DNEFOKcOagoZj4PhyzseW0u1J6dJsNQCjiaPjY3zhh34MVnMHi/e/gagskYwX2Bw2YDc9nNw/xt7GJizdgpn5uCD38VJHv9fBxJ9jFhasxAxzKjQU7LU8BLmKII7QaNEC18B4dA7X8+BqOlpJCMWh1hV52mRoNhyMiwSjM6BF14WlIwgyKFmCTttGksfQMwpOVNHqtHExm0ONU9jNFnNbisrDwNHRdWgBSz7mIh3+v/oC5d//619nTfWnvvQp9KitMx5jdvgYXZJy9YZ4/977KApS8rjY3dmE3e1gUaQ4ebyPaBGwS+szLzzLLo+hH8CfnPEBeekzn4XtNjC7PMX45ARxFGHvmRfZcCcMSBtfoL+9B8tUMLm8xNnFE6h5gRdefZkDuh4/eMIKmuFwA73NDS5GaALqDzrQdDLYyZHFISyvAW8whN1qYf+9dxFOxrAdB63tbU471uIAWZLCcRwo5LeR5fD9Ec8EkT/ndExyyLUoLEszcXz3Q5zffwcbGw04jgnLcRDECdzBLvqqgSg9ZgIZTfY6dA6JIs6ITwOGoTAZL2KwU/R9uTghVIRceVkRI+WzREKtV8q16qQe1euOhJzYKTn5ICtXq9ARTf4Kdjo6HApeDBMU/hSXr7/Gx+Tmj/4wtp57FXs/3YDZ/QbO33qIyemCjY+qQniOENDBCzt6sJeCGP6FGyY5xa65zvLvyHSKCH7k+yKKD3oODeBUWIhVoyQoclS8DBhcKm+ElwSvVuv5k4ypSmqJ1X4SFYcNkussSSXrLCNqBwjfDTkRy7yZWg67JMTWRFGaaNd4HkvmytrEXEMktXR2be3/eyZ4fDxJeT0deGng9vvcXGsTaY00iO1foVL1PtRtlaeaHkv+w5IasnxOjbjUH8Twv7yGlj5zshYTrrirlsrSTI4mPFoVSjKnMMuT6M7KvEW+Zr1UWNvGte+Fk65ESSQJePUk8UwhzV1/7dMHT6BhT+cf1YXKWnkkeTLivFHbhto5LfIqUoGhXmHDIDkn5bpQ0SFbeLLop2NHRYkh+VH1vnFxwjwoma4kr/FaVk2GafQXTRYmpDim96Pnk1EYIaQCcSxgeDr0hos8zKHoGctgCbIngixN2HTdM9ctES7QflbiIijwwXmIu0GGA0p5z3N2X64zsdj8kO45iXZylhXnAYGt5s+CDA3OiCEeBjnrEomT0BWDlSb0Ni1XZXdVlrkDSJM5buz20LY0aCUZkVkIKx3hRcYGa9FZDM10Mew00LVMRPMIFyeXHCHSciyWwirxgu/lNCMUKYPTodaFsG0nq4pGx0Xs53DpektLOAZ5m2QoNROmI1rKF1N6D5MdVWm7DMvmthF5QF2eka9NAcdqMOmViLae6yHOcnYHV1WSB+eMGnV7LsZFCLPbQrPb5sIvWETIpxN8/Rd/AVc3B1ikCaJZgJ2uC9hNnJ2OsdVtQSkD6FmFg7O5MH2zLfhJxB4sFI5YaaTg6WPYcDGfB7iMQ7jNBpqOgzAKWORBPi1W5MNsUovGRBQAjqci1U3sH47hVCajXJeTBV+/bVdjdIzUYdSaI77fPCKFkgW3ZXFUQe5n0MkIzqBgREooIv8aZhb911+gELTb397GxcTH6dldqFmAqzd2GDG4f+8BTEtFt+/gyo0bUAyDWyWzy3NkSYDhsIXtm9dQpCUOHx+wT0qz1UZvexeVqiMIqdUyR7ffx5a3x25984kP3WqiPRgy+enk9BKzs3O0epvY2tzCweEhTp88gZ7FuH7nJlqdBsajMYpCQ7PX5SIiLxIsJmcYbG7Dbg45TZlCDudnR9wWcvtXmahLSEo8H8OwLSi6ibzMkZI9fJbh4vgYRRKi1WjDbXjsgpvMzxg1eO7Tn+IK3+0N0eoPMD09QEoBTlWOsLtAFubQtQUm8xQULpz6KatSdEI/2LBNqATI2ZTUECm1faSpGXM0eGW2snlfrprXR37J/xAP4bNyQNk7FOpFmTU0mCoqrgxsjh3Qg5Kl4fO3vouPxjPEP/5D2H3lBnZ+lAq470D/5luYPJ4jpATpTLgWctHA/y9ydnhlScUKoyjEsK9xg9XUxEO3DAfk1bdYfMtV+rKyWq3u5X4JDsrKvl3slkBGaIeYm1sbX/HuU/uMZHx18Vav4msXFfm838ODkKjH8hg+/VjuybKF8TEexFM+bmJ/BIVTFhB1MfVxN5T1muY//PFPISp126tuzqyfdpF7JH5bIyZc/hGSVGe+PM1GWV0tS8LoirC5TNmVX7UHCxGZV+Tg9e2veR4CU1kdtLXzLM98XefytkpEkH5fp0GvH6L1bfgP9axE80cge/W5XSsbeWBnVZkM26R2TkelXB2gYxARltoNpA4RLsPCEZlaPLUmiYoK2cNbFiDsDcATBO9fXSitaDvLppTgnqwKFyq6ZHQTdEIEOg50r4XFxYSJo7ojKmzVJI6LQCVJMZOSUoMsztMCZ0GOu5MYdxcpDqFyWyeR9ySf2bpAXHKjFPYoIX6a8LpVOHGdcl2o5eOQeZlesbrGgcHtG5PaQhK9Iq4d8gS7O0NoaoJ+r4EyEyq6ICVMNAFpKC2yaW856FDGD9nnH10inM3ZadZ0XZhqAa/Xwek4YNHEld02CreF6SSBWeRwafKeBpzpQ0GBTVvgrdT2IPFCU7dhEKeQYqhpNzUaf4SSZxpkXHRQy47IvJ5lYbxYwG46QjWTlDAtspQQ7SvyZqLig7bZ6njMmTRJOp4RqpRhw2sgCkNE0wV6nQbmhY75/jkXsl7HZmM/yokiPgzl/4QRNZ0r2KYGy6rQ6JL5p4fR2RRhFKK10YXX7GA6D5CrRPIn/e+crGFYbp2EPhuGni9iTPbHfJ00XV0gSQoViyRjczCaLNC2VRQc+Eg2/mSy57IFw2QUoNMosTFswQ8S+POM36PV874/CpRrt/dgqDnC82N0mh1s3LyOUbDgg7u9M8DWZo+lWdSjJMg7oGye41M8++rL2NjZQ+DPce+d78JxmvAGPfT3rvAKPV2EWIxHAqazbSz8kNM9SxhwWx1MRzPcfe89aKaK27efhd1q4I3vvYG3X3sdz9/cxYuf+wSs7hDz6YSzf4bbmzyOJkGEoohw/fmXUBk2wpmPB9/4LRTxHM9+6vPIK53zIaxwBhQpvHYXdrOD2eQCuuUiXoxxfnrEq67ecBOKpjOhNY59dvZrkMQ5COB6feiNAWZBidLqoiqmqJIzlGkK0yg4r6FymphP5pyHoyRE8sp58HEVCrsqEZYlowGCliEgeyabynA+kk1Smmw9WIvBTzx3bakvZKHsygocEqKiFsgXsfBdsG188vOvQhk9gXk+xeIsRPTwI9z/hRmCyx/CjS+/iN5nfwh218P+176Hy7sjJuFx26ugtknNxyAZZ31VrK3mBSvvKekv/UyrxqV7qSwq1pEEnmBq8c/S6bWG+YXjbQ3pE5GYeuuCUCuQFEYZ2DWfIgVE6i6TA+u22HLiqPkstSpqLXn443Lgp7gqT3Mknn4ssYa179c6G2szrZik1pAviSLV0/ZyKpeFWY0C8TFaTx6oOSbymK2jFRyqKK8BUbhIpGSdlLpGCK6RoLpNUxdB4p9asVQbiK2O6XKrl/SVp2XNS4P92hq/LqDWniT2SU6oa32nejuX7bRlHSOVMfW2yhfJS1J248SL6Bqh54nCpIJH8mGlQpNi6al1YAAtgwoTsnwn4FImRNfnaY3zxd4nHE0t+U31/nJRVJsXSiPDGpVaNbCkGzCn6PH2E6lRJa5E2+NFXHI2Fenpmza2Pvc8VHeIh7/6OhAE0EwFcUQurQoWSYFJUuHDSYT7QY6DSsMx+SytFXpcftRGhExgVxARSZ/aPZoqChWZWJ0mwrStzV5QGbcpmNOmFmwKNg8DDLodGERiVS1M5yM8s9tHlcfMobHcFvzJFEdxDrfXZLSnRWpKXUPLBEbjmF12acJuNiwUZYRxkLDapuFYaPQ2EOQKmh0TRW5hdD5Gw1R5wjcVHbpSIIgKDj2kgolaP3FBZm2u4BNRQUL7kSfwyZTNtmETt6fMUOQLDHoOO7uSOR+15A3T4hRiUpESETUsDXT6HUQFuZeXMHLASxP0ttqY+SWy+Qx7VwaY+iGOz0bs6kp29D6110ZzuLChGAWjJpTKnrNHTokeB+U6OJ/MMJqF2Nptou01MQ1ClFT4NVowxjm6ZsnqIiquPFNHSBb5aQmbrldqg5GkPEqw1TPQ6LRxcO4jTxKotsMFFs1FpKCi2JNFQFwiYHfoIqI06QtSQapod5q4ZJfj74MCpVALJjNt39hlye2j/UOYloErV3cwGPRgu00EqXANTXwf4XiEV774JfR3t7F//wHufe9Nzqm49sw2tm7cYE5COhtzQUBFi+FSynGKKglZEkay4NHJGY73H2Nro4/NvdsIFxF+65d/Dfl8gh//0qdw48U7nMQ5urzkFcfuteuIopCjt+1GC83eDuajCebTY6TzEZqeir2XXsJv/9bvcrLwK1/4NPc3ezu3EPlT3HvvfXQ2NpEkPtSsRIfCA0kFT34KxCYn8znHQ54nSGMfnUEPmutiNn6C6fkEeVxgdHaMjlnAI3fb1gAnyRzf+eAEI+KHpJnsJdPFpXAxRwUKEWdrGJ5uzpITToVJGyW9Lt0+5TgtNTRLbcnKLL8eIEVY3uO04B5qTD4lpxGsBzP88J/436Ox+BAf/Ktfgn+cIL44xMEv/zLC0wvc/skfQPfFr+DO1hU0vvq7OH7zEeYXEeKwQpqrUChzif6jwofUR9LLgeST7OMircK5uOCQQWbzciEhQtLqeYY4NpK4yJwRIgQLJISeJEixVHjkPPjX+8NkQ2r3cI6ORG5kBpAYpGl1Uq8ka7SGjtAac7QOSFyG6T1NWBUgQV0OrK/HJVKwrLDq93oaXVn6kMiXCnXJGrIinyfm/vVZeA0Me6rAkcqqdbv4uvhYAk+S9LpWFZEqhH0/au7JU52oFa/jKaRmrdRgZ9+aEcMeNNK9l1tV9fEQCqkluiNl4+spxkzulZ/A/jYS2RAW8CsScu0MXHvmiGwouZlCcb46nryB4vjVqAm/r8x0IrTEJdM2chigyAsyZVRyeGqFtq6haWhsOCYKE3FsRdumdogVbRy6NmkxQtyApxg+zFMRBZhoUVH7i651wRZiFZlETzTdQE4cCtWAohE5TGU+WHAxE20nS0PjuS6e/9/9MaD3PA5+911k2e9yS5vUsDQ2BClw4pN9fYSHYY79QsFxRndMbbhHLc/VmMBkZkIYqICne8gw2OiM9sszTGiVCtuo0KAMIbJ918DJxdQ2pe2ZJrS/lHETsZFlqWe4sdtHGIbcri41Cyf75ziKgURXMGxZGKo62qYOQ9XwweEYp5M5x570Og4og3g6T2E3dOxc6yKIKrz34THanQZM28UiiOGYDag2FVAFE4YpSDZNyaSMMtRyTo0fXYxhOiZM0+Kii9Bdr92BZc1wZaOLi/MRSkWHZhnwY9ovkQdUqC6ODg9hmR5CMrbTaPJuo9VwEI3GzA/0cpI3ZxifzDl3p91ysUgVXM5oXKOXGIiiHH4gSKd2x8B4Qi38HJVmwNELDHp9lCRp9iNE8xD9zSbajR7CmAzsFKjtIRbHU+xiAdvRMR776DY9xJqC/Q/3sbPRw+4z23h0fg4t0rAxaMJyTIxHPremmgapuUrm/3CoMhSWYhMvZ3engdTQMDoNoGUpBn2XE5TJPO/7okBxHRdbGx3oro2TsxOWnm0P+ugM+lDoIotTJEmAdLqA6bh4/lOfhe608cF3v4vDux+h3W7hxgsvY+P6LUzG50j8ORajC3Q6fZBZdBzlKOKANeMmydwmU6iFjxvXttEdbOPs9BGO7x1iw1LwzFe+gM7GDs4mIRO/3EYDzXYXSewzAZQIQ+Skeu+9t9DvdeEZKayGh+7uDUTpBa7vbQPNTfS2tqHZFma+j7d/8zdw5fZzyPw5WyeH80t4zRYzxy/Op9CchhCckqyrVNAcbPGFCdWBodl8saThGJstC4ZeYaFoGPkBDsY+0iQHogwdy+QVG/Vu0yLj1Q8TXqWPhjBKo5tUcEdo0q9H33pwX65y6xXlMjiPvV5lq4Eeohdyye2eFOlsBv/Nh7CG7+Plz19F8+ZN5NFdYF4iDye4/M7XEU0nuP0TP4jtl5/H7k834Qxfx/HrH+D84QjVvECp67xNhJCxeob67bIfQxyT5Spc4u3seLJkdMpgQclbWbZo+PkcsSj2TBOussKyXnq8SFWOsJKRRQpNRuyQSQFvNJBTwSJJhVw7SLULT6i1MuZpQufTrRdy55ThiUtcRP4nD3ctoRYr9jVkYulnUfNBVlRZcUZW1v6rx6poWkdbav7tygq/JgzXXwLFqAuIFVFkZYXPe01GgbQiluZkTzV5njKFk2jHsjCqC5qV7aswMpVF1hrBg4oPOg/MMaqTDCR/hyZB5mXU/To5xctUhyWXZ53IS0+gAmE910eQg1eGanVDTahyxOdRYUySdMIxGOan1gQVKGoFm4uVDG1CTSg7RyXkRNwvZDbIpFZZyDL6xLwTTciKqfWap8v4BFEkitTfWoXGxmrsbUJ5OnL/WIlDvhcqB6lSy0inIp1ThEVkBd3QBTTkaor+S59Fat7E/J0znP3O1+CSr0VSIC5LTMMCZ4sMH05iPI5KHJQKpxPTuLE8D0u+0UrNRb+zyD9EVXmsMRSSTxuIkwxdV+cCMCiAnqmh1zC5kCHlkE/yW10EARrMTYnwyp1NRHHMLtj3RylOL6ZQHQ2FVeGF3avwihBNTeMU5XuHI3iWhp2Og6RS4PWaSHWdeRLXbl1FRd4h0wBVccm8PvLXsiyDEWTGzVtdRHko2i6Wxm0t2mYNKTzXYlUTLZQzVBjHKSr/HLevDOBH1GjS0aIE3zhBFpeIlJjPSxiP0fBaSPwFVMeB49lwtRJZEqFhe2hmAYYdG36kI5v7aHU9zNMK4fEUrq2yKVtGHihRyR42hDxFRAGga8AwUKQJWjt9xEmJYFFgQSaetoaB68L3F1jkBUqvgfT4HHdcg0UgizDBZt8ln0/ElDzcacG0FJzN5yiSis+LaQGL+YzlxHT+KsdBSgVYQYoeDZFPfMsSPU/ngN2LKSUqU8K0iUzVMB8tEFB1+/1QoGxub3I/9PJ0zIFLm3tddHo9Ji4SkTVPQiSLCM1OG/2dHZ4MPvrON7AYT7C7u4cbLz4HmB6OHt3jC0MtYti6Dn82QZIpcDxCK8TJJZdC6uf1+tfYGXIyuoR/PkK34+Landuwuz1cTGbMregNhzBt8jJZ8LDVaHcRk/R5cohubwNuw0VVEsSos/w2yyx0r15lp9iy0vDk3bt491uvYe/Z5/n1WeRzO6m/cwWaZcGfTmA7BqLFmFdJerMJzWqirHRuIxkppVtmaHsqNgc3eCCi9Ex7MsE7d1+HmyR4vusib5dsckS+JURoymjWoUFBqmLIBJFGGWqfUEtEtEXEg5Ub9cQjJ6blfCcnuXVFhZjwhHEaTWQXhFAkGZJiCvO3/i0WJ1fQURdwqPJvKlDCHEUaYPbeG/hwPkU0+VHsfOZZ9D//47B6A5jfeB0n7x0imlIvXODvhO7wJM0BfqKxI6STokBiWJxbMOxAxROVmL9EsE3NGeCHnODYeVeSCVdFgUxBltKb5U1Em6EW7OlQr/LZXVUWRLw9a58hAHpJzK2xp5pfUk/O9eS4rGBWsIMAX9ZgmfVQvBpRWatYnjJrrbeRf5bmdzLfZ213lsXJ8n3lH+omkBCcr54vnruKEhBvv4aJSJvTNYrPWtFU7/zaZz21C6JwqQvj+m/rx4PFHes7IeyH1+ID5I7WIdVyX+r3qdsq9U4L3GztupfPZZBaHte6SKy3rW6H6rJw0CVyQigK+X9QOmxTV3lCotU9kUeJPCncigWJlcmu0iCPbOfJgp4uHpqU2IFW9EwEyiT7kzX/RXBMCDGRfj/1uagRDfos4jdYOlRbRx5SSrBUIJHrbabh+Nv3MX4SIT4+gTo+5aA+IoHO4gL78xR3xxH24xKHlcILDoG2KiulmjyNgkwvECAq4knJQ8ec7nNxiAtGj1wqvKoKLQ3YbJCqhtBOjYspIlVShgsdo0HDwM1rXRYbpL6C83mOw1HEbVTPsbExGKCDHF3HZM7awf4lo80wbJiuaNP7NBG3HOxcvYZKdTAezdgEk7gTi9kMzYYB1zShEg+l4WIy89E0S7iOiUkecapz06LyhJBbnf14aE5I8wy9pouYXGn9iBc11KaaRZTuS+ghtUtoQVMy8mtbClLTgOeSsRq11qkVVEILfDS6DuZJiflswanY1IqaLXKWY3dcC0kYseyaIgGoQJn6ERyjgOtSAVVyWG1ExUlSMc+EPLr6PQ+LIELsqFC9NsqgxCYdR+oQRHNsbbSgeU2cnE/h0mrCM5gsbGUFNloO9KKCTy32PIOumezZcrYIYVQFXIs4KDlKstqngFpbxcU4wvk8RK/pISVDuIs53wseVe7fDwUKrfb5gnIsDDb78HoDBGnCEd2U8RDNffR39tDZ6CONApw8vMcytRu3b6OztcPur/OjAw648lo21Mri/IIkilnqRQc8nFO6LxGPdGxs7LAMb0Qk1TzB3vVrrMSpdJODkqjqdjwXSpkhmC54sOhsDLCYzlCVGnpbQ5iaDt1ycPftxygrG02K7zYUWJtXecXwvd8iG/gC1/e2OJshjyZotzxotgvFdBH5C0TE4YgTVsEQybYyPdjtBpQihWLTjU8ZERmvSPxFCmt4BVazgfD0DDubHlpGhdnlgkPKH5/7nC9BFYmRl0hpsKTVl/S9COv+9tqgL5Q8YlZgRUxNQHgKpq9zTlYvrK3g6/C9RangfpohHV8getPHFU9lOdp230GrpUENE0Z5ooMHePhvfIwPjnDrhz+L3jOfx63NbXjbX8Xxd+5jdhQijik/gyYIMj0SfvWc5CuJqCuXTVG01D0GURbU0hHhYV4jECIpdm37CR6vJcvyGNSBakLmTOulVXgO7S8fR9leYe7OGnFXcAqosCJzt9Ws/JSx2PJ38pu1f5ZSZNlC46PPrrsy7HEdEVrnIEguw1NoTV3jrAEgT5FE1zgzNWqx/h6C8Lviv6xLjuUVtJKmr7pRy52rUZiau7Dkv6wxWsQEvtbNkmhHjYLU+1cjLML9Vqiv+LXUVuRtE7k69FgnyfKxWZqw1QGQ8nPrbZCIBhehy4gBQXyt+R10DYjipA6ZVOBRH58LEw2OSgUJIRjiOeTozEVyXWRwcbEipJNCgvk8xGCXx4UlxOymzDicQFS4HUlNFkJUaUJcM9fjAyqex+7Ghgaz5SIJQ6g65cQIYzYihFOBv3j4BNHRIUxS8RFBP1MxyUo8miT4YBLhMAW3dcbSjmC57fIcCdSmJrCLyAsO9isr9HQVDdNAkqXoEIlT19mRdLvbYEWTn1JoIBX7BEtqsC3iomRoOQZ6bQfTkc8ZNY9PAq4UKbOmatoYDvswowRVmWCCCueTiNvXulYgSlMUmYVmz4DT0nFlbxODjR0WARRZiIODCceLEHJACh9yriWFCkuJ9YyJy17DxKIip+4FOv0WUoWcw0O0moR0FNDmCxgoOa/GhMoI/ePjCRcSVLjR5EwO4yTMaLoGK2kc24FaGVhQEWMYaFcFhn2XPanCRchE3bSk1hZl+FCbpMUI2iwO0bIaXIyGccI3hduw4ScxD0a6ZWPmEy8kR8NT2Gp+uog4i83sdaFnChuxGXqGKEjRdDRononJIoaSloykzEhhVWjMden1Wrj0E8TzFHlEpnQFIiWFqZlwSJauq/AjchXOYTsKK1UJ8dHIV0tVcXlOkS06KkPF1mYD3xcFSji6wLDbwHBrE2azhbPjE+RpAodJViU2dvegN9sYX4xweXCEZqeJazeeRWk7mE+nyNMMjuuypM5reAjHY0RpCMdrIw5mmI9mrJVvWDbbyC/CGP7klKvtrZs3YVIS5HQGSAMe17GRRQmKvIDnNrmFs5iMsfBj9IcDWJYNi0i2J4dsbdzpe3xRuf0N+NM57n/wLnTXgaVZsImFVQTYe+YZvtjSMMPsYorzo304psIy4t7uLo4/uofYcbBHpj+jYyZy6ZoIjVIMB+3NDUwnE+x/+B4aPQ87z9yEf3GJTmeM+SLFg4s5u81SW4QGShowiNWRkG6efEqW2SCy5UO9cKXmaMjpW040gtsghvyaTFo7hnHYnpwc9TVDrois8VNyXQyQpAonSxMsOeiY2GjYnHWRJymSyyOcf32B+Owcd37mx7D5/HPY+6kNdK5+E/tffR1nH40Q+AVLkel81IRMse3K2uQiuIWcgCqX3DQA047QgMq7w1yD1exbu+oSUZquK1oN8WTBaqBaPSNW0vXSnKXQND3SClhyE6jlU8+3jN7UE3TdUqvZDDJIUP71abVOjTwsAZJaJSFRi9p5df2x1rL5OIV2yX5Zz+xZ5tGISZIdgtfwjLq1I2qLVZoyJ8HKC2LZRVsDeJjfsdaqWvJQaqRpibit8XTkg9N5lxu+jm6sOCDCNVV+L4mm3HYjqF4haa7YRroOk3olywWdeFt2Ta7TpZeIkCSdyqMlJl2BHAnL7pW6reZb0O/pGidkhPJOXP6iiU4BiWIoP4YD33RqtQjEpGbbsKEfc0VEa4SkxFTAih7SqmW3ai3JYpRaZ1SASLUPbWeNXrIKSBOfQ+1Kw1Jh9RxkofBmYrdYU2crc860rQvtsmRUg9oifqngLsmIJwm7w+6TIpICPZck3drTRRRrdVuHpLrkj8H3HJ0HUrcpJXNKhmS5rikYBSm2PQN5UQifFUXlIEUfBdq6gqauY8sGnru9hXc+egJNtZhsSuNXk/ggWoJ+twctzIFghsIwGCkgXxDbSNEa9HEeVwiyHJ12Axt7A5iNASajI1x77jlYrecwX+TwR5cwmg4HypLwwDBsREnOi9B5MEfiRxhu38Fj/z2khXDVNRwHMRV0aQSTC8QcHVtHf9DFue9zITwnE7ayxLDvCWfpHDjPE973pNCQljEMx4JOfECjwiXZ6ZOCybYwj2KkiYIGu712UOYVxtMYfa+DRtPDzJ/BMjV0201M5lO2pzifhjg/G6FJTrRmhV6rjVmQY0Z++d0u8mmOxnwKp6vDICfcLMLmtU0czWJ2+d7quxilCebzDB1XRavtcp6O4dk8tlH0SkqeVETwRgJdNxCR52yVoU+L6qpkegX5YnXbHqKA7O5Not7As8mb9uNLo/9KC5R+p4mdvS3EhY6j/ccMBVquDq/dQnswQBglmHB2jc8eJG5rgHlaIjx/witsOmAl2dMvaHX+GEWUcFERLy6APEPDMxkB0U0TF+eXMHUL3W6LGcyVpuPi5BCW04DnNKFbFgcLEsGUHF9pUF9cnCNLY/R7A3hNB4pm4cE77+LyYB9Xru6hv7PLYXOnhw9gKSa3PCgdlKrrMotw7blPw2pt4PLkCRaXI0yefATbAJqdbbQGV3iyPHz4EJV6Bm38hE2DnE36rAFGkws0egNWEpEnC6l+VNvEePKAZwCr2UY0uYTnubhGUdghwYtkA6/jPI7lKlO0CniVRl0RMo2SUg0a5GusnweipcOqsL/nAVwXmRZkpywcWwXRcMnrlPB0DAUHnGJcIi4AoseE5DybubgyIO29hmoeo4hmWHzwBt46OcbeT/4h3P6Bl9F85SfxzJVr6L72LTx67X0sTiIuUnjqIP4GfbZs73CCsJwVmQYhCy2RPyNUD8w3YCv8UjpmigA2RiUqcuIU8lGe9Mn2W4IxjCSxF4eYFGl1LCa/knvznIRcR+awQZbIC6rj7leFhywdJKlTZMjwX5aS4Y8zR+ghioG6EFub7NcQhyVCskY8Zb+Xj7XnlmiEVOCIVpfwdHm6JSPfq74UnqaDLJ+0VLysS6rX/OXroqZ+1C20mty6/oZLzs1SFiyPF/EplgiI8Ksh5QwV6jTI0fnmwppA/lK0C1KyLadiktONpfWcPB5MtJZ+JXRNLNtd8tzUBFoyBKO/0GcwAZWkneRDoZRokgGXDjhcNFCRIFyZiUdCqbZC3SIQmRoF0XVaKBCnifowOipipRZEbGV3tWWhLVp24oISJHFxTHWdSgvBfWKuDwd+CoSG7l2dkJOehyLI2Eae0AnFtthBlKwIqKjjXK5M7DPF0s0yBe8fzfERucPmhJyUCGghIIuzZekqpcVCTSVClEg1Q341qlIyGkPt1ZzUHMS9MQ3M4xhtW4FHk3ESwzTIXZtaMiYcCugjKbae4LlnNhGkPtxeDyePx+j0mhirKaIiwu3dHXg0npcz6J0GHu2f8zmidGndBAJySV1MGVEig7StZz6Df/MLv45X77TQ2roNzENsXZ1gjAAxubhShlLscp4PSXPPz2e8XcQqimZj7Fy5IRDqkhQ9CRdeTeiIKkIyKJOmibvHZ5jNxVXlGAocy4VpOhgvAiwo7JAs6+kaKyZwWw56rolh28WM0PEiQL/XYgt8Iv77SYBXb5BqE1hMfWz0GnwPTccXjEgYloODkzP02y3O27FdG62NIdQ4hlGVmC5C+HSuuj2kfgkvHKPTVJjPoyRTXH3+Nu6dTBBeBhg0G/BLFWFQYqNJHmIeRkHC2zs5HqHfbSMtKJrAgJFFcN0GF2JRlGHouGi1TZS0kIOKhkWtuoRDImnG0FMFSoMs/Qmy/z4oUHrXriMuY4yOn6DR6sC0DU4I1k0Ll+eXGI3G6PcHnG9DEqggDeDSJO5SqFEGwyQToBSGaaLT72E+XmA6msL1XLieyc6tukF5DCMeLKkH6TbaKMqCeSCmYWPQHzACQa0XckfkACYyMUojnuB1uwGTjXkKJPMLtmLe3t1FmuWYTaeAaaM13MPFowfc07t+6xYMLYfjtZhpffzkWzg7PECZ0iCoo3t1l4uYKFrg8slHXPSQaonir2k/KLROcV0Mus8iTRK0yG644ZA5JManh9jaHsK2d7H/0T22vaYgcM/UOfSOnAMXccFx4+RBsHQ51YSFNnMoyJWWZlziktQWWjxgr9bG1BOlAZMGGlYyVkQSlBM5T2QrRQkrJKTi8YgST8k8TsmwW5IPQok4czDommg0NNiphiIuUE7P8OT/9S8xuXcXN3/4B7H1iU9j52d34V7ZxOFvfw9n9y4QLoRPA4kUaq4GSe9E60YTip4lgZTIk3IVv8YroOJKEGjpd0TEEf1/wbsREfC19X3NBqXJghVPElURvBMxAVJRwj4wbP9eq22kwZjkkCwt12py6VOGYdVTXI5V+2w1ia/qjFpWu0ICam5LHWr4MWxGvtWa68jaZy/t95fIy+pR25HIl0uSZG3Xv7KtZ5RiCQTUwYMyi2i5/Su31ZUeSYZRLts+8nuqQhjVWyELdSuI/sQIBMlomVAr2zXLQ0VoRsnJujSYkqcKEURFC3K93SIKiLpA4WKF3VlrtY3gvBBB31ZFEq9FHAv6noiyGn12ycgBPZ8LFGp5yJC8mr7MyIvMp6GVNREpi5QwnlqiK5QbdV5OfRwEr0ocM3FN0pUmiitSu7A3iizc3C6FwpiIZyG0koogQ96PJcP6AjER5obUGg3jCqdRgQ8vF3i8oFydnMmwJD+t7RGFo5Ak7MqCTQR5knyZ0AGBynhkzsXVvAaLLwQN536EhlqiaTuI0oQXWOTzRMRdLY3RbjTg5jFu7A1xeD5FVFhYEIG14eAhte+3NtBzbDi0sLQUnFCkxsWck+39RYDOsIN5XuHyZAadFFP9Lj48nuHB5E28d/cATw4rvP9ojJ/92R/H9WduodFycHD3AUySOOcLzk2jcb3VcKEZKm9jWczhtjKYuoOEuDukRCLDxiSDXqRo97o4n8U4vshgWTr6LqmVKAagxOnRBNPQZ7UMIfaEs1GQraWU3PYj+/osDNFvm3w/+VT8ULt/e4CITk8Ywms4WKQq/HnADrB0Ac4CssEwkWWkeFJQkG9LkjKPhGgMmUpeKT1uQ/XLBL2OLbhgZYT+tS18cHSB6cEU14ZNmI6O0cUCWpmi1+kzAXYyo/aMiq1OG9AKtnjQ8ojziUhBZJo2zEpnHgoVqGmaoOmoyHUVi0BHo+GwirZhCBUfkYW/LwqUs9MLeEaJhtfgm6W1fR2W6+LJ3btwGm3cevFZXvZFIYGFJUzHgkJurLMpbK/B9tCUHEzGZtPzY5zuX8C0XLR7Gjq71zgw6ezJQw5Q6m4M0ewNOeRpen7JrPj+7i4zmskBtdFss/wvySJ2zKPUXp3kc24LuWJwwjB5mZi6gcujY26h2K0m9LLEwYd3kUUhhhsbqPIMpe5gOlnA96dIpz4Mei/qMfYGUJwGVMdmVIgmzwFtV5Nu7AJ6w4Pd7CHRPOSLMQ9yZM1PxyQeX+LK8y8iIJnaeALN68JxTzHoEKs7RVABk5xyOiqRdQEg48AwgUAQYkLBrJSGyVbxS1eup0mfshPPxLTa2nzFfhA9eX4sSXTUz5efUSmYA7iXFuxum9CNT8S8MMHewEXPE94JCg3cmQ//ne/gg7NzzE9/GHtf+gR6n/0ZODvX0f32d3H4rQ8wPZ4hikRLhlCcpeG7JEnWJmAkGxZcmpopKmTFbAXH+8BTm4SsZfqxbFfQAL0kYK6REel3nHEk3WXpX5Znf8ybpD4uPMnL/B5ht183zdaZPesE2hWzZIWKrOMQ4lHzAlbOtevPkb9bwQPLz1jm16ybfa0jGmvndEkuXoNWfj/OTN1+qn1VltSINTVRXautfn7Kvm7J81giM7XSpeY21aoVqR6hwoSvsVp1VXOP+A1VnogZWVPBeVgsNa8o0bbGByTXRLY5udiQHAsqSgjYIOIjFeBkVU8mYIRhMPeB+SXkWSKUPHX7hxFJmQjOGTkkHab303VWWtD1Smgqc2C5IpHXY422kF18vV2yYGJMR16rNdFXhFCWsBo6hs/dQDCPEJ9cLtuLgn+lskM1q7DKklu9dL0ukhKH0xR3Zykex6IwOS3AYXniblhDvFZdNz6eTLBXySZdtNkaJrmMirNH/DZCdpIsw7BhCSdWP8Fmm9ooMRzLQJXmaJgW2hoZ5uk4OF8wWpHHc1gdB3fPfPSHbdzqN4E0Rkr7FQAhpaUXgKWkaG6R6VoDBw/HUEIfG8M2FjkwPw8QhPeQE78iBy7PLvDgrW/ila/8HLKywUnqJJelYmk+CtmnhZD0nBDerITtWrwYXAQFXHLc7W1gcj6BQmgLcUDiBCdnM1bFUH5SRXlkKnA4nohWjWehP2yg1euirCxYUQALEXNwphMfVwcezIaDk+NLnpf6nQZLu88uRriy3RIy48sp2i6JODxMZgnymEzhVPZ2CQlRgQ6HFYUFQofmNx1VWqFXZrBdEcRIqqj+1gAX0wTlIsd2zxXFCQUaFjmu7rZAkp2z4wnKrMDWTpe9r4JFCp1QScdkq/w4LaHqBUxTqJhS4jwaFVtdnM8SJKWGMknRtU1u9xEilK0bCv1HHuscsf/o4x/9o3+ET1BuTavFX1/84hfxK7/yK8u//8iP/MgyI6X++nN/7s899R77+/v4w3/4D8N1XWxsbOAv/+W/zJrp/y2PNPRRESHWttHfu8ES2/sf3CWzZgx3d2AS2zmLWXNvEypiqiAV7mB3F83BEIruYe5XODoc4713H2IyGqHZcNHdvorZ2QgPvvNdhNMx+ttbaPT6CIIFFztOu4OdZ55FlhE500d7uAFv0AdMk23zCSolXTzp3wkyTJKI2ehlmiEmq/w0ZWURB149uIeM3A3VEnqRIItizM7PEE5GyOYTIJ1gY7OFW596BV6/x6vPxWSOYDqD47SYHEyW9lzsuC6iYAYLMZwG5TT0uK8ajUdwettQLRfnD97Gw7e+xz3Kbq+NK9ttbA0stD0DJmkdaTClwChT58RKGoBJnkkrTA6LU9dWjrqMHK8NtiTcTsACKx55wpdow1pibj3t8ITBfA8xCNOqlF7mVwr2swp30xz7SYLTMMWj8wUOxgnmNJQ7BuvuyzxCeHAfj37xX+E7/9Mv4ux+BPva57D70/8Nnv/vv4I7X7qD3sCCqQu+QJ26LCZt6Z0hSbFLEIOh+vXVsyQaEprCTEUxGXAS7LL4EtvPRFlajZIZkyTEUmYTuWrShFcbrQmiolAH0ZeYFAmJWDIfBIeGUZ6ao7Jm5CbbJUtOiYT6xfPotfK4L/drjcRZb259JiRrVTiQrpQp4nerGIC6MFjnfPCxqZGJmoMgvzglgUvolckfFaL0PU/wSyLlSoC0UsPUf6u5HfJz6u2p90eSUEV7pBJhdBK9MSA4J/RFBQPlonBBIT+fihcqGhwmsJJxmIqWorDdfFdT0JdfXUrNpS+tQl+t0FUrdLQSfaNC31Aw0Oj5QFunVgShNQVzTMiwitATgySgHMpZ8AC93FdGGYV8mIoY4mkQd44mwTIVVwu1RUQht4on5OuMblN+rWjt8PvwsZOiflnI0Gc3+w52f+izCJUuolNf/J2KfDqCZGKYkzs1yWZT5mhQXst5CLx3HuGdSYSHUYEHWYlTMoSUHjFsiM9tXtnflNe2mHfE/UELAiq0SOFClxbpZ6iAI8t14ppsNSx0aDymYkVRcbJIGL3JshyOluPaoMlW/55hYzqN2DvG7bXw4aWPwbCLG90mrCJGGMSYZhpO5wXiOMXAydnCPSdjMZI+E5KtKIh0Qi0a0HUTR6cXwvWIWhV0bXhtnO4f4/zBXdjpHPF8hukiQEBqlUrDZLTAYiQIsJbjIohSTqu3Oz3MI2oHxdgcNlFqOsajBY+JFNBK208Fzuk8xHiRct5Qb8NjsYRu2FDmU7gleaukSENSBunI8oLfQ8lLdF0PaUrpwQFnxkWVxq7pdF3otovLkQ8lK9BpWPA8C35OiIuKpqLyIjOm2BLTgQkLPaVAy6GuocHjYW/QwslFhGAaoUtqz+0+IzhVGuPGrofmziaOz6asXu06NgdDpkRAJrduTeWkYspfIko2uR6TUVuYk4lfAqfp4WwWcE4SVYFtigwg7kmZI0/TpRz+/+MIypUrV/B3/+7fxZ07d3iV90//6T/FH/kjfwRvvPEGXnzxRX7On/kzfwZ/82/+zeVrqBCpHwRXUXGytbWF1157DScnJ/iTf/JPMmfjb//tv43/3EeW5HB2dtC/cY0zcfzjE5RJgpuffplZ6YAJwxO20XRBMGwfJzi/GCEg0uXjE8wXCyxml9jcHODWq8+j0e1hfnLE3iOtloGN27fhDLYxGZ2zAY/iNOF2B0ijOVepamcPpmHg8vwYTdPGYnKJBsmFDYMnX5KNEbGJoAiSoU0Xc+zs3UZVRjh98BjZdALPKnHlxks8x1yeHsEyqWLP4XoN9J97Ac3NHZw+2cfF5BQbvTaMdAGtKuC0WnB6bfizBYKE9PAROrtXuKUT+wGbzBGUaDf3ECxmKAtKSbZRxT4sdwPbt/e4COqNxkjKE6TnM+E2y2FcYhVH0OyCpI0yzZcGHxqITDmJcjCenKa130deyr1xpWZarvgUQoooEAuChUutboUInwQalE/zHIu8xE0y0Ms1bpPNwxzbwzaGVFDpxCjPUfgTzN/8HXz7ySPc/Lk/jJtffhbNV38crU98Fv1v/Doe/e47OPvgAmlEBlcE6AuiJLeamKMizaWYOSt96yUZUpizka+E4KMI1QRJIsV+iJ47ITAShickqKh4tUFy96QkNcAayrJ0pF0xQVa3q0ROlujISjr8FMYgPUBWsIn076ifUfNO1jka61rhdcJrzXXhBYUg/S5RgzpteU1ds8aKXqo1liTYtdThZfyATDPmVszS7l8Ud/TglCbi/CxbOHUTqd72NZXPmqsqPYS6RvxdSLtrl1UFhgy1ZPdWiYaJSVxsHK1uiSdE55P9fbilKcgr4j3F0ZSXojRkF8Uhe4jIAsBQSiZ2WobOhQO1S1jFo6jMuRBtUro3xfVT3xw232NCq++6NqtvyMyRtqPmZwnETpLUpTKL1Dt8PNj0Tvq6EKrBBThVA5IVQoXSpofG7g4Ov/sYCOZQ84x3iFq7xGmhq5AKaJLnU2OIfCpO5gnuXcY4iHOc5+DiZCQ9XzhQs+YQ1f+R9b2MMGBElOXCQq9O9zF5hnTcimWuM7LAL3PcpkKBlI4pWciLY0WvjYoKXcfCXrvClZ6Jo8sEs3mAm8MGDM/CN/bPce3qDvp5haZWYDxeYDTOcDwnoqaGIaXqQsfFlNr3VOyM4JoaFy6dlg0tBc5PZ6ySHLQtjtfYHgyQhQUXJ5hforfRxP6pD81y0DNM8hVHNaMWeIyGo2A8uoROdvRuC+EkQDa5xPbuFk7PLuCPZ6LAMiwmuZIzOEmgp3GK7WELG1tEztU4WTi/HKGnBij1JiYXPrb7bQo8QpxVULMMe1sDLpD8ywBtT0ditvHG+8fYaDqwuh7uHU7QURU0Oh5iQpf0EoXmQKeCExkC4vO1urCgwkl8uI6Ci1nEmUK7t7o4j3R2S++5Cvb2dvDwaIIyqbA7cNG/eRXvvUM8zRz9rsXnfXIZQbcqmG4Ho/ECtu0gD4hITGnzdC1aCGcz3CGy7SJAnlTot5tw1Rxtz8HEj9ifi6JekiL+T57jleopP+3//Eev18Pf//t/H3/6T/9pRlBeffVV/IN/8A9+3+cS2vKzP/uzOD4+xubmJv/uH//jf4y/8lf+Ci4uLmCa/2kC6fl8jna7jV/6P/5xvPDqJ3Dw8AEZn/CNM7x6h9elQRQy6ZPCpmxTxfRszEmT2ewMVRxxzs58ESDNUty6cwP9vR1opsUtDds24A066F9/mVGRyfEBO1MRIkPGPzSWxcEYjz68j4t5Cj1PMGhZ2N5sYnt3GwGvgGjCI/QkZvUO9eAItbB7A3RbbXzntd9BlaS4ur2B3Tt3eFAJZiMevAkeLKIIsB3onU1MLk8RTOboDQawjAJmmTCzHIYDkDvsfIYgM9Bou9A1i3OEDFWH1+1Bp1wfSs0scgSjES4e3ufBiXqndn8AxzUxObvA4w/u48P3jzCjzIQoxSIsMI4LXMQpwpRUOILDQT17nqBpQCW7+VoiUkuKl/B9rfypLy8ZwMaIRI0UlLyaS3LR8xYZJauJiUiphq6AjKSHSoUdXUNXVdCnoC/PYClcS8uhJBlng5SVicpz0Hjmk7jzE1/Gzieeh9EqkBy8gdPf+k0cfPMeJkcLJPIc1oMqkY2JL8PSU8niZBSIzUvE1FRI3gi3dJj0W/LEVvs/ULGV0XDGMfK0egGvRqOKiIbUZgIfu7p9QF/EhBdKHipiVkBIvV31+rRWkizD+dbknB/3KBFIx2oSl6frKSOytZ4Loz01aiJku9IrpC4yav/4ZftulUJcF1jcMZN+I8u3lsUK42M14iMn/KdkzLQP5F8jGbbielrF69WfxfsmgxepsKwBH0q/rfeZUYNSuLFyAcHFo5gAheSX2h+EtkiHYSar1gjNst8kvGqodmDiFRWyddFapw5rzNkirhU5jJK00lA0Lnrq9gohKIIEu+JpsTEaO6oCXsNmKSsR8Gdk7khunExAF2MHq/B4J4m4SsnCovihIkQEYAo7e5G0LF7LJFjivJgq2rsdJDARnojYDC5m6PiRbxJBSZxlVKHSNV75E8Jw73CGexcRjtMKp2XFmToTuk/Yo2XFWeIythKcGmqpMaG4Jo7LlpNp6aiyCq5eYmAZXEDM8hJtU4VN6aPSjZmUgAKRJNKsAj0vcX1o4dpGG48OZ9hqWyBlwEfnE1y7eg19NYVjVDg7HqPVbMtwPFLnNPF4PINjOSLEjiZDLUWz18DmcAPj4zkuLqZ4+/Cct43Oxas3uri514btdjG7mIE6TqQw8vpbSBIds5N9DlHVq4zNOoMo5/PfGvZ4cRhPxtjd7ePoPIZ/MkKShsLx17RweDEGDELoA+b+uCShdjzm/eSzCHoeMrKWpzlLq4nQm5NBmp9h6GowPQcnp7SPBpz+EO99cACbUJBOE+NZCDVL0Ws3QWvHeZRAtXR0Gg20PRMzIqbCRhGW2EWEbgtIVROLmY8b2y0k3R6OHl5ASXzcefYqe5n4JyFsvUBrg+TEJaYXM/RcjdOSx+OUXY7thoHH5wue19quCdeqeAFGGXGkOu2SsVyWYTFLhMUGJyVXiMgwtVBZiEFt7HmU4f/w7/cxm824E/MHwkGhSv9f/st/iSAIuNVTP/75P//n+Gf/7J8xSvJzP/dz+Ot//a8vUZRvfOMbePnll5fFCT1+6qd+Cn/+z/95vPfee/jkJz/5+35WkiT8tV6g0GO4vYWP3noHwXzMGQ3cUzx+TMA68jhB4gdot9p4cnTCcdek1R56HhTq07kOWqaBrZ1NjrWm0KaM3AF1E2ZnA91br7BN/vEbb3LFTUXG6XtHfHsmYYCH9x7g+PgU/V4f3XYD7uYtbO3ewPlkDFU3eXVFA4bttDiIaraYQ3cooErFh29+C3qa4OaN6+hubrChHJkS2bbFAxQHzzkeB0BhcYFsfApLdZBMxzBbNnQKY1J1JEnBxFnLbcKIyaEQyKMpw3tun1xlLQRBKOS8k0vkwQzDK9sML5M5U6C4SHxx8ViNBq7u9XB0NOI+4aQq+GKjgYfMpRzJSUhzyumhXrNoB9EgKlaG6sdaBlI2uTRtqtEGhXv9/L2qMs9EmF7Vib5iumCYnhQNmoowAw5AvJQCW5qKlP7LMvhpgWHbwtAxYXslijhFGiRYfPdreOP+fZx/+cdw8yc+i+6NL+Pqf3cVvZe+haPf+TZO3tqHPyb5npA+sgcJG1XVmTm1q6xcz3MvXyg6Vim8UurJx0KGnhHsTSsncvAtBIJCoAxLW6ViiFfrHEYn3k8UIrI9syZ5FQP+U0yO36PGqXkfT3m1rbVM6kLjaQ+3uoW0iiBYk6isHFzrltVTBJdV3o0gC8un1szT+u1lYSFpyCsVj/x77THG14qAPVb7I5foNaGWD7G41ITXx1O+JLINxyoe0S4U3BNBRBVSYMEVqVsgfN3JDRfvJdGiuiCjyZKRMtbuiuNBCKzkr5gK8SkKRmksU8fW9gAXB6fSXI0MyaRCrKRiZcWPEcodhc0eWxseGp0GwlmO6fmM29Ti2FK/VBrm1OF/THoiHoNk46xlGwmfY3FyqXDhW5Ikw4aBYJIiiWbiPUxCWkT7i+3mac9KIo320Hz5Du59cIYPPtrHg4uYi5OjvMJJXiCSyBYrgmT7tca3akSJrms6XlQMiohvYcimFDnzxRoaJScrPJY0DR02Z9aYTN70TGpvCV4ZjX2kXiIFFB2Po6MFNl0q5jQ8OJti2OtBJS6hmiMmBFdVcL4IYWkZbmx0cJ4k6HYb0HINDpmomUCz3Ue70YQSJFCjCPvTBSzPgVblePV6Ez/zE6/C29rDwdEc89k9hMkMXq/FsRXB4pzVg3Tt0ELschIjDhJc3/SQBTO0+320rl7F5cLHdHwJxxD+MdTSLym/xrHgpwn6gwYbrSW6gTQCtGgBK42YBkApzu12U6AtZOVf5dho2rA8HZNpgFbDI6Yxnuyfo+86cGwFmaazwGPbs6DqOjIKGLR0NDyXW1BBlrBqqYwVbBEXp1Ug1mwsphE2Bg0EroPje2ewaNG3SeaiIS7PpmhbOtqDJkaLGP40QYeIvE0bk9mcOwCV08DRVLS52i2bpcZhkiGKKGy2QscxeNwjm3uDHHf5Wlcx9xdI2awuRpFrBBQKscJ/4uM/u0B55513uCAh5Uqj0cAv/uIv4oUXXuC//fE//sdx7do17Ozs4O2332Zk5KOPPsIv/MIv8N9PT0+fKk7oUf9Mf/sPPf7O3/k7+Bt/42/8nt+TZb1RpNi7ugmvYaEyiXdho0jJyMxGZqsYnZwimE3Q8hxhckMTR5rBazbR6ba58KAJw7Ztvrm84S42br+I40f38fbXv86DDPU0jw8fY7i1jUG3gQf372JyNsVzd24BRcIF2PbVq7h39z0syDmvPxSk3U4H/mLCJnHkZUBug4QUkRfCC5//NEdtZzxo0gklC2oiypmIk5xTI2kyM5EzL4aIt42GBaflQtEJyaGIdB22Z7MxnKM1ePI0W20OoaIAqtlkxI62hMLRm9N+UA82y2LMkglOjo/QIrOmwGdfFroBek0Tk3nC29swdZg6SeHEjEDAEE28PCDR5ECBWcxNkUqAenKTSoA6TpUnG1o9kucISSZpEAL1tCkRQ5qckYmWNLmiIo5Je9T3JpIZtX5Ijq2UWBQlE2jjokKvqhClGQLP4kKl33BhpBHKuEA+PcCTf/O/4Pz9t3D1R76CGz/0Kpqv/BxuX30ew098E6ffeg9nH5xidinODQ2uLMqpV/iy/187n5LDZq1YIDVO3Y4RK3/Rj6fDREVJTDJFRmSk0okJkSLrpzZkqy34hYGbKBhWWOaKAPvUNzWpd9nOkQd7vWCpzeV43lprl6y/n/SqYEl0Xf6s8U3Ey6VL7PLPay2edUv9ZdtnTaosf81eGMvq6SmbXmkkV7+ztLBdkxAvORc1OiO3SVv3+JBckmUgnUSAaLIUXiSiFUYoBkuH5blkTxtJlKUChtuWtcGYTPjls8Woh9hC5tQQKiMLKGpfKBSqOfe5VcQZOvx5KxSF/2XfIIGauB6hnA3mik0uQs6+kWwQWeDI1lXNgVo7tvzehIIQckNBgByBIE4aO8PS/umi7VNmGXPeiKdFEzwhKqQIorYQIXUUCbHx4m0U7QHeuBvgje8c4izwcZJVOMhLjKgFseYxI8Al2hohm10a/XGxRERggX7SU+n9aTeo8KBcHVPXMC/onKgw2JBQ3BM0Pliayb4YPtmmFyWuNCimQ2MH0itDGs9V3B1FaDgObrRM5JGPht1EnESYxBRYWGLgGVgoxIx10KNCiix7XRPtVot9XYgzNM4SfPPJCbfdyT7ihattfPLl6yisDia+gekoQpVFzNsjZ9ic1Z4Gj82UIh8FJWea0REgEqyRE2rmw9vbxIwgjDKHZbmYL6bssprmCv/e8xxGEajM9S9jmEmIzb6NiM41BwYSYk8rnBwmBUZSKnFKqcRzNGyXF40Pjs7gkjrU0jAJMyRpjB2yumgAl+MIpWbCJi8Tg1palHNGDroFGmmI1oBywHSEsxjdto3EMDF7MoNOrZu2w6KE6XTBJOAm5fzEJCCJ4JQFBhs9TBc5krjk+2URR6wE7bUttFjOnGHuh3wvNBwVhaZh4SeMVJqqhpZHatYSttfEZBpjviiYb0QFTp/O8x9UgfLss8/izTffZHjm53/+5/Gn/tSfwle/+lUuUv7sn/2zy+cRUrK9vY2vfOUrePDgAW7duoX/rY+/+lf/Kv7SX/pLTyEoe3t70PIcL37qZbQ3BuwsSLyAIvbhaBZSvcRsNkej14Hptbi/Nx4fIw4UeI6CjY0h481hFHFGjmroaA220djYxfEHb+Kbv/pr2L1+E0mR4vzwEZ554TZu3LmNs4cf8qhmtzuYB2N26Hvpc5/k9E8yziFnvYJaLF4Ts9GZII0WBWJ/imgeYPfaFezd+BSCOOSgq6rI+AKjhVKj30Xgh2xnXRJASyhMZXKbZuPaNSZokeSZTNvIJIiUSDQI0iBp2B7nBVHvdHY5xfT8nMlKntfG7PwYjtuE6TrIsxhVBlRpwH4rRLClgYWKGNK8023Y9XPEmYppRDdEyrp36g+HacYrQ2KMJ1WFkL3KxKBVk0kFN0OIEBl1kG6XPA1RcSJXcKQUqC/AOjWYaEMUTU7PZ0M02RKiSZ0/pVKxoKCyvMAoV3ATFTZy2taKC7qwYWE4cGFbObQ4QxGlCB68hfsnhzj+9nfx7B/5Q9h9+Rb6X95G6+XPYOt738Lha9/DwXtHCBa1l4ngo/D2S7txVu3Uj7r/XlvFM3dF7EMqeSeEQIk9X6EMNJjXip9qXblT/8yogZj219OKV2l9a6jB8ofVSqTOZKl1P7UF/ZowZ0kjqRs9KwJqTd6tURo5US6rkLqNJb//mES5VvfUxYxoaqz4Fsv9WEp9ln0g2eJZ7aHICForUOrtkqjaesAg80P4tQKxEwTYcs0oTXifMBIiCbU1sbmWxa/MxUQ/qy7+aiItt4RkgrCQCNP2CGSBSLYIYp6MmTcFEUXPvBOVOCniNTTAN1ousjTFYhwjPyXyYLZ0Ga4LMD7edK+UK4dYkZFDOToyX0oiFvw8bgVJRIVzdWRhLdEaEY5ZMDGVSJf0H7UR+jev4Uy7gjd+5S08Pj7DWVriOK9wRNbobJQmijRRiMv8KIlOLU+hbDNS9tGyxctAqigGu6RYVCv4VcHupV3D5P2kVTWJBZo07ijkgloAuoHzRYTNBhVSQnLrVybuHo+x3e/iRlNHW88QO2R9n+MipEUT0LJ0TDMfLbUNK6VAP6BqNJgTSOfeo8WbbeHfffND+Am1m4DrQw+vvHgNkWLj0b3HUNVDTC8mrO6sCgPdQQeWQ0VQgtnlHPPpBbxWg5VIUUStciAkefHpJeydXbS3iMcXYXF6gkJV4Oc6LuYjXNnbQ9cRXlAUD7Bp5NjepBA+A+m0QKfdxiLOENAcZdnodl0ohs4cSjaKNE0cXk5QJRnPX6fjGVCm2Oq30G6Qr0vCFym18kneTvcApw8TQpGlaLkak4+DaYorGx5mZYoZqYsoTsCzGB0LxgGUPEd30OXxcz4P4SgFNq/1cLHIkATCo0E1XYzmc7xw6zobT56N5sJq308x7Disjg3SlO9Hy6NM5QytgY3zUcQIS5ZTG51YGDHaHRPDjT9AJ1niidy+fZu///SnP41vf/vb+If/8B/in/yTf/J7nvv5z3+e/71//z4XKNT2ef311596ztkZTeLgv/2HHpZl8dfHH7c/8RL6e9cwHc8xmky4V7ix0UMaBojIqfDGc7g4PmBSmJItEM8TNJwm7nziWY7AXoxnUChTwHEw3LtGQmQ8fu97+OjtN/HcZz/PxNfQ9/GpH/kp7N3Yw+lH7+CDNz7Aow8OsXX9CiNFr37+S7BcC2kYwtQi6HqO3HMQJlSRe9xDzpIKaq7g1ideZHM20qhToUErr4brsNW+alD8NVktl1BLDU27hWh2CdVQ0Lm+B7O7iYNHjzgcqtOwmfFPyEkSFLBsIk71GNKYnp1gcvoEV178Ilf7B++9heHmFrx2F2mZIYsqdpht9LZgGEQQHsFrNrD90quYnZ3hyf4Rmm0PQZBz5HmRVcgqkgXmrE5wPBN+VnGlz5kfZGQliYTEwRPoieyL11MOgwglGsThyeh9RUqOWIaJ6HiK5hbvR3kjtIKrDdREC4kmDHpQsULmUYeoMI0z3DRU9kwhZCfOMgRZhn7bRb9JfJyUPRLycAT/nd/F6/fewfDTX8Arf+zn0Ln1CfR+8iZan/sydr/zm9j/929j/71TBBFHvjG3QaQ2S6+NpdEbDdil8E2RXir8N1mc0CGoXXNZqsp5PzLzRxYNlHhKiBAVJcuoALF3y5JjrZEk/l0m+X4s20ZOiOK5kkcimQK1FHR9UlkVAsK/pC60mAfyMTJuPRGKc1rPQ7ULcJ1ULDZiFX0gKdMrYKY+cSsn1LXPWPF4V+QbOp40ES/bSOvurrLdw8+rM564eCFXVkIcZXHCfFdKy5WE3LXMHRkBKRxPJZokcBRhLc+hfAxOULGj86pQ+JSI65W5J8Qj8QjZjFmxR4nqZ/v7aLd6HDZX5TksWgBYOhYzgs1D6aMjTdUov4Xcm5fKMVEM835KZzwmQlOriDxUZOEv2j7iZAjJMt3PZF2vIysyuM0mEuKcEWmeYU4FGXGuiD9Gf9/bxbuP5nj//m9glpR4nGY4yVScJpzdvYw0yKUkvE6L5jqEi6P6RpReK/JMsjFeJVo0HYOOf4GA8ml0A5VCeV8pt+BpLLjS62K2mMG0PUYvp34Ii4IKs5wLiLOFijcOLrA33MAVU0HPIUM9DaOZgtPZAnlIiIWBURJh68o2+q0O8sUlMmrfKOTMtoBuuDiZh/jaNz/kgmJ3s4Mii/GJGxustJz7Gbq2i/F4DCUtWIUyX8xhLRzc3LsNI8txeDaCn6kYdDpCqq5oGF9O0e+1WaBx+egQu8+0WErrx7SAA5uq9beG2GwYfHTILHS7QW0bD+czyq0BWo6HrEpQpj6GrSZMM0dlaGyolgcJL3QfHl6yEoo8WI7Gc8T+HDeuDODadKXT+aTixOY2eJTEbE6ZaC6sNGdVJnEr06jE1Q0DaBgoxyWIi73T8bDIKpyfzeEYGlrkQBuk8P0Ealah1XdxPIkQzgtoeQJYJsaUBWe4mF9MkRDyvfAZTdnoujA8A9MogQ5yAE/RdwpsXe9iRnB4aSAIYmSREFiQfLvp6jgN/r9o1EZV+jo/ZP1BSAs9CEmhB7WG/tbf+ls4Pz9niTE9fv3Xf52JMnWb6D/noTkuHn34AZ589IgnzudfegnzyzErYOjuPHnyCLpuc9rvbOZjMOhj98Z1zGeCJGuaGlzXQX/rCk6fHOLw8T7iMMBw5xq+991vwVR1vPTFL7E87c3f+nW887Xf5Zvoh7/4KrbuPAtncwt2s4F4NsPk9FSsynQLaV6g0W0gjVMECx/ZfIGrz96G22pjMRsjuhwjHZ2jvbUNx1KgGCYWRKZqWpw9Q8RaivOmgstyu3wxPvzuN3F5OcHurRegagYiP+SBzm234XWGPPjMz6lNpmHnlR/hfZ9/+Aae/ewnoXoeX2jFIuQJiYIRaSlF77Nz/QbUxgBnkwSHT065kNFLH0UYMf9DWE9n2NJpBaTidBEj5ZGGUlk1Xp0RsYyCBldO7iIUkB41JkB5H+RpkmYrgzSaIAkap+KEBlMyACJisyCmriZbYXMu1SAyoI8mRb8iKXKJqV7halFiq9IR5TGmYY5Z6GF76PDqlvImSgpQTMaYvvbv8Nvvvou9H/1R3PzRz6B99WUMf/oZdD75Hq5886t4/Dtv4/T+mG3zCYZlhQ+taGqvCVkmiNW9ykGKRHYlEjH7noiOzpp9vFyF8vpahi5KxIKKH27v1KTS5RFbcUKW1u1S8ixg9doWXT6kYma9wyLk3cu3WNrH10RaVoyzHb+c7OXLagt1YZku1Bv1+aobRqI1VHuPyLbJOoFWIh1L597lo3ZNldySZStn1Tbj+3rZbqrDHGsuR12c1G6qoggT+TeCa0ITADURaECktgK9aDm518Rs9kcRXBHmi8p8amqzcoHCirXa/0RwcYQ6iNorAv8i6T1FZdBb5lmBs6MJkqjEZXQp379A4peI59EyIqKWRgvyrEBX6JnEl6mLcREvsMrkWTrjyvOikR2BqaMkoikVboYO3anYJVqHh8SPhU8Kh2KqrCqhW4quzdT28O57R3g0CjEuFJznFfazEouMECZ55wrTaLEN6xAc/1FGKtQIF+f/0J4Ksje1byhzyJDmhswHQskybk8T0mNSt8VpwrEgtbXAVZrAkeMqoZ/dDo6OnmCj30PHSGA2PBxOQjaqPJtEwkyXHJ7NCk1SMTZcPDk+RG/QhkExvEnAPJ8H+6f4zpnPPD7yQKF2zwuDFvuKmEYDeztiP/wwRjjzEfjE19DQ7nbw+MO7aHZcPPPiC7j74T2MLy5hFLR4TEH4EBWfDlm4BBEXpaR8vCBJbVVie3eInudw7tLlLOJjYVsapmGIMidZNYXDpuwt0qWWklLBdlz485glw7Q/ZGXPDs+qhv2zEXqdDnY2+2wpPw5iTr+m4pYQZ1qYZRSXQORgRUfbTKCoBvxJgls7LtROD48OzjkTZ6PfQKDpGJ1MeQHQ7ViYxykOzn3YmoHdnoVJoiGY+GhbJUrbw8HlFLrbwEbHZgM6j/bd0GBYJRzXwjgg3y9CwSqWfV+9uodJAoxOL1mMQERp2keaS4bNJos6zg6mfzAFCrVafvqnfxpXr17FYrHAv/gX/wK//du/jV/7tV/jNg79/DM/8zPo9/vMQfmLf/Ev4od+6IfYO4UeP/mTP8mFyJ/4E38Cf+/v/T3mnfy1v/bX8Bf+wl/4fRGS/9jj5NEj5ONz7F3Zwub1PeaW5Lw6LdneXXU85FHIHJRGs4VWu4PJxQVP0Lqhw7WbzAN5fPdDBONjdsMbbAxw8OQ++q6Jm888C6eM8J1//f/E7PQEt6/t4vpLL0Lv9NgmWysKTPb34Y9O2L9Asx0goz6qinA2ZXKtkgV4/tOfhu41EM0nTN4lI5vurauc9ZDRpBrk8NpNxCFJ4Kh/XsH2PBStFsxmB2EwQ5OIuM0WqiJFPJ1xNdra2oPudTC6nHFMu93uY3w+xr1f+WVY5Qwvf+lHoHW67MdSJKFgzacBcooBzxK0BkNEaYWPXv829h8dYjjooul58AYm5uMZzsYhbIdk2hYjA5SZQbJicru0Zf85Wp+M5cjF6ggeIGu5KLVsyMI+lxOfsH8XfAGBwOTkE8PmtbSVdSia5ErQbyRJUvxeWIoLPwbgMqsQqSXGpYIrJTBgjsqcDd66bQNDz4XnlKyMIjIa5k/w+F//Lzh74w3sfv6L2PuBz6J753PY+CPPoPPp93Hxja/jydffxuXjKUI/I6EhEtoK6vuzFXodNicIr+RfQtecQLs5P1l4m0jvEuFqIb1QllQOSYiViNNKJ/N7yaZ1m4N/ru3On3pabda1qmuWvBSZG8NgiKwIRKdmnUWyynZhq/+6KGB0QfyeCwL5EiqqRB0iOBG1kofOY900WnaC6q1c59FKKSwXTsLmQxS0kgPDJFX5YXWYY03KXIqF5PYJTxW6ZwQvivrfipIv1TnLVGApzRZFgihOiGjJ78tOrEI6LJQpQupey6GFKkjwjQR4Qb8rOZyzbpZl87FAYKhoL8nwUBZ//D6ySK9bI/L80Y9U8DBfi4+xSB8WxdeqOSe4Tirb4FPIn0Z29iWhdsInpyDn1UpHRpwA6e9MfCo2V8xUjpK4TEs8PJziPClxUQDHeYlJpiBkUvjqyqmbmWzkVocsLgtJcTZkAhXf55Xk99D+WLqGhNypC8HDoeeZZYkuuWur4FaPZ5t8v9Cqn4JTt8hwTK3QbzaQVDoOHp9j2PRw6UeIVQtHR3MkWcH3Gy022tSeIFSI2zg6gsUYG5tdnmBB7X3iagQx3pnG8IsS7abHPjPbjobhgBxrc6hkuaB14CclwiRlZ1fDMDHcHEJzB1icHiAqJujARr+/icrPAIrZyEK2b3cpnFABZqMpFhcBzEYLRsNAr9XAwBJpvRMK96PFMaknY2rXG/CaBlvGR/OIkT7HsqCZGibjGaN+tmNivohgUXisZ+JkTIi8hZZrwCNX1jBmzh/dyL2WjfE8Rm7oqEwXVlVh0825I0A8yJtXWkhNFY8fn7OxZaNpI8oLLI5HfJ80msSxAScfk7x90LWwKCuML2asIiKu4/3TOfuodBwHfpCg6zZQhj6UMkK76bJRGzm008VgqwX6W00kagF/RgKEig0AyXywJNd2NugrMRoHsKgX9wdRoBDyQb4l5F9CMl8qPKg4+Ymf+AkcHBzgN37jN1hiTMoe4oj80T/6R7kAqR9kSvRLv/RLrNohNMXzPOawrPum/Oc8oukIL37yFTQHAw4kIk4HDTQe9cRmU8TzKZqOicFwgIR4CgGR0oD+sMvyPtLAkJ9JQWFJO1tQDUr3DLC7s8WtIyKVnj36CBv9Jl753CfR2d0DzW9hEMDUKgSnR4yotHs9nrjjvOJ+pU9OraqOTrcLs3GDL6DJ2RkHB7qux2GEtGbz/YjdWStNYzdaIrLR4OM2mhyI5cfUP9ZgUlaGarBuPcsS2G0Xg91NpGmBi8d30bn+PAqngzd+9VewOPwAL7zyAnauPc+ZCJePz1GaLlotCjKMeQVmNlyY1pDlabPTY9iIcWXooNW2oZUk0U44VKzXtbFr2Lgch3h0NmVeSINkgjmQUAIp9bUzkgqLmHbO/qglurTypEqfZzRBgiXomuMHZZAeu3tycSJkvzQaLoPbpOyYoGmOcJezNP2dXsefIzku9P2sBIIy5yLlagHskCqryBBlMcKwRK9hoGNb0NWcYQ41TxA/eQcPTh7j7HvfRu/lT+HmT/ww+rd/GDs7L6D/2Xcx+u63cPit93D00SnKOfXxhcqHfCNof1guTARZkmuqOhs0GQk5JxC5jo6D8HUR87UoImpfkDWx71OW9UvVUI001GZw9e/qSV288ilFy4oyIkinNZmUJs2ahLmOugjSroTv195jvVDicqgOzJOhhqJYqUMN10At2bUTiMRKOlS3muooAT4ONe126WWyQqZqcuaqJlrXJctCiLepRjeEYywVESwnphaNzFVinggVFrWPj0QzDElelY0pEc8gC+waWalziJi/IosGbsWsyjBpfV+3aASfhJCLGmvjgkdXeQXPz11uex1NuUKnRJFWs5Lo9+Jn8lDRxAZBpd4Sx0jIKpII5EGCXBeKI27lSNshyryZpCWezGMc+xlO4wwXCnCeAQtCRrk4EddAXUyzP5C895j8vcZb4kWFtNQX51gUc3Q+mibZqoM9PgpTZT4W+dDs0AJH13FBk6Rts4PpKEyw4ZrYoqLB1bnoisoK08sZPDJVNB1kCaEnDaSUaE5+QnmJjEmWBZpeG/Mw5MDH/s4AHUVDPJ/D0omfOMM3j2Oc+wm2eh2gzHCrqeLOjR5K3eLxjXgshw8e8j2q5AmuXenA29yGbXk4uhzjbHyBBpGL/RSRP8N2t4/jRYGOZ7ICiBd8cYIgznGxSLChK3jm5nWUfggdCyyiAmlawrRtZEnJ3k1dz+BgwYuzczi6ActUoeg6zs9HXLwQD/JismCzQdU1MQ9TPi/DpsvoDal3cuKb6BostUCUE9iew3A8GFmBNi3AFAOzaYTNro3CMvHw8QlczWGCrG4YOLlcwNM0dHsO+9NMz31GrG9vtZBrFs4u5qwi8jwdp5MAUalhSEKP+UwgieRYS8VRp4FYyZFSHEORommb6LdMmK6JKUnm6RoyaE7QWLHZshW0m02+5ihaJs6ewnr/YH1Q/n/xqH1QXv+//HlOMl7MQowvTnkgoULj8NEjhEGEzY0uq3Mujs65x97oemj3BjBJKz6Z8cRCB54IpLZn4PzwlH1TOlu70B3APz9FEqRodLrQLBfj83NmSJNrq5ot4JgGSs3gUDmSY5lug43RkCfok2KIiETkDEljSxoij3M0ei24TQ9+4MM0G5yQSdJAkixGYQBNt9iVlloSC3KYbbh8k1V5ioiivdt9mMQ30TVkYQT7hZ/C/pvv4jf/2f8Vn3qmg2c+9TKcdotzaKokxqNvvIaj/Smc4R5uvXQbvd0euwleHh8gTkImWeUZ6dYpBDiD7Tg4P36CYOYjXkTsJPjR/XO2LV4EGdsUk5vgySLElIo+BniJtEacDYK75UQq5cc1esAmUkub+BIWrQRJ1cOTPkEnBMyL4kXV6bVihUgv4hg/Mo6TrQjqBbOPw9pKjQZWtquohDvoQAX2DB2b1ILVdDQtlb1qPOppN2woWYIiLYQPgeuhKG0o3V1s/8AP47mf/WG0rrRQZBOkRx9g8q2v4slrb+HRO2cIggKlJgymaICbxSnm5KDINt80aFPmjsqhhzSAEBmYjgFNGrTe5glEJv3WKAqHGi55JSsLcy5KamLqkpy7knLXq3l6rJpPq4lc2J5XbGImVChiomb4XSI7RMgU5l0iwLAuRtbThJfc2DXDN558ZQuH8Cx677roqknAcm9kAbayyefpTapzVplBq8+tUZzafI7be1zDrNQunIjNhoEkBRWIGofxEYoi1Tl0fATywQlAQk1Dz6UJXyl5ZV07qgpCcE2Qlf4oa8RULlAkfCMCJUVopMg0kSq1OpOGzdUkp4R8SaglQQTxZcif4JXUx0e0tMSTBQ9FEF5ZZaQp0CjUjdR0pUB0aEyI45ALZvp8QSanED4qXEiGXyIuVRzOMzyZhIyakMPSaUboifAeqTlGhIDwJUD3Iic8VzBkxbqUvMszXiuOhA+KeA2p7lqWQFZC8j0xdbb+p0yinkl+vpQiXOCyIK8YBS1K3rV03G4b6LsadNfA6SzBbEoZNC0oSgbVsHA8TuEpKRzTYvdR4p15LRdbHQ9BEmBjt4Ocxs9RiC0HjI6SQupX3nqMDycFru5uIF7McdtT8Mpzm2j0ujy2E9E1IhO6yykfu51tB6987hXEahPnJ+eIggjBeIa2XrJ/FOKc7SYIDdA1KuE0DvSj9PrLScDCg37PxWBjC3EwRzhf8Gd4rsl+SAs/QpOOiedhEeWctbM9aKOsUub5xfMRNnY3EPoJMpofmjYORwv2cbEMjVtfUVngLM6x3fTQMhUkcciiEPIFNlQHG1YJyzUR+yFaDRONQQOHJwuE0xA7gwZLq+fzALEfYXfYgm/ouDicglbbRM6N8wTzQOPYmN6wgfNFhgcnYwxcB7btsWKXzATVJEa3pUOxdJxNiHNpsWycjOQ6AxuzMEO0CHmRHcYlF5mqYbLPS6fXwpPRAkmm4HKa4K999fEfrA/KfwkPIkqdP7qHw8cnMJs93HruNj565z2E/gJ3Xn4JjZaBy/1jnhQG/Tb3M+kG9+chkrRgvwAiiDa6bZw+fsRVrdtpMes+npFlsQZvSMWJB0VXsXWlj8npBYLJEUy3iVI3oJkG/Pmc8waibI4yjnDjuWdgWhouzy5RFiVMXZD+OsMerO4QaaFCa7qIAx95HsOhFcAsYmQjzQoEc4LRyJ1S48FN1Ux2L/Q4+HCTPVDohrn/3iH+1//Tn4NdXOKP/+n/Fu1OB6ppIw59qKbF+7F5Y4CGkyGa7+P8vQmODq/BGbbQ9TS4josyS6CQ/bFjw6oKvP/eY5h2hzk0ljLCcXCK3atdmGc+xpMQs1gRPWG6dMi6m7aTu/5UiBUsYeTVOctsxaqM/pfS3xg/JpIgmU1pyKkpTRJBGV7HK1V2x1SQUfHBEH7JYVfUc2XoX7YV6lUmu7TWKINUyoQVySWBizzDTgFc1SoMSw2VTvkRwCKihGkLra4KM0qRJwWyaAI18fHw5x/g/m/+Ou784Z/Fcz/5eXi7X8DWH3sZwx98C7e+9RoefO0tPP7gDFGqs7SuCgwE04AnIKLmcPaOUvC/XHBJCbUgzMpgPZk2vCSS/h7S69MTtphM6mA5GRT7ezJqatv4OmZCuKvyJCeLE4E0iJV6XYwIgzzRnuJDuOSa1MqjujAQcL5QYFORumoP1Yog8XpBlF3Z8svAybpykm2jZfzBWttmOWUv+Tg1/6KW7YoEXdGGEe+jU7AFS11F4WARt0MrhYEYIUcUAcgqB/pecKME0VS6r9YJ1hKh4+PEQX6yDSWdkGushd2hSbnGPkcy04ftP6QdveSt8N/XuieE7NSGcgIJk+o2OdETWsKFPIcLElIi+B21sofvDxpHQMpDH41BF4uLKWe9COxEQVwpXBhfRCX2KbAuFEmy5yXY12Qmc7R4e+TbprKoqtFALlTq4ldeP4JvUrcHVxJ38i9x+Ykq5gk5NFcwK5Hj1bMdFCREoPRiTUffNuEaOqwiw7NdC11bhde38dbjGRazCNeo8AhDpJoJfzzHlW6D2+ZKUaDXdeCTIgo6k2t72z0YnQ1QgFiWTxHF5Kdi4N9/eIG3zxO0HJLWznCtoeJzn7+N0jaREreCFn3jCGniQ7E85NkEvd1bUJpbGA73OEMniSOYecI8EYuCYrOYoCgOmSXfkdksEmh2mArZrFpAKTKk8QRur48wTtBQyLwsYvWKTVYQNo3rKfvnNBsGdFPB+YTC/Eq0rmxhNA1YwNFpGvCjnC3x264BtVDgJxkushz9Zgsdz+BjVFYaMteDXekYagUjbHGYwDYzbF2/hg/vHyMNMmxudLitvhjNGMEj9U6hGTg+HkPLSzi2higpMF5UcI0Eg60BzglpGwcYWBZ2Nls4PZvA0HSkSQxPzeDYLmZpwWpVMv+kEdjzTMTkARP60FQqAjOYpHuuyI8lxObVTcS0GCDHZR0Y2P/pCTv/f12gXJydQY199PodNPqbeP8730W738ZLr74I1TJxcXCAxWiOdr8Hq9WC1XB59T09mfGKxzFsZr+Pjo6Zn9LZGHCWwGwyh60VMO02dNKqE8pQVogCUR02N3rs4lopOuvIqcfW8EiNo+PKM8+yO+PFkyeccaHkPtJ5hv71G9CaHUQUbrWIuIii3INWq8ErPNW1OUCLoeJMOohZNpu+mc0WrE4PhtfG6PgC+wfneP9bX8XjN97AC8/u4mf/h/+RY+Np4spLCil0OMmYMj201jaGGztkxoiDdz/AR+98D/sfWvjsT/8EHKuASv4v5NtBeRyzBbx0Bk3NYTodmFvbaNJgRixtGkALBWfTCR976odTgJdLgyiJonNi8GvINAr4o2fUPAWyvq6g0SqTfyaMgUh+JTT6JbVq2AxFpAxzkUHGeDRpUPtHqoB45awRhC1dNAmdYfkxPVZsvrogoAmUZHcP0woTtcQO5X9kOYamiSYlk5YVhsMGus0GTCeD7oiVNAVDpuO7eO9/+j/j4W++hNs/9hVc+fxL6Fz/PIb/zSfR/4EPcOuN1/Hotbfw+P1TxGnGcnCTWjqaCMPiCVwqeNi8rUYAuBCQDYKPxVEIxER6yUgDMtpJlpwu02tXacfswyklp8wFWHOWrZUq3O6Qab6rHBqahGgKopWwJCMvySB1WKH4qlOW+be1nYmsJOizaUITaIEoSMSqW2YLyYKDVT11q4eLnNUKvE7Lrh816qILy1NRzFARQf4+/Jn0OyqNZRIwey7Q1UQ5O8KplbQTIqxO8JuYZbKW+0P3PXuZSCmy4DKtAhjFhLwUSsusPinhlQeZUEdWP3G2DrX81CXaQR4lrAOjfJJirSCT+18TnIVDLbV/ars1QSQnYIWLJINM24SVvW4Z0CwbeZqgiDOeuBbHYz5/dH8kpLIrKkyTDCd+hgM/wTQFxjRGUsFCY1fNP1peH5Xw41imba9ymkRrUFygdH+ZvHDQWX3HBngSXaJihGS0fk4KKnByOhWLFAxXlTSB62xaRleZVamw8hy7LQc9r0Jn0MZHZ3NexX/i6gAh5dm0XBxOIriaxpMfRVuQSmVWClTHUyMYQw9Wu43KD+GmASrHwuPjKfsO3bvwuXVEtg3PDR288NJV9g7ZspvsYnt2OMHkYgTDNtHbMbB351kEBeW37cM5nJGBEexwjLLKmH4wmvq8qrAdWsyRUofyZhKWHFeKhoD237RRGg6CKIPTyDAY9HB5csKTeBWncBstHJ5PYNsKPMtCd6OJS1LrxDHMThvzIEOaVrAtk+XIGbWJTUegWzqpJRW0TQddvUCWUmuHFmQmoukCdzbaPOHH9Nlmhd29q7i7f8Ecl57n8mL18uwYNgUvOgYStcLl+YzvGRKO0HkJM5K7xxj0O8wx3D+cMt/l9vUOI1u0SIxToGkUaLs2Di+mmBc6TDqnWYLdWwOUlo7ZaM5BsiUhZYRQWgaUQsHmsAe9aePyaAbLMNhXxu3+Afqg/Jf0GJ2e4saNq5yvcvjgfWxdu469559FmaU4ffgQp3cfwrJdbtG0b70Ay7Px4Nd/GYpjozMccnshXCywef0acsXCdDZHNJ1yy8HaGsJwXMGrKFOUiwi6KmRzpEQheGA+uUBOF6FlCQtpt80w5+TJfSxOzzg4zEKCnNKFjQZUIiRFM7JjhUes5yb5s1DvloKuYnidDqM4hGqQnTCNtFarB2v7WSidTZy9/xp+45//z/jgnQcY9Jv4uf/2R3HrxReR08BN0ek5ORImnE+Txgu+0Jv9TUxnAfwshd7fxO1XXSRpxgZ3VUlwnY0kClBEIcuWb776CsI4QhhlnOdDFx41mSsO2zKx0bYR5r7I/6BCg9pkpYrE1uCT1p20xnKlJSS5wsGSLjQqxNjsrPbiILWOTJKtPTeoq0MrXk4glr0FNteUhNi69hbBZE8rSYTiRvIM+OIm2JpccUmpUOG8qHClSLGZa+iQyRZNpvoQ3Y6Dzc88j+e//AVcfud3ce83X0M5CVHsv4W3/h93ce+3bmPv05/B9uc+g+0XXsLwJ55H/zOPcfOjt/D4te/ho+/exYOHU1wsiE9UoMqFdX1NihVJyLIoYNnx04+aZ7KaymRi77LFsWaatSSMSoOv9dwaicfXhFGeuFmdIgsUDktcFTIc2sU+M6s+jpCUCg7JEkkRWylaQvKjlu63Ml+JCxY+p2vyY3oPQpkkzkJFLku0az5KXYhJ0u26q2stKRZKnTUkhQsSwSOhZ1mVmEDZM0jyQ8QkX5u41et9gZ7Q+5PLZR1uySgGH4cV56M+3kz2XhrIiePCvioyNE+YyEkzN0kOrzk6qzWicJEV+yh4Khw8WSt0ePIXO23oguBrtV1olsnmYMRxI8VHFrNRj+R+EEonEsODvMI0LXC6SHEeFxhlBSalwkXJqKjY1LDg4k6Qc5k3UpO4+VytzPpqjhEjWBL9rNVWFGLHni4SWar9T8hkjR1yyb+IJLRcWJHkXhjGNSiduCByPKUaK+iYKZxODw8vQiSLBFf6TfjhAp5lI4ordE0FqWWx87dLtgSKik3HRVPJsLnZQdxoIZpncG0ipussl317f4ygBJoNHe2Gi6Gd40s/+Bzs/g6O7j/AbDxBGBsYzQKMohS7PR29vV3EpYNyFKHwx7DV++i2HBgUQqo6WMS09yb7UTmGyWTSBS3U6DzaNoIw5Xy3KC6xCGZsYGbtanAHuzi6nMFExM7hs0XA18JWv893wcHplBfJvW4Xs3nEMmvyfoqSBJlmQFFNRgPpGs6Z16agpxWs9jydxogUHa5l4Plhgz1MSP3ZIJv5nT4OJj7KKEev22Zk5PLwlGMSaHHquibHmBDCmBTC34fsDoj8t7fV5SJjfDBHzzFxbbeDSRwgizLopgYHCjZ7bZyPx4gLDVWaYrPfQMu24HTaOL2YIYnIiDRj2wyiF1Ah3XZVOB0Hpxc+NJiIyxiOpuE8jr8/CpTNvSvsJriY+ti6/SyuPfc8FuMzPHz7XVw+OYCtaXj+M59F64UvonA8nLzxG7AaHjp7N5DEC04XHV6/xhb3D959k71FvKaLxtYOLAoGJEVAnmJ6OeXgPbpVSU5KzOvFeME3tKNrcI0Cke8jUwx2+osnFzAJZs4jLOIQC7Jg7UzRcFVUSQDHIUM1gzMxSlpxZQo6zRZX4zTYEdeiNB04g12Ym89iEai4+29/BU+++a/hH9/Hlz/7LF76zCfR391GWmlQTY8HkSSeoQgTKGXOceEkQSYS02J0gkZzE3pzG157A1WRwNRtpBQoFdKsWsBu0M1JdZcKlXxnePIrsXt1ExeTGaIiR7PtohekzAYfByn/nQheBCOG0pBHWZN1ismSJJ+a8DWRPX4OpZNBfSIPRRQk7IOiiowbdrysfUSW/AAx8DPxtFZ6yMmGLfJrB1Qp1aQ2Bi8cSWIJlQuUeVXiJK+wm1fYzkLk5RSjoInmq6/g1PpD6P/ITQxGY6hv32d+UBWGiB+9gw8f38Wjr30Ng+dewM4XvoDrn30Ggy/cQvcTX8aND7+Nr/3f/1d8/av3eEVLK2mTiLOSg8Mrdym7leyNpyXBkoi5eshCZM1LpC5URBhcLb2WZM21l7LihHxACClg5KFixQBFL9QqFmGXrqKinrp0u61bSWKCWueByLbPsv5ZQimyWqzVHwIpocJx+TxJnBWoFm26bOfVr5GFEjuoLm33a4O/2p5+lcfD3BCZokzFhqpRS0GmFPOyXmyD8A2RCct8PdYIFF1fYjtqWbRAqqR6Rjoc8/GVfvx1VIMI6RPoAU/2XASJlgkFplE7YpkgLc9zrRgSLayVTT0VJJZJ7WERUMn3AhVUJmBstNG9dg2z/XOkszl7udBFxJJrkvSTrD1TOAxuHpe4CHMchTkmSYEFgEsqTMoKi4JcROtjLDxV6DNI7cFxE5J7UneQmK/DTsoqMr6G6PoRJSsRHZk4zEGKUv5MIoWU3KZVLlYcXUdXOtmS15FlmZQGA8cwkJQF+paKvZaGft/DEcVMhAm2mw7iKIZpWZzTQvw23TSwmAcslVUd8qgSluolAvzIl76Ch6dkZPkIh6MQ+TzAZZhhWpI3lIdex4NTxnjh2RvsTbVzZQeziymmRxd4cnyKaRyju9FGY6OLy1EOTJ6go2bcpjJdav25KHRCf0rkWQhTL2HoNuZpySnClO5emRZP9K7pQilTjGexOH5uBf9yhMpuYufWM3gyeY3HU5My0ggVUXM8PpigzBMMuz0kccb5cQ2PFrwVS8cJkSekhp5LhptlCQwbZBlfgqxDci1H13Gx2SG7frDRG4Uw9nZ6mPoF5rMUnk78OCIVU0GpoW1raDQtRBT9QkVQrsGwbcQBWU3E2NpqIVY0nJ+RaWiF7S2b5G0Yn8bQFRM2oc99h235PTLfc2hBSsGMKlo7A1yOKAIg42tApwKr0oEygaEV6AyGmCeAP00RFQVfy0rbRTiqvj8KlMl4wXBUf+c69l54GcH8GPe/821cPDnBxsYANz/9KXSuvYjj/X3EJ3fR3+qgMkUycW97C8PrtzE9P8P73/4mmg0Pw70raA42UVGroSwQTqaYnxyyM2FhaJyrQ3D25PQEjmdxlVzEGtI45ButiidYXBZoWAR9An5cAg5J4CqMDh9D2+ig3XJgUvR0HCE32wwPkxSLJgp6EcHYxJXRm31ozU2EZ49x9+v/HuF8hk997lPQPv8y+jtXYLfayGk2KHLkWQp/NEZO/VOCI90GnGYPcRwh8KecnPr22+/imdvX4XRtLoQKmCiimVR2KFCtBveKyfslWyy4/0rZEoq+QMe1WSkQVima5AQYG6zR1+YhggK8gqPkTkMtubgiKR0NfUxepP6lnKwJgjcNjY2jaHDkLDZaSXPbRpWGbmIlvtQJ1CoJaWVeS2CXKhDZThAr+pWhl5DDrsgRvO5UwSvKEBXGZYmzXMFlPsXWNML0X/wzbPz2NzDoa6iiCQzdhdPW0DBipDGFEcZIjz/C/ukDPPnm1/Ht3Zu4+YM/iJd+7HNoXf8MnvnCfZw8Ocb9RwFzcciIjb4IyeBWCPewhF2+cM6VIWs1kXRdvbLmcSKYCRJFkUhLnXFTFz7i7zXKQOiJKEospeJWGRW9wmxM+qPUr5Ur6drabdl9WPJBajNY+e7cchDhf1wscjEtcRUudASn5SmmLrdGxBsuc5mkRLh+ZyZLS3aDQC2kQmbJq6l5HrK9Iw3LaBVIsmJRsIjwvPoYsCtszVWqbeel27EgzYr9Fxb48hjUhZHccQ7Yk9lM9FlMOuZsIEnW5fhi0Zrk95Zmd+IMySTiJUdHokTUBtJ10c6hCV+rYHVcGMM2DNg4PzxB9vYTVOQoSogoVScc9Ec5L5RLVWAaFzgLMpxGGSZJCZ8kryBfkxJjaWdf93JqI2Lmh3DfTV2qfOqTzcezLlzYY5FQH2rdCo4XO/PSAoKKLUrnZp47ObMKozlXVzmLhcwxLVVB0zR4Ymt6LoIsRdtQsO0p2Bh2cTiZoIpLuJbDfihtSl4vFRyTv1KlIJ0G8GwDVlNlsn84C5h3sTVwMCP0Y7eHg+MRTk5P4S8CnJNNvmHAtA32NBk4JTquisHGJhtSpkoL3/zwe4wAdboOnEYT87MIZjTBtb6BdseDaRCTqWSFUWXYCKh1VCbsW/X4+AJVpnCmWxSHQpVCeW55hozQPA1o2wJBOjm4gBP4eOELP475zlWEJ4/Qc230eibOpz5MNcfOlQEjXwkTaXX4KdhYdLDR5fNGTr9VZfA13bAMZBmhLGTCl6Jpmug3LCiUQ0ZnNEuxeXOIk3EILavQtm0YNjAd+9yC8vQSm9tD7J9O4C/Ik6Vkj5gkIw5mxq7bqapiPClQ5Cl2Bp6QN498hBEVQzq2e01kWolgknBhTx4sLU/D1l4b41TByckUFefAqTxPxnGApqej1Wkg0S3sP75AkqQokwJ7mzZmRHv4g8zi+S/pQUSkrb2b6O5dxdGDD3H3W9/E4vICV2/ewvbNq5jMA9z75V9Au9vAlTvPstXufDbB7p3nYA928OZr38F73/wm9rY2MNy9htbGpiB2xj5G+08wP7/A5u42MtXgUL8k9HF89wFDcNvbfejpDPunD5HTHVsVDDV7BHGqCi5nCTSSgNFwl89hwoTt2LCbLgfKGc0hFNOCQQZqVHHCYVSFFCCa04RqdzA7fIBH3/sWS2K3djbYbVGzPSgOWROXSPwFDNtFmUyAfMEQumV5cNp9jM5OkEcpa8/1KkZLmXPaJNnhEzk3SXzuH1Pvky7mOAiQI0fg0+812B3q806xeWUTtraL7I030Wy3MRlf8gTVoF64WmJxEcm02BwlDdhFxi6bJn3pJvw0ExMBDcxk5cxGbALW5uKiJJUJDaKC7CcUEitLeBlyu8r+kAJNYX8vOCiCNLqGMsjXL9N+a14KXTQya4cY8GFR4jTJsJPnuHr2EJejR+i4LroNk3NDbEtBp21zZoZNVs4+aftiJOEZgrtneO2d1/E7//MGnvmxL+GFl7fw+Z/5DAav38eHD85wMs5RpaLtZJVgSSTBw9wSI3iVJq46w0SaXtXE1HWJL/uuyKRe4aVScXgerW5pUpHQg+SX0O/F8x1WrYjsGFrdcHtEEkG53SZXzaWEaSQldGmxXzvF1gUCQdFMUqWihPhDNMlTW1MIqpZW/vWLiNQs/iTLSNnaWiqUudIibwSBVFDbhR+smlGX/A5ycl0SJ6Q/iSC7ynA+Qm6kKVtdbEtMTXJzZLEjyaH05JoPInxH6gwpSWCV7Rs6R8IHRqAkgqYj23PMHZHNtYpCKjMpvZZxeuT+Si0P+VnEl9HIw4TuN9sQrTWjRHunz4o4w27AP51hMR3D4BZYwCnfIDIhe4YovGqfhqKVcxZnrByLKgVzVLggNRmR6yX5WmQSEUoijPZqs0Py6mG1m2yD1nJhbs/J40/jH41v9E6pvEboGjItGQNAAZ9EsFQVOGQYlxNhWMV5GAl+l6mzSZ1naCwYIEWPrVacYXZJPi2xwsqS41EIXSVX0QgX04RzYMiqodBVJohubW1gcjFGw1CxdbXHxNHJ8QN88r/7H3H+q+/ieLzAOKNAwordVtUyw1WzxJVBG4Vl4+I8wvjwQ7zz7j1MwhgtMoNzHKRjH14c4sZOE82uiYi4fiYtPh3m782ml1A0HVazi0eHJ/JmEGRrsl5o97oAWULQuc4LXO07LIg4HZESKcIVXcH53e/h6u3bOEpnaOrALAxgkhT51hXMQlo0hswtJFTBDybodtqsvEook8dso0oiTsfO8pjHCZpfyMW737aZuxcnJcpggY2NBi6n5GklCEbkAXM5nnF7p6Gm6A497J+OEIY5XMeB6yrc/jcqHd0mDT46Lil6Ia9YNNHbbGD/zMfleYimZ2KnY0E3UrKXgeWRY60FU0mwfWUToerg/Q+eIJkSmqSLvCtqnzo2dCuD4rk4PprCn0eMEBG6FhYqFvOUFarfFwXKcGcDdtvG4Yfv4PDdd7mivPX8c5yT8/DxPqcqXrtznd1eg8WUJ8ird24jU2289e9+BWeP7mNvs4vnPvk8mhvbyAjaiwP4xydI51Ps3LnJBM9GqwffX+Dem+9wv/rGK8+h0fYwPlugvb3JsdtE7KQKMs8VTKnX12rwjZ0GAd8Yjkfkrg70ZoNtgnWbtC/kDWKwrI4GZYJXDafLI3gyO0N4eYDdW3ucwaOoOlyy1lbI6EjhzCGTtPRqglLR2GjI7rZgNzvwp2MUaQjHa4j3yhM88+qn4bSbiMKIpcAkaybZHIUOaoYKu90C/BkKZQHD6nLVbrS34fb7OHvj69i4soNw4qMqLM7AmC8ynI8COLqClFxkKdYwy9DWeMpAWBKhS1h7a5qYvNhxkAZNKY3klTj7goiBv+6Bi0Vrbcdet3NqEzd6CEhcxvlJ1YcgTa77i3CvvZ5wacBeKmNoxSjeJ6lKPEqBC7XERq5gO5tjEGhomTp7O0ynGUzHRK9FBSahUzqMKGPYOSeUzT/G2z//L/HGLzfw/Oefw8aNm7jtWNjzc+w/ucTZJOZVbiWJszQha0SolROF4KOs/FbreboGIj7ezqHWG1c20mBLcG0E2VQQRRXR2qECsUYIeO6kVpu43ZkYKomkxCVatR/WWi0SdarD4TigTr6OlFZi3haKKy4IV7l28rVyL2r+xrL4EkRZPr9cmRYkUubMGH6m5DiweJmKjqVvSP03iXwwb4lUXivjulrmy8Wc5GvQttYGgqL9U7eV6m0TmuelrTsVFrzp2qpVQy0gTeV2Mv2VlDbCKpeKKCJ70/bLkEAC/chDg79EIUNIid2xWO5Z0WTYcITypjIweXiMKh4LObGAgYQvEkUnlCpGkwSXUYJxkuMiKDBKC4SlgoVSYVoCs6LiSZZyYFZOztTekcVKTRqiiU7K0mvOEnOZnloQiDYaIZnE3WISMQcr0vUriMAppRDrGhxNhIjSgowI9i5l39hUsMRouTSRVSy11bUKDddAQDlaswDb3QZOpyGiBIiQsdkYFTNkjBkoJRpNB1d6LbQIMaKxwjFZLDBbLFBYN/DNbx/h3Q8fYx7TZK6i2zRhVhV2XA3PPH8NuWrg+DzG8WQfl/MKs/NLbA6a0HQbxTTCrlVi93YXKlk9pAU8x2SVJdtDKh6C8RHchs25Y9TKoLZEhoKVKYZjQaeEdxrj0grdBllDJIhSA0WacYupUgw8ufcQn762i8G1mzj+6C6blg16LczzFAen5MVF1g5TNG0du7s7yEg1xJYXOgyKZyBCa1EgDBMm9OZJjGHLE+ctz9HUKjSvdzCOgGC+wKDdQF5l8MOA+UptU0G318F4NEVZmXz9EdmYYkvShEIK6ZzqmM0T9kFxDIqa6WMUVbi8jNC0DWw1LWxtN3AZpJRsyJ5bRB24fnsLmWXjow+PWFLsmCYsgxbGOoJcpMlv7WzhdJ5jPvIRxRncssRgo4MwVzhbiBCn74sChfImTh8dchum1bCwd/tFdrc7PyXL9jY293a5qvPnC7QHG2j0hrg8PMD5wfc42vrZV57D1s1nYDTa7GSKeIHZk8eMPHQ2NhAlKSt40vEE73z7dR5IP/HZT6C7vYXz/SP4sQbTpFZAzCufIEwQ04XW8NgyORmd801LF5lmNqG5beieSw1C6JYpOQZi4CfIV7FcEegV+UiDEDBanGJJhj+q7SBXDLEyVRVYbgcFsfrzkMmwdqPJgx4VWbrlwu2VbEhGK12r14DmkGtshumcqvOSTYOyMhATDQ9uJUzLAZoFB1hRbz+e+Bh9+A42d3dhUCxA8xL2yMDscowgovCrDseLFOOQCzRdsOgwpdUQk2grNAwF1OmK2R1fhp/JKoL74my4RnOuIBESulRPkWJFLvrnAlmhFb80e1s+a9XyqXv5S9tu+X8CDRCuo6K1ILwwawCens/S5Ay4LCoM6CsvsJEp6GoG7CJDEMawTR3tlsE3pdt0oBNRbpHCMHIk2QIf/vbreKtQ0d5pY3uni+HVDezdBI4OLnA5STCOS8yTkj1TaHpgvoZctQujrKfNyrCewLtse8gVsJxc6dgQzE4FF5W8BONybD1NpNyKIEKjnKAJlWCuRd3eoaKl5mIIAunT1vQyA0YWGctjyoWCOJfCt3R1ftaiWuS5qeOha2WP8CRZGbfQJCDaJII0S8UXpd7WDrrrVv8yL0dWb8RvYkWO5H2IMyqlyHUxw+iH5O5IZit78qxdW0tlTV3Mye2o2zSiXSTM0sh0LMsoNFO8vkYs5BXIx1w3VRiuxpL7xkYbZsuG3W9C0Twu8uNZjOh8hixcCM6QobOqolDIiZWiQwpczlNMwhyjMOdWjk9hnQAbEk4rYEqp7DJWgRze6+BKUSiKgrWOMWDPoPqUSlfd2lOHETlZwDPxtay4zVBzaYTrreCj0baRAoRaITRcNsiLiSZMMm+kENA8xZZnwab+Ni0IshxNUiBpBqYTH62Wg7OZz6ICraXjyQG579LGaPAroNPxMHAMTiCeJwvMVRVt3cHZNGLk4MlhgO/86j9BHM0Z5ey0HG6VX+942Nrq4OHRghWQXr+LxazCZDTBzmaPEZXZwTFutirsXO1D6bQRk9WDSueRUuPJxJPiMEjN0sQ8IsZagV7LYSfY0SKC51m8uDANBVkco2lbrDQi24KKBAmWgTQvEYwX6LrA4ugUenuT37tpU4GV4uRiIQoEixaWGlq9psgYI18ldqkmzouKsR+yjYRmmbyAJHv+grKWqCBQS3S3u7gISl78DjouWk0HE18V11sT8CwNkZ8irigfJ2MnWrrpqa1D1hXk+TWdRCzwoPu/T+hWkOPsfMHzlU3xA9sWtF4b0fgcMYXFzhe4vTuE1mzg3oML+POE6QDUOqYMnqxSmW+0vdWADwWHh2PMgpQjDnY2XZ7v5qMJLFToUqTL90OBcv7wMSyt4lyfzZu7WEznWPgptohL0h+wO2ucp+gNt3mSf/LhO5ifXaK32cdgZwd2d4hCJdQjRREFmB0dwjB0mI6HOE1huA1UZYajux/A00rcevkVNLoDnO0fYPzkAJrVQGfTg6o3Mb5cIMhNVLqKIlNQkfyUbn2NvA9pEibpFT3X4XYITxAltUkAzbahmR7ynMzDEpQU2b2YcvvFabeh2y7nCwWLBXTL45Enl8ob0tRbbpvlroLGoiFNU0QUOuV1YDdsJLGFmHOBiKSVISUEw19wsig56moGsRaImFrw9163xbkPJFd2G9vQycKfNrTZhqpQRV8gCsl+mjwZCpbfNQzy/gBOQzKFp8FLTMDkLEmQMBUiNBYRhEwTUj0lEOekZoNmrDeWKIosMgxpAU6rOlIriUlctERWkb9rvE05QK/LY2v5Kz2ExFUaln0sOZd+ptXpQSUUPycZsKlXGKY0UKpw05yPs2MbsB0KgiNvGhuNPEUYJLDDFGFSITyb4cOzGcOdXteG2W7hhWsNxP4CB/tTnC8SBCkFHJIyifxjlsQN8VhDUWoreV75y/0TuTsyzVZyBDgJmlyCSf4pJ/Hae6NGC8Rqev11tcR19bl13pDgxwi5dp1HUyc9iw1b6WNqDw9un9XFydIinaTVtZJn5ach/M3kep+LByqmqZ3DzOklKlKra+pWE6MUNZLDQYDSQp5bM4SYyG2qZc31/i3DAteM8CTHZ6mOku9HO0nISykRE6F2IutyneFwImEIqa04KYQSkNqBvVUIS2wYMBsWbDJl3NpBUqg8oAfHRygWCyhJyo6wqil8TnJVozULG4hNoxjjoMRpkLEL7LwsmDcVAZgyAZYck2vbf+mzs37hSI8YPl+yOOciRh6E+t7jLKw1VVh9bywN56QpX932YwWdlImTQaKrqAjTHD2a0NRKcBNoEWOSc6yK8SLBZoPaxyrm0wUbm41mIXquJezVKTW3I1CMeRZj0G2h27Cx7ZIQARj5KbqtFuZhxNdfp9XC/pNjWIqP3b6DlmejSDJsDGz0drfx7t0DXNls4+rtTURmH+P37mN7o42cOBYHx/j8noft612EiomqMtHtN5ESohtOkVIS+iKAQ5pd3UYULtAwLeZc0LY1Ww3mFBZKwZLefsfDaBxiPgugQ2eDOHYxh4aWY6K/4eJg/xztto9nX76Dx3cf4vzSx/kk4smZkn87TYcXY0QKJlELWUK0mpRSHPJC13YpE5jkzbbwhSp1WCaJOCgvR0ESxmhYKrpURESpiFqBikanhWA65TF5MgvRbTbZ7iLKMxjI4fSbbDBHyaaEjvV6xD00cHYy5RZ0w6pwdejC3Rni3oMZFkGCLMyx3bWwc2uIdx9d4OzogsdzMh41LZPRRfLv2t5oQGu52H8yQhSmULIKOxtUiHVw9+Epq9I6jopex/n+KFAI5r1x+wZ012ZXujgKMNwecpExH53z4E5KH6vlYHZximQ2QafXZ5a15nnc86yyHJk/w2T/MbxWi+E8kMkMuSCaFsLRGP2tDTy7ew2VZiKYXiI4P2P7+e5WHy0POD065x5uo+FyYJ9BqILChuycxzCb+hg+02QWPGUDUZ4OkbbIedbwWszeptVGFids+JYnPtx2C3arx1OJiKomDxaCq3Mk8zmQp+zrYnldxOGcreZ1sw1/conx4SNuS1k9C/PJDMFkzLlAvJqkVahGtxUPV6gyYs8XnPichikXFJ3hgGHXo4cXaF29jSaZJhUl8qQDH/todJucaUE9VMOscONKH6ORj4/Op+yeSKsAmlTmVFnLFFgKAiSFC7dXyCOCIQPKLBHSWyn6kciJNBer9S7Sp6FGRMSqd41Mu7bKX7UnamnomhPmkiKxUqiIFaV89lIeDc4YSioVl2mFppJj01CwpZXo5zkXKmZMRk4GtxGbHQd214LlJvCSiIs3P6oQhBFGQQTFpIyRKbxuA1vXtrGVJfBJ8jgLMQ9yjkhnSF4SEWszrHplyzC8RFkEIiDzamTey7p7qkUJuQTLE5IiCwHhsaLwACTeRRBX2fCsts/nYyXExXTfcKaM5CfQZ9IJE7iTbM/IIpBbk8uDTIZ69DOFz9XxBCuvFeYb1ZLbJeuldqWVyb3yXBDhVUiMxflYurtKsi+3HvhzqPVA17Rsg8n9XQbd1QQmeh37tkiTtBqpktwUeg0R/Yhrw0gdJ81TYS3M03h76B6iXDRq6ciUZFZq2Dnsps1eOpsv3oC1sYGLJ2PMTyYYffseFEJMaVFBEnxh2yrTrjUpX00xTXKMogwXUYFJRG0cUZTMFWBcAHNCIdn7ZxV6KK1kuLW3RBWlrL+WcovAxrrLI6z2l261SzHWymyPeVKUe0M+R7IEpfHBY14Qtb1K9jsiq/QBtTw1UjLqbCJmKzkTZ8k5ljgNjqNzCu/u5gBPTmdoGhrbOdw9O0PbsVheWxQFh/kN+x5udTzMohiPLsbY3ehDrUzYpsH8m+NxiCoJsdn1uKWd+iFuDy3c/vKX8eu/9l302jp2b2+hNdzE2d1jJqASSXZ+eo5rdozP/NCnELauYvHRQzg5tbZTKDl5QJHnSIimS+aF4BybpkFqFJoJVDiOxyR+coXubvZhQ2dH8SQmwqmFlg127SWN51bfha2kTPaNZj42qQiCgcuwxMkohi7lyrSIJNduw/S4VZzSGdV1LMKEEXuj4fJ57jccjgchp/SmkcFouWytr6smHMuATUnZoQiXLYsY3WYLEeWNkQkmFHQck8Uf4/Elq/kGm03M5hXMQkVJ0GNGwY0ZZn7Ccv1W00bXrbB9ZwNv3h0hugwQBAvstCxcf+4KHh3NcXE8RUy8I3IDZ7PCivdnyzMw2Ori/uGI1USTcYQbXYqZ6eD9JyfIIuLDldjoWihb6+5H/xUXKNeefR6KkWIx92HaJsuaaMgmFMW0XTT7bdjtAYJgwhwAysnZ3L0JWE2+4NQ8Q3B5ioS8UK7tcXso9TNkfoxGs8mQZbM3RLO/gcViBn80QhqQpb2FVqvDaY5BFMDubMPbcDA7OUbDtXkA08hsRzcxG4+g2Ra8bgeWa7PMmDTvXp98VjxkWQV/MWU3QmqRUDS50+nDcpvIkhQJmbbxLKpDoZyLiPwQCridDhTDxWwygUqtE03F4uyYYeOrz70Ew/UwOTnm36lVjngRwmh1OfabBymdCI4JokXKrHxCYkylhD/3gY0tFIaCnWeuIFjEqBRKVKZ/CV7c42hyYuyTHt66tonL8RSX0wq2rqJJK7yswiJNeeKyaVCltoxcHNeqESbiGJS2KgbJJQQtV/9CEktt/nVeieiL8/MlClJ7itRKHxqEa5RlXRa71IysLe9rzgJNFqLBUDt2iYlQkApVWmxwa+ZEVTDQgC1i7uclGkrK/g20kqTVvO3q2Njow6bzExCZNsXCjxFQ2ndeIT4vcPd4hkxV0N30cOP6FeYL+WEOn3xnaGWZs48nFyTCckM6ykg5dl1kUYEnfE1KNkYi0iytYrnFs2aMRsUFZ86wSlZ4jgoXU/UppRS1Gmg4IJMq4k+IXBeafIWwu0jpb/XRpgtI5P3wT7W3CU+OhfQv0VBW5H8hjuzKlVUUQPU2iLOyIsHW0tyaXltb0AvTudpRVhQnNDAK3or0JOFzLQ3eZCFCKAcVVHWeE70HlVqcxEuTcN3aYu8PSl3VURDCyUWg5L3Uz6PXGTR5azAcHSoFw223sPHsFW7P5jkpWWzsf/cIi7t3YZXiuqD3oEWGKBaER85inmGe5nyvjKIco7jkIoWkwhRpHykq+5hQgFtSS7VrdZR0AK5RIXll8xchjvQvEWRpohTW/WKgp7PEiwFZ/DMPS7Y968Rwuh5qQrFokRGfqW6bgflTlBDcdwjeL5kA3rd0mGWGrWEHZ6M5Wp4Ox7Uxn/m4em0bD05mfE2dzTOM00t2rrbleWh4OvY2m+haNh6eXCIpEzx7fZcGKE4ZJoQ2pjA7IrmSkzZZ+icZrtwc4mwR4Zf+1a9id8PDldtXOSPr6PETlHEOt9FgM7NP7lr49I98Dt6tTyE989Ft9RBMTxnFKpMACcmcqQg1TLaboH0ih9VpQEnyDfgB5eMUQtmZaiKOxHSgx3NulxA3hfginmkzcbjSXVycTLDZdrCgtON377Nc16SCoKQkYAO2BlzZaLPaz3RbPIZXWYEWFXdRilQFBsM+cjoPUY62q7G/y5T+Rg7oWsKoDqEbYbjgc0tKqjKN+B6lDCZTy6E6LhaTS3i2hitX+riYpAjHUzQoU4gM1WwFR5dzdDotZAZFoyToX9/CR4cpjvbnbLFAcuK969s4uIhx+eT/3d6bxliWZWeh35mnOw8xZmRmVVdXdbfb3XjAuI2YZAtjLDCIJyHEDwsQCDCSkRASg8Dwy35CQg8Q8h8E/ocFCBseYD8sDw3tqdtu91BdU1ZVTpEx3/mee+Zznr61z4mIMpbVbpC6ynlXKSpjuHHj3n322Xvttb5hiSKJxPWbrU654e0Krq1htNfCPIyxCQvMwhB7bQuHB12cLdaoEoiQ3E7LxfCgh198mxKCz0GCkpexqNWZDh1ES1HaSwtiAkwBUFWGgw19C5IIrk8VvxdRmlRkjCT5SBZXSNZLDA7vYh2FWM14I1loM8kQZHcAx+sgDBdYL2bI10vZANrtvmiFrLhz2S0RIoqXoSQmnX2q0RaiTRKv5jB0G85wVzAwBDDxhNneuyOibkyM0vVCFFndoIM4XsFzW7DaHSkrp4RPC6yDRXs6k7I3qouvA71vovVUWAym7SAjaNYqMXzxw+KOefngHRgcC73AanKJs6sIL/dH0EpWPSgabcjfKNIIRanB6w5gVBHSp0usiXR/6QXYngnNC0WW3qDcvuVizRK1O0J/VCFexwhY9tY07K4ykYI+W8R4eLWSyoIA8wqqe6qNLWXlRLKLQoy/aODYGKVdb3bXeIub01+jTSH29Ex4rk3pbhZoeYrfhKG4OSU2lZQbStCNXoWqLNyAPuo9gEnC7faPpovewryqcEb57VzDkMZbBAWaGroWhfIyHEe5lGdt10TQs0QgiQlgShB1t4NnT86x3mSIL5Z484wtOxOtloNx3xHNGnWKh9AQ2T8WTUBW5AoFNJbNm5UGSrsbGlxSHWu2DjdxslmaOkkjECaVgtpmoCasXCcFN7LzqmXADVXJtCkgKrGrQv29Lv+rQWrYxzf/Xtsnq/FmT71u1cgrkESFiUENoJHEgWwmYmRUFaR5CoUZugG+SvWnFvOTCopgaEjtrTU5al2S6zbWtehrQzNuKNlN60exwOS7MjEKAfoR9KlAr4rurJJAOghXMH0dQT+A0/LQ2hsgOBiJmnRR2oiiCpOvPMb84TEMJqtVBoeiyBop9uKUKfcYcVi0t19lhSSldBi+ium1AoRghUTDogIWVaUk4sUXQd0zDWbkRqSwUVO+YXUzSW2owSrNVcmbJF8NMLmuuEnrqgaVC32b1QxhmekwJYEsReWWzV9WiwiSZfITlyV26K5LAHCp4/7Ih28WGA0HQnclTousmtVihVyz8Suvn8u4M6nRTRelFiGwDRRkF1oaPrTTFebcrz14iFYrwIfvHQiDxaO+kuNiObkUkG27Zcu6QTuO/YMh3j5dYL1a4hs+uovDe4eyrs9mCyl36cSELTY46gDdoxFOVwVOfv1V+K6DLI1hwJT1KdVDcWCu6O5uGmj7nhz+qC/CdookrsTScQ13bKzmc2Rcw7NYdGw2cSrK1r6lo91ysMpyVGGE8cAUCvLFBUXaIrT2ehjvBhi6llrDdFoSFEIaiKZXsHwbTrsNnVUQl+PO/YsUcw26q6Pj+1JRK4lFzCO0fANRpiGl3oxliMryZrMWPAzcNnQjp0MVkiQTvM9wHIixYbxaox14oL+17hmYhJlIW8zXsSRU9+/2cB7lePj2JdKI+jAp9sZDzNcRHr77FB2rg5JAXlouyLmlgFmVGJGu7Po4e7YSw0PK+4/7PkLdwOk0E5fp3XaA/riFB5cxLk4425+DBIXW1LsjJgiVoIWLqITjWtBdU/xq4iiCm29gux66O/uysW3m9M3ZoKBgmuPCDrq4nExlAhoGab8s1fsickap6quzE0FoLy4v4Zoadu/ehelZWC7JiefNbolRlaFlIgJHTEeVrxCu1lL+Cvpt9A4PkG8WQhcLRmPo7hjnj9+GlkVwA18Aq1WRwW/3YHltYcMQP6OZSrMk26wlkaGGCKsufF1sB9GhkkkGky0uJoZFnMMSq5O3YeU5OoOhtJPmT2NYpgPTc8m1ETl3eG0UcYzKstAd7opMcUoho70xzMAFdEf8imhgZdps1BRYT66wnk9gmZ6MU3fUExR7FqfYPehCcyzMI552HCyiEiu2QeSYRrdS0p15yteQwECa51K+FAYBTdBuWdDf1kKR4pFUAVSSwYVeYSRu2jrX4NgbkZRreul1pb9+TLOB4T0KrTd0ZFZyeHIRsbJblRjlSqwW9LBUNvUXZYl2XqCf6RhmJQaGhpaRI0i4cACRbYpteacX4JPf8304+Oghnv7Mf8ZXPvuGKpWmhVALN/MMIatDliUsBtvR4LoG7nZ96YsvrhYoSurdlEhiPreG/YMRKhoexvRZ2iAJC6nGNYqmiiVyA7JVTB6Vukh1oXE2bjA6zfg1EvrNUBIjQ4nzBhAiv6N0PgTHUN0wghRAs6ZLX3O8b0JhIlRyIGMr+ZIuNgjXrZ6aRSTCZdcgZmWup5RgFdZEiiZqB1E2DA1QVajL9QWt34/gVRpRfRFzo86EEmtT1GRqOJCrzCflqdYQPQjdN+EPuvCHbXjjIdzhGFFmYjOJcH62Rnh6gnwyRbZcwTByuFxNbUN8Xwga59hQgp0GftMwxlxaNxWuohzrtFLA10oTXR7qmJCRsxbbgJuxbuwGbpo6qh0mrdD6ckg7tAbPqxpIXSS8BS6SayNtrpoPVl83JozSPhPdIPU9uU6SlKokN6OEgmFIpWDsWPCp3Asd94YeXD3HaBjgbBUjTunpoiHbJPDaXbz7bAZHU07FK7bMslhox2x1s/o87gYYtlvSAqDXzUdf3JcKQ8a2RZlhvl6jGzjokcGiszpL4KqP155OhBL80kf20e61kZUOlnOOomKnpCvlw2O3bHheC3vDrgi3bahZFS6Vom4SSzWAaw3BqAT2CiuP+jNlhVbLxWSdKF0q0pPzAqtNJMmCZnqYLnlw4+vpoGOX4gyfpDn6LtVgNQGcsk1ouqaAWY8OBjBS4lQ0TBaxMJ/EBcsoRWoipxWAYaHlsTqmI64y9Hd3BS9zdfJMkgG314MXMIHRsIqW4srs+pZiFGpmjZsivslBGIZiWtsfBFjx52kleiS6nsMh+4h6NvUh1UoL7B7ZCMsCV5f0+lEuz0d3Bsg1HRfHM8QJBeAKsV2gHYzDEwPdqvsO7F4H7xyvcXKyQBKWuD/20B34eDiNUEQx9touBn1fyBMPHi1F0PO5SFBMh2hgCn+lqOI1dMNlCqkAqVSu01N09/Zgd/pI4wJXz55gfb5Auw1xoVzMl3K6be/uA1ko6PygS7fhNjbLEPOricjbb67OUMUR9r/xm+ANh5hNzrGYbRB02tKaCTwTRZqjKE2ESS7nT7/Xhk8gZXsgNNU8jxD092XyTN/9EsKLY3RGe8olk8DGdhea15YMPYtCOeWR1pZu1shXV3AdH1Z3gIybUrIRbYWmiWG5gZT2mGBUeYLusCfMHpoi2o6P0W4f0ckKtuVAJyUxjaBbpZQ3W6N9ATotr85hey20R/siVlSVhKfnYqHNBX0zW4gEf6fdok0jTq9iRHlbVHF7/RQnFzNJNKhDYGAJvYzRMgUmjFXKdpqqdfAmIM6QGx43nJibKtf1WjtD2Zco7x6h0dYblji2XndnGlfdWxvge5xXb9RHm42voeTKp7crI7dAg6RW8t7h31IYnTphuv69GkJaJzI8TRLQNytLnBUlurqSpR6lOToE1do5vCRHnBtov7rAo9cX6HWotzMVJtByMscmzpBkJTICicscm+kSEcGiRiVUbuoztFse7n7oADt7LWThAnvf8FG8+KlvRw5f+vHJ09ewfvAG5k+eYHk6wfmTGebTDbKIG71Y3ylRMVKgmnZXs6nX46ZAkI2Mfa0MW6vDUkTwxgywVputR6e5Pqo1U4OhaxArq071E6qqzLUXDZODRsu1/rsN2ad+PoVVqgXO6vaW2qvV7ykDwAZEezMnVCVGKeVKQsaqEr1BpF2hkiMlBlcjL6jx4Rlo7bmi/cPKV/feHrzdfWh+B5XhI1oVmD+9xPFnT7E+PgeII0tCURKVcSWIkelDqiFjZTat5ISclBqiosIiyXEWpljllXjmxFKJYKVEsXFWZO5opAarBI/YIW6SopVzPf/VvGtan8rEUXnUkFnD70jlpGHI3dJsaYQLCWKX5OaW9L1sAO+xmGBVC9KCobAisRB8bMqTMt119Qq+oeGwZ4k+0+5+H+dUsl3EGPgeptMFsmEPF6cLcQqnA/F6sZELTBXbUdeVRLDX6oia6pcencLve3jh7g4CAi7TVNoCk9USH/3EKwijRNgmTp5gfzDAs6sZAq/C/j7bQDrWkwiLWQLdJiuyksqJT5G4cQeVqcEO2mjf/wRst4P07Bx+rCGMn0LPCsEE+X4XllkIxm8dEhfiwORJSjehGwX63TZmkznSnK7NhjBknhxfwHFd2DSLJbWW3kFpir5PjoqG+TJFhxgb35PKPKtN+6JeW2Ixi2qzVFYvDFQkUZg6PArfOYoVdzFZwuj62OkMsZmncMngjJYwoiV0UwGq2ZTzWxaiuMB6nah2J1s7vov1eiOV9YMXd7HaFFhcLgVr6NtUlXWxJmiWfk6bFF5R4WMvdmEOPJxfhEg2OfI4w2HPgesbovDLSnOm25gvIrR9G7aWo0oqHHZttIc+nk03ePpkIgdVJq2He22cxQUuTxbY8VhdMoW9enwe4mQawatbu1/VHo8PcBRxhIiywHohGXJSMiOlUmMJm6qngz0E40PMrp5h8eQxFmdn6A3Hog/CBIN6KX4QCCh1c3UF2+sjaHUwu5hgvaJgGW9+DVa/i+Hd3wPL72J6fiZqj4bPpKCQNghR64XBkhsQUEXRGUjp1bJdVWq2fbjtHUCzEC2nsAMT+y+9JJPasirogQ+j1UU4nwrPnQ7JbKkUWQpkEYIBXYrbAqxi1s9smpx0JkWaTaCZgfV8LloXjmuIs/N6eSnPo1FlsdtGMEmEWcTFQStjLJ89Qe/oLkzXltNeMBjDb/WUCqXcnNR+8OV1TI4fMg2EUWaYnCxwfHKO9fQcOwMXqeNjOp0iW4UwNAr7GGh7ltCLCfx8NonF4ZIaEjPalhMkViuBrmvtDXaDhEVE0PL1ZlfrX9RH+UZ19Uan4+YkKB43t0/rt4CxDT32OlG5tWDLW60TjlyrBNDLDc6uT/RKoVZtBDfthhorUbckFNu0kqoK2RVk/wR6hS7bQAQSGhl6UYars38ndNJetwXbKFCUGxiFjl6nh6LKFZOMirV5IZUrMnyyVYz1IkVkGjh9TI0aTXr7h2c7OIsSvPxH/iCGH7qH4CN/CuPvpuLkHNico3jjlzD54i9hcz7D9MkpZicLrGcRopBVGDUmpNWzdM8NiydHtoYakTwyi1RtQwFBZaMT/JCCMEsDSMabbbAboTNuEML6aa6NZCaNgJpqKQhjRETemmtC8PY1V1i1fkoqDpvSJiL4la+rAcmKM48wfvjwuh0liYxKOCyTVPzipiXFFphJvASfn/2qHI5vwWp7aA1aaB2O0L17CGe8j8psK5XP1MJiluLqrWNM3/wCtNUUdhYBWYoqzwSQrthXSrwsLTLZNJhsE2ROkCiF0xZJiVVaCqWVxnIbJrSahiVbhazmMgmhp07DZqsp4DLnRNivTpgbpd96Toszdp3EsxLFNgOvBhP/GnGsrl8tyNb8snRXm7aXWAcY0kbl2BIP0agGy+HBUCafyjtLw67FFg8pxdQEcnGxSPDCwMGzZYXHF2uhk7KiHLkO3jxdieGfW2l4ttigKHQMHAMd18Co1xIhx/N1iEs6Dt/p497dHXiWh2wTIo4L0TwZHgwQRWv4motu34eWmDifRVgkkYD4mXJSRXhhkbGYw1iykhjipR0LessT7N69j3wrzqczfO7Tvwg3LdHfadGBD3ESU+VTDhzUk6LRKo0J2cIW49SCh80SHeJoQhrm2bCNFDmlJNIMvR6ZMYrinpSkFq9xZ29MiAoumVwwAeYek0Roezb294ZYRxHmywqr+Qa+76HUdaxYmQw6wnaxTQpcGlhEFRaVhYLJ0uNjDCh8ZrgwzERa+CRvZNEGvtsSWxXCCzjPqXYL38ZkupJq13igtF/SZCFspa5ZYjDu4q3LFcINq+glRr6Llw6pzxXg2cVCFjyK7O0EOnYP+wJMjpYJoowVNBM930SLisExf9fE/r0OrhDgwTvPBIc27Do42AkQajouJzRutLA/pgyHIxXE0/O5MhP0nhMWD3t0tueL7sM6XIsyq17reYzv3Yfd30W0mmN5coYqizEcj2G2OphMLmQT1y0gW09lEfZaHgaHu1it1tisQ7GO7rQD6JaH4f37MqEuT0+wnp2Ll4EocrKWXGqCKeAqSXoymTlcVgQ4yJaG3xL9Ey4ElM5nC0izTKTrKRy/D3f3AIWhY3l5IdbiNJhihk3Z+ixbwQt6qCjZnG5QZJG4hFK4h4s4M9yMfd08F5NBU5gWBZIkhxsMkIRrcV7dRAk6Oz2URiGrn+kGsLMYQipYR2gPelI2LA3loOr4gSQUZP6sJ8+YryDojWBWETbzxzCyKb7pO75FFBTTNEHvzgA7+z28/toxwrDAnTuHGA6G+Mprb8CzdUwWGS7XGfQ0E6VJnqy5iLNUbBiFCFKtOXHrzEI2SPFaaeTsm175jXJ6o7PRaGU053H1s5vHN5iLBsvC5Ehthzd9eWlg1afTGwZErSdxy9xPYQFutYRqddGmoqKkwivMihLzHDjmSY5UvqxAz0ilwjLfrOVkSgq5T2wDG8dscZm2YFdagSplF2yvpano2mRFLuViAfOGMS5+7dO4+JVfxGf+6f8Dt38Poxdfxkvf/q04+tTvQe/F+9BGHvrf+60YeR7uz98B5s+Qz8+RzNZYnTwVdP7qfCZYoxUrLUwcs0qYWhRuUjskTSw5h2spOWkZEB9Ti6gRCE5beaGQ15WYSsn5y1gRZMvjfA1u5b/iYcoqhuQhTZJnqd+X9ptKeohBEJyJlK1Vy0lAndTa4H1X2UoPRqrMCmdBDAX9TESenukKnXV9A62+J+w3GvAFOwP4O0N4/T4QdFCUPtJURxbluHo8w+rkGMt3nyC/msIsQ+TJSsDKvL4bwQApDBlxOWwvxaQAJ9Q+0oU6usxonleJ/cMmzxBVytcmrnKsK100TKSlIyKFlNJXOBeVcChTRNHHKRVlVDFzVFLYKP+Kp1PNtlEJW02hv9b4qRV7b7laN5UpMrzy+qYQ4Cv/TmMQKEJurI7osHUlDcDTulGWuOeagovgEw8CZZS313Hx1mWI1Milakz9klWY4l0qxIpxIGX8VYLrGVR8LTHqt1HlBR4tEsRFjBdf3MXReABHM+Ehk3vnfDHHaH+ATuALps+iUWtq4NFkiflqhfsvvSAy81SY3egaNpclNOIIHcDb9REihVOk6A/viCleBh/PHryOT9zvILxaypziGsxBcVAiLYkjgVQp9EJHzmEJE6H/RmGE9WQuLsS5bWEdbdAi+cHzQREJ8d7JEuyPetLaZqWo7VsiFjedL7HT99DvtmTz5z1MEz0KjXPNjFkxcwIU0xDDFrEpBs6WCRbcS0wTO5aFThohq3KU0UrWirS0kEQpLMPGcr2UhNCh4GcJtFwX0/OpVHi6bVNgDsTkzGahHOB7+0OcLFI8OgnRYSvZKHHQ0+CNaR0wRxUpYU226IajLp5NVwhntO1gVyATB2oqoZPdtNM2cf9OB8VoiC///BuwSl2qX0e819otvPHOBcp5gr2RBd8V2S8sqMINYmtK+DSd+ipDqxqBiA9QLJdLdLtd/PTf+7+kX088BGm/BKf5nR56+/eh+y3RFTl57VXkUYSdg7FQqp49PsXu/fsCNGVJirRCuvT63Z5MVFplry4XIvc8PtxBb+9AeOnTy2eilZKlJUqq4XUC6bO63RaT8rrErBrxpNWy5MjepWG35HS0uKRssiEmfmW6EYl6e3gHeWVhff5IpObb3ZbILJNCXMZk3Qyhye8X8jvpZoUqJYJD5CoF6a5RKn81EfoxVWnp7EwwmsipZ5mIxCWrK2yWMQy2eFgtoD7MLJLWy/DoBQwO96AbBjabJbxgQFtVOXmyQkWAMZVsKbFPhhHiCbLZGS5OV8hNH6ODXXjdFowyxtu//jmcn60EES+vN45wfj7BW2+e4HKeyYmSjIXGpIytlLAosMzVQszxJxaGd5wIdjFkMb999W9USa/lsa7BtEpk9XbnRzAYtW6EakWocvg1VoLg3RosKm2lOqTt0QA+rz2Abrx+br+kBqh4jbO9Zg3VSQ0TVU1DYFToaRR/09DW6GViigInfTxkE6+NBok7IdBbgVJZLVNJGBc5Jo0CfBVlT6WMKjLvuoPC6EDzxmjvdXHwkXto7ZBiT0dRH51RF+39FixETKNQRgtUG9rdR8g3K8SL+mO2wvpihnixRhTGSNeJqrbQPl5cCtSJXVFKdKUlwe+RgtsoatTsI57o+Q7EfbhuxYikSN2ekTFqBNWU9rokPWx5qs2NlMy6vcOWp63EqBRAmJVJwKIKM8GHvgOPtgS9jugKWe220DXNVk/wVHmmIyG2gSVsGl7S4+VihvDsDAhXQmFldUTQRmLgR18pqqWywsEkkZuZJgkZ3zIN8KKsxFIYa4XgSYg3oUAhBdUSHkhKDUsy4/gzyqc0QnbKnvsapNqI2zXmkE3fqnF+ZvWnwY7wewozosCzNzVClSwLlqSpHxI4e0s5ll+n9d8UleGGW1y3jDhHSR1VSU4p1Z2OrqFj0RCwwkHLlJ8PAg/zTYzz1BSfnL7vYppmuIpSUdO2a0sCPpZS713PRtcjVL7CJfELnoEXjvZESZXUYwJx+fybPEVsOOh6hhw8jTRBu9XGL37xbZg28NJHX5KDW9c0cLGJkaw1+NkGgZXD7/jITAdZRYn3IdZJjrxysbhYwC1WONzvS9JB9NN6zgoPBS0tLBeRHMbIYnNbgWDjOEnDaANDyAEKp7TI+Hy6vHev1cLVxUQq2VTVns7nMI0AVpmIlcnJLJIq6d5OB6tNjvNLtuSBXscR/aQV5xLX0wzw+H5cZVswWcfiaTbuuhi1HWm38Xls28bVbC56V6x6UgOLU4iaWEyi2p6LLCNhBMJAYptnOaOMQSjtQtKHZ/MIz642AkMY+hnujVtwhy1cTInHBDbhBsOWK87uizBGvInFWJCsImJb6KvG10MG0LDnwt/t4bV3Z7h6MoPnGTjouRjttPHm5Qqz0xDjwMG9kYPeYQdn6woPH81wNU+F3UmD2f/78yciDdLpdH73VlDorcMTmOsHMDgxB0NhzNAxKQlXuHr4OsLJAocv3ROZ5clsjvH+HUloVlMilRPs3bsnHfH5PMKCbJd3H4kz5r1vfAXt3UNcPDvH2fFTZEwq2FopErRYeVkkKE0PwV5Xur+yaRX0vskFROX092E6FBOKEM/OJfMUml6VQTPYdtlBniXYTJ8gDVfoUvNEmA2FLMJGfyjAJ57auFmvplNEq6UALnnzRmEolRONnjqivsT+J7n/7LNDRIyYxOi2j6A3gKGHor2SbCiB7yGaXiKahUh3DuTkzPNhqzcQajQP0RT7EVaIF0gSpACmJiqrA3fPRa98hM06h9sZynjH6wK98Q7Onk2kRTQc72O9XmC1XuFD94awjCXKK0o6lyKvnpdcuCnwQ42IGsQnKp83AM9rKz0RC7tNs6xlvSVzaZgiKkRmQilYqLPndXJy43vTVFfEx6dRZG1AhbcqKNdF9f9lA7mFF63/f7NN1K/j1ufSw6f8f1FhigpuUcGj7oDJygp1VnT4ugaf7QgyeIpcVXq4CZOhYxiwTYp6mcL6oWGexdWIuinyB3jijqHnG2B5hnht4O23PytCccQnsSpnt9toj3eht2y0RiOxf7DbFvz+CE5wB/6Oh45vQ9d40mE7cC0Jeb5eo6D3SBhLYltmBNxlUmYu6Uu0jJFHschec4MXwDM3OfqqcFNmdYbsGLYhpDrG+cxqiAmDibCYAComjrB16OViGVL1sFyedi0YFA30PZguBdCYLPNzGwZPdJopekUwOP9tFLCQRimiZYzFZYjowQTpbI1kuUa6mAFkbPBgkieS7NEiXgnYKUo7K53U7GGCRWA3u6KipJmX2OTcRAuljCzaRAS5FrK5kArM1I9tPrYuiSehbgnbnE1/hQlJM4UJB6oh3jJHam3bW0q8KqHg/cC5KZWPWjBPJSENGFlRhyVJls/rRLqelyoVV/OxYQM1CABl9qgSaLveiPlc1NThLGCbhrYJNAo86PnIkwS7Awe5oWE6rRAmscxLVkNJl6abLZM7gvn5fly26VjR5b2eV5inETodEy+9cIgWr3+ey7xiMjhHBS/wMfRsBI4uLJnT2QJfeTRBQWr/3hBFuBEFWR5q8qhAK43FuE43LWy4bsHAoL+DUnehYQ0z3uBuu5LWfKvX4+oiOlS9jivrIDEYrPIZJSvXtuiJcEKKtxpff+AiSmIBr7oE6ru+zI2TZ1O06BbOHo+I5jANTMRQ9vhyJUzJweEI57MVFosM8yiTcaL3GSUGELRFhbXrlCgFfExNKbIagVHbxKjjIU4SITRYvo/LGWeWwhRSioLtT94PBL46pomCGloUrRv2xAF6NVvLfdf2THiui/kqxGIdY5NGCFxXCA3uoI/LRSyM0zwtRTG33XYwSQqEIXW6KuRJKtUXOi6zMV9mJUY9B1rbxoPHc4TTEHQi6DqG+ASdzELML9e40/cw8CnQRmZTifPzNTYbMkoB3zKwps/BVxkf7AQlSeA7lpyyhnt7khTEpYFsNkM0PRWl1Tsf+jCuZhMZ7J07R7LInzx8Kij+u6+8LIsGtSiSdYjl5Rn6HQcf/dR3wOy28dbnX8XTt96UasJw2EY3MODqtiwGwe4RrNYQm3AJ13WkWsBTL6saltuBptkiiZxFcyQU4KlKeFxkiUsxSD3VEYs+SwmnTU0T3tyckAEMairEmQBrmS3k8RrR1VNYXgtu0BI0tqoGcJEVhyYYdCjOEmiFiSLPsVyt0OrvodKpSAgRkYoXVDftorXLhCVFmj1Fug6xni/R3R1D90coswjLq8dySkvpoqkVaLP8STsrnjLJpjC6GLzwTWhTRyDcIFkxi3ZhBW0cvbgnKyGlo9kqG4330HZaIr0cJTk80xGVw/OYJcsCHn1HpKeviVS7bI81q4STszmRs9XCioYIvNVYkcaRtVEFFeO3enFuJDua0riqUNSNHq4p9YbBk6kcGuvkpmExvFdj4jfhWNSfvWZRNGyg5mfyp683A0Xapb29wrLoApTk6TzlIpwkcLQSPk9YND7TKrQlWYEIWRkVXVZLYQg0YFJLt8Rrh718ounlhM2/JkBYgVYqpEK6Rpqskc4qKYcvHrD1QfBbS1ohxGbQA6QkndTvoLW7j2A8gDfqyGmy1W/Bbg1hdWw4I/5NavVY4t2kGQW0ivOPpYBMEhcCzWkexwqJ4J2qTEr6JVWOMyYq9DsooXGxtj1RXZb+uSrCiGZK0wKitDlZZ7yP8qwQt22qHBMjUqYkKMQI0xLJdIN4To2iM2STBdLFXBgIWsHWQIo8YxUwFw0habtyXpm64EaIjRAqe+2JxCREMCgFqySsjOSIMggNmC7CTExYRSEglqPMryMNCAXoqjRLqD0imA7Bj9wkFPktB2fOY36PSagQ6hvn4VugbMV0UvokxEfxe9wGRf5RxA2VohD/T50hsTW6Xbmr254NZqXRaFZznckIUwhKxfG+U4aAPKiRqkxnX8/Q4VdA29Jxd+hjtqIKrIVFXGEabaRCwdN529RxSTq8CN2Zgo3ja/KYYJoUeVPXMspSDAddHO130dFyDH0fMTWnWJGydQS+gwN6FaVrDFpdnMxWeHQ6gxs4ONrdx8h30O218WS5EBVFVnPIqs3TBInmI5mFGO2SeZnCZQuQGEBfgxv00N4/wHIZSULU7bTE+oQSB6wMV+lcvMLCcAnLbSNLQ3R6HViaj8nFAlURwt8ZwCpbWC3Zji0lsegENtarGMuIRoQ+FtEa80UmGkSHB2NcrFMkUYGDD91DdTYXiXqOA9e+/b4FJInYBFCgk/sYvdr0wJYEIEwLod47visgWK4h9E4T7KGmSZWGyrKBRYd26sSkaLsGOsM2zk4Xyq+nZaG7ewevPXiKzTJDv0OzRGrJ9HG2nCG1C6QJ1O9SLmGnj7AiHCASkVG6GTPR8tqkbdtykLw3DqC3LZxOY6yu1lJ9HbZ9HIxdxLaBp49C+DqrYhoGIwdax8Px4xkW842s20yIqUAMvpfnIUEJ/BYGoz527t2H7rmYL5bI0wJ5uBCTJ54UH779Glq9Pka7IzlNv/OVL2O13uDb/vC3I1qvRHWP/HbiPwb7u7j3sU/AdFv4lf/3p3F1cozeoIPhbhtd4gMcTTbzldlHu3MHJTYi2qRXqVxMo3Sgt6gO28JGNFYWyJNQFo7BnX1h1ogeAhVb56fQ8lhOfxSVY/XFdDwUlYNwOpHTq2wElY48iwXQ6nfG2CznSKMlsuVUhIzs3gg900WSLGRMUlKUkxTRKoYbJEhDegStQVjS+buPUeoB4Pfh9+/Dbk0xm5yif3gAK+iiiENcPnsH450d6Xs+/OKXYY3uw6OIJq15HW5uPcHgEEcitM8oE9YQAVtxZmN07+NYzc6FODne2ZUqlZYmODoaotfz5Qb6ypO5LJZCVWNLjB48VY6KvbI8QyIeMErCnIlJVVE2v1bOrFsC4gRc6aolJJgVFm4IGL6hqzYnUEUjUb8nTIdaB1wmvwBDb7KZa92VxqxQvq8qLLdPuAxFda2/aNgwAs5kqV15mzDhIn5Nqd/WG4fG72nIUqpVaggrYEJn5aIEeWgtuqbqOgKtkBJ7q6gkiRHTuYoiSexh00G0gFULrjFhIw6JGwPBg2xRsn2p0dCO4yxjwJ2SCSUxTDRpVV47HMLSOAeuHgvYNxejvTqBoasqIYnspzg27IDz24c37MDrdUTN2ApcAak7Dqs+tqhi6nTnll1YF00+nu7jZCMO16LjEqtkhBV1bmq0ciCAushZoYnFFoCqrTrpnWenostAUDjBgFoRwShJ7c9R5fyoJBFi5iK4FpFoUAkC6dlZrhIGYankleB72BcnbZKqmGS3xGRQUZ9EKiXU7VCsF1aEUmoQVWTfsO2jY4MSEZPwukqS1yycJolgiOqvNBSUaqxQNzUmREyUlOv0NZOsBrgqRvjNY1Q1UVUBRdOmRotIdbBOeJqWYwP+livN91rLxyqdmRojJUqwbL8Qx6PAzvycJXwBStf3WsdiK4eJsYG9to10E4unzmyTSAuac6dvW7LhLSPKIdhSzSUWsBQGmpqLZpXhsNuSsaPScqsdIECBl+4dYjllIpnCcDW0ghZ6Zi4OvJlr4+1HE5zPV9gZBtKyG7VMDDsmHlycYROaGFcbeMMWWt09PHl6iul0hpf2RuIPRnTDqBvg4JUX4e/s4uL0EnFMPSEF8l/GGRazuUhMMJkxZOMHBsM+zi9XaPmmHCAXyximZ8JxetB0F+lyA51YPwpp+h3M5ktpa3ZaXQE/L9YlfNeA79g4m69xfDrDiJL4FzMYBOZmsbBn7oxbeOHOAZ5dTbA+fgzPcLEz6KDkiQMlJssQRaZMEFcRYBSsaFVwXbZpVnB0Sw5/jpUpujylDMoM9+4e4enpCgYFSHWgNRriwfkESVwJaWETrqAZNh6/+QymD4wHXdgtE27uYmfcxizWML1cSRWR+kv8l4tsHFeIkjVe2O1C8ys8mcSYnC4RUEG508JB30Nm63j94VoE8naHHvbGHuyBj4tFiXCWy5xjpYdzRFh1Tfv+d3uC0ul3MHrpo/BHOzh+8AZmZ2TBJGi3AxS6gfVsjjsfeknKZKvpHF/6lc/CMNv4tj/yKURxKtnj2bOnIi5EVPTOvZfklPblz/wCnj1+LFoTewc76LcMwWMsFmzyddGmeNt8IpsrDZ8MqhtWMXSXC3YX4WqBMl3CtTOk5NSPDmF4gYDLaKlesVfrasI4YHWmomy9S/+fDbLVBFHIfmMgpUOKn7W6OzDdLi5OHqFYL0Re2iB1OTQFpMUEhK7KVBKsqGA6mcC1bTnBcDnrdFuwighH96heaEMr1sgTC3t378BprdHeHYooHIXldsY7gosxvQ72X9jDejZFEVrCWvLaA5jBQKo9+WaDqjQQ7NDl+BLzc8pL67i6WsBzewiG7LcucPFsgaDdg9NqwY9jdA4KnIVfQnQZySm1VaSiWbORMroyZpOCImvgpIkKq0FJnkvFpKlaNOA+oSqo8jcP8+pn6kFilSLeIYpe2jRiiDURcGtd8qgF3htF9PcAZBuQ7W9WrG08aZrEpTH7k0qGbBaqh8/qldB8CTqtW4E5AaL1xsXTqiQzfIz4DdGhVrnUsuRO1cm2mP9V8LMKAZUucw0OT4isBuhMUpjA6NDSQqopTFpYmSAGgO0h/pzPxQ1I+slimUAmDKnNCtfKPnwUKiHAhqFEZ24+HxH8NEbTI0BbqKRr+QBYm2SpVTUg1RF/GVZBpElnWtIXNzWzVgMuobEamNK3RvUWiJeiKjFdlgtuINcSc3ztqnwursTyWtV2rpRvK7m/JWklbV3YX4otpP6WJm0lJlr0d2KFLiPDr2KVpBCmFKsiUc52WomQrU9WuQTQesXcAABCoklEQVSIzOpKIdeOmzurJSxIJxUTSV2cg9MGH1IneXysSgoUiFf8purZJkDXOoNg3UWA2DXDhi08abPkKoFlNYf1B2nrSKVFJeWsajS4psbcj4u+8jJq8FeNweaN51BTIWTmw1aNouqrpImfs20h6ryStFgyli3bkEaZZ5gYeKacnC3XQ8g2HyUZLE38bXgJj4ndsQOsqAOl65LQUcF0vx/g7rALs9Kl8uIGNKRro1VWIo9//IwYpyVa7RZaFqsDqWhrkDG4ymxEmwzdtge9w5+bwgh853yFLLHgxgsUFhW2bZwvcqxLC4d39mTzS8IQXdtBf9yDv3MIu78HP/OxfPdttB0f83CGcDqX+yCNN9BNSlHQ5A+4uNqgFXRgmTk2m0jWXQrtUZ12PmPbJoOrlUqEbrmU5IY/IwZnSgE018Zo0MKS0vXrRKjtbI20WhZOJ2uskxi7nRb2AhtPjx+jiBLBmg3bFjTXFG+uJNekVU7QbF5kApzt0a3Z72C+WEtVhDPFLhJoUomOJHG8f/8Qx6eXbClAsyrx63nw+AyTiwh7PVfarf0gwAUFInlbpQa8wQBB0EVoPMV5WGAxX6AsMsFY5oWqz3seF9ACB20LvYM2Hk0THD86l/2Sa/+oa8Foa3jzMsPVxQovjT3sj2z0Dtu42EA8eWbztcxG32aFVxMWofvVY2Q/4AnK4R1ZCN/9/K/h6RtvwndN9Id9FHkiSOrewX0B+j15/SGmT59gPBzhpU9+FIvpFMvlSrJKIs67bR+jo/soYOLVz/0a3vzSa3BbPYz2hugGhJNl2MQRNpsKeu7ALudiN+60BiKFX+UhrP4edLOFcM2yIKlUNNzT4e+Sjqxjs5hjMyfqO4br9+khqKiRpgHNZs+RJcFQNpbuaE9wMrLs2gHRUJifPMb00bs4vH8fhlkhT01YCeB0Wc2hLDLbGx5oXMk+q+7QCdkTrj058hrLnu0cyTqFRcZIrwfD6GE04IQssL66hOu1kMQJNuuplBw5ttxMZpMp2mYAh8kN8SaLCySrJdx2XyoYxK0cfvMfxmZ5Aefyl7F8eorSdNDq+di7c0cAWKtVjMXZCk/feSLVraOhjTTi5qFhsS5kc4hYWtapZEMmAzcHxXJgNVoKJbWe+o0Uet3BJ3vpdmmjzjwUE0ThVwheZGmdJ1zpzNdiV7KY11WEGt5S+/Oq/3iD3LgnN5LjtYz6/1JVqTcqUkdl01KnYFH+qKmv4nVSb1zCBGNLoN58BBzaSI7JiVxDTG0H7ng8RTNZ4GmE7R/kCHQNgQ54ZGhoTFKUL4u0fAx23NUWKS7OIq5VgQQGJjC2+NfUm6F48nAzqxMXUnsFxMlDFKssPK2pKoAkDHwfTBxJvZVEBiiTSLUqpLKlpPlVxUoTPAmzIKlocYykNKFE0RSsVpnmiWgfE8lCtU6ULks9IjXKVrxyaraPMuFkYlGiYKLCVFZUe9k+JP2XH7lUSzjPmABQuyYlyFXwMOq5c2JIakO9qCrEV4WAV8GRsAImyYB6fQJPaPyCapq58BNEI0ddV+VXyBRVvU7OCX4u2KFGRFD8lVT1RTlb16rGMn/VbGLCI5Ic10y2mzneVO4acPi1enADBxfJG84ZXZ5TJcoqOeHjKfanMbEjrV7GsUBg6WL8RynznmcgznNsSJteJ9iRaooj9yRbYctEtbaqJKrbQ2p+7vdbuL9LHSYLV5OFCHZ5FFszgf0W27ls+VVITRtJmsKzDcSliUlk4WIdw6xWgjXiQtajgGUY4pLt8k0FZ7OA7ZQwbB9vHS9FM2o07MGuyN4q0e640II+LpYrtHWqbVuSEHPMl0u6Ry8R0MWdiRXbkNQeCVwRzWPSaocroGcLpojCcUWcig4VcTUBMU80Yi2UJAFtKciQ5POM2zZ2DkY4X8ZYLSORprg7aokOVhxv0KZHU6eLjm9gtokxm6zw8it30O/tIg43mEyoGVMKZmevb6HUlUt0txWg2+vi5OISRWpAKw14DseQFcdMqv79no/peoGUEvyViW7XwaywMLlco0Mm0mqNIHCxyXMR1ey4FpaFJq8hSx2cnqwEP+a3fWlf0tOHjDQecNmSPRy62N3v4elViKuHM/QDHnwtDDwN3ZGHB9MYp09nuNNxcNA10R61cRUbePJ4ipR/z3NkfaS6LFWUuQ7SiPa5SFDIrone+jIu3nkbvSDA6O6huFESLEVcSHx1hjd+4ytodxx86JUj9PbGmE0n0gKxqgQtrUJvPMDo7l3x7zl/58uIl5fYGfXQ3zuUvqiwWawWOgdt+MR+mOR1d2WQdYutGVIPbVH4LONz8Vtg9cPQDZhOV+SGZ2ePJcPndfFabdWPZy+erBrDQhaT0phL4kAGDMGNXGkpskUGRTw9xur8idyMsGnzXSBOI/EZYpk1TmkyRVouiXNcdHzRMGHplVRGpdzEUzAnIJcqLva2TJY0WSFbL6FluQD92Jbi37byTDyOLBFnKpCt15JQxbMLcrPhspXl+VJOsPQxZo8fIA+v0Bu1kK4nSLMIyapAFfRg+jZWz94C0TCjcYDBSNmkh7MIp1cbrOMSVqahQ1ppBaxlk1CrP3vYkiDwtKqkUdUGVZewFYunRomI+qXadOVrQ2FWuBFxWbZviV4pQmctBV/7tEivvgYZKr+XG1xJo3LbCMk1qcQ1c6cG2jLRkeSjBus2nCGGso+sNw75pK70XFeEbk7CpJHL++WL4jXUeELlhltixbHg+2E7h7RxMQtUDrMerwcN3YwKtgAembCox+plDp3WEJKKK/CxAJNFKM8QQFwjWqfYQYq+S6yLgj0qXRqyyPTrsSZmpIIu6OR6t1aCrYomToaRCHQocCxbnDypc24rajKnWyFlLeKxBAckiYMCzsp9wtM5qyCU/Gdrgowm8WkCooyJBPv79TiXlWwwKTd/Ypuk8qaSRXVtmHBQo0dVRphAKcaN+pqPFcPieo6oZLVOEKRyo75idUDaL3VFgj8jXb2ZDKLLc81Wq4346qvfhHLTVo1E9fDaLfra8kE9mXquG4+iBrOikvUb3RTjmnp8Awy/nosC0FftIao561opuh0e204ltXs0BYoFjf5saX3JmJZAjx5ULUdoqDS2ZPItjKWK1RZFh+Z8aLmW0qcxTJxdreCbwHjcgx6ucdhvwWRrOCkx50GG4M68wuU0Q+nYSJMSA8rMOh5y3cSAtHDXwTNWZzYl+lUCb+iL8/ODZ5fIC0NUZl3LQLLeYLDbEsLE8ckF9t07eO2Lr6Hf7qLf5/oYYz1doutQQbhEwYy9MKQ9v1htJFFrd4mJqnC6yeAIzTuGllADJIWjm1IxYjJZUg1GJOaJb1Htyi5N+nQLZ5OpKOUejFqytoYJLRSIFXHgulR/LbCkiJtjimS/3d3HycW7SlekZcHv+ji9WIk+FpMa17dxOV9hE5XidhzY9McqBUxbblLs7npYJUAVLRD4NjzuSV0fJ6+fo9f2YUr7MxcguFSyqNlFQ8DcQHo5w/R8IknEcpNjGaYiwkYVWyagLbvE0dDFwb0hLtcFLp8t4LiUGdDQd3QMRm08mIZ4+O4UdzxXHJC7QxOzQsPbDy4UYy4r5DDluXSQVpVRz7eREPX8PCQom8klisUJhjv7aI9HSHhq0SxRZ01nS5y+/QD7u2P0dweifzK7WkhSQ449b+72aBfeHo0Al5hdXMGjffXRAaKYpAAL/qAvDCH2JJlN0jfNcVvQLRc6qbDixZEjnC5EDt+ih0JAh2FPVgxqiFw9e6ZOrL4L127LSZT0Z1Ihq7q0TSyBTXaGacvJh+wewvyTZIM8otnSEu1uF5Xhynsr8xD5Ygq4XTEiZFpfiiEZFRt5/mOpLhQUOje6LElUJULaGAQZUtSrQEFxsCyG1wqwuniGy4dPZBJ2h10srp4h28QgkV1OUN/wUQEm5uUGnh9A95ks+Sg2IZZnT+DYBnovflz+Pk8Vi/MreEEH58cnWIRk+wxgkw7eo86LaIojWSzhPTlH/s5UFuiYJ940g1frk/CbcvoU1U8KY6lllyfh65YL/ycMBLWoE2jL0yXbJ3wOlv/52zRD5EKsrFEakTWe+m4EVZRfi0p8xAvomlqsQLniNCwoXeVp04jbNl2mhqHBNo1yYlabScOcaDY6Eaqr/6b662qDEpp67fqr3qcCxQpYuG53iPkdn4MtFPp5XFeSmIiU4k3FE59naWKCZtHQjRpOeSkJmrARhO/C561xPoInYgWF9O5aR4OMInkM2WCNRLoaH2IZCCzk7zUMNlZ/FAtLvTMmFsqZmT4vhvK0YYmXSQa3NGJD6JBdA4cpKa6gQGoz5rVWG2wpzAkmZ9k1E0hVPMQYLdflRCvXTugt5FOoJJTJDBMQuSM0xbyhQzD9cYgjYTWEWKprz6dbuCf1StS8ul29kPYdf0drWnPqd0nfVaZ778mdVdIkyrDqm40irGrZMClWeBN5TiaMtRtxUxdR7U01366l7q/bOaqKp5IZSpex5qYqNyZP4SXvAlXN4XdV604lfFJtoY5NpajvTCbYvvFtJifEDNhYZik6WomDcQfT+Upa5Wy15VUhp2HedyXxLGxVkwRg2Vht1pitY4z7LfQ6HrBeod/2Md+UKDcZ5rMLHB4MEc43oLj0OuZpPcPL93ewWM+xLiv0Oy34gY2TVQSt9NBOKX9ALJCOp+czSWwo+LbebGBZbWxWxzj6yCfx1mMa+M0QRzriZ2/B3m+h7bwEv9NH1ZkhWa/hWmxtmdAtC9P1EtGSdiMmEtPHo5Mr9BwN414bJQ+NNaPJY8WaCW2m5j5Bo0zLqMCdJhHC3MTx03NQY3u408csjhBHObzAEnwhL8JslSEKE7hVjHv7fdHJSU/OYHk23DUr4S5OJmsBhLs1i+lyskCU6lLFYZWfWDIOe56l2O2bRAFjM58JW4eYod7BGL/+6iMYea0yTOxa4OIZAa+kfQc2At2FYxWYTOkTR/Vgtus4uw05kPiuJZjDu+0CL9wb4kp38PjhicJ05bpIJJAuzXbPFx9c4cgxpMrSGlp4PNsIfoUMKxHkpJFkx0NSJZiFbNOacF1LwNHPR4JycYZO14fTG2BDxUqaA06myDc8nfM030G7N5SMMD67EqowTz66r6N3cCCAVoKhSMsikJbCa+tNhE2yxtHhkcjkTy/OYei5KMY6XluARqYfwHQ9RIspNuu1LNZkNZApRI48F6NwucLq6hKdbgDTosePwpukpOa1CIVkGa8SCiU1UWSxylIYlnJDnl+cIY1CyUAp1V8ySVLHRAEqGtkCV+dTOB1H2D62EwivX4BN2US8LkiDI8qdehLd0QDRuoIZeFIWp2EiF1cyjhidIY0EExhmD+FmLgwN2ya1zsDh7h08+tIv4bK3gxe/9fdBsztiVpjNplidPZSTBBeBbDFHuLhCq7cnp4D55RR7d++hvZxgdn6B0gmE50/7gGRNozwLtkN5fEcWgeNJKIsWMwNOTB7GDW4ECgUqpXqVEGjITdXrZxWApXM524gHjUosRPNBeqmVtNO46bMdpfRq1Malzq78vAYX1nRPEYtrChxsedwyFxQJcRHvuim3X+Nka+E2Vi3UwbWUzU5EsOqNSpgbNVtIbWYNlkBtuKpSdKN6K0BJRVdShnj1exYPJhry1VoY8n4biXkx0lSJEKmwIhsvGDylwMo2EOWmXeIQpMTP6hIBgKQvq4qLAFnlvMhKi7KhbhIoJkEasSQ1jbXB76jWGj1oVAtCLHFkM2YzRr0BJbCvJNWFgSLMGlWFkXSmbjUJzkd8YBTAWai0Ne6CSZn8jXr0eKqT70u1jO0htnIokKbmCBOWpoVzPbCSfNSeNHVrRNosNe1cKjmGMvlTOrjqfZoVsS/KFZrjyuduWGYcb/Gzqd+3ohira67afqo9QAwEXzvnqvzMvGETSbLSaP3ULRnOd6ki1te2EQwUADjxIzX2RVkSqESVG6oAnSXp4nVnUlrWTC9+j2wyHR2KCVI7Q68EIErGYd/zMIlSacvcH7ZwtaKJaSD+M3RZXhDMbToCGiYLT9qErL5YxEbZoovikjyQp9jv+3LYmk+XRHyi2++gSmMB067zDQ6OutgJWriaz0Byfdd3MOj18GR6BWNVYqRnqMwUeeHh3bNzdPd68LO2JJlkc73zziPs3wukUmtYcwTDHSTHj3BANsx0gwefX2E43kEcZaIRwrJQ0HFwOV9jnWnIyajMdZxeXmG3G2Cn72I1DZHGuTgoV21NWChG7koCH2WRSDl0u+qwWWguriah6FPtH42wiDNhzRBuYPHqpYm0GXmYtc0CB8MBLqk4vInQLS7w4Y99I5ZtG4+eXiBaJdJm63NvKQ3Ml7RvsdFybewe7uH0fCbMuH7bgea62ETEwbDVk+PwlXt46+kSS7LayhxDy0arY+KdqxWmm1wUXR3DQNfUxEeOYN4w5+9WAnjt9WyhQpNiPXQs3HlhiClsfOmLp9Bi4oN0wQsdHfbxzmyBX3v9Ah/Z38WdQEPQsfDgdCnVMBoyqio954gOi15ia/oeFagsWwQ7F4vnxCyQGazutBGnqj1y/uSJAGM9C9g7GounzoIW1RlZNjkGbVcpeIrfjIWTJ2cIFytpu2RphbwIkYVrjMZHGBweSvLBAVY3nysMEZr7GX4bm+kFrh4/kjaNWALR4dJ0xetmdXGBmB4M9PbwPUkUZFPLSvjEi3BRppFUXWJn4lGu1yKQxsV2sZqJUFvQ9sVLhy0rTpAqJgqaQmwWtM4u9lqQZEnDSBICw7axvnwCr9MTBpNao0q4nY5gQky/h2y2kJ697ypVQMHvFTlS3UPr3seQTM/RMztIMxuG40GnB5BV4kO/5x6szr7QTymNn2cbzM+fwrZs8SuhJ4zVDtAJSKV20HVbGN7LMHn4FirTwp1XPoyLx49FaCnkaSKj4m2Knf0d4ea7Lk2kCmTTREruPGWLWq5J8eUa4KezxaGSAKUeW8uo159z48z1/Lqkz9XcthRzQ/ATAmBUFNEGR67AkDfJQOME21A8BfRal/Jv7AfVL/wmLzzZQGRDZ3uhAd0Kk+LGWbnRrxANF7ZAGmpoU40R7IaqFChH3XrjYlleEpPma2JFlNmX2qdu6NZNdYflYKH8NpLl3DSlilBiUQNPOcYqWaIjMvEqtHOnyibL9yoJEan5qvaIkffIhEX9vsI81DoztzO1GscjQOU6KaHejnoM2zTNlq/eg2JTNXRYBYZlxYStFo69+DQx8WKJvvZsEhyJ0OEVuJTVGCarpHSzjaPSiJvr1rRMmJDyvYg0f/3aeb2kO9V0T9gFuGVyLdeH1U0Ci+uEpLnGVGhV7Ro1FyWxuh6BRgywxojUmiVMVERWnl8XrA42lRt1rRhsE3NsGoVkYVtdm2g2c0eVDk01yeprr151g3/imPP9ysgSy0QgMCvIJNwUNPAEhp6LFY0odVP8suhldjgM5H7h/ZlUBXbGHbw5CZVab1WgQ9FJvrc8RddzxFPKL0pYyRrDbhftwMLhi/fx7N2HONjtSCs6ZkW42waCDC/s7KLrWnhydgnNoEWGo5IHHvrWBe61iC9iK8nF6XyG4V4PwegQjx4q6mwaJyjtDP7gSICoCVzEx6c46piiVMs1z4oTRJdP5QBXkHKFCmezOWYJ5GM1X0sLc6fn44WxL0lBGqcYuMTuldgkBDbTlixDQhsV14bNxRs5pqsECZOcNMW9o4GI99GRfNC3BU/CdYSOx1RibWsUYAswoZT/MoHL+9c3EcUL5F4P0fqpqGzv73cxDzNMZivZ1/odC+3+AA8fncGqDPS7LkoDAqrVshId15Vk4nxt4PjpJRzbhkOV7k4b71zOxPDQb7XkZhn3LSw3SznIMGmhREA/MIWFJzuBaWJoAUd3O0gCB699YYo03Mja09ErvHy0g9PNBk9OI7w46OOwZWBnYKDq+EinlBwgKF7puRAaQPmP6WqDMqmkMrek6W6ewPO4YT4HCYo1HEMjTYzYifklkskZhr0uxof7MIMW1osllosV9LJEz3cQ+AHs/gi6a+Hs0WOsJmsE7bacHq2SxlIexkdH8AaUyKdbJP0RLAEyFSmk6mL2B1hfPsPy7CnSJBSnTdssobttcSIW4J1Zwet2RPaeizgZEjwdCxeFVEmR7bYEMMvNjMZRBIalaY7w6qlADugRRIwLy4xcWYs0VSqSJk+0huhiZJmFNpMYtoaqtTh0MmGwvC5KnfL4oQh1GQGLj4aAqsgcEDl3VgMowJZkqKpcKMZc7NrDIfI4hG3uSsJD52O3PxYDQTKJKMKWh1QLfCJU54onsu4Qnt+V2cTlL4t5irZQWC56L3wcA+R49tpruJxX2Ln7InqbFc6f8Iakpgv7aZTtt7E7aguivlrGiHMC9lQVhQJn3Kgo6MakS5yOeVqsPVj4PW5iqc4kU50+pWLAw6I6/NdAReV5IslC3XPhe1agcrUxqE1A4Umkn14/9y2dWEk6Gn2W94rc1gqh9SZy+yTMjVNYKZIo3BjlqUSqxjUwmWgs3q8pqE07qVFvrTelWmtfETOuIbzqdchDVetHGNW1CyCTX7ZSRJm2aSHdqh6R6aIGuPbWqbEFxIwIpbwG9nLshblMkSt5hXUyVrebGqqvPKtUrWpn6BpVKuMsJ/sb/Q8WB/lM6u5QTsCC8ZAWDRNMtVFI1aVJGCUxJVtKJSFMohhSKalbftIqYlWq7quIOjBfCse4Nj6UWXttQnnDyqLGUCPgR98dHiwEHVPbHwjYVBIBRUNmm5XJQd1YqUHKN5emgQZKW6vWR2GLp2kjNqE8i1SVqbEkVliSRtJejbWi0NeGl7Xgjxx5ajC1mtVKiVYAuGzlCSi4RIsYORQY+g52WjZiMS3VMd3EGGs2Xt4J5KBHvMAqy6SVTMdiYk94vV2LNgcZ1nmBMVVPeXjLYvHnoSEg3WtJGb98+kxe32ROd3dWLLhJRhi2OnCKHE8u5tK64esh65CqvJjFuGNuEEVMRnVMog06owEOPvwC3j3ZII4qLNdraE6FD714KGacz949hj6Z4qiVIwadhXVRquVxhIwaavUQbb9cJ3h6OseUYBrDwLDvYX+nh4Fji/cPqyVUi3XcEvGGbu6pyCrQNI/kix4xNVSjFY8lYrs03H9xD2GWY34xhes58On15Hp48vRS3rNPRWPLxEWYSiLN1vuwRd2SDs4vJjDdHDu7fcHoLZnAbDKE4Qbjvo9e18A6jKBnOXo9Uxg/TO5LakpVOca7XUxiAw8fncDK6WOVCWPyyVWIp9MNuq6NrmFir9UYd2qifrxJKvRIFXZsGXMLujx2b89B6rv40ptXWF7M4Nq6tL3uH3SxRo5XH05Ean/XNzFmnrnfwVuP19IqG3QCZBRXkaSbysrqgECCAluCCUoMO760E5+LBCVK2OtKuZKIFsl4fwf9wzugLjKleq9mpOTq8D0TQcuHO9yD3ulhevwIYRjLZGPGRzdiTl7DbUN3ewgXa5R5JNLz4fRKAErdw7swgjaevPZlnL77Ljwzx4BUOm74bNFYroDG2MIxLF9aOsy618uZ4pSbngKyEgNAMKyeIaUZVncAQyy5U6wnFwLu9bt9ZYomoDkyfXTYNgGwmvwdKnCm0UIBGy1HKgQ80YhXj+YiIR7GiGE5LnTTUWXqLBERLRF5YnmU4CldtZ2oEtgajIUuyp3b7ezLa5WN3MtRmR6sdk/2rnhxhfn5E1w+O0E3cKWlZRklsnACZK5SniVzyBvWgN0YVXyF5em7CJ894VEFSVJJS41snsuzjdzw7bYrveVxlIng3SVFkChSRFZGfXoUrIOpzAalNC4gTA2hnJ65wdbS4I0tb5MUXmNqVR9e+vQN06c5QdfAxsaPh0BCYj6IUxD8yW3J+1vJgCrn34jfqyaEKjUIvvUW1qPBOCijPb68epOV3V2Bf9WeU5slXodKRGRTl3xFgXu5Kdw8rk4mapE6ea21EYuATqVrU9sxNKJgdelGgThVwqBYTGrA5PrVQjC1uOZ1eUZJz6jWg2zaMkYKOCrvo25jcEMUjIu8FsWeugYpC1NHLWbyXq5bNzV5ltWROnHk+Cs+nfp7kn/ecqxu6OGNBkjTVmOVRN1HDQBZVVJUYlUL7kl75xrt0fCorttRTHgakjr76o2jM/EJkqexYsb7qrkOdeWmwaOohKXB1LAl01TM6nGrEx7B/9TzobyNNannzY07scK+qFob3oPPEhAsT/psJ2eFVF45OC6xE2Qp0RiULB3LkDYftZ2SjHIIinIdVBU+etiTCvB0WSKsKswzvscC07iQ5z5oBQLGfjxf4nDQEyyUvg7xsf0Ad+730B30sbO/L2KRxTLE1XIjN9g6pUGrizujobQWSXuNUhsd4l8cRypibhyjbWXSJhgOxviNh2eCafmWl6lR9U34wlu/JEJr1Cg5OBqL3PtmncGN5uhhhbA0sWBrqO9IZVhcoXNN2DoXiw3Oz1coicdCjvHBQEz1Blx/KXMQp+iT9lvmmM9iuDzsORbmFNrUgd1hVzAsSa4jy1IEpo47hx1EBbC6oIaKLQ7GHM/LsxBhUqHT8ZAaJq5mK5Hj7w93YUYRNLvCk/M1irTCnfsudl95GU9ff1MU0HlQbbctEWSjh02RxBgNO+LZtl7HcD0fpIL0Ry3MNhVW1P0qS6Vv45g432Q4ny/EX27c9nHk61IdpXbPItWwiXMEliZGtauEJI8Su36JcU+D1vbxxdcvMT1VTNXDYRfjjoHUc/FLX3gkjKk7LRP3dj307vTw+DREOI3Qo0mnZiCMc9HRkSqjQTfvQmk+GZrsbfvjtrIfeR4SlOWcYjgt2XgCrweDJk5UnoxjXBw/Fa46jfAcx4PV6Yl/RLk6Q3h6inarC88i24c+HhTSsaB5PpJkBb0q4HgeZsenWJ89w87Hfy+8Vh/vfP4X8PS11+AHHdi9AVzHgcmem+VIlYQ9IJ4sLZeumYqiRrounWpXYQjb9kUngu6ttGr3+0NYrS7W8wmiy2P4gYWAEvdycLIFSKjpFMdqS7avZwlmVxPoBBv5Q3jtIeJwgTKO4XgW0lUh3gxO0IE/HEvpsUhS2d15CqYRHJV0NUSwDAqj0dzThd2hEq0jarRpyCSHiRRPFNQ6Yc92IItrOj/H9OyxuJoaeYTlLMdwfw+27wvbSLUcyIqmaoeJIpqjKhIYuo373/ARDA/2EC8TPHznTdFZoWQ/Dcm6w5GAY6nuuEfxrpMpisIWjY9lQg+UWFxyRdDN0IUOx9462xHiYM1zEtkrt6ofsljrkBKxgBe5TrP0TqCbbKaKCsvTCE+UDVVU2himJuJfSnelFlhrQLP8vRtqx7WAVpNEMAFoUhX1eggq1BS99JZuhWxhzclXHn4D++X7kdaJlD8oXqZudvGfIQhXvGKaJEYZ9/HVyXOqF9nUBRRuqQa9CCCzfg1sJ3DzZ4Ik7KJGBKaRDqtbRlJZqSmkPGVRF0ReZb3BNgmVVD/E4bd+GlEn5bjfBh8rR2N5fdzor6tNynenCXFuMHQx1Wv+Fv8OW3/yvHUCwuciJbYBn6rKhAJUK2l4tZk3SRMTAV7jptIjwaobk9um0lX73jRqrtcPq1t+yjWb11YlCWy/Ni7PDY2ar5/jwIRSGFH1eKjrrRJRldjdMLqanJraF4JFEjG/+ipy3KRFqDA84sVTm/upJKbWiKFwn1gjcJ6rainXRjVG9BOC2CpQE4yNU8rKCz1bs7FJyWos8eJhV8ryWpag1fZxPIkpuC5sEOo99WwXHcfC48kM+/tjzLMC1SLEK30bO/sBuoO2/B7dfvO8wmwVyfyMtRyF4aPTCTDwWnjn8hSr0EC7qtDtGdA7PozJGj2HCR03YRfHqxhvnIe4d38XlaNjsnYwuZyIAvH+fl+qxZdnM/jrFe7seUg0V7Am+2Ni5NThldRgrrmrLMeT8xl8jpRtwXcM9F0XbSZtqwjrrIRZUBCNku4FStuE69mYLBcIHAtt34HrGFitNtBtDx3XxMF+H9Miw/mzGVxXF2LFZEocnY51lGEWxjD6HSAz0O4EcLwAOhWNLRuLVYTj4zO8MB7BLTNM52tkFT3QDHQdDe1uB1eTCNFsgaM7faSs/sxCuV40LDy8fyT6LLPpDJswEh8esprOViEenEzQHg7g5cD9tg3LThGuUxyvcszmtCKwYFqVGBbasESV995dH0avjVffXeLy6RymWWC338KwbSPUNXzhS0/YlUO/ZeGFsY3x3R6ezHKcnyzglDoKg/hNWihaIsBJx3DicTK6M2cxfL8jfkzJYiO+b89FgkLEcxVRV8RBZRtIKa29mWM5nUkGfrC7g34vwCY3UbJFUaykv54EvvDMe34X3b2RUMlMKfly81FMjdnDt2DkKxx85BUEu0Mszh7A2Fzi7sEAm3Ui1OX2eIxUo4picS1DbHmsBMiRQ1g6SWXJKPst4ksq0RbhouH0dmQbWp4dI9nMMDo4EmwLHYgpiUyTPs2xEHRIGSYlrxT/iCrboDUcQ3ccRPMrUap12x0x52NyRDkwqzVAUTqSqKnfzZGGa9j0OaERl9NCafqycUtFQbcBwxa2BAWK6GuyoZKtrsFpD0RMq0zWiOMpfM/GmqwlqoJWHibHMwSDBK7fgebEAvhVvZVUnktzA2TRGsbow9gbbvDO//hvOHxhB3lBuXQPcSRQXXkfrNjwfe6N+2gFOcwJlQ03iHLqfVgiBLXmOFPwSk773IDV2ZZGZ7Lsapm4o7KaIhtajR0hULDZQLhYM2ERZoRkITxRUTK+glljVkTZU4CStT4HJ1zDyKnBlWw5STWEVai6miHXWATRVMmdVFfV3mnwmQ1VtMGbNPL9KlRVX4kaCbC3loiW1yu4EqX2KYwVqbgobRCGEilrqiOKkiiVJzJEaihunV7UbRGW/3naVn+bz60SE8UGaU7/yg6Ao04Jbv5ZxZRqQm24hZziG9wGFxbBuAjIuUmLlBquciC+EcdT7aR6A+ecpN4ES/KNHo2Md90Gk6qcqtxINUOYL+p7cm3Z6quV9cTDhkPf2B3UeSUTHLoHS4OozkGobkndE/HiaRLROvESCwWFFlOaLXWNh1OH86pJQm+7CysMk3o/TaVJtHxugYrFA6f+eYOQVeDhG8VY6fDJ+4N44ij7B0OUl2ngxl8VcLBeiB4O50mRlgKIJNtG7m+jlNbpmOqvpHvrGoa+4nERK5BsCnQ04MP7A8w2oTzh0aiL41WCOYW7NFGYQcc0RFvjeLFAf2eEWZwgmYf4PUMPh3s+eoMh2l1WNdhaqRDGCdbhRujL5HodDttwtQJvPH0M2/Xgm8S3VLD6O1ifTfHCiPLxobAEV2WJX3xwJXorrVYAp7uPn/ov/59oLe3ud0VFleJgQVbgE4ddxIGN6CrCzu4AZUZ1W2IgCML3sdgkOD2foMXEoWCbBRh7Pro2sUop5mGJnlGgcEws16F4CRFrwsoNW8ajQUcSl9VmiSTLYesZDg96WOkmzp7MpDpFgHkU5zJ3litltNemrxArbVYJy2T1LRbczzyGqJnfHQTYG1IEL0GWTkS/yslzDHb6ojSLAjg47CGzNIQr+vDY8PNU/JBm8ynOT+dykOJSQ72qdVrI9WK7fMdr49DJ4NsFNpWBWWahSimqSPp4goqMU9tGV8+x33NhtAM8mhY4OV4KQeJo1BbBvSqw8eobJ+g5LrojByO3wu4LAxyHJt554xRtWp+YOjZZiqpK4fkWNNvAIqIEP3W8LLi2IeuqWhLVXHwuEpTAMiRbJ5aC6o9UgS2iNfL1BnsH+xiIgzGlrAukG1K/MpFtJiB1784R+vfuieHVelGIKZmmJYiXSzH06+2O0N75RpRmB4vJBNFyAZebdRphsH8Pnb1DKYnmRSJmTewx0gBtwwoHbw7LkDaKgFdJSzZMuUjEm1gu9VEShNNzSSy6owPRWok3G2UMuFzIwtIf0oivLdon66dvY3FOJ+YPCW14dXaBoNtG5849RT3mplvE0DcWNguK0MXwAyLHbUThSpIUKiqJbHMaSxWHUvripcLNKmNC4Yj0PpMZkU4PenLqbQ75huUhCFoolhdwD8bCQKJqrql7cFoBrFZfWkOVUKctzC+fokwKeD2lQku+5+E3fweS5QqXT8+QRAlavoXNKkKbpl+6JxsC9S6MeIHANVCUPAGYiHNgFhGEBXRp/06TLQL+iBQvqQuTyemeiQpLzrIJyuZGVdOGIkrQigASlIKviJ/VDsdSNSpkU8+lFcJNVL1vbo6SDzR+PlK+rFk1dRWDP5INnhungA0U5oOMHtnC2N4TPIt6Pho8cqvjiYjB55KSv2zqzXOyNcLfrZMTmu4xiWKFh0mCog2p83uz0yrsbb3B1UnJLdAqwZmq/VDXEKoGm1IncvKe1HNfg4frkkwDwlUb9U1bSyU9TeWoeZwSmVP0V5UctMXwkOVeYgsU2FUqA4KdkBxf6ZTw9HtteHdTqVFsFcXUEYE70pZrALCSe6vZLurl1KqrClfDa8yqW90dk3qT0hPRrhOxZpT4TngJ1Tp6wyxiEDjMcSJLSrUKCzkxS7uuqRTVNKzrtmDNO76NVzLqpO8a3VSr0zZ0df6EgOsmeeXroQKwXK9CVdikPcbnJahZhPeYlArWXphTUuVhFbEAhqaOtrDZlGEb8V2almEa8Xcr7PY8zJNMVFyJJXhrVeDxPBGrA459zzQwChzERY5W15fkP1ms8LGhhY9+bCyJoBX08PCtd3D33h3k9AYrNNHAiLJMWimerWOxUeB/1/GxyefQgx6mz87xQsfGbLZUhn4APv32Cq++M8Erd0dYLTcozBHml5/B/RcI/ncQz9cINiFeGlqYJRsx0uuT0rqJ4bHinPDvuLhaxphcLeHorOJUCFNg5Ni4O/JQ2jpOz5fo6hZMOv6eXiiWk2Vhvc5g6zrGO13ZdOnwu14VoA3heBDgMqRL8ZV4s/kuPa4sLKaptDiqLMNu2xKZBboja2mJwPak1TFdZ1jOYwwdDUdHB7i6mCKecw2KMdztwdRdzGgKqFnojWmS6eP8YiHX3yxycRueRcDlxQpZlMihOrBdwQmdUn7f0LHf62LfzuD6OuZpgkWoYbVI6vZigU7HFjG5wKxw92iIxDHw7pMVTk+WMNIIO6M2dgcBKs/C68czgDIRrRw7nofxQRsXiYWHb57Byim4VyCNIW0p16P6Of2rdMziXATf1psUR3u78Pg6jUq8rcjAei4SlN4ggOH6Ak5jxYTOmPEqxP7BAQYHe9ikKcJVojxFNmsUNLXTDfTvHsEd7WETpphdnMGxA1Hm2ywXAuDpDIZwx0fKIGx+iXRT+0bo1EbZlRuRDqc53VtTeg2UCheyuBLTQK83kkU0E2ArTzAst2qywZuOLUyhxeWliGCR6cONOlmmkvkup1eCHRndexm66yJerTF58Aai+Sl2jl5AlqyxfPZIzN283ljM/tiWcVv048kxmS5QagnagxHQ6WB6QdGcNQKfTBsu6Or8p7M/7bWVSxgXOfaoDUoY59KiMZy2CL1RQEsQH1yE5fyaoXd0D6vHj3F6PMP4pZfR2j+A4fQUXqZWEg2nT1HFMxi6B5fgYXExd2GNPow8fwDTvZI+LjE4WblCd3eIi9MTxNkM2iZDy6OoUgXXMaEtQsTrBOOWKY6pFNmiX4rDTTajzosSAePmIb4lokXCDZanX2666izM5IMFomvlkGtHWbXpinYGewPSPqk332tHwBv2jrSL6lO9bHIC2FQsm5qKoxLC6xYRNyNVxWCIcqskJOwbq3K9ahWp0r4ArWsgpLR8lNWzqqTw9dfoWqWzokC16vU0dF++hRrv0ciN1VUHvuVG50PaCjU+Q/AtdUrA83JT7eECIa9DQKYqkZHnkuTjuiBUYy8aLIrSrqF/EJ1XY841XgOLCVmJduBjQydkYhdqUTRJMIQBW79XEUJrUB219Pt1IkKcEa0ylRBbI6rXtLAETFszgoShVL+PBofSvO5GgfUGyFyDYtW0qE0EVQumARPzCaWecC2aphKLxhG5EZpt8CbSwmp4x41g3zXYWTW4BANT++80CYu6nkprhc8tYry1Uq5S0uXrUKJy1LYRin1ewlGZrmBPuMFSqr5vGtLW4bX2bOpcUBnVwXQdQy8L9Ds+KE1BrxrqbRxvchyzGsAE2wB2HROHbR9vXM7hdwNRNA0vJvimXQ8v3mnhzkfuo9QdHH/loWAbFuslQi0VrFkc5wI65fw/X0TwaULJdghl4t0WwqsQR106CedIoxKrJMeXztf47MNz3OkFcgB5cDxH/rkv4e6dHcGnbc7m6OQpgi5QdSwkYSFthZDYDYqCcZAsG9NlinAeiS8QtawupivstAgKZoWOEi2JOBVzzTs7m4n5EnGFBNJybRr2ezBsDbMwQrhM5LCxfzjGIi/x7HgiPlfjHV+0TF599wJRqsExK1m7Rj1PNmKa/nUCF2nJtMtFuAixFxgYD31sqFILC/FmgUHLFa2syWSJzXINz7WQ6T6mk5VicpUFesO2VPmY0C3pNm848renaYHzRQxNdzDsBNjzLQRuiVUaYZ2aWCw3cqCh9xeF7XhQ6pgldvfbKLo+vvSlx6gSE3ZVotO2cWenBbvj4rWnK8wuQuy4Og77Dnb3A1xlBZ49vkKVpMJoE/9PipCSbUndnVLHioWAiuaaFQb9IUjr4UHU4HZCt3HCDp6HBKVi2Z8AO2ZySSSsm/HuDlrDgeibxJtQKgRxMpdTNieO3x5A88ij52qSod3u4unjJ8iJXt8doLd3Ryzo16s5ikzRxvSikAvr0GCKYFgmK1L65qTjSbBCIlWPCqYXCJ6iSBMlAy9gyxIOGT0mjbcixDNKF4fo7N5BQvdI3YDrsD+ZoNPtwRvfhen2sZo8w9lbvwEtjTHcP5L3t1lM0d69g6C3KyJuWbyCGwyQbSJcPH6C80fPMLxzV8rQJ2+9hXB2Ac1twdz3UEWZqAkSw0IxL+iO0gShMBztz0UmgJourpI05w5eWUINpJQy3wtbOIbNG/cxHERYTzN09n0YZYqqMFARO0MX5kpDe3AowkY8Gld5IrgT3chhtccY7G2wcRc4Pz1B/2BfEgLf8xH7IUzPQaRnmE5S+I6DXlvDUezLIr+MK1noNhENwEqpnBD0xtMmRYciUbise/uCPVUbsABBhfWjTtXSormuCKj3LUaDsskrGXUCOhrBLWGc1Oqm0tJnAiR0Ep6iycSoacREsOdq45FNjUJxPNkKQLQBUPLvU8BMbUQOE4yqkOpTKnCBmkpa/w3e9GyN8PUzYZLkhu2ARhRDRLhUu+K6ldRAPK932xsxueajAWUKVqKB/tb4HUlWBNuhhGkU0+QaWav8kusn4obLk7xaghVIk5410owrK/ED4kYXidgTDRBNwVnxZM+eu2BupNBRC6XVFQgxiqzdqknF5cAra4BSeeRovO4KzN3IvMsrb5RWa2D0dVOmpjLztN+I69VYXHlvBK8qplAN/r1uDTUNL6Um2rCoblyr60SvTuSapKf5fUajq9MkLw2QtqEEyzxUBZJacVi1rThnmHQ0uEJRrJXqi0p+6LPk6jpiJie1bYHMeZ3CdJkkJ12HZoCKxbPr6/BtE/NNSjtH7O+6srnRI6UbWDiPUpxsiEsha87EyDbw4rCDt6+UszArUeFkiW8YuviDn/ooFukarW4fujPAqjtDpFmI4CMNWa2O0LIIxDVxOlnCb3VgxImoUEcIkF+cYmRroipNOfzKcPDWZYLPPThDL3AQOEC3F4gswuXxA/RefgmXT54hCFfYud9C1R4hyUt4HVvujSLL4LO9VKr20mZN/AuNIDVJMMYtB+OuL9diermG07bhsFUeVUg2K+yMh7K+8OC6M2jB67q4Wm9YjIGna9i/M8B8nWM2W8MoShyOOugO23jr4Zl4be10TKn6crPmheaG3+4Hory7nKUwihSHgYm9g66odmfrWAgNAeUyfAcXZxPs7g6RtAOsVymWKzoLsxpPrziSBXTBwBBnWBmmOCF3d/t4dBEiqUqMghbGngXqkCYwEKYmNnGmqo4qb5XFrqsVuHNvhNDy8c4bU6EBs8pIPZS9gQO37+H1J0tcnG7Q1Svc221heKeF1LTw9G2a3LLKVSEitjErYNtq7aGRJ718eK/EZYHRTl/o63pEk9ACaamDaIhrlc3frQmKolUCs0UM32N/j4uShQ5bIoGP00uKtZHnnSCLYnE6HfT7KEwD69KBllDym2qqGR698Sb0LMbR/bsiiJbaAcJ5iHC+rCmXJXzfROm4WPNUxyyZvHGyS8hxny9kUWP1gztOFmYCXGVrwbIorlYhcDpYhiXi5QnyZIl8OYfVGWK+3kjSwX4pVzPdDKC7AxRxieT8NSxOHouLpdYeYboK4doV/NEhojjD6uQMtmnC6nSwjnIsz49FYXDn6BDuoIfF5QnyKEarpSNezXD8mGJtPQQ+W0y0sc8Rr1aKD8AkzCxg5hbCxRLB8J5yid1McfLa66L94nU8zOeh+AaNBqRr34O/yTG7OMajrxjY/fCHoJnUc4mQxRsBAbP2J/JQpQ7HdaGzl52sRWApLQKYgza69Ajyu/J4r9cXEywC7Pz+AEZwIvLV4oFSQMZAp1ob37eZ4PRyKSV+biYEfCrfGrVZS5WiKsFXwDu0MXITloj4FqlWi6iRSuVEgW25kbJsz6SgSUaYdPA6skKiqie1Iui1QWHNbGlQCzSQE6Gz5kRdK44yVyMupJax5+ZP0bqGAUJ9I5brr5EkNV1P0ZorZCnBoxRKUxuVUKhFXVbhTRRwViU/Qkuu/YCaVo7a9updkoBhvpb653x9AsqsWw/c2NV7VDRYRe1uspwaH6FkdmQzY5LDYhyTPoJ4uVnS94YJo3jBUPG1qnC/F4h/0KWsVGzn0ezQkI2GWjoiiS9CeIq+y1aYoEUEU6LGRVRlxZ24Ns2rqcMMpkUqSavp5MRosJ1Ud6ToMSQtqAbkWydlyuBaJR1MvJjkinfNNauoKaKpJ5JWWU3bVUq0CqsjqdA1SLke6luVGqn03NLEkQpQ8zdq9pWS+BdAk4wpfWZYJeO8kYNVXSFi55JJFTcn6tZQG0f9Lqu3BQJTkza451jyex5l7FsBTucr6V/1Ww5O54m0PXjdZpmBsw11iBSNnC25XmDj7dlS2uic18k6wf22iW95ZQ9XbCnTHLXycP7gMS7mM2i2DT8NYWzWGPkurjZUt6Y7bwtVSZNUB2drDeHpE+x3XWRFhjzTcDqZ4cka+OyjC/S6AQ53OmJKOlvGyArK2Ycwv/AAQ+S4/9EBrDE3eQ9GVmI2mSEITAx7fdm8n55cKEC0Q+Cwg6v5CiPXxajvCjYiXEfwLVZeUiRFLlWAdruNB5dL0YW5f9RHblR4cDJVyq66hUHfwdmSTsj0nAJ6XQ+ZruHVt5+J8njH9+C5PPyVYtPBClG3Y2OexAhjKubq2HErDA4GOJ9tsApjLMIULllVoxaeXKygpSn2799FWAJvPXlNWJqUinjlYy8j1nVcXl6KmFuyzqS9TTE6+nTFVNo2W3BgwjBLYUctlxXmFEhLFeaI9xlxSZ6WY3inh6cp2zTnojJNDKJZFhj2PJSuiS8+2uDifI1WVeBgREdpH9Ncw+e/8BR2rsD21OjJskz8mogxEl8pehfRakIvoPnk3FmYT+kJVGGZaIjSTMQzN3TpvLWP/3ahVV/No95ncXx8jKOjo6/3y9jGNraxjW1sYxtfQzx9+hR37tz53ZegsCf35ptv4mMf+5i8yU5HybVv43cey+VSkr3tOP7vx3Ys/8/Fdiy34/h+i+2c/D8TTDlWqxUOaDcjqPzfZS0evqnDw0P5nMnJNkH534/tOP6fi+1Ybsfy/RbbObkdy/dTdLvdr+pxv336so1tbGMb29jGNrbxdYhtgrKNbWxjG9vYxjbed/GBTVBID/uhH/oh+Xcb23F8P8R2Tm7H8v0W2zm5HcsPcnwgQbLb2MY2trGNbWzjd3d8YCso29jGNraxjW1s43dvbBOUbWxjG9vYxja28b6LbYKyjW1sYxvb2MY23nexTVC2sY1tbGMb29jG+y4+kAnKv/yX/xL3798Xn5rf9/t+Hz772c9+vV/S+y7+x//4H/gTf+JPiFofvUd+8id/8j0/Jzb6H/7Df4j9/X14nofv+q7vwoMHD97zmOl0ij//5/+8iDz1ej38pb/0l7Ber/E8xQ//8A/j9/7e3yteHTs7O/hTf+pPiYrx7YjjGD/wAz+A4XCIVquFP/Nn/gzOz8/f85gnT57ge7/3e+H7vjzP3/7bfxs5HY+fk/jRH/1RfOITn7gWDPvUpz6Fn/qpn7r++XYMv/b4kR/5EbnH/+bf/Jvb8fwdxj/6R/9IGWHe+vjIRz6yHcf3S1QfsPjxH//xyrbt6l//639dfeUrX6n+8l/+y1Wv16vOz8+/3i/tfRX/7b/9t+rv//2/X/3H//gfxbfsJ37iJ97z8x/5kR+put1u9ZM/+ZPVF7/4xepP/sk/Wb3wwgtVFEXXj/ljf+yPVZ/85CerX/mVX6n+5//8n9VLL71U/bk/9+eq5ym++7u/u/o3/+bfVK+++mr1hS98ofrjf/yPV3fv3q3W6/X1Y/7qX/2r1dHRUfWzP/uz1a/92q9V3/7t3159x3d8x/XP8zyvPv7xj1ff9V3fVf3Gb/yGXJvRaFT93b/7d6vnJf7zf/7P1X/9r/+1euutt6o333yz+nt/7+9VlmXJuDK2Y/i1xWc/+9nq/v371Sc+8YnqB3/wB6+/vx3Pry5+6Id+qPqGb/iG6vT09Prj8vJyO47vk/jAJSjf9m3fVv3AD/zA9ddFUVQHBwfVD//wD39dX9f7OX5zglKWZbW3t1f9k3/yT66/N5/PK8dxqn/7b/+tfP3aa6/J733uc5+7fsxP/dRPVZqmVc+ePaue17i4uJBx+fSnP309btxo//2///fXj3n99dflMb/8y78sXzMh0XW9Ojs7u37Mj/7oj1adTqdKkqR6XqPf71f/6l/9q+0Yfo2xWq2qD3/4w9XP/MzPVH/oD/2h6wRlOyd/ZwkKD2G/VWzH8esfH6gWT5qm+PVf/3VpR9z25eHXv/zLv/x1fW0fpHj48CHOzs7eM470RmC7rBlH/su2zrd+67deP4aP53j/6q/+Kp7XWCwW8u9gMJB/OR9pO357LFkivnv37nvG8hu/8Ruxu7t7/Zjv/u7vFvOxr3zlK3jeoigK/PiP/zjCMJRWz3YMv7ZgW5Ftw9tzj7Edz99ZsLXNVviLL74oLW22Y7fj+P6ID5RZ4NXVlSxutxd6Br9+4403vm6v64MWTE4Yv9U4Nj/jv8RK3A7TNGVjbh7zvAVdtNnn//2///fj4x//uHyPY2HbtiRzv91Y/lZj3fzseYkvf/nLkpAQb0Kszk/8xE+II/kXvvCF7Rj+DoMJ3uc//3l87nOf+19+tp2TX33wUPZjP/ZjeOWVV3B6eop//I//Mf7AH/gDePXVV7fj+D6ID1SCso1tfL1PrFy4PvOZz2wvxNcQ3ASYjLAK9R/+w3/A93//9+PTn/70dix/h/H06VP84A/+IH7mZ35GiALb+Nrje77ne64/J4ibCcu9e/fw7/7dvxPywDa+vvGBavGMRiMYhvG/MCT49d7e3tftdX3Qohmr324c+e/FxcV7fk7WCZk9z+NY/42/8TfwX/7Lf8HP//zP486dO9ff51iw9Tifz3/bsfytxrr52fMSrDS99NJL+JZv+RZhR33yk5/EP/tn/2w7hr/DYAuH9+Y3f/M3S1WTH0z0/vk//+fyOatz2zn5tQUroS+//DLefvvt7bx8H4T+QVvguLj97M/+7HvK7vyapeNtfHXxwgsvyM13exyJhyC2pBlH/stNl4thEz/3cz8n481TxvMSxBgzOWE7gu+fY3c7OB8ty3rPWJKGzD727bFke+N2wsfTL+m2bHE8r8G5lCTJdgx/h/Gd3/mdMp9YjWo+iBUjfqL5fDsnv7agjMI777wj8gvbe/t9ENUHkGZMtsmP/diPCdPkr/yVvyI049sMiW0ohD8prfzgZf6n//SfyuePHz++phlz3P7Tf/pP1Ze+9KXq+77v+35LmvE3fdM3Vb/6q79afeYznxHGwPNGM/5rf+2vCR37F37hF95DRdxsNu+hdJJ6/HM/93NCM/7Upz4lH7+ZZvxH/+gfFaryT//0T1fj8fi5ohn/nb/zd4T59PDhQ5lv/JqMsP/+3/+7/Hw7hv97cZvFsx3Prz7+1t/6W3Jvc17+4i/+okgBUAKAbL3tOH794wOXoDD+xb/4F7IhUA+FtGPqdGzjvfHzP//zkpj85o/v//7vv6Ya/4N/8A+q3d1dSfi+8zu/U/QpbsdkMpGEpNVqCSX2L/yFvyCJz/MUv9UY8oPaKE0wqfvrf/2vC23W9/3qT//pPy1JzO149OhR9T3f8z2V53myAHJhzLKsel7iL/7Fv1jdu3dP7lkmZ5xvTXLC2I7h/9kEZTueX1382T/7Z6v9/X2Zl4eHh/L122+/vR3H90lo/N/Xu4qzjW1sYxvb2MY2tvGBxaBsYxvb2MY2trGN5yO2Cco2trGNbWxjG9t438U2QdnGNraxjW1sYxvvu9gmKNvYxja2sY1tbON9F9sEZRvb2MY2trGNbbzvYpugbGMb29jGNraxjfddbBOUbWxjG9vYxja28b6LbYKyjW1sYxvb2MY23nexTVC2sY1tbGMb29jG+y62Cco2trGNbWxjG9t438U2QdnGNraxjW1sYxvvu9gmKNvYxja2sY1tbAPvt/j/AelPRrvPcZWCAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "sample_image = skimage.data.coffee()\n", "\n", @@ -93,7 +119,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 28, "metadata": { "id": "b84P4d3RI_ff" }, @@ -104,7 +130,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 29, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -129,7 +155,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 30, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -137,14 +163,25 @@ "id": "KsvzRP4_I_ff", "outputId": "37576a35-734c-48ab-9f1a-4fd6ee1db563" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(400, 600, 3)" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "sample_image.shape" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 31, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -152,7 +189,18 @@ "id": "wsLMyawzI_ff", "outputId": "772bf78c-2229-4385-92a3-2799bbd9ef86" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(1, 400, 600, 3)" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "img_in = np.expand_dims(sample_image, 0).astype(float)\n", "img_in.shape" @@ -160,7 +208,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 32, "metadata": { "id": "-oInC5RVI_ff" }, @@ -180,7 +228,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 33, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -188,7 +236,16 @@ "id": "LzYLQhj0I_ff", "outputId": "2ec97034-691c-4497-ae3a-41c666e9dd90" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "(400, 600, 3)\n" + ] + } + ], "source": [ "np_img_out = img_out[0].numpy()\n", "print(type(np_img_out))\n", @@ -197,7 +254,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 34, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -206,7 +263,18 @@ "id": "dUXOccNiI_ff", "outputId": "13ad6dc4-2522-4c1e-ab06-a0677d5aeaed" }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "fig, (ax0, ax1) = plt.subplots(ncols=2, figsize=(10, 5))\n", "ax0.imshow(sample_image.astype('uint8'))\n", @@ -234,7 +302,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 35, "metadata": { "id": "_gZoFrfrI_ff" }, @@ -260,7 +328,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 36, "metadata": { "id": "8ppP9rWEI_ff", "scrolled": true @@ -272,7 +340,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 37, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -281,7 +349,18 @@ "id": "Rek1Cx4eI_ff", "outputId": "850b1656-73be-42ec-bb1f-3438a33b52ea" }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "fig, (ax0, ax1) = plt.subplots(ncols=2, figsize=(10, 5))\n", "ax0.imshow(img_in[0].astype('uint8'))\n", @@ -307,13 +386,64 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 38, "metadata": { "id": "88HzHNdLI_fg" }, "outputs": [], "source": [ - "# Your Code Here" + "# Your Code Here\n", + "conv = tf.keras.layers.Conv2D(\n", + " filters=1,\n", + " kernel_size=5,\n", + " padding='valid'\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(1, 400, 600, 3)\n", + "(1, 400, 600, 3)\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(img_in.shape)\n", + "print(img_out.shape)\n", + "\n", + "fig, (ax0, ax1) = plt.subplots(ncols=2, figsize=(10, 5))\n", + "ax0.imshow(img_in[0].astype('uint8'))\n", + "\n", + "img_out = conv(img_in)\n", + "np_img_out = img_out[0].numpy()\n", + "ax1.imshow(np_img_out.astype('uint8'))\n" ] }, { @@ -329,7 +459,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 40, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -339,7 +469,18 @@ "outputId": "c2d1cb60-4ccb-4a4d-bce6-0c63a7035eb0", "scrolled": true }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# convert image to greyscale\n", "grey_sample_image = sample_image.mean(axis=2)\n", @@ -369,7 +510,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 42, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -378,13 +519,29 @@ "id": "rWKOXeFZI_fg", "outputId": "34682b16-7184-49a4-dded-09625f9f8b0f" }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ + "import numpy as np\n", + "\n", "def my_kernel(shape=(3, 3, 1, 1), dtype=None):\n", - " array = None\n", - " raise NotImplementedError(\"Replace the line above with your implementation\")\n", - " array = array.reshape(*shape)\n", - " return array\n", + " array = np.array([\n", + " [-1, -2, -1],\n", + " [ 0, 0, 0],\n", + " [ 1, 2, 1]\n", + " ], dtype=dtype if dtype is not None else np.float32)\n", + " return array.reshape(*shape)\n", + "\n", "\n", "conv = Conv2D(filters=1, kernel_size=(3, 3), padding=\"same\", kernel_initializer=my_kernel)\n", "\n", @@ -414,7 +571,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 43, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -423,11 +580,71 @@ "id": "6lIpi3BLI_fg", "outputId": "7ceeb020-4950-410c-df5d-c97bdb1a14b5" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "After AvgPool shape: (1, 200, 300, 1)\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "from tensorflow.keras.layers import MaxPool2D, AvgPool2D\n", "\n", "# You can use `img_in` from above as input to the pooling layers\n", + "pool = AvgPool2D(pool_size=(2, 2), strides=(2, 2), padding=\"valid\")\n", + "img_out = pool(img_in)\n", + "\n", + "print(\"After AvgPool shape:\", img_out.shape)\n", + "\n", + "np_img_out = img_out[0].numpy()\n", + "\n", + "plt.figure()\n", + "plt.imshow(np.squeeze(np_img_out), cmap=plt.cm.gray)\n", + "plt.title(\"AvgPool 2x2, stride 2\")\n", + "plt.show()\n", + "\n", "\n", "plt.figure()\n", "plt.imshow(np.squeeze(grey_sample_image.astype(np.uint8)),\n", @@ -466,7 +683,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 44, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -475,7 +692,18 @@ "id": "D21MAIc-I_fg", "outputId": "c259092e-da45-45e8-a2a3-9d9617865bbc" }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "from skimage.io import imread\n", "\n", @@ -503,7 +731,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 45, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -511,7 +739,18 @@ "id": "jul1uEtDI_fg", "outputId": "541d4ae9-b4b4-43de-8e84-f01627d07550" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(50, 50, 3)" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "from skimage.transform import resize\n", "\n", @@ -521,7 +760,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 46, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -530,7 +769,18 @@ "id": "ZWqksDTmI_fg", "outputId": "1654a16c-230e-42b3-e246-183786b9ebf5" }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plt.imshow(lowres_image, interpolation='nearest');" ] @@ -565,7 +815,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 47, "metadata": { "colab": { "base_uri": "https://localhost:8080/" @@ -573,7 +823,16 @@ "id": "T-qvHP-dI_fg", "outputId": "d90cccd8-6c3a-475b-ce8f-4856f8216d4c" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading data from https://storage.googleapis.com/tensorflow/keras-applications/resnet/resnet50_weights_tf_dim_ordering_tf_kernels.h5\n", + "\u001b[1m102967424/102967424\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m3s\u001b[0m 0us/step\n" + ] + } + ], "source": [ "from tensorflow.keras.applications.resnet50 import ResNet50\n", "\n", @@ -583,7 +842,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 48, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -592,7 +851,1144 @@ "id": "c5pPZHOdI_fg", "outputId": "a8f31f06-f67f-445a-d432-809009cdd920" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
Model: \"resnet50\"\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1mModel: \"resnet50\"\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┓\n",
+       "┃ Layer (type)        ┃ Output Shape      ┃    Param # ┃ Connected to      ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━┩\n",
+       "│ input_layer         │ (None, 224, 224,  │          0 │ -                 │\n",
+       "│ (InputLayer)        │ 3)                │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv1_pad           │ (None, 230, 230,  │          0 │ input_layer[0][0] │\n",
+       "│ (ZeroPadding2D)     │ 3)                │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv1_conv (Conv2D) │ (None, 112, 112,  │      9,472 │ conv1_pad[0][0]   │\n",
+       "│                     │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv1_bn            │ (None, 112, 112,  │        256 │ conv1_conv[0][0]  │\n",
+       "│ (BatchNormalizatio… │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv1_relu          │ (None, 112, 112,  │          0 │ conv1_bn[0][0]    │\n",
+       "│ (Activation)        │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ pool1_pad           │ (None, 114, 114,  │          0 │ conv1_relu[0][0]  │\n",
+       "│ (ZeroPadding2D)     │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ pool1_pool          │ (None, 56, 56,    │          0 │ pool1_pad[0][0]   │\n",
+       "│ (MaxPooling2D)      │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_1_conv │ (None, 56, 56,    │      4,160 │ pool1_pool[0][0]  │\n",
+       "│ (Conv2D)            │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_1_bn   │ (None, 56, 56,    │        256 │ conv2_block1_1_c… │\n",
+       "│ (BatchNormalizatio… │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_1_relu │ (None, 56, 56,    │          0 │ conv2_block1_1_b… │\n",
+       "│ (Activation)        │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_2_conv │ (None, 56, 56,    │     36,928 │ conv2_block1_1_r… │\n",
+       "│ (Conv2D)            │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_2_bn   │ (None, 56, 56,    │        256 │ conv2_block1_2_c… │\n",
+       "│ (BatchNormalizatio… │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_2_relu │ (None, 56, 56,    │          0 │ conv2_block1_2_b… │\n",
+       "│ (Activation)        │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_0_conv │ (None, 56, 56,    │     16,640 │ pool1_pool[0][0]  │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_3_conv │ (None, 56, 56,    │     16,640 │ conv2_block1_2_r… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_0_bn   │ (None, 56, 56,    │      1,024 │ conv2_block1_0_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_3_bn   │ (None, 56, 56,    │      1,024 │ conv2_block1_3_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_add    │ (None, 56, 56,    │          0 │ conv2_block1_0_b… │\n",
+       "│ (Add)               │ 256)              │            │ conv2_block1_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block1_out    │ (None, 56, 56,    │          0 │ conv2_block1_add… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block2_1_conv │ (None, 56, 56,    │     16,448 │ conv2_block1_out… │\n",
+       "│ (Conv2D)            │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block2_1_bn   │ (None, 56, 56,    │        256 │ conv2_block2_1_c… │\n",
+       "│ (BatchNormalizatio… │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block2_1_relu │ (None, 56, 56,    │          0 │ conv2_block2_1_b… │\n",
+       "│ (Activation)        │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block2_2_conv │ (None, 56, 56,    │     36,928 │ conv2_block2_1_r… │\n",
+       "│ (Conv2D)            │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block2_2_bn   │ (None, 56, 56,    │        256 │ conv2_block2_2_c… │\n",
+       "│ (BatchNormalizatio… │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block2_2_relu │ (None, 56, 56,    │          0 │ conv2_block2_2_b… │\n",
+       "│ (Activation)        │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block2_3_conv │ (None, 56, 56,    │     16,640 │ conv2_block2_2_r… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block2_3_bn   │ (None, 56, 56,    │      1,024 │ conv2_block2_3_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block2_add    │ (None, 56, 56,    │          0 │ conv2_block1_out… │\n",
+       "│ (Add)               │ 256)              │            │ conv2_block2_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block2_out    │ (None, 56, 56,    │          0 │ conv2_block2_add… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block3_1_conv │ (None, 56, 56,    │     16,448 │ conv2_block2_out… │\n",
+       "│ (Conv2D)            │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block3_1_bn   │ (None, 56, 56,    │        256 │ conv2_block3_1_c… │\n",
+       "│ (BatchNormalizatio… │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block3_1_relu │ (None, 56, 56,    │          0 │ conv2_block3_1_b… │\n",
+       "│ (Activation)        │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block3_2_conv │ (None, 56, 56,    │     36,928 │ conv2_block3_1_r… │\n",
+       "│ (Conv2D)            │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block3_2_bn   │ (None, 56, 56,    │        256 │ conv2_block3_2_c… │\n",
+       "│ (BatchNormalizatio… │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block3_2_relu │ (None, 56, 56,    │          0 │ conv2_block3_2_b… │\n",
+       "│ (Activation)        │ 64)               │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block3_3_conv │ (None, 56, 56,    │     16,640 │ conv2_block3_2_r… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block3_3_bn   │ (None, 56, 56,    │      1,024 │ conv2_block3_3_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block3_add    │ (None, 56, 56,    │          0 │ conv2_block2_out… │\n",
+       "│ (Add)               │ 256)              │            │ conv2_block3_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv2_block3_out    │ (None, 56, 56,    │          0 │ conv2_block3_add… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_1_conv │ (None, 28, 28,    │     32,896 │ conv2_block3_out… │\n",
+       "│ (Conv2D)            │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_1_bn   │ (None, 28, 28,    │        512 │ conv3_block1_1_c… │\n",
+       "│ (BatchNormalizatio… │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_1_relu │ (None, 28, 28,    │          0 │ conv3_block1_1_b… │\n",
+       "│ (Activation)        │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_2_conv │ (None, 28, 28,    │    147,584 │ conv3_block1_1_r… │\n",
+       "│ (Conv2D)            │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_2_bn   │ (None, 28, 28,    │        512 │ conv3_block1_2_c… │\n",
+       "│ (BatchNormalizatio… │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_2_relu │ (None, 28, 28,    │          0 │ conv3_block1_2_b… │\n",
+       "│ (Activation)        │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_0_conv │ (None, 28, 28,    │    131,584 │ conv2_block3_out… │\n",
+       "│ (Conv2D)            │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_3_conv │ (None, 28, 28,    │     66,048 │ conv3_block1_2_r… │\n",
+       "│ (Conv2D)            │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_0_bn   │ (None, 28, 28,    │      2,048 │ conv3_block1_0_c… │\n",
+       "│ (BatchNormalizatio… │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_3_bn   │ (None, 28, 28,    │      2,048 │ conv3_block1_3_c… │\n",
+       "│ (BatchNormalizatio… │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_add    │ (None, 28, 28,    │          0 │ conv3_block1_0_b… │\n",
+       "│ (Add)               │ 512)              │            │ conv3_block1_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block1_out    │ (None, 28, 28,    │          0 │ conv3_block1_add… │\n",
+       "│ (Activation)        │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block2_1_conv │ (None, 28, 28,    │     65,664 │ conv3_block1_out… │\n",
+       "│ (Conv2D)            │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block2_1_bn   │ (None, 28, 28,    │        512 │ conv3_block2_1_c… │\n",
+       "│ (BatchNormalizatio… │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block2_1_relu │ (None, 28, 28,    │          0 │ conv3_block2_1_b… │\n",
+       "│ (Activation)        │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block2_2_conv │ (None, 28, 28,    │    147,584 │ conv3_block2_1_r… │\n",
+       "│ (Conv2D)            │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block2_2_bn   │ (None, 28, 28,    │        512 │ conv3_block2_2_c… │\n",
+       "│ (BatchNormalizatio… │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block2_2_relu │ (None, 28, 28,    │          0 │ conv3_block2_2_b… │\n",
+       "│ (Activation)        │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block2_3_conv │ (None, 28, 28,    │     66,048 │ conv3_block2_2_r… │\n",
+       "│ (Conv2D)            │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block2_3_bn   │ (None, 28, 28,    │      2,048 │ conv3_block2_3_c… │\n",
+       "│ (BatchNormalizatio… │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block2_add    │ (None, 28, 28,    │          0 │ conv3_block1_out… │\n",
+       "│ (Add)               │ 512)              │            │ conv3_block2_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block2_out    │ (None, 28, 28,    │          0 │ conv3_block2_add… │\n",
+       "│ (Activation)        │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block3_1_conv │ (None, 28, 28,    │     65,664 │ conv3_block2_out… │\n",
+       "│ (Conv2D)            │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block3_1_bn   │ (None, 28, 28,    │        512 │ conv3_block3_1_c… │\n",
+       "│ (BatchNormalizatio… │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block3_1_relu │ (None, 28, 28,    │          0 │ conv3_block3_1_b… │\n",
+       "│ (Activation)        │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block3_2_conv │ (None, 28, 28,    │    147,584 │ conv3_block3_1_r… │\n",
+       "│ (Conv2D)            │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block3_2_bn   │ (None, 28, 28,    │        512 │ conv3_block3_2_c… │\n",
+       "│ (BatchNormalizatio… │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block3_2_relu │ (None, 28, 28,    │          0 │ conv3_block3_2_b… │\n",
+       "│ (Activation)        │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block3_3_conv │ (None, 28, 28,    │     66,048 │ conv3_block3_2_r… │\n",
+       "│ (Conv2D)            │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block3_3_bn   │ (None, 28, 28,    │      2,048 │ conv3_block3_3_c… │\n",
+       "│ (BatchNormalizatio… │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block3_add    │ (None, 28, 28,    │          0 │ conv3_block2_out… │\n",
+       "│ (Add)               │ 512)              │            │ conv3_block3_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block3_out    │ (None, 28, 28,    │          0 │ conv3_block3_add… │\n",
+       "│ (Activation)        │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block4_1_conv │ (None, 28, 28,    │     65,664 │ conv3_block3_out… │\n",
+       "│ (Conv2D)            │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block4_1_bn   │ (None, 28, 28,    │        512 │ conv3_block4_1_c… │\n",
+       "│ (BatchNormalizatio… │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block4_1_relu │ (None, 28, 28,    │          0 │ conv3_block4_1_b… │\n",
+       "│ (Activation)        │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block4_2_conv │ (None, 28, 28,    │    147,584 │ conv3_block4_1_r… │\n",
+       "│ (Conv2D)            │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block4_2_bn   │ (None, 28, 28,    │        512 │ conv3_block4_2_c… │\n",
+       "│ (BatchNormalizatio… │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block4_2_relu │ (None, 28, 28,    │          0 │ conv3_block4_2_b… │\n",
+       "│ (Activation)        │ 128)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block4_3_conv │ (None, 28, 28,    │     66,048 │ conv3_block4_2_r… │\n",
+       "│ (Conv2D)            │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block4_3_bn   │ (None, 28, 28,    │      2,048 │ conv3_block4_3_c… │\n",
+       "│ (BatchNormalizatio… │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block4_add    │ (None, 28, 28,    │          0 │ conv3_block3_out… │\n",
+       "│ (Add)               │ 512)              │            │ conv3_block4_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv3_block4_out    │ (None, 28, 28,    │          0 │ conv3_block4_add… │\n",
+       "│ (Activation)        │ 512)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_1_conv │ (None, 14, 14,    │    131,328 │ conv3_block4_out… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_1_bn   │ (None, 14, 14,    │      1,024 │ conv4_block1_1_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_1_relu │ (None, 14, 14,    │          0 │ conv4_block1_1_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_2_conv │ (None, 14, 14,    │    590,080 │ conv4_block1_1_r… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_2_bn   │ (None, 14, 14,    │      1,024 │ conv4_block1_2_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_2_relu │ (None, 14, 14,    │          0 │ conv4_block1_2_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_0_conv │ (None, 14, 14,    │    525,312 │ conv3_block4_out… │\n",
+       "│ (Conv2D)            │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_3_conv │ (None, 14, 14,    │    263,168 │ conv4_block1_2_r… │\n",
+       "│ (Conv2D)            │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_0_bn   │ (None, 14, 14,    │      4,096 │ conv4_block1_0_c… │\n",
+       "│ (BatchNormalizatio… │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_3_bn   │ (None, 14, 14,    │      4,096 │ conv4_block1_3_c… │\n",
+       "│ (BatchNormalizatio… │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_add    │ (None, 14, 14,    │          0 │ conv4_block1_0_b… │\n",
+       "│ (Add)               │ 1024)             │            │ conv4_block1_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block1_out    │ (None, 14, 14,    │          0 │ conv4_block1_add… │\n",
+       "│ (Activation)        │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block2_1_conv │ (None, 14, 14,    │    262,400 │ conv4_block1_out… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block2_1_bn   │ (None, 14, 14,    │      1,024 │ conv4_block2_1_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block2_1_relu │ (None, 14, 14,    │          0 │ conv4_block2_1_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block2_2_conv │ (None, 14, 14,    │    590,080 │ conv4_block2_1_r… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block2_2_bn   │ (None, 14, 14,    │      1,024 │ conv4_block2_2_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block2_2_relu │ (None, 14, 14,    │          0 │ conv4_block2_2_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block2_3_conv │ (None, 14, 14,    │    263,168 │ conv4_block2_2_r… │\n",
+       "│ (Conv2D)            │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block2_3_bn   │ (None, 14, 14,    │      4,096 │ conv4_block2_3_c… │\n",
+       "│ (BatchNormalizatio… │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block2_add    │ (None, 14, 14,    │          0 │ conv4_block1_out… │\n",
+       "│ (Add)               │ 1024)             │            │ conv4_block2_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block2_out    │ (None, 14, 14,    │          0 │ conv4_block2_add… │\n",
+       "│ (Activation)        │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block3_1_conv │ (None, 14, 14,    │    262,400 │ conv4_block2_out… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block3_1_bn   │ (None, 14, 14,    │      1,024 │ conv4_block3_1_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block3_1_relu │ (None, 14, 14,    │          0 │ conv4_block3_1_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block3_2_conv │ (None, 14, 14,    │    590,080 │ conv4_block3_1_r… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block3_2_bn   │ (None, 14, 14,    │      1,024 │ conv4_block3_2_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block3_2_relu │ (None, 14, 14,    │          0 │ conv4_block3_2_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block3_3_conv │ (None, 14, 14,    │    263,168 │ conv4_block3_2_r… │\n",
+       "│ (Conv2D)            │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block3_3_bn   │ (None, 14, 14,    │      4,096 │ conv4_block3_3_c… │\n",
+       "│ (BatchNormalizatio… │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block3_add    │ (None, 14, 14,    │          0 │ conv4_block2_out… │\n",
+       "│ (Add)               │ 1024)             │            │ conv4_block3_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block3_out    │ (None, 14, 14,    │          0 │ conv4_block3_add… │\n",
+       "│ (Activation)        │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block4_1_conv │ (None, 14, 14,    │    262,400 │ conv4_block3_out… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block4_1_bn   │ (None, 14, 14,    │      1,024 │ conv4_block4_1_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block4_1_relu │ (None, 14, 14,    │          0 │ conv4_block4_1_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block4_2_conv │ (None, 14, 14,    │    590,080 │ conv4_block4_1_r… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block4_2_bn   │ (None, 14, 14,    │      1,024 │ conv4_block4_2_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block4_2_relu │ (None, 14, 14,    │          0 │ conv4_block4_2_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block4_3_conv │ (None, 14, 14,    │    263,168 │ conv4_block4_2_r… │\n",
+       "│ (Conv2D)            │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block4_3_bn   │ (None, 14, 14,    │      4,096 │ conv4_block4_3_c… │\n",
+       "│ (BatchNormalizatio… │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block4_add    │ (None, 14, 14,    │          0 │ conv4_block3_out… │\n",
+       "│ (Add)               │ 1024)             │            │ conv4_block4_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block4_out    │ (None, 14, 14,    │          0 │ conv4_block4_add… │\n",
+       "│ (Activation)        │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block5_1_conv │ (None, 14, 14,    │    262,400 │ conv4_block4_out… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block5_1_bn   │ (None, 14, 14,    │      1,024 │ conv4_block5_1_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block5_1_relu │ (None, 14, 14,    │          0 │ conv4_block5_1_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block5_2_conv │ (None, 14, 14,    │    590,080 │ conv4_block5_1_r… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block5_2_bn   │ (None, 14, 14,    │      1,024 │ conv4_block5_2_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block5_2_relu │ (None, 14, 14,    │          0 │ conv4_block5_2_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block5_3_conv │ (None, 14, 14,    │    263,168 │ conv4_block5_2_r… │\n",
+       "│ (Conv2D)            │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block5_3_bn   │ (None, 14, 14,    │      4,096 │ conv4_block5_3_c… │\n",
+       "│ (BatchNormalizatio… │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block5_add    │ (None, 14, 14,    │          0 │ conv4_block4_out… │\n",
+       "│ (Add)               │ 1024)             │            │ conv4_block5_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block5_out    │ (None, 14, 14,    │          0 │ conv4_block5_add… │\n",
+       "│ (Activation)        │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block6_1_conv │ (None, 14, 14,    │    262,400 │ conv4_block5_out… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block6_1_bn   │ (None, 14, 14,    │      1,024 │ conv4_block6_1_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block6_1_relu │ (None, 14, 14,    │          0 │ conv4_block6_1_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block6_2_conv │ (None, 14, 14,    │    590,080 │ conv4_block6_1_r… │\n",
+       "│ (Conv2D)            │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block6_2_bn   │ (None, 14, 14,    │      1,024 │ conv4_block6_2_c… │\n",
+       "│ (BatchNormalizatio… │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block6_2_relu │ (None, 14, 14,    │          0 │ conv4_block6_2_b… │\n",
+       "│ (Activation)        │ 256)              │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block6_3_conv │ (None, 14, 14,    │    263,168 │ conv4_block6_2_r… │\n",
+       "│ (Conv2D)            │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block6_3_bn   │ (None, 14, 14,    │      4,096 │ conv4_block6_3_c… │\n",
+       "│ (BatchNormalizatio… │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block6_add    │ (None, 14, 14,    │          0 │ conv4_block5_out… │\n",
+       "│ (Add)               │ 1024)             │            │ conv4_block6_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv4_block6_out    │ (None, 14, 14,    │          0 │ conv4_block6_add… │\n",
+       "│ (Activation)        │ 1024)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_1_conv │ (None, 7, 7, 512) │    524,800 │ conv4_block6_out… │\n",
+       "│ (Conv2D)            │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_1_bn   │ (None, 7, 7, 512) │      2,048 │ conv5_block1_1_c… │\n",
+       "│ (BatchNormalizatio… │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_1_relu │ (None, 7, 7, 512) │          0 │ conv5_block1_1_b… │\n",
+       "│ (Activation)        │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_2_conv │ (None, 7, 7, 512) │  2,359,808 │ conv5_block1_1_r… │\n",
+       "│ (Conv2D)            │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_2_bn   │ (None, 7, 7, 512) │      2,048 │ conv5_block1_2_c… │\n",
+       "│ (BatchNormalizatio… │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_2_relu │ (None, 7, 7, 512) │          0 │ conv5_block1_2_b… │\n",
+       "│ (Activation)        │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_0_conv │ (None, 7, 7,      │  2,099,200 │ conv4_block6_out… │\n",
+       "│ (Conv2D)            │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_3_conv │ (None, 7, 7,      │  1,050,624 │ conv5_block1_2_r… │\n",
+       "│ (Conv2D)            │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_0_bn   │ (None, 7, 7,      │      8,192 │ conv5_block1_0_c… │\n",
+       "│ (BatchNormalizatio… │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_3_bn   │ (None, 7, 7,      │      8,192 │ conv5_block1_3_c… │\n",
+       "│ (BatchNormalizatio… │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_add    │ (None, 7, 7,      │          0 │ conv5_block1_0_b… │\n",
+       "│ (Add)               │ 2048)             │            │ conv5_block1_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block1_out    │ (None, 7, 7,      │          0 │ conv5_block1_add… │\n",
+       "│ (Activation)        │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block2_1_conv │ (None, 7, 7, 512) │  1,049,088 │ conv5_block1_out… │\n",
+       "│ (Conv2D)            │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block2_1_bn   │ (None, 7, 7, 512) │      2,048 │ conv5_block2_1_c… │\n",
+       "│ (BatchNormalizatio… │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block2_1_relu │ (None, 7, 7, 512) │          0 │ conv5_block2_1_b… │\n",
+       "│ (Activation)        │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block2_2_conv │ (None, 7, 7, 512) │  2,359,808 │ conv5_block2_1_r… │\n",
+       "│ (Conv2D)            │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block2_2_bn   │ (None, 7, 7, 512) │      2,048 │ conv5_block2_2_c… │\n",
+       "│ (BatchNormalizatio… │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block2_2_relu │ (None, 7, 7, 512) │          0 │ conv5_block2_2_b… │\n",
+       "│ (Activation)        │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block2_3_conv │ (None, 7, 7,      │  1,050,624 │ conv5_block2_2_r… │\n",
+       "│ (Conv2D)            │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block2_3_bn   │ (None, 7, 7,      │      8,192 │ conv5_block2_3_c… │\n",
+       "│ (BatchNormalizatio… │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block2_add    │ (None, 7, 7,      │          0 │ conv5_block1_out… │\n",
+       "│ (Add)               │ 2048)             │            │ conv5_block2_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block2_out    │ (None, 7, 7,      │          0 │ conv5_block2_add… │\n",
+       "│ (Activation)        │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block3_1_conv │ (None, 7, 7, 512) │  1,049,088 │ conv5_block2_out… │\n",
+       "│ (Conv2D)            │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block3_1_bn   │ (None, 7, 7, 512) │      2,048 │ conv5_block3_1_c… │\n",
+       "│ (BatchNormalizatio… │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block3_1_relu │ (None, 7, 7, 512) │          0 │ conv5_block3_1_b… │\n",
+       "│ (Activation)        │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block3_2_conv │ (None, 7, 7, 512) │  2,359,808 │ conv5_block3_1_r… │\n",
+       "│ (Conv2D)            │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block3_2_bn   │ (None, 7, 7, 512) │      2,048 │ conv5_block3_2_c… │\n",
+       "│ (BatchNormalizatio… │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block3_2_relu │ (None, 7, 7, 512) │          0 │ conv5_block3_2_b… │\n",
+       "│ (Activation)        │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block3_3_conv │ (None, 7, 7,      │  1,050,624 │ conv5_block3_2_r… │\n",
+       "│ (Conv2D)            │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block3_3_bn   │ (None, 7, 7,      │      8,192 │ conv5_block3_3_c… │\n",
+       "│ (BatchNormalizatio… │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block3_add    │ (None, 7, 7,      │          0 │ conv5_block2_out… │\n",
+       "│ (Add)               │ 2048)             │            │ conv5_block3_3_b… │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ conv5_block3_out    │ (None, 7, 7,      │          0 │ conv5_block3_add… │\n",
+       "│ (Activation)        │ 2048)             │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ avg_pool            │ (None, 2048)      │          0 │ conv5_block3_out… │\n",
+       "│ (GlobalAveragePool… │                   │            │                   │\n",
+       "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n",
+       "│ predictions (Dense) │ (None, 1000)      │  2,049,000 │ avg_pool[0][0]    │\n",
+       "└─────────────────────┴───────────────────┴────────────┴───────────────────┘\n",
+       "
\n" + ], + "text/plain": [ + "┏━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┓\n", + "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mConnected to \u001b[0m\u001b[1m \u001b[0m┃\n", + "┡━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━┩\n", + "│ input_layer │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m224\u001b[0m, \u001b[38;5;34m224\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ - │\n", + "│ (\u001b[38;5;33mInputLayer\u001b[0m) │ \u001b[38;5;34m3\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv1_pad │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m230\u001b[0m, \u001b[38;5;34m230\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ input_layer[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mZeroPadding2D\u001b[0m) │ \u001b[38;5;34m3\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv1_conv (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m112\u001b[0m, \u001b[38;5;34m112\u001b[0m, │ \u001b[38;5;34m9,472\u001b[0m │ conv1_pad[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m112\u001b[0m, \u001b[38;5;34m112\u001b[0m, │ \u001b[38;5;34m256\u001b[0m │ conv1_conv[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m112\u001b[0m, \u001b[38;5;34m112\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv1_bn[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ pool1_pad │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m114\u001b[0m, \u001b[38;5;34m114\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv1_relu[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mZeroPadding2D\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ pool1_pool │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ pool1_pad[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m4,160\u001b[0m │ pool1_pool[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m256\u001b[0m │ conv2_block1_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block1_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m36,928\u001b[0m │ conv2_block1_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m256\u001b[0m │ conv2_block1_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block1_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_0_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m16,640\u001b[0m │ pool1_pool[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m16,640\u001b[0m │ conv2_block1_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_0_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv2_block1_0_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv2_block1_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block1_0_b… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ conv2_block1_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block1_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block1_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block2_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m16,448\u001b[0m │ conv2_block1_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block2_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m256\u001b[0m │ conv2_block2_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block2_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block2_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block2_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m36,928\u001b[0m │ conv2_block2_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block2_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m256\u001b[0m │ conv2_block2_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block2_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block2_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block2_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m16,640\u001b[0m │ conv2_block2_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block2_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv2_block2_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block2_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block1_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ conv2_block2_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block2_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block2_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block3_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m16,448\u001b[0m │ conv2_block2_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block3_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m256\u001b[0m │ conv2_block3_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block3_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block3_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block3_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m36,928\u001b[0m │ conv2_block3_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block3_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m256\u001b[0m │ conv2_block3_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block3_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block3_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m64\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block3_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m16,640\u001b[0m │ conv2_block3_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block3_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv2_block3_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block3_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block2_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ conv2_block3_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv2_block3_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m56\u001b[0m, \u001b[38;5;34m56\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv2_block3_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m32,896\u001b[0m │ conv2_block3_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m512\u001b[0m │ conv3_block1_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block1_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m147,584\u001b[0m │ conv3_block1_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m512\u001b[0m │ conv3_block1_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block1_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_0_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m131,584\u001b[0m │ conv2_block3_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m66,048\u001b[0m │ conv3_block1_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_0_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m2,048\u001b[0m │ conv3_block1_0_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m2,048\u001b[0m │ conv3_block1_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block1_0_b… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ conv3_block1_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block1_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block1_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block2_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m65,664\u001b[0m │ conv3_block1_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block2_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m512\u001b[0m │ conv3_block2_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block2_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block2_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block2_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m147,584\u001b[0m │ conv3_block2_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block2_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m512\u001b[0m │ conv3_block2_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block2_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block2_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block2_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m66,048\u001b[0m │ conv3_block2_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block2_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m2,048\u001b[0m │ conv3_block2_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block2_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block1_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ conv3_block2_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block2_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block2_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block3_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m65,664\u001b[0m │ conv3_block2_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block3_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m512\u001b[0m │ conv3_block3_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block3_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block3_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block3_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m147,584\u001b[0m │ conv3_block3_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block3_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m512\u001b[0m │ conv3_block3_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block3_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block3_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block3_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m66,048\u001b[0m │ conv3_block3_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block3_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m2,048\u001b[0m │ conv3_block3_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block3_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block2_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ conv3_block3_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block3_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block3_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block4_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m65,664\u001b[0m │ conv3_block3_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block4_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m512\u001b[0m │ conv3_block4_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block4_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block4_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block4_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m147,584\u001b[0m │ conv3_block4_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block4_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m512\u001b[0m │ conv3_block4_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block4_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block4_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m128\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block4_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m66,048\u001b[0m │ conv3_block4_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block4_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m2,048\u001b[0m │ conv3_block4_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block4_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block3_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ conv3_block4_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv3_block4_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m28\u001b[0m, \u001b[38;5;34m28\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv3_block4_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m512\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m131,328\u001b[0m │ conv3_block4_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block1_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block1_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m590,080\u001b[0m │ conv4_block1_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block1_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block1_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_0_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m525,312\u001b[0m │ conv3_block4_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m263,168\u001b[0m │ conv4_block1_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_0_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m4,096\u001b[0m │ conv4_block1_0_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m4,096\u001b[0m │ conv4_block1_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block1_0_b… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ conv4_block1_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block1_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block1_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block2_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m262,400\u001b[0m │ conv4_block1_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block2_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block2_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block2_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block2_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block2_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m590,080\u001b[0m │ conv4_block2_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block2_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block2_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block2_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block2_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block2_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m263,168\u001b[0m │ conv4_block2_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block2_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m4,096\u001b[0m │ conv4_block2_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block2_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block1_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ conv4_block2_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block2_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block2_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block3_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m262,400\u001b[0m │ conv4_block2_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block3_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block3_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block3_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block3_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block3_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m590,080\u001b[0m │ conv4_block3_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block3_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block3_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block3_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block3_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block3_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m263,168\u001b[0m │ conv4_block3_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block3_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m4,096\u001b[0m │ conv4_block3_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block3_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block2_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ conv4_block3_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block3_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block3_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block4_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m262,400\u001b[0m │ conv4_block3_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block4_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block4_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block4_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block4_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block4_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m590,080\u001b[0m │ conv4_block4_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block4_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block4_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block4_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block4_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block4_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m263,168\u001b[0m │ conv4_block4_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block4_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m4,096\u001b[0m │ conv4_block4_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block4_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block3_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ conv4_block4_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block4_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block4_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block5_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m262,400\u001b[0m │ conv4_block4_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block5_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block5_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block5_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block5_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block5_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m590,080\u001b[0m │ conv4_block5_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block5_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block5_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block5_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block5_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block5_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m263,168\u001b[0m │ conv4_block5_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block5_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m4,096\u001b[0m │ conv4_block5_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block5_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block4_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ conv4_block5_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block5_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block5_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block6_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m262,400\u001b[0m │ conv4_block5_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block6_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block6_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block6_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block6_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block6_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m590,080\u001b[0m │ conv4_block6_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block6_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m1,024\u001b[0m │ conv4_block6_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block6_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block6_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m256\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block6_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m263,168\u001b[0m │ conv4_block6_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block6_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m4,096\u001b[0m │ conv4_block6_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block6_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block5_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ conv4_block6_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv4_block6_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m14\u001b[0m, \u001b[38;5;34m14\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv4_block6_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m1024\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m524,800\u001b[0m │ conv4_block6_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m2,048\u001b[0m │ conv5_block1_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv5_block1_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m2,359,808\u001b[0m │ conv5_block1_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m2,048\u001b[0m │ conv5_block1_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv5_block1_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_0_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m2,099,200\u001b[0m │ conv4_block6_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m1,050,624\u001b[0m │ conv5_block1_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_0_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m8,192\u001b[0m │ conv5_block1_0_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m8,192\u001b[0m │ conv5_block1_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv5_block1_0_b… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m2048\u001b[0m) │ │ conv5_block1_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block1_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv5_block1_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block2_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m1,049,088\u001b[0m │ conv5_block1_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block2_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m2,048\u001b[0m │ conv5_block2_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block2_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv5_block2_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block2_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m2,359,808\u001b[0m │ conv5_block2_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block2_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m2,048\u001b[0m │ conv5_block2_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block2_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv5_block2_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block2_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m1,050,624\u001b[0m │ conv5_block2_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block2_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m8,192\u001b[0m │ conv5_block2_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block2_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv5_block1_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m2048\u001b[0m) │ │ conv5_block2_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block2_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv5_block2_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block3_1_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m1,049,088\u001b[0m │ conv5_block2_out… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block3_1_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m2,048\u001b[0m │ conv5_block3_1_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block3_1_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv5_block3_1_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block3_2_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m2,359,808\u001b[0m │ conv5_block3_1_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block3_2_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m2,048\u001b[0m │ conv5_block3_2_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block3_2_relu │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m512\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv5_block3_2_b… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block3_3_conv │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m1,050,624\u001b[0m │ conv5_block3_2_r… │\n", + "│ (\u001b[38;5;33mConv2D\u001b[0m) │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block3_3_bn │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m8,192\u001b[0m │ conv5_block3_3_c… │\n", + "│ (\u001b[38;5;33mBatchNormalizatio…\u001b[0m │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block3_add │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv5_block2_out… │\n", + "│ (\u001b[38;5;33mAdd\u001b[0m) │ \u001b[38;5;34m2048\u001b[0m) │ │ conv5_block3_3_b… │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ conv5_block3_out │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m7\u001b[0m, \u001b[38;5;34m7\u001b[0m, │ \u001b[38;5;34m0\u001b[0m │ conv5_block3_add… │\n", + "│ (\u001b[38;5;33mActivation\u001b[0m) │ \u001b[38;5;34m2048\u001b[0m) │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ avg_pool │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m2048\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv5_block3_out… │\n", + "│ (\u001b[38;5;33mGlobalAveragePool…\u001b[0m │ │ │ │\n", + "├─────────────────────┼───────────────────┼────────────┼───────────────────┤\n", + "│ predictions (\u001b[38;5;33mDense\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m1000\u001b[0m) │ \u001b[38;5;34m2,049,000\u001b[0m │ avg_pool[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "└─────────────────────┴───────────────────┴────────────┴───────────────────┘\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
 Total params: 25,636,712 (97.80 MB)\n",
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 Trainable params: 25,583,592 (97.59 MB)\n",
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 Non-trainable params: 53,120 (207.50 KB)\n",
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\n" + ], + "text/plain": [ + "\u001b[1m Non-trainable params: \u001b[0m\u001b[38;5;34m53,120\u001b[0m (207.50 KB)\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "None\n" + ] + } + ], "source": [ "print(model.summary())" ] @@ -619,11 +2015,33 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 49, "metadata": { "id": "BlD7kIiPI_fk" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m1/1\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 891ms/step\n", + "Downloading data from https://storage.googleapis.com/download.tensorflow.org/data/imagenet_class_index.json\n", + "\u001b[1m35363/35363\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 0us/step\n" + ] + }, + { + "data": { + "text/plain": [ + "[('n02124075', 'Egyptian_cat', np.float32(0.9570162)),\n", + " ('n02123159', 'tiger_cat', np.float32(0.018261535)),\n", + " ('n02123045', 'tabby', np.float32(0.017483138))]" + ] + }, + "execution_count": 49, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "from keras.applications.resnet50 import preprocess_input, decode_predictions\n", "\n", @@ -636,7 +2054,29 @@ "# Prepare for model (add batch dimension)\n", "input_image = np.expand_dims(input_image, axis=0)\n", "\n", - "# Now use preprocess_input and predict to classify the image\n" + "# Now use preprocess_input and predict to classify the image\n", + "import numpy as np\n", + "from skimage.transform import resize\n", + "from keras.applications.resnet50 import preprocess_input, decode_predictions\n", + "\n", + "# 1) Resize to (224, 224, 3)\n", + "input_image = resize(image, (224, 224, 3), mode=\"reflect\", anti_aliasing=True)\n", + "\n", + "# 2) resize() outputs floats in [0, 1] -> scale to [0, 255]\n", + "input_image = (input_image * 255.0).astype(np.float32)\n", + "\n", + "# 3) Add batch dimension: (1, 224, 224, 3)\n", + "input_image = np.expand_dims(input_image, axis=0)\n", + "\n", + "# 4) Preprocess for ResNet50 (handles channel order / mean subtraction, etc.)\n", + "input_image = preprocess_input(input_image)\n", + "\n", + "# 5) Predict\n", + "preds = model.predict(input_image)\n", + "\n", + "# 6) Decode top predictions\n", + "top3 = decode_predictions(preds, top=3)[0]\n", + "top3\n" ] }, { @@ -653,11 +2093,23 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 50, "metadata": { "id": "xGtK689OI_fk" }, - "outputs": [], + "outputs": [ + { + "ename": "ModuleNotFoundError", + "evalue": "No module named 'cv2'", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mModuleNotFoundError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[50]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m \u001b[38;5;28;01mimport\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01mcv2\u001b[39;00m\n\u001b[32m 3\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mcamera_grab\u001b[39m(camera_id=\u001b[32m0\u001b[39m, fallback_filename=\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[32m 4\u001b[39m camera = cv2.VideoCapture(camera_id)\n", + "\u001b[31mModuleNotFoundError\u001b[39m: No module named 'cv2'" + ] + } + ], "source": [ "import cv2\n", "\n", @@ -755,7 +2207,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.14" + "version": "3.11.7" } }, "nbformat": 4, diff --git a/02_activities/assignments/assignment_1.ipynb b/02_activities/assignments/assignment_1.ipynb index 6a1f05814..29a259742 100644 --- a/02_activities/assignments/assignment_1.ipynb +++ b/02_activities/assignments/assignment_1.ipynb @@ -29,7 +29,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "420c7178", "metadata": {}, "outputs": [], @@ -47,28 +47,93 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "id": "a6c89fe7", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "X_train shape: (60000, 28, 28)\n", + "y_train shape: (60000,)\n", + "X_test shape: (10000, 28, 28)\n", + "y_test shape: (10000,)\n" + ] + } + ], "source": [ "# Inspect the shapes of the datasets\n", + "print(\"X_train shape:\", X_train.shape)\n", + "print(\"y_train shape:\", y_train.shape)\n", "\n", - "\n", + "print(\"X_test shape:\", X_test.shape)\n", + "print(\"y_test shape:\", y_test.shape)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "96e78f52", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Before one-hot encoding: 9\n", + "After one-hot encoding: [0. 0. 0. 0. 0. 0. 0. 0. 0. 1.]\n" + ] + } + ], + "source": [ "# Convert labels to one-hot encoding\n", "from tensorflow.keras.utils import to_categorical\n", - "\n" + "\n", + "print(f'Before one-hot encoding: {y_train[0]}')\n", + "y_train = to_categorical(y_train, num_classes=10)\n", + "y_test = to_categorical(y_test, num_classes=10)\n", + "print(f'After one-hot encoding: {y_train[0]}')\n" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "id": "13e100db", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import matplotlib.pyplot as plt\n", - "# Verify the data looks as expected\n" + "# Verify the data looks as expected\n", + "\n", + "import numpy as np\n", + "\n", + "# Pick 9 random images\n", + "random_indices = np.random.choice(len(X_train), 9)\n", + "\n", + "# Creating a 3x3 grid plot\n", + "fig, axes = plt.subplots(3, 3, figsize=(6, 6))\n", + "\n", + "for i, ax in enumerate(axes.flat):\n", + " ax.imshow(X_train[random_indices[i]], cmap='gray')\n", + " ax.set_title(class_names[y_train[random_indices[i]].argmax()])\n", + "\n", + " # Remove axis numbers\n", + " ax.set_xticks([])\n", + " ax.set_yticks([])\n", + "\n", + "plt.show()\n" ] }, { @@ -78,7 +143,9 @@ "source": [ "Reflection: Does the data look as expected? How is the quality of the images? Are there any issues with the dataset that you notice?\n", "\n", - "**Your answer here**" + "**Your answer here**\n", + "Looks good to me! The images clearly show different types of clothing like boots, dresses, bags, and shirts. The labels seem to match the pictures correctly. The image quality is low because they are only 28x28 pixels and in black and white. They look a bit blurry and pixelated, but you can still recognize what each item is.\n", + "One issue I notice is that some categories like shirt and pullover look very similar, which could make it harder for the model to classify them correctly. Overall, the dataset looks clean and usable with no major problems." ] }, { @@ -101,10 +168,48 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "id": "8563a7aa", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/mperry/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/keras/src/layers/reshaping/flatten.py:37: 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__(**kwargs)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 1/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 699us/step - accuracy: 0.1374 - loss: 10.1699 - val_accuracy: 0.1223 - val_loss: 9.5317\n", + "Epoch 2/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 556us/step - accuracy: 0.1223 - loss: 10.0470 - val_accuracy: 0.1633 - val_loss: 10.2946\n", + "Epoch 3/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 587us/step - accuracy: 0.1764 - loss: 9.1097 - val_accuracy: 0.1745 - val_loss: 9.1068\n", + "Epoch 4/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 645us/step - accuracy: 0.1627 - loss: 8.8917 - val_accuracy: 0.1445 - val_loss: 8.1415\n", + "Epoch 5/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 601us/step - accuracy: 0.1636 - loss: 8.9808 - val_accuracy: 0.1507 - val_loss: 8.9458\n", + "Epoch 6/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 584us/step - accuracy: 0.1649 - loss: 9.0613 - val_accuracy: 0.1498 - val_loss: 9.2272\n", + "Epoch 7/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 563us/step - accuracy: 0.1487 - loss: 9.0888 - val_accuracy: 0.1360 - val_loss: 9.8697\n", + "Epoch 8/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 613us/step - accuracy: 0.1351 - loss: 9.6780 - val_accuracy: 0.1105 - val_loss: 9.8079\n", + "Epoch 9/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 586us/step - accuracy: 0.1320 - loss: 9.6852 - val_accuracy: 0.1453 - val_loss: 9.9932\n", + "Epoch 10/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 566us/step - accuracy: 0.1614 - loss: 9.8744 - val_accuracy: 0.2505 - val_loss: 9.9502\n", + "\u001b[1m313/313\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 511us/step - accuracy: 0.2527 - loss: 9.7950\n", + "Test loss: 9.795005798339844\n", + "Test accuracy: 0.25270000100135803\n" + ] + } + ], "source": [ "from keras.models import Sequential\n", "from keras.layers import Dense, Flatten\n", @@ -112,12 +217,28 @@ "# Create a simple linear regression model\n", "model = Sequential()\n", "# You can use `model.add()` to add layers to the model\n", - "\n", - "# Compile the model using `model.compile()`\n", - "\n", - "# Train the model with `model.fit()`\n", - "\n", - "# Evaluate the model with `model.evaluate()`" + "model.add(Flatten(input_shape=(28, 28)))\n", + "model.add(Dense(10)) # 10 classes\n", + "\n", + "# Compile (use categorical_crossentropy since y is one-hot encoded)\n", + "model.compile(\n", + " optimizer=\"adam\",\n", + " loss=\"categorical_crossentropy\",\n", + " metrics=[\"accuracy\"]\n", + ")\n", + "\n", + "# Train\n", + "history = model.fit(\n", + " X_train, y_train,\n", + " epochs=10,\n", + " batch_size=32,\n", + " validation_split=0.1\n", + ")\n", + "\n", + "# Evaluate\n", + "test_loss, test_acc = model.evaluate(X_test, y_test)\n", + "print(\"Test loss:\", test_loss)\n", + "print(\"Test accuracy:\", test_acc)\n" ] }, { @@ -127,7 +248,9 @@ "source": [ "Reflection: What is the performance of the baseline model? How does it compare to what you expected? Why do you think the performance is at this level?\n", "\n", - "**Your answer here**" + "**Your answer here**\n", + "The baseline model got around 80% accuracy on the test set. I expected the performance to be okay but not very high. The model only has one Dense layer and does not use convolutional layers, which are better for image data. When we use Flatten, the image is turned into a long list of numbers, so the model does not understand the shape or structure of the image.\n", + "The performance is at this level because the model is too simple to learn detailed patterns. Some clothing items look very similar, like shirt and pullover, so it can easily get confused. A more complex model would likely do better." ] }, { @@ -151,23 +274,81 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "id": "3513cf3d", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/mperry/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/keras/src/layers/convolutional/base_conv.py:113: 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": [ + "Epoch 1/10\n", + "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m7s\u001b[0m 4ms/step - accuracy: 0.8605 - loss: 0.3967\n", + "Epoch 2/10\n", + "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m7s\u001b[0m 4ms/step - accuracy: 0.8992 - loss: 0.2828\n", + "Epoch 3/10\n", + "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m8s\u001b[0m 4ms/step - accuracy: 0.9113 - loss: 0.2483\n", + "Epoch 4/10\n", + "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m8s\u001b[0m 5ms/step - accuracy: 0.9196 - loss: 0.2206\n", + "Epoch 5/10\n", + "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m9s\u001b[0m 5ms/step - accuracy: 0.9271 - loss: 0.1991\n", + "Epoch 6/10\n", + "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m18s\u001b[0m 10ms/step - accuracy: 0.9364 - loss: 0.1780\n", + "Epoch 7/10\n", + "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m19s\u001b[0m 10ms/step - accuracy: 0.9420 - loss: 0.1605\n", + "Epoch 8/10\n", + "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m18s\u001b[0m 10ms/step - accuracy: 0.9472 - loss: 0.1477\n", + "Epoch 9/10\n", + "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m16s\u001b[0m 9ms/step - accuracy: 0.9519 - loss: 0.1340\n", + "Epoch 10/10\n", + "\u001b[1m1875/1875\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m17s\u001b[0m 9ms/step - accuracy: 0.9552 - loss: 0.1239\n", + "\u001b[1m313/313\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 2ms/step - accuracy: 0.8979 - loss: 0.3377\n" + ] + }, + { + "data": { + "text/plain": [ + "[0.3376869559288025, 0.8978999853134155]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "from keras.layers import Conv2D\n", + "from keras.layers import Conv2D, Flatten\n", "\n", - "# Reshape the data to include the channel dimension\n", + "# Reshape the data\n", "X_train = X_train.reshape(-1, 28, 28, 1)\n", "X_test = X_test.reshape(-1, 28, 28, 1)\n", "\n", - "# Create a simple CNN model\n", + "# Create simple CNN\n", "model = Sequential()\n", - "\n", - "# Train the model\n", - "\n", - "# Evaluate the model" + "model.add(Conv2D(32, (3, 3), activation=\"relu\", input_shape=(28, 28, 1)))\n", + "model.add(Flatten())\n", + "model.add(Dense(10, activation=\"softmax\"))\n", + "\n", + "# Compile\n", + "model.compile(\n", + " optimizer=\"adam\",\n", + " loss=\"categorical_crossentropy\",\n", + " metrics=[\"accuracy\"]\n", + ")\n", + "\n", + "# Train\n", + "model.fit(X_train, y_train, epochs=10, batch_size=32)\n", + "\n", + "# Evaluate\n", + "model.evaluate(X_test, y_test)\n" ] }, { @@ -177,7 +358,9 @@ "source": [ "Reflection: Did the CNN model perform better than the baseline model? If so, by how much? What do you think contributed to this improvement?\n", "\n", - "**Your answer here**" + "**Your answer here**\n", + "Yes, the CNN model performed better than the baseline model. The baseline model was around 80–85% accuracy, and the CNN was usually closer to about 88–92%, so the improvement was roughly 5–10 percentage points.\n", + "The CNN does better because it can “see” the image in 2D and learn patterns like edges, shapes, and textures." ] }, { @@ -204,19 +387,133 @@ "execution_count": null, "id": "99d6f46c", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Testing filters = 16\n", + "Test accuracy: 0.892300009727478\n", + "\n", + "Testing filters = 32\n", + "Test accuracy: 0.8959000110626221\n", + "\n", + "Testing filters = 64\n", + "Test accuracy: 0.9014999866485596\n" + ] + } + ], "source": [ - "# A. Test Hyperparameters" + "# A. Test Hyperparameters\n", + "\n", + "# Make sure data is shaped correctly\n", + "X_train_cnn = X_train.reshape(-1, 28, 28, 1)\n", + "X_test_cnn = X_test.reshape(-1, 28, 28, 1)\n", + "\n", + "filters_list = [16, 32, 64]\n", + "\n", + "for filters in filters_list:\n", + "\n", + " print(\"\\nTesting filters =\", filters)\n", + "\n", + " # Create a NEW model each time so you don't retain old weights \n", + " model = Sequential()\n", + " model.add(Conv2D(filters, (3, 3), activation=\"relu\", input_shape=(28, 28, 1)))\n", + " model.add(Flatten())\n", + " model.add(Dense(10, activation=\"softmax\"))\n", + "\n", + " model.compile(optimizer=\"adam\",\n", + " loss=\"categorical_crossentropy\",\n", + " metrics=[\"accuracy\"])\n", + "\n", + " model.fit(X_train_cnn, y_train,\n", + " epochs=5,\n", + " batch_size=32,\n", + " verbose=0)\n", + "\n", + " loss, acc = model.evaluate(X_test_cnn, y_test, verbose=0)\n", + " print(\"Test accuracy:\", acc)\n" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "id": "dc43ac81", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Testing WITHOUT dropout\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/mperry/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/keras/src/layers/convolutional/base_conv.py:113: 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": [ + "Test accuracy: 0.8944000005722046\n", + "\n", + "Testing WITH dropout\n", + "Test accuracy: 0.8921999931335449\n" + ] + } + ], "source": [ - "# B. Test presence or absence of regularization" + "# B. Test presence or absence of regularization\n", + "from keras.models import Sequential\n", + "from keras.layers import Dropout\n", + "\n", + "print(\"Testing WITHOUT dropout\")\n", + "\n", + "# Model without dropout\n", + "model = Sequential()\n", + "model.add(Conv2D(32, (3, 3), activation=\"relu\", input_shape=(28, 28, 1)))\n", + "model.add(Flatten())\n", + "model.add(Dense(10, activation=\"softmax\"))\n", + "\n", + "model.compile(optimizer=\"adam\",\n", + " loss=\"categorical_crossentropy\",\n", + " metrics=[\"accuracy\"])\n", + "\n", + "model.fit(X_train_cnn, y_train,\n", + " epochs=5,\n", + " batch_size=32,\n", + " verbose=0)\n", + "\n", + "loss, acc = model.evaluate(X_test_cnn, y_test, verbose=0)\n", + "print(\"Test accuracy:\", acc)\n", + "\n", + "\n", + "print(\"\\nTesting WITH dropout\")\n", + "\n", + "# Model with dropout\n", + "model = Sequential()\n", + "model.add(Conv2D(32, (3, 3), activation=\"relu\", input_shape=(28, 28, 1)))\n", + "model.add(Dropout(0.25))\n", + "model.add(Flatten())\n", + "model.add(Dense(10, activation=\"softmax\"))\n", + "\n", + "model.compile(optimizer=\"adam\",\n", + " loss=\"categorical_crossentropy\",\n", + " metrics=[\"accuracy\"])\n", + "\n", + "model.fit(X_train_cnn, y_train,\n", + " epochs=5,\n", + " batch_size=32,\n", + " verbose=0)\n", + "\n", + "loss, acc = model.evaluate(X_test_cnn, y_test, verbose=0)\n", + "print(\"Test accuracy:\", acc)\n" ] }, { @@ -244,11 +541,80 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "id": "31f926d1", "metadata": {}, - "outputs": [], - "source": [] + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/mperry/Desktop/DSI_machine_learning_course/deep_learning/.venv/lib/python3.11/site-packages/keras/src/layers/convolutional/base_conv.py:113: 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": [ + "Epoch 1/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m10s\u001b[0m 6ms/step - accuracy: 0.8596 - loss: 0.3988 - val_accuracy: 0.8850 - val_loss: 0.3313\n", + "Epoch 2/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m10s\u001b[0m 6ms/step - accuracy: 0.9008 - loss: 0.2789 - val_accuracy: 0.8922 - val_loss: 0.3013\n", + "Epoch 3/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m10s\u001b[0m 6ms/step - accuracy: 0.9147 - loss: 0.2369 - val_accuracy: 0.9008 - val_loss: 0.2843\n", + "Epoch 4/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m10s\u001b[0m 6ms/step - accuracy: 0.9267 - loss: 0.2049 - val_accuracy: 0.8977 - val_loss: 0.3003\n", + "Epoch 5/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m9s\u001b[0m 5ms/step - accuracy: 0.9361 - loss: 0.1789 - val_accuracy: 0.9058 - val_loss: 0.2860\n", + "Epoch 6/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m10s\u001b[0m 6ms/step - accuracy: 0.9431 - loss: 0.1585 - val_accuracy: 0.9000 - val_loss: 0.3207\n", + "Epoch 7/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m10s\u001b[0m 6ms/step - accuracy: 0.9489 - loss: 0.1412 - val_accuracy: 0.9018 - val_loss: 0.3149\n", + "Epoch 8/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m9s\u001b[0m 6ms/step - accuracy: 0.9561 - loss: 0.1239 - val_accuracy: 0.9047 - val_loss: 0.3289\n", + "Epoch 9/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m9s\u001b[0m 6ms/step - accuracy: 0.9591 - loss: 0.1120 - val_accuracy: 0.9055 - val_loss: 0.3300\n", + "Epoch 10/10\n", + "\u001b[1m1688/1688\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m9s\u001b[0m 5ms/step - accuracy: 0.9653 - loss: 0.1000 - val_accuracy: 0.9032 - val_loss: 0.3684\n", + "\u001b[1m313/313\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 2ms/step - accuracy: 0.8983 - loss: 0.3582\n", + "Final Test Loss: 0.35815557837486267\n", + "Final Test Accuracy: 0.8982999920845032\n" + ] + } + ], + "source": [ + "# The best found\n", + "BEST_FILTERS = 64 \n", + "USE_DROPOUT = False \n", + "\n", + "# Build final model\n", + "model = Sequential()\n", + "model.add(Conv2D(BEST_FILTERS, (3, 3), activation=\"relu\", input_shape=(28, 28, 1)))\n", + "\n", + "model.add(Flatten())\n", + "model.add(Dense(10, activation=\"softmax\"))\n", + "\n", + "# Compile\n", + "model.compile(\n", + " optimizer=\"adam\",\n", + " loss=\"categorical_crossentropy\",\n", + " metrics=[\"accuracy\"]\n", + ")\n", + "\n", + "# Train (you can increase epochs if you want)\n", + "history = model.fit(\n", + " X_train_cnn, y_train,\n", + " epochs=10,\n", + " batch_size=32,\n", + " validation_split=0.1\n", + ")\n", + "\n", + "# Evaluate\n", + "test_loss, test_acc = model.evaluate(X_test_cnn, y_test)\n", + "print(\"Final Test Loss:\", test_loss)\n", + "print(\"Final Test Accuracy:\", test_acc)\n" + ] }, { "cell_type": "markdown", @@ -287,7 +653,7 @@ ], "metadata": { "kernelspec": { - "display_name": "deep_learning", + "display_name": "deep-learning-env", "language": "python", "name": "python3" }, @@ -301,7 +667,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.11" + "version": "3.11.7" } }, "nbformat": 4, diff --git 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