Face Recognition _ Masked Image Face Identification.ipynb

{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"provenance":[],"authorship_tag":"ABX9TyMiaZMsG6GJ1AgsZXo4r5SW"},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"code","execution_count":null,"metadata":{"id":"xvd4vOPa54db"},"outputs":[],"source":["import os\n","import pandas as pd\n","import numpy as np\n","from matplotlib import pyplot as plt\n","\n","from zipfile import ZipFile\n","\n","# Import label encoder\n","from sklearn import preprocessing\n","\n","from sklearn.model_selection import train_test_split\n","\n","# PCA\n","from sklearn.decomposition import PCA\n","\n","from tensorflow.keras.applications.mobilenet import MobileNet\n","from tensorflow.keras.layers import Concatenate, UpSampling2D, Conv2D, Reshape\n","from tensorflow.keras.models import Model\n","import tensorflow as tf\n","\n","from tensorflow.keras.losses import binary_crossentropy\n","from tensorflow.keras.backend import log, epsilon\n","\n","import cv2\n","from tensorflow.keras.applications.mobilenet import preprocess_input\n","\n","from tensorflow.keras.callbacks import ModelCheckpoint, EarlyStopping, ReduceLROnPlateau\n","\n","from tensorflow.keras.models import Sequential\n","from tensorflow.keras.layers import ZeroPadding2D, Convolution2D, MaxPooling2D, Dropout, Flatten, Activation\n","\n","from tensorflow.keras.models import Model"]},{"cell_type":"code","source":["from google.colab import drive\n","drive.mount('/content/grive')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"t0HSmhz_6UhF","executionInfo":{"status":"ok","timestamp":1679330873407,"user_tz":-330,"elapsed":32255,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"b7b6aa42-80f4-4071-f456-116755e0fb65"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["Mounted at /content/grive\n"]}]},{"cell_type":"code","execution_count":null,"metadata":{"id":"CopebDK7azHt"},"outputs":[],"source":["# Uzip and extract Dataset\n","\n","with ZipFile('/content/grive/MyDrive/PINS.zip', 'r') as zipObj:\n","  zipObj.extractall('/content/grive/MyDrive/Colab Notebooks/CNN 2 Data/PINS_extracted')"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"ktZSXBFL1TLC"},"outputs":[],"source":["# Read & Load Data function\n","\n","def load_image(path):\n","  image = cv2.imread(path, 1)\n","  # in BGR order. So we need to reverse them\n","  return image[...,::-1]"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"eZvaFGCldaG7"},"outputs":[],"source":["# Defining MetaData Extraction Class with inbuilt image_path function for metadata creation from dataset. Metadata to be used for loading the images from dataset in future code\n","\n","class MetaDataExtraction():\n","  def __init__(self, base, name, file):\n","    self.base = base\n","    self.name = name\n","    self.file = file\n","    \n","  def __repr__(self):\n","    return self.image_path()\n","\n","  def image_path(self):\n","    return os.path.join(self.base, self.name, self.file) \n","  "]},{"cell_type":"code","execution_count":null,"metadata":{"executionInfo":{"elapsed":78,"status":"error","timestamp":1674061290419,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"},"user_tz":-330},"id":"fexHk_FORnIf","colab":{"base_uri":"https://localhost:8080/","height":339},"outputId":"c7952da1-dacc-4a16-b04b-0461e086e668"},"outputs":[{"output_type":"error","ename":"NameError","evalue":"ignored","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)","\u001b[0;32m<ipython-input-1-3e0d2cd4dbf4>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     11\u001b[0m   \u001b[0;32mreturn\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0marray\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmetadata\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     12\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 13\u001b[0;31m \u001b[0mmetadata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcreate_metadata\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'/content/grive/MyDrive/Colab Notebooks/CNN 2 Data/PINS_extracted/PINS'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m","\u001b[0;32m<ipython-input-1-3e0d2cd4dbf4>\u001b[0m in \u001b[0;36mcreate_metadata\u001b[0;34m(path)\u001b[0m\n\u001b[1;32m      3\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mcreate_metadata\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpath\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      4\u001b[0m   \u001b[0mmetadata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 5\u001b[0;31m   \u001b[0;32mfor\u001b[0m \u001b[0mi\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mos\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlistdir\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpath\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      6\u001b[0m     \u001b[0;32mfor\u001b[0m \u001b[0mf\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mos\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlistdir\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mos\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpath\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjoin\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpath\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mi\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      7\u001b[0m       \u001b[0;31m# Check file extension. Allow only jpg/jpeg' files.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mNameError\u001b[0m: name 'os' is not defined"]}],"source":["# Creating loop for metadata creation for the dataset\n","\n","def create_metadata(path):\n","  metadata = []\n","  for i in os.listdir(path):\n","    for f in os.listdir(os.path.join(path, i)):\n","      # Check file extension. Allow only jpg/jpeg' files.\n","      ext = os.path.splitext(f)[1]\n","      if ext == '.jpg' or ext == '.jpeg':\n","        metadata.append(MetaDataExtraction(path, i, f))\n","  return np.array(metadata)\n","\n","metadata = create_metadata('/content/grive/MyDrive/Colab Notebooks/CNN 2 Data/PINS_extracted/PINS')"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":6,"status":"ok","timestamp":1673274889101,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"},"user_tz":-330},"id":"JP5-hsBjvy8r","outputId":"0531543e-0a59-448e-f47a-8376898337f8"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["10770"]},"metadata":{},"execution_count":19}],"source":["len(metadata)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":5,"status":"ok","timestamp":1673274889101,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"},"user_tz":-330},"id":"Jll3shglw42J","outputId":"9cf96f7a-5ba6-43b4-866d-ed4e4c395934"},"outputs":[{"output_type":"stream","name":"stdout","text":["[/content/grive/MyDrive/Colab Notebooks/CNN 2 Data/PINS_extracted/PINS/pins_Aaron Paul/Aaron Paul0_262.jpg\n"," /content/grive/MyDrive/Colab Notebooks/CNN 2 Data/PINS_extracted/PINS/pins_Aaron Paul/Aaron Paul101_247.jpg\n"," /content/grive/MyDrive/Colab Notebooks/CNN 2 Data/PINS_extracted/PINS/pins_Aaron Paul/Aaron Paul101_248.jpg\n"," ...\n"," /content/grive/MyDrive/Colab Notebooks/CNN 2 Data/PINS_extracted/PINS/pins_zendaya/zendaya97.jpg\n"," /content/grive/MyDrive/Colab Notebooks/CNN 2 Data/PINS_extracted/PINS/pins_zendaya/zendaya98.jpg\n"," /content/grive/MyDrive/Colab Notebooks/CNN 2 Data/PINS_extracted/PINS/pins_zendaya/zendaya99.jpg]\n"]}],"source":["print(metadata)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"hBAMsJv2hjxE"},"outputs":[],"source":["# Function for Creating Embedding Vectors of each face using VGG Face Model in Keras\n","\n","def vgg_face_detection():\t\n","    model = Sequential()\n","    model.add(ZeroPadding2D((1,1),input_shape=(224,224, 3)))\n","    model.add(Convolution2D(64, (3, 3), activation='relu'))\n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(64, (3, 3), activation='relu'))\n","    model.add(MaxPooling2D((2,2), strides=(2,2)))\n","    \n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(128, (3, 3), activation='relu'))\n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(128, (3, 3), activation='relu'))\n","    model.add(MaxPooling2D((2,2), strides=(2,2)))\n","    \n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(256, (3, 3), activation='relu'))\n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(256, (3, 3), activation='relu'))\n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(256, (3, 3), activation='relu'))\n","    model.add(MaxPooling2D((2,2), strides=(2,2)))\n","    \n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(512, (3, 3), activation='relu'))\n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(512, (3, 3), activation='relu'))\n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(512, (3, 3), activation='relu'))\n","    model.add(MaxPooling2D((2,2), strides=(2,2)))\n","\n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(512, (3, 3), activation='relu'))\n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(512, (3, 3), activation='relu'))\n","    model.add(ZeroPadding2D((1,1)))\n","    model.add(Convolution2D(512, (3, 3), activation='relu'))\n","    model.add(MaxPooling2D((2,2), strides=(2,2)))\n","    \n","    model.add(Convolution2D(4096, (7, 7), activation='relu'))\n","    model.add(Dropout(0.5))\n","    model.add(Convolution2D(4096, (1, 1), activation='relu'))\n","    model.add(Dropout(0.5))\n","    model.add(Convolution2D(2622, (1, 1)))\n","    model.add(Flatten())\n","    model.add(Activation('softmax'))\n","    return model"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"KuakoqQAfcIt"},"outputs":[],"source":["# Loading VGG weights onto the VGG face Model instance created\n","\n","model = vgg_face_detection()\n","model.load_weights('/content/grive/MyDrive/vgg_face_weights.h5')"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"x1Nbn6NaD87R","executionInfo":{"status":"ok","timestamp":1673274901911,"user_tz":-330,"elapsed":13,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"e7020813-7055-41ac-9031-9da2c34cfb2a"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["keras.engine.functional.Functional"]},"metadata":{},"execution_count":23}],"source":["# Get model upto last flatten layer #with outputs 2622 units \n","\n","vgg_face_detection_descriptor = Model(inputs=model.layers[0].input, outputs=model.layers[-2].output)\n","type(vgg_face_detection_descriptor)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"fx_8Mv17ELtg","executionInfo":{"status":"ok","timestamp":1673274904608,"user_tz":-330,"elapsed":356,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"721bf048-2c67-42a4-9948-6ce7af89d066"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["([<KerasTensor: shape=(None, 224, 224, 3) dtype=float32 (created by layer 'zero_padding2d_13_input')>],\n"," [<KerasTensor: shape=(None, 2622) dtype=float32 (created by layer 'flatten_1')>])"]},"metadata":{},"execution_count":24}],"source":["# Input and Output for the defined VGG Face model\n","\n","vgg_face_detection_descriptor.inputs, vgg_face_detection_descriptor.outputs"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"ODeBGfpElxLZ","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1673282530110,"user_tz":-330,"elapsed":7620769,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"7f84039e-f180-4466-804d-2198faa697ed"},"outputs":[{"output_type":"stream","name":"stdout","text":["\u001b[1;30;43mStreaming output truncated to the last 5000 lines.\u001b[0m\n","1/1 [==============================] - 1s 625ms/step\n","1/1 [==============================] - 1s 619ms/step\n","1/1 [==============================] - 1s 629ms/step\n","1/1 [==============================] - 1s 618ms/step\n","1/1 [==============================] - 1s 650ms/step\n","1/1 [==============================] - 1s 623ms/step\n","1/1 [==============================] - 1s 638ms/step\n","1/1 [==============================] - 1s 697ms/step\n","1/1 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[==============================] - 1s 621ms/step\n","1/1 [==============================] - 1s 630ms/step\n","1/1 [==============================] - 1s 633ms/step\n","1/1 [==============================] - 1s 622ms/step\n","1/1 [==============================] - 1s 618ms/step\n","1/1 [==============================] - 1s 648ms/step\n","1/1 [==============================] - 1s 613ms/step\n","1/1 [==============================] - 1s 627ms/step\n","1/1 [==============================] - 1s 617ms/step\n","1/1 [==============================] - 1s 615ms/step\n","1/1 [==============================] - 1s 632ms/step\n","1/1 [==============================] - 1s 620ms/step\n","1/1 [==============================] - 1s 668ms/step\n","1/1 [==============================] - 1s 627ms/step\n"]}],"source":["# Creating loop for extracting embedding vectors for each image in the dataset using\n","\n","embeddings = np.zeros((metadata.shape[0], 2622))\n","for i, m in enumerate(metadata):\n","    #image = load_image(os.path.join(metadata[i].base, metadata[i].name, metadata[i].file))\n","    image_path = metadata[i].image_path()\n","    image = load_image(image_path)\n","    image = (image / 255.).astype(np.float32)\n","    image = cv2.resize(image, dsize = (224,224))\n","    embedding_vector = vgg_face_detection_descriptor.predict(np.expand_dims(image, axis=0))[0]\n","    embeddings[i] = embedding_vector"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Ce03mR5QbHwY","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1673282530112,"user_tz":-330,"elapsed":79,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"6ee46eca-bd67-446d-da4e-0a6864314373"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([ 0.01772302,  0.01064051,  0.01995194, ..., -0.0261843 ,\n","        0.03288927,  0.0488265 ], dtype=float32)"]},"metadata":{},"execution_count":27}],"source":["embedding_vector"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"E9D02B8xbAGn","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1673282530111,"user_tz":-330,"elapsed":150,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"fac4b5b3-7a79-4c03-fa74-6549e3cba82d"},"outputs":[{"output_type":"stream","name":"stdout","text":["(2622,)\n"]},{"output_type":"execute_result","data":{"text/plain":["(0.017723016, numpy.ndarray, numpy.float32)"]},"metadata":{},"execution_count":26}],"source":["# printing shape, sample value, type and value type of embedding vector\n","print(embedding_vector.shape)\n","embedding_vector[0], type(embedding_vector), type(embedding_vector[0])"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"LBRS07mLhoxx","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1673282530113,"user_tz":-330,"elapsed":77,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"2be20cea-ebf0-4874-c348-751f8a3908c9"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([[ 0.03170304, -0.0150513 , -0.01243402, ...,  0.00043139,\n","         0.00219081, -0.00908097],\n","       [ 0.03497701, -0.00105061, -0.01248934, ..., -0.0105309 ,\n","         0.00179322,  0.02439155],\n","       [ 0.02801891, -0.00112631, -0.0126575 , ..., -0.00904751,\n","        -0.00578403,  0.0212583 ],\n","       ...,\n","       [ 0.00965872,  0.0037216 , -0.01345864, ..., -0.01433405,\n","         0.01899945,  0.03899155],\n","       [ 0.0023093 ,  0.00094764, -0.00544814, ..., -0.01600495,\n","         0.01053975,  0.0368325 ],\n","       [ 0.01772302,  0.01064051,  0.01995194, ..., -0.0261843 ,\n","         0.03288927,  0.0488265 ]])"]},"metadata":{},"execution_count":28}],"source":["embeddings"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"MsSL-eb1TIEY","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1673282603669,"user_tz":-330,"elapsed":23,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"590a9005-34a3-4183-f1f7-3684ff989e1e"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["numpy.ndarray"]},"metadata":{},"execution_count":37}],"source":["type(embeddings)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"h31arlVkVgYl"},"outputs":[],"source":["pd.DataFrame(embeddings).to_csv('/content/grive/MyDrive/Colab Notebooks/CNN 2 Data/image_embeddings.csv', index = False)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"I9jHFG7KCLfl"},"outputs":[],"source":["embeddings = (pd.read_csv('/content/grive/MyDrive/Colab Notebooks/CNN 2 Data/image_embeddings.csv')).to_numpy()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":49,"status":"ok","timestamp":1673282601444,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"},"user_tz":-330},"id":"8-pgfeJ5jHRG","outputId":"d2c1df54-b8c1-4aa4-c081-dd2f71195571"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["__main__.MetaDataExtraction"]},"metadata":{},"execution_count":31}],"source":["type(metadata[0])"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"snfbUcYLmgVZ","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1673282601444,"user_tz":-330,"elapsed":42,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"c69e4195-1900-4248-9a9e-5137dc10453c"},"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([ 0.03170304, -0.0150513 , -0.01243402, ...,  0.00043139,\n","        0.00219081, -0.00908097])"]},"metadata":{},"execution_count":32}],"source":["embeddings[0]"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"bI_MAKAdMR89"},"outputs":[],"source":["# Build distance metrics for identifying the distance between two similar and dissimilar images\n","\n","def distance(emb1, emb2):\n","    return np.sum(np.square(emb1 - emb2))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"dyaJ-WZFMTII"},"outputs":[],"source":["def show_pair(idx1, idx2):\n","    pyplot.figure(figsize=(8,3))\n","    pyplot.suptitle(f'Distance between {idx1} & {idx2}= {distance(embeddings[idx1], embeddings[idx2]):.2f}')\n","    pyplot.subplot(121)\n","    pyplot.imshow(load_image(metadata[idx1].image_path()))\n","    pyplot.subplot(122)\n","    pyplot.imshow(load_image(metadata[idx2].image_path()));  "]},{"cell_type":"code","execution_count":null,"metadata":{"id":"D3gv0d_JM1Ap","colab":{"base_uri":"https://localhost:8080/","height":665},"executionInfo":{"status":"ok","timestamp":1673282603667,"user_tz":-330,"elapsed":2251,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"581411b2-2418-4392-d74d-3e48121a6094"},"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 576x216 with 2 Axes>"],"image/png":"iVBORw0KGgoAAAANSUhEUgAAAb4AAADYCAYAAACUV4YaAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAgAElEQVR4nOy9ebQlWXbW99vnRMS9b8g5s6qrq1rVmi0aWgIjJBZghBkMWBixjGUMNhhsy1o2YGNhI8SwjBFYy2CDWUZLg2EhG4vJywIJLCHA0IIlECABkjU37R6qqruGHN57d4jhnLP9x94R92ZWZtaUWZ2VFV+tV/nevXEj4t4bJ769vz2JqjJjxowZM2a8WxA+3ScwY8aMGTNmvJ2YiW/GjBkzZryrMBPfjBkzZsx4V2EmvhkzZsyY8a7CTHwzZsyYMeNdhZn4ZsyYMWPGuwoz8c14YBCRbxKRP/DpPo83AxH5MhF57tN9HjNmzHj4mIlvxuuCiHxURLYiciYit0Tk+0Xkq0VkuoZU9atV9Q+/zn39sod7xm8f3gmkKSL/poj8A//uPiUi/6uInHuN1/xuEfmkv+bvisjBa2z/u0TkIyJyKiIviMifEJHqAZz7F4nID4rIxv/9ovts+9tF5J+KSCcif+4uzx+KyDeKyCsiciIi3/dWz2/GOw8z8c14I/g1qnoOeBb4BuD3AH/m03tKM14nLgBfD7wX+ALgaeCP3WtjEflXfPtfAVwF/hBQXuMY3wn8HFU9D/xM4AuB3/lWTlpEGuCvAX8euAR8G/DX/PG74QU/7z97j+e/BbiMfQaXgd/1Vs5vxjsTM/HNeMNQ1RNV/U7g3wV+i4j8TAAR+XMi8vX++1UR+evuLdwQkb8vIkFE/nfgM4DvEpGViPw3vv1fcU/kRES+T0Q+MB7P9/unReRvuMf5AyLy2XvPf0BE/pYf50UR+Tp/PIjI14rIvxSR6yLyl0Xk8v3em4h8nXsDHxWR37T3+EJE/riIfNyP8U0iciAiR8B3A+/197MSkfe6d3zVX/v7RCSJyHn/+w+LyJ+83373jvvlIvLP97zsD+4991H3yn7YP7e/JCLLe3xn366q36OqG1W9CXwr8Avu81EkIAMfU9Wkqn9PVbv7fXaq+i9V9dZ4ehhRfs79XvM68GVABfxJVe1U9U/5vv/1e5zD/6WqfxW4fudzTub/FvBVqvqyqmZV/cG3eH4z3oGYiW/Gm4aq/mPgOeAX3eXpr/HnrgFPAl9nL9H/APg45j0eq+r/4Nt/N/C5wBPADwH/xx37+w2Y13EJ+DDwRwBcrvvbwPdg3sznAH/HX/M7gK8AfrE/dxP40/d5S+/BvJungd8CfIuIfL4/9w3A5wFf5Md4GviDqroGfhXwgr+fY1V9Afgnflz834+xI5pfDHzofvv19/azMc/lPwWuAN8MfKeILPbO+SuBXwl8JvBB4D+8z/vbx78G/Oh9nn/Jf/7Pe5Hp3SAiv1FEToFXMI/vm/ee+2En8Lv9fOM9dvkB4If19t6KP+yPv1H8POx7+ENu3PyIiPzbb2I/M97hmIlvxlvFC5hkdCcG4CngWVUdVPXv33Hzug2q+mdV9cy9iv8W+EIRubC3yXeo6j9W1YSR4hjn+XLgU6r6P6pq6/v4AX/uq4Hfp6rP7e33179G3OkPuGfxIeBvAF8pIgJ8FfC7VPWGqp4BfxQj43vhQ8Av9mN9EPhT/vcS+GLg+17Hfr8K+GZV/QH3Tr4N6IAv3TvOn1LVF1T1BvBde5/LPSEivxwj9j94n83+MiYL/jTwV0fyE5E/LyK/414vcs/yPEbm3wS8uPfcB1X14j1+/rN77PIYOLnjsRPgvvHJe+AZTII9wQyh3w58m4h8wZvY14x3MGbim/FW8TRw4y6P/zHMM/teT3j42nvtQESiiHyDS5KnwEf9qat7m31q7/cNdkMEeB/wL++x62eB7xi9CuDHMfnuyXtsf9M9uBEfw26Q14BD4Af39vU9/vi98CFMpvs5wI8Afwvz9L4U+LCqXn8d+30W+Jp9z8jf73v3jnOvz+WuEJEvBb4d+PWq+lP32ObzgV8I/HHMa76Bkd8h8POB/+d+xwBQ1Z/GPMp7eXKvFyvg/B2PnQfO3sS+tphB9vWq2rtx83exOOaMdxFm4pvxpiEiX4wR3z+48zn3vL5GVT8Li6v8VyLyS8en79j8NwK/FvhlWBLG+8dDvI7T+ATwWfd57lfd4VksVfX5e2x/yWN2Iz4D82hfwW6aH9jbzwVVHUnmbp7s9wOfD/w64EOq+mO+v1/NTuZ8rf1+Avgjd5z/oar+hdf6UO4Gl06/E/htqvp37rNpBURAVLVg3mEG/hnw46p6P4n0zv3sx2J/dC8OeufPN91jHz8KfNC94xEf5P4y7b3ww3d5bB5P8y7ETHwz3jBE5LyIfDnwF4E/r6o/cpdtvlxEPsdvWCfYjXPMCnyR28nqHCbhXcc8oD/6Bk7nrwNPich/6Yki50TkS/y5bwL+iIg86+d0TUR+7Wvs7w+JSCMivwiTUf+K3/y/FfgTIvKE7+tpEfk39t7PlX1pVlU3wA8C/zk7ovt+TH79kG/zWvv9VuCrReRLxHAkVpbwhmU+sQSk7wF+h6p+12ts/hOYxPmN/p5qzGP9PGB1BwntH+M/3nsfPwP4vezirajqB/bioHf+fPU9zuXvYdfO7/Tv97f743f1OkWkclk2AlFElnvS9vdh8eXf69v9AuCXAH/zNT6PGY8ZZuKb8UbwXSJyhnkivw/4n4Dfeo9tPxdLOlkB/xD4RlX9u/7cfw/8fpfvfjfwv2Gy4vPAjwH/6PWekMfFfjnwazDZ76exmxnA/4x5ON/r5/2PgC+5234cn8ISYF7A4ohfrao/4c/9Hky6/Ucux/5tzKPDt/kLwEf8PY1S5Icw0vjHe3+fw27AvI79/lPgPwH+Fz+vD/P6k1fuxNdgEuqf2fOy7uo1qWrGSP8iJiM/j0mf/yom3X79PY7xC4AfEZE18H/7z9e9yfMdz6XHEpR+M3AL+G3AV/jjYxbud++95PdjXvTXAv++//77fV8Dpiz8aswY+1bgN+99xzPeJZB5EO2MGTNmzHg3Yfb4ZsyYMWPGuwoz8c2YMWPGjHcVZuKbMWPGjBnvKszEN2PGjBkz3lWYiW/GjBkzZryrMBPfjBkzZsx4V2EmvhkzZsyY8a7CQyM+EfmVIvKTIvLh+/VpnDFjxqONeS3PeNzwUArYRSQCP4V11HgOG9Hy73m/whkzZrxDMK/lGY8jHpbH9/OwDvQf8dZCfxFrFTRjxox3Fua1POOxw8Mivqexfo4jnvPHZsyY8c7CvJZnPHa430DOhwoR+Sps0CZY89sZMx4JqOrrGYc0Yw/zep7xqOJu6/lhEd/z2MDMEc/4Y/sn8y3YhGdEZO6UPWPGo4nXXMswr+cZ7yw8LKnznwCfKyKfKSIN8Buw8TAzZsx4Z2FeyzMeOzwUj09Vkw+M/JvYQMg/+wamNs+YMeMRwbyWZzyOeCTm8c3SyIxHCXOM761hXs8zHiXcbT3PnVtmzJgxY8a7CjPxzZgxY8aMdxVm4psxY8aMGe8qfNrq+GbMmDHj/hBAGQM0rzdwKP5/fd2veCt4I+Hg+52PvMbzMx4kZuKbMWPGI40dHQhI8Ad07+du2+8/fj9yeqtk86DIatzP6yHSmSDfKmbimzFjxiOK2yjPHzI/TvwRvcu2t71A7/LcpxX7xPbq9ze+u3vjUXov71zMxDdjxoxHEneKf9E9vOzPjc+P2+g+YUwZ7OUNHvFueNBkcy8v9fUe742KvzPuxEx8M2bMeKQhwHvOH/P+a5eBwqbt6TYtQ8oMJVNEqJdLVAJtSnT9QDckUsok573XRxGvjgqOBDvuQ6dHX/1a7vncPkXf50x8szv3oNxpBOgcEnyLmIlvxowZjyRGpy0ovP/qFb7iS76Yi4cNqombL7zIdnNCm7acv3qVX/jLfjnXnv1MBhU6VVbbltP1lpNVx6btWG82rDdrVqs169WK9XrFarXidLVivelYbzuGlBiGwQgzJYY0kIZEypk+JYacyOVu9LgjqzGl5lUe3MSe+zS6e5U9NEYn7yRR3SNc3b18xpvGTHwzZsx4BCF73KAc1DUHWpDNKdeuXaJe1pysBzap433nDvjMK+d58toF5PCIcHBEkUCoG9BAkABBKKrknG/zqFJWEpG26+lTph0Guj7Rdy3ddkPXtmzbLadna27eOuFss2E9Eul6w3az5fT0jPV6Rdu2rNZrVus1m7Ynl0LOmZQzOReyFlLKFH+8lEK+LQdHQMsevd3Jbrf7mzP3vXnMxDdjxoxHEMpUZixKs2ioYmB1csrRuSXnL51naM9IKIfH5wmxJheFlKmzEqqAlIKmnqLC2JpRpv+BiFCpEgssqkhcLlE5JOeCiAAFzRktBVEIVY1UFSVatFFiBQTKkBARSlG6vqdPA+0w0KeBbdux3m7Zdi3ttmW7WrHdtpycnnJycsrJauXPd5ytVmxWG7bbLZvNmvV6w2azpm1b2i6hWoy8i1K0UIpSdPej/u+sg742ZuLbw3y5zJjxKEGnBblcNLTdlvVmQ7tes1guOXfhPJuhpWmWgBFPUCMs0YxkSElR96JijMQYKKqkISEhEEQgJ2IVyH2PIogIqoUooCXbtgjRqynIg20XEzHWZDViFAJVFTluKiQcIaOXWRQRIQRFcyaGiCKo2A8hoBLMC0wZRdFSSMNA33Vs2y3btmXTbllvWtZdx3pj5LjZbNiut5ycrbh56xa3Ts/Y9j2b7Za26+x1mw3t1vbRtS3bbcswZE94VQqKqgmq+//6N3BfBF4zcnkf7PnecpcDPsQb8kx8e5hJb8aMRwm2IgOwbAKr9SlDO1BLAFUkQFPXRBECQsmZEAQJRm6RDEUtduYkpigxBCQGIy+EUi0oQFEjKAvJGfkB1E1NrCqMXIsRZojOggURKLkgUgghIKL2o/YTxFRMUaUAogVUpvu6sPM+NRc0CEhB6wDVEj1cjBsZySiEIMQYkBDsPRDIYN4gQhEhq5JzoaRETomUBtrtlrP12ohzu2W9WnF2esZqdcZ2vWG1WnF2tuJsdcat0xVnmy3dMND3Pdu2o+06+r6j6zr6vmfoB7q+Z8gF5dU5tONjry7i2D3iaraHP4WA+n7CXfb4YDAT35vCXGQ6Y8ZDhzNDFGhioO86tGRKznRtQkvh6PiIo+MjFssFSHDPKpjsiYAYvcUYjKCK31JDRBWLwRWTNmXv9XYnVrQIMUb3As0TirKLsgmB6Jvba/cSUlx+FAFUnFj9rU2b6U6GlQBRCCKIRLSU6Zjj9lqKke/IgFIgRKAQEKIE8z5LsbdfVWhV+WepyKWLaFEGBuOVnJECpe8hFSoJUApaYJsGSggUEZIWhsGSf0ou9H1H2/Ws2pa269l0HbdOT1iv12y7js16zXq95uz0jJs3bvDJF17g+svXGVIGEZIq/TAwDImiynYY2ObM4F6+n+5Dw0x8r4k3M6Hm3t/YHJieMeP1QhCUKgiLEOi6LReWDWkYEIEoSlVXXLp8icVyCcFIa/KlVJAY0VwYfSuLxVmSiTGDEEL0mB7ssibVj25kGURA1T3LAkEnMpQQnJh08hJtf8rOpzMvcPc7e4Q2SovFD+1kp2qxRZwExr/VPhs7DyPs4N6goBRNE3mUnJEgiNpxcy5IKUQsyUdLMaJLCcmKkAkIWgp1GairGkUoouiiQhfRDAM9Mpk2RiREJAaGYaCqKoqaIRFjRRg62usv82P/4l/wI//snxNEuHj5Mu0wsG47Vpstfaz5qU+9yD/96Y/wwx/+2G2E97Dul+8y4tuvytmXkHclsK/Gg/3IZ8KbMeN1whdLQNC+I1ZQ1ZF2u2bTD1y7epm4aLhw8RISI6GqiDECQgiV0U7KEGSKm6nLmTEGcoGCEkWJsZpIUQKUZDfvIBF0lNtMRgUjDA3unQESo5/zXrWfyB6h2htSQD3mJy7tiYTbvT64nUAVNJtsG/ZcxrBPC2X8sEwGVvFjqRkAwY9RSibGQMxismouRrIhoprps5M84p9JIKdk+5Jgn08cPc/MollALGhWYk7o0KGlEKsIwT7/WArHTc25OpL6jgt1ZHXjFc4dHrE4PqLUFYkr3EqZf/HTH7vXZfBA8e4iPtmrhvFPU+6SIny3Ila9y+93bjNiJrcZMx4MFBv7LjkhVWB1tqI5d0i3XnHl8kWuXblM1VQMeaDZe5Wqkdro5aFKSomSM3VdE+saD85BKQxlIIRgP0AuBWJlJBACCObJwOTpjbFDMK8JmDRJGclydD6n58ptZKguqcK+l7j3fDZpV7z+TwWTb6eYn0uqe68PQXY3oRDcs1MEjzeWAqKoJopmQghoKqhmoggl9wQCMUSCBIJUU3xRRIgI6l5k8cQeVYudlmL7URVCcY+4qaESckmIFLp2TRUD584fs9p29Jr53M96lpep77h3lod2L31XEZ/x3niR3V9Dlr3/v1Z5Knc+Inpv9pu1zhkz3hDsZgtFE4FCP/QW+4sVV65csVR+ly1LUUJxMhAIMVJyoeRCXddIY/SYUzYnKbpMmDM5JUJVQxCqqgJPDglVNBVShZwTWZWqqkg5oynZfl1MmojRyc08KrVEmOgyrCiKxdF2cUCXaSfys7tNKpaYUsfaPdIMAYKnjKgn3CDm0Qa1+OUYcxQJKJZkA0a0uWQjJwoSbZ8qhVgJkUAqvn+xuCRihFtUUSkMxZJ4iJC1UEnN6M2GGChDJheoFg0qA6VTQogcHhwQcsWLL7zAhctX0VSoJJIDnL90ga7/qH/hPPT741siPhH5KHAGZCCp6s8VkcvAXwLeD3wU+EpVvfnWTvPB4PLhAVfOn2PQQlcKfc4MOZGGRE6ZNGSvgxmxL4HuB7TvQnz7F6zezm8iOyViJrwZjyoe1fUcQ6CWQN9vOT46R9dvOb884GBpZQy5ZGIVibGiZCsOr5olfSlGTrkQwAjOvSPc8A3uEVZV5bG/gZyTS5wwDAMhRyT4a10OLaVQtExekEmTeps3F8Ju3KlIAY07rylU5mndYX3vkm+wmJ4YmUj0+0tRRILfp9Tk1hCgqMmQLp8W8Dhfwc0C8NhbKYl221LFyHK5pEig4GSmEJsGnLBzzkauKFrMmyyaGd3YkpXgEmgIlmU6xihBSCVTBI7PH3Pt2hVeeu7jrE5ucvHSJQ6amnbY2v04FzbrjfsMdzLfg2fCB+Hx/RJVfWXv768F/o6qfoOIfK3//XsewHHeEgT48p//c/kvfutvojl3DMuGUle0w8BmY8Wl6/WWtrfuDW3b0bYd6+2GzXpN2/Vs25Z2u2VoW9abDZvNlvW2pe0G687gHRmGlOi91dGuc0NmcNliyJlS3p5pYTNmvEE8cus5hEBdRVKbWW1WHAQ4Pjxk0TT0Q0/KmbZt0aYlLoRYN9O9srjFWdeVrb1hIIRIXdeTTNgPA6UUYoxTR5UYKuqq9pihQUK47W+8dCKEgBYjg132pxFRLjt5dFzzRoiyFzs0z2/0+Eop5JSs9jCIe3AWj9vFDXWXmAMg4iUXVtwefLuSs5VS+OMWt1TbL4CaUWAqbCYPyZSxUly9NY+wjMk+QYkSzDQCmioYSRdF1OOFakk1OWequuHk9Baxrjk4OmS5XHL+/DnSMHD5yhU26WXWqadeHrLddhbP5W5FDA+W/B6G1PlrgS/z378N+Hs8IsR3vg5cWwTOXTpHff6Y+ugQQu2ZW+aOx9BYJwSYNH9162663oA+JbMQS3GiG8ilkFQZhkTXZ1JODIN5lIMXla63G2tr1HZse6uLaduO7XbLarWi73rabUu7V2y6bbdst1u2bTJyLcUKa3NxEnULNJdpseVSUC3k+xLsvhe7g95jm/vv417bvP4L9rYt98MdevfzvPdZ3X7MKSYz483g07ueRQgxsGxqNm1gs96wPD7gcNlYGQFKrCJDTkjfcXx4TFXVlGIqTKgqwlQSINR1gxZrVVZUjchCtBhVjMRomqVIRZBANSV0eH3gWE4Qo8uIrgFJsLI+rw0MCEGg8mxOBV+fLmu6BKtqnlTxxJsQAiklcuot1hjGIKHuPg8nMIkBLVb7h7/WMjcTSCBWASVP962AItm2Xy5qtEBOCYp6rBEohf2RT2O9YlBFgpF1VZnn2vcdqnYOuSihwhKQLCpLoZD7RIgVdb2gWS45OFxy7vwhSQeCFErObFcrLl++StsNTnp3rtUHv3bfKvEp8L1iebrfrKrfAjypqp/05z8FPPkWj/HAUFeBnAb7woYltQYigZwLZMtWEk1ILgQ1t36SI0o2aUOteLRyyaSJgbBYorqYCmAtMyvYheKaikgwsyq41u9tjyzjLOwyzhAoFhtA2HmQ478p0w9eNDoMbLZrhral73sjzbZjvV6z3ljro9P1lm1vj3edEe12s3XCbWnbjr7z59qOrrd/h3FRqlKKkjUbiaqlbGvZtUmyVkm3083dkoFeTYG3B/PHKAR7BoatR2VsX6XTy2QK1NrCfvVyGWWnmfReNx699axWN9csKrZTpqHQVBVlGIxcqkiIgaoystKiaLALKMZotWpqhm0eMlWzoO97QgjEYEkcdVNbjCwEu95zohCIsbbrO1kSSJ7WuJcHlGKJJ6IEjYjsSiPMoyx+0SopWwlFUzdeAmHnKhXTwlBVmqaBeizDMAl1jAP6R2LrLmeyubXsF9wXxYv1zfjVZMRIsftLCAHGcg5luvcYORrxFNstuud7jcsujY0CBL8/uuQ7SrtBpxgjCIuqQRdLzl84z81PBepFJPWJvlsjmjk7ucViuWDTd2+bCvZWie8XqurzIvIE8LdE5Cf2n1RV9UX0KojIVwFf9RaP/4awWCz9ws7TLXeyahCvsymEINa6xzVuswTdcmTn4xQnAZJZndEvUETIOUO2ADxgQWmroCVoQHK+48ZshFmytUgKYpJNHQPLYAF5dbV+58NZ3Y3s39h1jDeKkWowq7SooIL3IfSUZ1tBFIWUsnVoGAbryuDdGrq+p+t61us17WZDu93Qbbe02y3ttmW1sULV1XpLm6zBb9t1bLuWoR/Mc+06uq5l6DqGPtP2vR1nsI4PRcfFPN4s1GqXyq6uKUuZluDkCDoLjv/ufzL2uMdcZ4/v9eKRXM9RvB4N+97rWFHFaDdfVVIaOKxr6sWClBKSM7GqJnISLPGDEMx4TQM5ZxZVQymZzWZL09TEGBiGhHpvT/E2YlVVW3PrvVigutdliSpusI4XpniWSxnX9RhHtP3lnL0Wb8wUNQ9x/3oVgpH3lM3p+wlhMvgsk1Is9iYyZVdaaUKZsj9LUVArh9Bs2ZdjNmnOGQj+OSa07AhrTLgJwdupueplcvBO0k05I2IScCl5IumRTMVjfU3dcHh4wPosklEkKCqJLm3JJbHZbt+OvBbgLRKfqj7v/74kIt8B/DzgRRF5SlU/KSJPAS/d47XfAnwLwL0W04OEAMvGiGTUtFNKKIEqVF7Xk7zOpbJU3b1ZXqPnE2NAc7YLcMzIQsGD6mCNFCqXHWTs6uApXxLumB3tF7QdwzK2YmMd5YWyk/lkzOHClY/i9UBOAn6y4t3zLJNLpg4OlR81u1QTCIQYLRgNaKxh0TDGDkwmzU6OhVAKweMlonYjGZN8SjFS0hin33POdqNJmVIyQ9+juTD0yXoGpp4uJfqS6Dr7ve3NG92cnHF28zon11/m7MYrrM5OuX7zJolAl5SXT1Z0RTl/5RrV4RFtLk6uHV3Xk4bE9Rs32G630+Kc8dp49Naz7WZRR5bLBWW5pF0lDpdLq0ULQkpmJFa1EZfUFbGqJglxTDBRLahaF5Z+aiptySwjiZnMaNdz0zSEEBmGBChVXQNMBDgax2MyyS6RZTSnxflpNMw8qSWORrZMiSyo3RcQk0M152mty0iIWnaZoph3JVVlnWz2CEatpt3o3u8Pilh5gQgEa2nGJLHacSzMY7ebMT6omYm0Y4wUhRgDdV1TSiaPE4GdfHOxzFDzIj3Y59KNTaQYOH/+mM3qgDpnlgcVuVgLNAXa7Wb6znd4OFT4polPRI6AoKpn/vuvAP474DuB3wJ8g//71x7Eib5VRIFFE0GKdfhBUbJbRcW/pIxiVmHO2S/sALmQkj3WNEYOwS0kcetJS5lIDNwrHBcdHmMINh4FJxt0z3eb0ppBQnSvcVcfFHxhAGOLQJc2Rjs4TItQ1L1RJ6owMr0IYZRg1eRYdRkmKPYZiAfdtSDq8YypWFY9lphdBjZJNgqQM7ltqUMgVpWlhksk5WSZYHWF1FBqoRxWJvdWkVBFshaCS79l6JGhpT25wa1PPsf65ZcY1mtu3rgBsUGaBT/9/At09YJf8uv+Hd77gQ+SqwVJhTSUKY7yu//rr+U7vuOvPqSr6fHDo7qeBZMr67piuVwQc+L80RElJbbbDbI9oK4q778ZqZoGiYHkXU2CWIZj8SQTJHoGaA1qJQ513RCCTN5djNbOLMRII8Fq+mTXpQWUYRiQgBeu73VlsX5hjMQ3xgxHVWJsaWb3l7EGTyfjtZRihergcuIYLvHfw37ZulqhvmaTKUNEg4dVPDww7neizOncrEZvbI1m5Au1l3GMkx5KcZnUVankCtiYqDNNhUCppHJjWtwADwwu5+RSaLuWkjOLuiJEyLmjMNAc1IQqcLZevyOkzieB7/AbfQV8u6p+j4j8E+Avi8h/BHwM+Mq3fppvHSJQV0LJA1UdibURgJUa5OnCUJcuptobMWsmejA7xsoThCHUjX3RuCWo+x0gEiWPunewLgbYRRjFij9VdwvBkmmiW6reZ0+E4oZkGWUMr2nC5UGKSZcybmTv1hvjelrz+O5cBhk9TD+MzStz0mRcfK7zi46yii200cJDvAFuyb6AvOi3WCZalMpOMDNZvGOuVojBGvGWQh48lpjNg9ViWWWlFNLQMbRrYhm4dHTArbMNqSSakqhCw8VF5OIyUg6WhMXBlNAQQ+WJBjPeAB7Z9RyrwHqzJvdbFtFkuaHvUSksXaGpqtoMxhhNfVCb1BAspQOrSTPVJITKZcOKkpN7UNHkPp/aAMIwJKqqmuRFweJfIlA3zS7najRsZS+MANMaHpINOlEAACAASURBVNeOEKfkllEKnDxF9XILCR4jK5NSMao5RRXxJtlgtYghGEFrAUJEphpG87ysxtFVnZyAcfm6BCxG3gKUwZL4KC5fEhhyIhKnbFYtMKTk90dvFKBqBIo5A6Be829rPMZAU1UMQ0/XbYkRun6g3W5QyVx78gkWywM2m/4hX0k7vGniU9WPAF94l8evA7/0rZzUg4bgtUC1XfB1ZXIIlXUkyKX4yBEhZ7u5SxWnJBU8iFt5E1vNmVQy9bgoMEvJeue5xEnwtuSeGSouQ8ooBYxShFlxAbtYLXFKdyTl1pY5bb7SdEdYRQsFnVoSUbxwNwSzDnWMRwSP53lvQbzZ7ph0g9ffiBWmomqxSJQ0DGixnn9BxMatFK8PipGilllaL2qiBHK2RrZVFZFocVMPHvgCwSxY92JjGGWhQpCIUqiqmhAifdcjbYsO2RrpNo1JqLEiuSEaEIJpsozpAJvN6u28xN7xeFTXswCHBwfkkogxQEnkoWdxfEg79JYB6TG9UNfesFmm5JHiqk0IlkVpyoIVZscQSCmjIlP2c7VYwhjvUgXfd9u1Zux6pqhEcakwTwRmcqC3RkMJ0Yzb6XwQT1jxv9XXtK9xdY/Q4tu4wTkawWEiUnC507NKhb0s0aJTOKV4vHGnQYlLqGpGpyfejF61RDtWiJEYxIxYrUzWxd5r5WpO8UkXEmS6L6hb02PNo7jEGdyQDlHYbjecXy7ZbDbWDCBnjo/PIyLmpd8hbT6smN9j3Lll95FNxFc1VLX9xKqhhAprPCf+JeIWkyWlBPfWyl5m01ioWWEXyDAMqKp1bwjW2cEypyKxGlsK2WunQlJsURKhuDRJtIsl7xWhouYdTrLo3hUwdZF3wlO/pCWKBbxljAVEVy+NeCaCHAnPpRSlGDkHPz9VSkm+kKy7hfUldLtX4iS55JwQyYhYLZMlDykUJ3I/7yqabJTVrNbR0QwusYqok6pQeUFynxL9eoXmzHYYUMkMJZusyRi/KJbirWYMDKmw2Wwe8PU0422FL18Bjo4OOTw6YNut6duWePE8dV2x7Vtfj5FY1ebtuSEZiZN0OPaeFAme+IF5Qa6ahFibp2MLxg06k08BCNFmH4iYlCrinlsgVqNKo2bMunGpFPIYwhszQQmoiht1YffcviIj4o2nXQVhJD2ZwieaLcM6eNs1daNP/fyZou8+eEkEDcXXuu7GIznPCPhswLB7z5KtK0tt/U/b1j5rM0vVjPWwyzQtHjIZ44EhVIzzCWPyWGopnJ6ccBjOo6V4glJEq0jbdl5zeWf5+sMRPx9j4jOMN+cQAiFa/Emc8BTz6iSaZ2SEtav5Kdm8FfF4m0iZUp7HLgcm7e8ymNJgndHrKpqE4H3+xsWBGMmM5FbUpQGN3iV+RxR2wcpOboRdppSXSgR70ItbdfKiRK01kbUWingZrXmJqPXfwyzLsM+Bvj8E67UnZjSouqwZggfaiz9WfCEA2a1VMWnEgu3Fk3ZMWhL1oZ6xolBIJXtjXfscYwxEBaRisTykig2bNlGh9KstpU5Il6maRN+uIVjatq9eggZyn2g33dtzgc14ONi73129fImrT1zjxfUZ25MzhmEg5eSJXUKzaAhVRQk7j6sKFaJ+3Xp8SqKFNwKWxaFaiFXt698TyrxWr4rRrvdo1+ZisfDYnykqlR8LJ5ZxjYdQEWPlyTQ63RvGbO2UErnO1HVjnqiHKbKXFMQYxuVnH8OetVvGKQpuDKeULJvS181oqI/eljf2nOKL037wvz2JTcGS4DACFFVUdwk4YzxybJgNOMFZ6UcpptBYO7TB5FivxgvB6gmr2qY6DMPAya1brLdrOiLbbUd9KGw2rWW+PzQf73Y8xsQ32jwmB9QiHNQWJDdJpPabv3lJmq1/HR6Utn57xbMadxdNiJWp9X7hh7grwpEYqJraA81hR3rY/sQzunYtfWzfWb0mpxSKZg8260TUYS9gJaPlN60OPzcZOWsnX4zlGKJlqkccU589qmiyBOrkap/YmOo8/aXmxeWS/YJRkyoxFzHsPh4CkRgbl4CgH3pKSjS1FRUXj3d66tkUi7R0cC8DoRBixcHhMVWzIKl3vkmFTLaEmGAxGAv623mOtYRDymy22wdwDc34dCMAR0cH1IfHnD93kXyyoks9RZVFvaCqG0KzQGO1J9sDot430us7JfpEdKw/pZoiMbbYKupNmJ0kRk8mp+JOlBuOwQxHCRHJYF5OQAPkYnV1Qa02FzcaBaFIQaQiVtlj8sHDEmVKIhFwL88M7onAwkhmYZIXI1aEr5JBAgUjaS15Moxd6dzzQseBTbozxN3lkxAn7xBcUYq1hW8o1JV5gzln+9xE0KS7xE33HJMlKwCBnHWaINHUC5r6gJKFIRWGodCtt/RtRzUk1qstaSyk38Or25c9GDxmxHevD8ksqaPDQ2LVEOqaEsZCc79xiqBl96UDlvmFX/wyDqR0q3I84q5ewaTAMV3Z3K7bzyaIW5rsZT8pcQwUo4RitaXWIUKRXMba7dveJfsXyeil3faOd+8jTJlge7KrqMfdwu6T0zGpR3d7kV3CzyjDxFCZjJQtqjZKoYrc1mtIosVYCOZVFzttjwGMKc67MgxhtKIh1jWHx8ecu3CBF0Ok3bZseiu2j+fOk4tl1lEsBTyUnZDc94Onoc94R8OX89Vr12gOD4l1Q2wauiHRD5nlcsHxuXNUzQIQ6xASK7KOhpmV7ORxJp0EMgWyJWQZx5mEH1znlxCna108CU3AlJcYdt1WgsmZMdYeLvGautHqZDdEdtxfVVUg9c5zKrvFsssYBU8CoOTE0HcMw5YQAovFAmDKtI4h3FbbmlJvqsco5+pePR07O3kiOM+kNrk37oyAbA28gz8+jmYSxKau+9y96B50xPMY9hwACQEplgFKCoRYoyHS9Ykay6Xo254ggbqq2Gzb6V7wduAxI757I8bI4dExoaq8nGBXiwNOEnspy1MiiXuElDFQrTuCGF83WlJFXIt380fEJQe1LEZ7AaCWwi+VBd1LIntRvcRAFY2oTJIZs0x3UuRoCYYpvqeTJDHKsFOxKzurb+wqY3V8kEpGc/Y06P06JPd4o0mHlqodd/sIVuM4pjKLrxJRIWVLCggiUNSSiFStl5EaNeWcPEYQvTA3uOc2JiFkS00/OOTS1SdYHB5x8/pN2m6gLYXlQUYQht6C49bPdzQE1Gr50kx873h4DO79n/3ZfN7nvpcf+PgnoK7Yrrecrs5QoFosqBdLJyzPfmYs6laXAseuPror8o4erXYSKd71JIp5g7aGMOlzcmkEIruuReBsYnu39l4eA1OLtKmOtbdOiqO0ON4z9gxWS4rZC89EC5fk3utm/X4y9h+F0RH1pLuRrCfD245xZzNsM1ZHA1QnmbU46aGWtGZdrfJU+1vFMN3vxuG9eUxySX6fZCzVcInX30dcLjk4PkZizXa7Yb3Z0Esk1Q0KnJ6dWlb424THjPgmP2zvd0MVI81igcTK0n73eu3tLuwwWXojCU5dVYJMY0TCRCi7oPT+KRQ8TXjUH1FEzetBgk1xdi+zuN4XQry9J+hoFY5avXuP4haqyl7mp1+4fdsiIiwWDXHs3rD3sdip7PoDWs89mbJIx22meB9MFmzQMBXcTl0cgiDs5FswycSy5yw5IFY1aei9v6h1xTEPMbrXOWaZ+sgW06LMu1ZlcXhMXBwi9QKVln4YkD5xgJCGZK2kxuP7iff9THyPCyQE3vPM0zz7OZ/DTz35Q1z/5CfJIdAX5WS1pkvJFBy/4RdVQlWjFEpWqzGV4GEMQ9gzCKfBrgDorujbE1TGWH5xud8Sve1aHTOnp+xs2c2ss7159oh6BvR+aEJ1Km2Yju7xQ/UkjxCEqm5YYiGMgkmn1dgNSu0esyuBkmn9jqQ3me/7hryfhhkK6kS61wA7ypTjMK75sSyibhZIiBPJ58FqGAtqnt/YilGcWCWgokhdc3jhMucuXuITP/FJIPPK6hbHTzyBIty4eWv2+B4szOKqQqCqGiO+sUwhRkJRiowdDEaLZdfJwRaBe3V+xchtzKBTsHkXbhPPkByzvMa6OiarMYwy6/iEulTo0sh+DG/f07N3pDsZw0k7jCNGxtTuaN7iRHqThwrk3eKeLtD9WngR8+CKkMpose5kk/1J1uLB9OxZlVVVWwmDj04pFKgqYlFUbeZZUSF5PdI4KbuMRbRjvCEIRKU5OiY0S4pENFSk0pK3LXUploru3qvfxVCEISWPTcx4Z0Oom5qLV65w4cpVPuvzv4BP/NSHSWVgvd1S1w1n6y1DVupYo942y9ZiQKy23LIYc54S0+ymvpuaMHZjER9FVIpPEHfjcyw52BmyVhZhDZ4TY6kBmPc0xvcnssk+Ay/vvLZJY4TbDGkVI7+RbFWVpl54F6XCroX0ZFMz3iPG+5KVUWDkqtNtyY+x+2VSSfx9jkkw4xoPxTy/IIIU6zFshj1TDJ8w9iT22sExAzx4c4wgFO+YExaWSd8OmYMmkrNlvlbNgtObZ5PX/XbgXVLma4Hhsc0P4h1Udk8D7G7snhRSyn4SivOImseTU5qsrOkm7y2AdgkxLjd42uToXYovqjHGYP+FnUzhjWTKnus/Xthjl/jdwtp1qKyqimaxYBxEuSODHcHZwvAEE+dcGRdOGBeQvc9dirdMcYq4J6WO8UqrixKyQlYlqZJVLbVcLBW8BKGIULymUcVLOghoMfmmTHquWBJMrKBaoLGmHTJdLrTdwHqzMeOkAKlYAF3wJuJW3JzLzsKf8U6FlQkdHh5TVQueeeZZnn7fZ3BwcMh6s0VCoBsGi3ONMl+IJJ9SMsp3iHh5UvQGE6NBu2u0Dp6IYuKKN3JSa+iQCyXZdHIpatPKPT69i6PZGcvu1Ke/x3FGlnm5U4nGGX7Tz94taWwl2Pl4tNFQNlfNiCpInGTMMfNyt4Od9L9jOzOaC1ZSpC7l7hPvODKpuASKk5mKGatJ1SdRWMio4BmpsGtxiEze25j1rSEgVU0/ZDN8s9D1ifW2BYSzs9V0v9sn6oeFx97jG/OYooh/kbvkkzF70hrFGvaHR94m4fkW+17ffoH72Ix6lDpGIpx0b9WpJs++4DEGNxKgsldI521VdLdARotuPDNhR8oEimbyMFhLtT3Zb4opCOxanOlEei54+HmUPfnWRhpNJCdjdqfHQkLFmEptmWbRJdOyO0FP/JG4ZwRMWqqNMonBzPKxa824uLP6gEuEISttsqnOQy5EMbKMIY4MbT9e4jFLnY8LhLquaZaHoIEYKs4fX+C0OeBElVSyjQcbr3f//mWUz911Kj66q4pjDZ9OYQbBavPGwbIhRCovTtecIXqPSzWD1GR1caUh+PVrM+viqBKF0QMsY8sl66k5eZxM0ue4Bs17G01YM55DCNR149eyJZXBmJswKjgyJZaYJ1lIw25AbvT+ubuwSZnI3mTccSQSUxF+CBByRiVNY5iSFutiM947FTT7vEFRArupFCMZmxrktb0AIdJnZb3tCAcN266nO10hMXC23ngt4M6Qxz+Lh4HHlPhGLWH3lwi0XWdezNgDz4tBFRuuOLrak9bNSAK2F3GNwiy8sTtBmeSCKYMqRiRE8tATJFJG68u7uBS/qYsEazs08gJjGvToKSpI2dM0lNFVM32+WP1RCPQpMaRC3dheUKVks+8k+EKzd+PnvW8d3m5jjdloFsAeF8dgC3OUT0UJwRr/TunYblnnnCfPUou3RvKXxbpGBEpKpGGgrtzCzCbljOUWCnYjC5GMsGlbcsrWPk4iVVVzsDwgjgYMY7wm0HvSy4x3OpSmbqhjRd91tOstOVn8OA+Zmzdv8TRu8ITgScp27dgU9b16Omyael1VRnqqJt2Jxdsn07dY4pSMhmq22XtRImQjMNXM2EJa3TvUUihjjE3VPbsyhQnKWM+K318sI2uKA+4yqnej0FSN+G1NWTH52BXGQoe77NMwFr3jd4gx+9z7Do+tFRVL9Mt+vJKzhQXUzjenvDsHCYi3dlxI7UoWdk8oPsy2NuN6fHInGVtikVC8PlLIKNu2tSHdTU3O1vYwxJpt1zvhvR3+3mNLfK+2GEb1X51ULF/Engv+eY839eIeSIzBLkz11jz+hSJW97b7mmQqFh+17bGORosNsRw19ZySSwRuIVZxuuGPWWDWuss8sTCeL3uBcI8TiFoJANjFXB0d7t66D42EkYDGBaOWRe3pyeIe5uTXSiDnhKJUwTpDlGJjR4IX7VjZh8kZY4s3cClVrbgXRml49C7lNk941+LJZCNRy2JVVYp4xqoXwSqw2WzRZGnWQ8rUVc3R0dHUGxWPvxRR+r6fie8xQd3U1LEidYlls5jm7S2WB6zbDeLJYrAvz9vKVG/XN00ej5E+JWJVTbMzx5E74s5ZwJKmBOsROgy9hwgsMS1WNifP/lPPAK0m8snZrmd18orCZGiLjPV4fm/IZXcvimO8f5RHo2WSe7JNiJXVxcVohqyqN9twH1F9GKzsOjjlIRHwOYUhkLLV4oZo5QnZRz3V0abTixpJDUNP9pCEqFBXjWd+2t9BxFo6aiFl80ZBp9yIlKxJBX4vVNnF1IacWK3XHC4XFLHkt+XRMSn5TMG36bp6fIjPzZlAuGOCr/k6MdqFEipv5yWjtWYF2GNXEhvFMcbkhKwmSapY38oxEGy79lJTlw1kXERT/Aqbv+eZTkH2R5EURLNlQY7Sp0Qk7JpE22ZeaKpGWMaD7j1Gl1oBa3gdKEMiugQbZOqf4Hvz0SahkJVphpcF5V2iwDOx1EowVGXKJiMXK2PIxaRdl37GBJdoPdgY+p66qlExoq8X9TTY0sjW7OUYIykPTvomZe2kkeJdYIw0Ndt7rKoGlcDB0ZGlRze1v5ex1lDp+naWOh8T1HVFU9cEjRwfnuOgWdB3A+eOL9B567vp4qrUVYpohFMyKekkq1dVRRUbmxzi6fgU9QntSrfZUi0PKNl6UQ7ZuqMUYHl0SM4DubeuMSFGy3AsmZIzVVN7D0vzYLIXfo99caWKNhCW0cAulDzgkRMzLL0/sOUOhOnaH+8lpWQ0CEPxQdmjyuRq0lgfq1o8d2+ve5LvN3g5UxmS5WMraLZuK9aSUMHl47qxbNmhbYl1jWZjsVIKVTBDuPKB0CFEBi9xItj09aJmQNd7+Qt1VdENiU3KhOUSqoqji5cZvCzp7TJXHx/iY+d93e7x2aNVgKlZjxOQKlTeNHmqq/HnxwtE1GJJUy6V3m5ljT+9F0xXVWXcKHnaNqeExQF9eGawILxddGlqVite9DqSCWMKtoyWpCIxEKPH+0SmSQ6xqkxi8QL68b1bPR1OcH6TcFKcvD2F2nuFCmqk5d5njGPGpw2TTP1AXdXWM9Gb8laVMKSetk1TTDD3yQv+xcoZ9lqeWSzFyDRKZVaqyx6mQAVy7q15cM42P83jEWN3nGtPPMm5CxeQWE1NA0a07ZaUZo/vcUDTNDSHB4RSaI6OuHztKlVtJTKLRUMV4uQnTOuxKEl9XJbPp5wStnKijjY5RLP1dRqdxIPlEoBYRXKfSX1CKmtdduPGDa5evMTq5JQmVlSNMGzPLJv68IC0Wpu3WQWkYZLqJUKh2KQHrx3sh8HafYF7aLobci2BrJncd4hE6qo2ozdZW7CihZQHgq+TEIIncnkCH0ZOuRvYth2xqkwuFahChQ6JQCEoViM4DHSbFkqhrkxSjTHSVBWb9cbTDiKqLYeHh6aCCZTUT7F69WS2GCOBYIkzXpcrJuUYGZZiUx+qygYD1A0H585z8do1Nm03S51vCmPoaRLHRpgVs6wj5OKJIvbhxhin+HMYa/i88eoYEI+xwtyhOOnlYwp08cDuWKSai6IhomTUO5jHKhCyF3fmRKyCSSWD1cGFkVTHhtBiWruvAtfKZYoTiJPcKOmMQyirppm6pug40tw/FysOj7jbtEuM8bEiOZnnKdUo5Vp3C5MpI5qTS5KJKBBKpgrQtzbotT46JIgSyAxdZ49VFak3T7WqI3VTk9JAltFrjVNmrSUWeJx0T9IVlNT3tNuNZdGq0ufEpaMjnnz6aQ6Ozpk37otKPPi+3Wy879+MdzQEmsWC5cEBceihFp5871N8xvvfz4sf/5g1XlZl6IfpuhaMOHaNKGxHKQ3UsWJRN/SbDWVIlrziczc37ZamaajqCokVfW+9XmOBVz71SZqm5qXVmoO6QaqK1LXeV1NZnZ2yiNHqYuuKfrOhqm3ySztk4kFDqGpSbx5QbGpKStZSzTMiSy42EQFXnAIMabBaPh+zlXNPqCJVXZH73u5bwbrJiEDXbi18om7Ie2xPh4Gz0zPaszVXLl8yYkzZVahAgw3n7brW1mANFGW5WNL3Hd2mZdE0tKcrEGtK0dQ1WQvD0Jn3W9cIpnqlpNagvoogEKICmZQSp2dnlhlaVbR9x7PPPMPF9zzF2WZzH5nzTmfmrePxIT6H3vEBmdCpLKuaSlxX34s7jUHkQrHGzmqFmCJCdAvKurwnT94Q0jBYGopYPC4NA6UUFs2C1Lc0y6VZnUNPHWxwrbi1GerKxnG41i5NM+Wt2DbF4362AMb4hAkn6rP4dEp3TtmKwwleQ1fEA+ZmBhQFLdmkSk+fHtusWeeFQtZsHmDWXVxSxMYWdRltt5aOrTB0PadnK7qteXwHB0u2fcd6u2GxqGkWC09AUWIVadstkgshQcyD1f2IQFKf0h7dOwtehqFEdKoNKiWTevMYwYyUJ9/7NE8/+yyLo0Mk1ugkk5r1vF5v5hjf4wCFRdPQNDWidq1ceeIaP+uLvpCawnPPfcxa9+Vs43DcWBw7GpViqfYpJwsIlEwZekLJRgp+fW1OTqlFKEPH9c2ai1cuU8XI6vSM1dkZ588dcXrrOgUhLpb0ObPZrCEXVie3+NTzL3Du4JCDw0OeeN/TFC8hOj4+T101rHKicVn+4NwxZ9df4eDoYDLUTMkxA1vFJk1IVRhST9dvoW6IEvfWMt70Qkipp+9bqhBpKiO5YWNS/9AP9CIsF0tWr1ynripe+fgpy8XS5OBYT17ferPm1skJR8dH5vEtFrRDR1XXHCwWkAYju1KQNEDwBhgRD12oS8TCMGTLmC0Wj8xaCFiZ0cnZGVkLbU5QNXzez/hZLI8vsO469G3y9uCxJL5XQ4BFDCYn5GzxNZcYpg4rCMVneyHBsjyHwSeJC9uudekOurbl4PCAqrYZfLUomUK/XXF6cspyeUAQoYmRvtuQ08DBorFAewg2OqgKZgW2G/P6YrAsTBFQK+qW2tKs1Yttm6o2os5l0vdjDPRDx2aTODo8ctLefRbqkxSKE7Wo7W9sRUSMDH2HlopIIA0Dm7MVRwcHVCGQ2o7c9QyqaEr03YCmTPR9vPD8cxwdHbE8XFCGQO5amsWSzektVJW2a1kuFuhi4dld0dq3xUgW0BAhRGJlzxU1XdbmgY0eqk1+LqUQl0s+47M/iwvXrhEWC6h2Mqd9p4H1ZnNbDeSMdyYEOD5a0tQNkjpKEKqDBU898zRnL7/M9Vdesv6Y+91FNE9JJMMw+Mw5Cwf07ZZt1zFsNhzVNaXtKF3HsFmz3W7Y9h1HF89TVtD2Pa+8+BJRAkO/phl6XnjuOVDl6pWrfOqF5/nIT/4U5xZLJGc+/vIrVE3NNg98/ge+gLquqaqGa9few8G5CzSXLrG4comT52+x6VsOq/eQO1gsDyFESvIp6rGZDNTlwYKTmzeQklk2SzQXYjDps64s6Yzckds1ddUAkLue9uSE01u3CCGybBZ0dYW2G16+eYOTGzdpt1uevPYkTb0glcz5ixc5ODjkvVfOc/P0hI99/BNcvHSBq0+9l+5szUG4iITIMHT0fcdmu+HSlctUTc2Qe0KsGPqWenmASqDkhFT1lDxTVdaZaegHSlb6nEkqXHjyST77Z/xMCBWbtmOUpUej3XCngvdg8NgR36s/JPMcFlVEciEPvd1MGWMCtlXxmj6LiVu8LgYhpwEEjqrA6vSElHvQwunZdVC4eOUy2/WauqpJfUfZrFmd3uDo8Ih1P3CwWBBFWN1oefmlF0lpoKoCV556D4uDpSVhBJvs3g0Dy+NjmkNbDOuzxGJ54C2KPLNMFZEKkkIVqetIyhXttqXdrFk2S0u9LmOMLliGWUqkoUOK1cGFoiZtqNB3Hb3AQbPg5ivXqRR+8sd+lFoCR03DwWKJDolbN28RQ6SKNTFGTk9PuXXrOrGyqRdPvudJlocH9DGSNVNUuXXjBlVVcbQ84GC55PDoHAWhxEgKQo6RenmIhEgMY22TmyIui1a1dXJZbzueeupJ3v95n0tcLlDvuypT83D7/jfrzfS9znhn48K5C9R1g7aBwetMa+/7WDf1NMzUtB0vw4kWO7Y+sqaUDG3L2clNjpqao0VN6TpuXX+Rs1eusz25hWqmOVyyuvki5dpV1usVw6Yl1As+8uGfQHMiEujWG37wh36IdrulqSL9esXRcsmhFI4PGk7Ottz62P/H5auXWfc9ZXXC1SeeYnP9Rc6vn4Km5tKFY/7ff/j9XLp6lfc+8z4kNsR6QVwu0dSjRQgL8waPlodsN2si1nZxrAtEIJRCXq/Q7YaurMhFSW1Hd+sWoW29cP4cKRVuvfwS2vfks5vk1Yrnr7/Miy+/QiqFernkC3/2z+bchQu89PJLLAROXnye1Y1XeOYz3gddTVJlvdmaB10yN18y2fXgeEmzOKAgtGkgaaA6OGCxsKQzM/IjkhM5JQ4ODylBWPU9X/pzv5in3v9Z3OgGVusNI8nthM0HL3GOeAyJ706Y5bCsK8QTLEaLakQu2WrKJBCx7Kmh78hFaddnaN/TxMD25k2GviOYiM7h4SHl9CZlteK5l1/h8PCQ8+fPc9queOETH+PJq09w8tKWn/zxH6fdbOi2G1arM6oq0g0dzzz7Pt73zPtYLA/oS+bqe97Dzesvce3pdH3xjQAAIABJREFUZ8gidF2PHh7QNEtAODw8snT+oSPWNTE0oIGDxYLh/2fvzYItva77vt+evuFMd+h7u283esRMEDABkgIp0iBFiZRsWSIdKVYGK4kiJ64osfOQPMSVSlUe8uJKyqVKVWJX7JTiqJKKI5UUS7FlDZTEQeIEkiAIAiSmBhqNHu693Xc80zfsvfOw9nfuhSyVZYkkCKR3VVffe/r0Od/5zl57rfVf//Vfdc3B/j6hbOgXfbQ2Au/EkOZrNfh6TmwaVBSyTKhrqtmMqmnIs4zg5pj5hMn+IbevXKaZTFkeDildxv7emKaR+mZvMKSqa+bzGefO3UU1n5JrKKNnfHuLumkZLC9hrMH4hq0b1/B1w/LSEmfuOkt/tEQ0hhYIzh1JrGmNSXByjAK9agV5kUlxXMH66dOcuusulHWL8ScJtxYGrOLOENq30RotLwuJyhi8MUSrccph8owQIwf7+4zHh5yIQdp2Ur23m3zQNi1NU2G1Ynl5iXY65eaN6+zevEE9GeNCZOv6NZSKZJmhripuvnqZPHMQIpODMb1eydbWJjYqbt3YosgK9nf3aNsGorQllUXB/u1t+b2d41ZHnDl/hm9863libLn70j3E6QFO9bh1ZYu1Xs7asM9kexPlCpbW1omNwkePyTNwQjwripK2qkWHN7OEloSGSB3e+prMN7TzGZPDMb0sp4yB2eE+wRpOrC0RApw/d5qbL7/MdHuT8c4uN29ukvf6eKU4uN3wG69c5sKlizzwjgfJnGXULyl7JeFgl2ub1xmMllg6cYLd3T0m4zHaGPKiwKkRsW7QeYFHUwcFzhHnFVleSPklpu8jRPIso25ayrLg/ofeSTYcMRtvMp11NvvdiVj/f+D4ZOVOIIIuOkwy7QBoo7AhZUlty+zwkKaaU2aOwhrayrN/8yb1bMZsPKbsOaqqondynf2920ynU5bLHtXkgJeuXKZtGtq6Yee1K1STKXu3dnBWU1gnGZ5vGOYZz3/uCzR3b9IbDIlG0QuemDn2Y0DnOb2lEddefRmiYmPjDJVvMVmGdmlGX2jAW9CWXllCG6hmM3SIFHmZmlYjzXyG8h4XAs28oq1rDvb2mUwmrJ1Yw8ZAFltyZbC5oxgU5BfPcev6dV587psc7h8wHK6yfWuXJsLZixe4cPEiZZnz+c//IYNewcVzZwlzKerfvH2b6nJD1dSsnjhBU1Vsb27yzW98ndNnznDPffczOrlOb3mFftHH5JaoI4awYIISpdbo24a2bamaiqLf457776c/GqKdiI1jjhQjkG+W2Z1ZfG+LFYH+cEg0Gp1nuF5J1B5V1eT9PtZZDg4mTKcT0aiFJEpxNAYotKKRGdpaJpL4wHg8pqlr1lZXqcYTRssrGA07t7bYubVNZg2Nk/7B/e3btKMBWmk2t7boDwasrJ7AlCXbW1usjAbEtqWwlkwrnIL19RMc7t2mVg0X773AoD+i18/xKhDrGScGfQIw3dkmGkcvy6inYzIt2ZGOkdhKTRMNRZYxrWbMJjP6/R6+bolNg/aBZjKhnU6gaQjzMdeuvYaJmsl4TN22PPvMU+zc3hGOgw+cWz+FK0rM2hrj2ZztnT1WT65TZZ7SOl569jn293Y5c3oDZ+HkxgZow9PPP0ftI+snNyjKkhdffInxbMojjz3KmbNnsUUP1x8wWj5BtJm0GBkr/c5BOA7ee2azGbOq5v0PP8LdDzxAVJrJdEZVNUDswtjveFvDv9LxKaV+AfgxYCvG+HB6bBX4v4GLwKvAT8UYd5WcQP8j8KPAFPiZGONXvzOX/qdZwpBUQGEttA1NNZc6QNctkDKFECOhqTG+pSxySmcY7+1w6/p14nxGrCpub21xsL+LleSEvc3rCxbi7u4uCtGc6/V6zKdz5tMZm9c3aasaHSPVbMag3xPormnoGUW1c5tza6ts7+3y+d/7JO9/4gmi0RgihzcnFN6zvLpGQWDv+uvkwwGDlVW5AK3oaJJWi0i1r1vm8zk6gjMG47R8yW1LnIyJ4zE3X3udzBgGWU69t8PS6iqbN67x2iuviAErzWRvj3o248Sox6jM2dmfsLt3G52XtARefv0Ke/v7hCi6f69dfR0TI8PhgP5oSFnmVL5FqcjGxgYXz19gOhN69HQ+Z761xZp1RGPJtSLr9UX9zcjUbJ8ycx9amqZBKc1gaYm7Ll7A5DmYI1ZoV9TsHOZ8fmf6+p+03mr23Ov15Hs1GpVlqJBD68l7JS7LgCCs36ZGk1qHotCWo1K4LBMFFqMY7+9zeHjIaHWVlaURy/0+hbPENtLOptTVlNjWHOztEWdzmmnNg/dabu3ucHPnFieLIT4qbk3nrJ2/RHFqgzCbUmpNfXhI3xjm+7uUZclDj7wLXzgmTcOsaiBz0ieoMupqzuH4kKpuwDkCkaE1tI1FW42yRjpvYyQ2XlRktCZExXwyQRNQTcv+7R0mOzvkGnJjaMdjXnj2Gc6dv8jheII1FusjJ/oDNtbWObm8yle//BVub20TlCEoTdAWbUsKp7hxYxvvW/Lc0dSB+XSGb6+BVgwHfbZ2d9ncvM7dd9/Lffffx/XNm4zHU27c3GK0ssqJckDTtBRln7woUl+iQmOgrWmbija0KGN457sepT9aBmMYT2YihEE8VtH7zmZ+f5qM7x8D/xPwi8ce+zvA78YY/65S6u+k3/8r4C8D96U/7wP+Qfr7zVtC9SIzhtn4gLqaQ2yJsUUph4pGFMUtQqDwAl/4puLw8JD9ndvkSloRApHR0hLL/R5f+cqTLA174IXtVFcVbeMZLa3wyguXqaoGpQ2rq2u89uoVaD2Fy8XIQkMzOWB9acTIOW5fe53TF84yHPYYWEsznRGtJbOG5eGQ/du32L12DZNlWN9QxQijgO33IZfmb4zC2pxeDw5u7zKtxpRFRpzUVJNDqKYwmVDt7rKsLTev3eD169fJez3WT5+iqWsuP/00YTZjbWkZQmB7ZxdvNHvjKTMfmeGxBj7/9NP0lpe47/77uOfCBWzrydGURQa+wajI6toqoxPLzJoGV5QURV/Eg6NnNm+YNQ3lYIjOXZriIIauYkAhY4+0iom9JpqFSysrrG+cRrucYE1y/iwalDtYez6fv5k77nt9/WPeIvasgdFgSCrcoV0u0WpVkWc5w+GQG5vXmU/GqOAXMmMKQ+gIXUkhKEbDcDSk7OUcjseEpqbVmnGbAt1egZ0XXLn8Elvb2xxu7tLOWvb3xmzu7nFrcsBrW7fIegUuL1naO2R39za6mvPg+bNcPHmS9cGQQ2N56mvP8NXnn+Vd738PD7//+3F5IRBlr0/btsxnM4rBkF4Sfy77JSG2zKsp1jmc7hO9T4pPci+KomA+aWRCe/D4uqGeThnv7LBzeIBqW1xuefy972Y8n7N+ch2D5pF3PMT+1javX7nKU099DdcfsnSm5PrOLlWITNqaV158hapuKIuCD3z/46wuDcm0pnCK+fSQsrSc2Fjn4kMPMhqtEKLGlSUPvufdoB3zuuHg8AC0Ji8KIRn5FqNjUnFK8mjRYzJDbzji5JmzRCMkvvF0dtQb/YYd8J1zfv9Kxxdj/IxS6uIfefgTwA+kn/934FOIoXwC+MUon+ILSqllpdTpGOONb9cF/+nWHy2KRoqiYDabMZ/P8G2L5UgMVWNQVqWeHo+PkUldY7OM9dOn6ecZw15JPZ9zsLODjYEPPPEhdjc3CfM5o/6Aqm7ZP5iws3dA2VunbaeozGJ6qyyfVuzdvoU2mpWlISdXl2hmh9y+dpX9W7tcunSRjaUTbB0csHP7Nutn72Jnbw/bK9nb26WuW9oQKHtlkmDSzOYN/dUT5KvLGJPEt6PoWC4vLdHOZ6gg43l027C7tUm1u8Pk1i2sh9euXKENgVFcYbrnuHT+Iqc//AO8/sJLvPryKxyMx8Si5NbeIdd2d2msg6xksrPP7mTObHObZ169ylKvj5/MWCp7nDuzzqPvfAcmNujM0urAysl1onNQZoTWM520NFqRD4a4Xg9b5GA1UVtBnmOK+xRJAi2SO4ezjo2TG/TLngQqxh5NvVg0Jsq64/j+5PVWsucIDIaDhaiEsQ5akcPLXMbaygle8IHZ4RjfelyIi1lyIucXFq8TFXgCOncs99epZzMMEe0D7XTGdDbjqc9/gVdeeoG7ztzF6QuX2D+Y8i++9P9yezKDfo9TDz3EuUuX2N/f47d/55OcXF/iB5/4AM8++SW+/sLz3Lu2wYf+wkN8/7knePGF5/jSJz/D1Rev8KEf/mF6y6vYQY98OCDr9+iNltjf26PsD7FlSaM1lZezp6oqtAObFKBUkkvL8pJp3RDqlkwZer0+V8cTxju7bKydYGnQJzeOfLWPtY7J3pgnP/OHXP7Wi4yWVghZxvOXr/Lia9exq0uMQ+Dya9e4dN8D+LzHYYz8yme/QJgeMnAZd60OeeyhB+mVlsHqKqOlLGVyGboombQtymo0ltW1NXqDJbKyh1eakMYZCbtaeoBn9Yw2eE6fO8P6xrocWVr6bv9oG9p3ev1Za3ynjm3+m8Cp9PNdwNVjz3s9PfZddnzdiou/Br0+VVUzHU+IdQs+pB69uNCkM9aCElbkcGmFzDlCr0fpDIaIK0uGy0vEpqa3uyfki9pzsD/mtRtbjOeeLz31DQ7nNXUbCUaztLbHweSQZjpmfdhjezbhoK259+wGD5w4wWzrFt/42jM8981v8f6P/SBnzp1DlwWnlkbMvSf3pcgZOUu/3ydqQ6ssVVTM5nPifI5D4wqLNhZtk1KNAt9URAJFv0+2tsbLm9fZ39tlqSi5dP4spzZOs3e4z6mzZ9nfvMXXvvAlpjsHrCytsHrhHr7+6qt87cXLlCfXec+HPsIswj/6hf+DjfOX+I9+7m/z3LPPUh0e8vQXv8y73vsY1199kd/4nd/n7jPrVJMJTTOjtzLiHY8+xum77waXUSwvYdqA99AoYbNqY0R5JqnoxCRvRIC2aWhqId+c3jhNnog+mDQ1XiXNVC0aopHIbHaH3PKvub437VlBb9BfCERAmhDeeAyapeGQtaUVlI+08zmKIMNXEndNd8pGxAS7WdrgsVoRjSiehBjw84pP/tqv41rPR5/4CNEYPvmpz/KHX3mae979fdw9GvHlbzzHD/wbf42/+KEnuPzyi/yLz32R/ORJ/spP/zT3Pvwwv/3Lv0zvxAmuHhxya/Mm50+d4/zJM2zfusULT36NB973OArQrceVBfvjCflwGdvroVyGs44sy/GQ+nJVajBPrT/eY1xGlpeYvKQ6PMBHePCd74RqTq4U7XxKvyzxWvPiiy/z3FeeRleBC6fOcvtwwtWtTb76/Ivc9+hj/NTf/k/57JNP8rn/+X/hEx/9YU5tnOEzv/v7PPGe9/AHv/Nb/Md//d/ls7/5z/niV55mfdRjPpmxu7/D2sYGH/rRv8xwaQmXO+og9zZzOSbLwFisdcSkcxxSO4kPnul0yqyacu+DDzE6sbwoUYzHkzR897u3/tzklhhjVG+Q+v/TLaXU3wT+5p/3/f+VKynmLA0GouoxnhHqFtoASfpL9KATVKZk4KJ2jsHKikAisxnaKNrJhBA81165zNee/DLzgxkPP/QIdrDEk9/6LM+9ehU7GjE4e5Z7772X+9/xEF99+il+41d+lQ88/hg//m/9JF/59O/x5Wee4cruFn/h7BkeWNvgkcGInYNdvvrkk+zNp9z/2KPMm5psMKQYlszrBps5zGAAxpKVJYXOaJQmKNHXDFHkl5RWC7X6oKANwsTc2d8nGs3973wHtvHk2pDZjOXRiK2tWzz95acoTM7amXNsbm6xuXfI4x/4IN/Y3uK9H/kI/95/8V/yyd//LBu//zn+ysd/gkcf/wCnzl0ii4orr27ywY/9KPdvrPIrv/gLfOXTvwsHh/zID30YryO/8//8Ou/98Id5+PH3yb01BmU11uVo51BaL1QolEKa84OWgbko0fs0hsFggHFZKvofF9d+4/d9p8b3Z1/fU/acAlaRNgnENhDaQKwaTOMZFj3uPn+O2liUb8G3qWdPpLIi0trQBvBtK0pJxjKvamIbyLTssac//yXOrKxx/8ULvPD8t/it3/09tvam/Mzf+s951wee4LmrV3n+yjUuXrjI7u1dtm/e4vsee4yf+dmfxtmCB9/5Lj7/W7/LI+/7AO9/xzv43C/9El9/5pvcf+kC7374PdyaHbK9tU0eAyVLVBE8ipiXEBWZzcFlMhi7kyJE4zvyndIizacVRV8TmhqXl+QrhnZ8gDKGw1vbhPmcajLjtVdf4/XXrjGyPW5cfZ0Xbr5Af2WFD33sYzx39QYXL17i5OpJdrZ3efyx9/LgvQ/xvg88wQ8+8TGe+eLn+YGP/DCPPPpe3vnAg/ziz/89vvWlL2AmMz7+8b/Cjdu3+I1/8st85Cf/KqNzpxksjRBpUANYgmLRRym9w91QXHF+ymruvu8eXJ6nrzUwnowXUOd3a/1ZHd9mB3kopU4DW+nxa8C5Y887mx77l1aM8R8C/xDgz2Jo/zrLaMWgX1Jk0FYN7bwibz1BebR1Mm4kfVFCVjHYvJDpyjHgyhzlPTbPef6pr/L1z/0hD7/jnZw+dRevXb3OL//qr5KtrfFz/81/zRefeQafZ3z83/wJzl24hFod8vlvPM2jH/x+HvvIhxmuDNja3+GDj7+Hc2WPFz/9Oc70Btx/7/1UKrJXz7l59TrLp08zn9Y03ohEktcEZbF5SbQFttcnBmSSuXW0IaDbpEOYyAC2KDBGUx22LJ0ReCEcHKDnNZOdPfZ29tDAra1t2nnDrZvbbF+9QVXVXHjgAQqbsba8wjNPf50v/P6nuPLCq/ylj3yMj33oB5nvjTm1dILXX73CO+55gHc+8DBFPeHjP/4TTK9e44WvPYkdT/jgEx/kffc/zPbLr7G5tM6ZRx7GNxVYi1bmqI8y4VEmSUzJX6Ip6qzDGkueZTJDTKmkrk+acdaRW4AIs9kdqPNfc31P2rNRMOz3ZC8kgXMdoGkCuvZkWpEpkfbCNyJ4IMrpgDy/G5KqjEw0ia1Q60vrsBGeefrLlM7Qz/p889ln+c3f/G3G0znnz5yn2tyl2dzj/rUz3Hdyg//17/08H/3oR/nmc88xvb7F7/3qP2Nn6yaHW9vMtm6xt3Gef/rFp/C3b7F9c4fXX77CN772PI9836Pce+/dzK1lPB6zUq7THw6ZVjVezVBZSVE4YpINVEkn2IcgMz21RrtM1GmsQqPI+8B8Sqylsf5ge5M4r7AhYrzilW9c5vqV18m1ZTDs00xnfPHTn6HwkU//s9/k+edf4sbeAcPRCteffo7/7bNPUs0rXvrms/zMv//XuX1zi+0rr5CbDOUjr7/yOr/yf/4SH/nhH+Tc+km+9OlP88Qnfgzd7zOZzOj3h2R5JkOno0/iIBGLwqZWJKM11jiWllYgfS4FjA/fOo7v14H/APi76e9fO/b431JK/ROkCL7/3a/vvXEpwBnN8mjEaq4pjCNUjWwirYhJLECGVsokcJnoI9FK03qcMcTWc/PKVXaub/KBR99DkRX82i/9Ck8+9QyPffAJ/tp/8nMMTp+hynJ+6Z/+Kr0sY/vqa9x67Sp//ROf4Mf/6o+z/coVtq5eZ7p7yFLeZ6U35OypM3zt05/j2qtXuO+hd3Dm3nvIhitU04YYLEXpUMYxndeYacugdBibEaLG5pkomgdPG0SZRXczuowRoW2tcHFEVmS0B3uM65bD7W12rt7gwqnTzMcTvvQHX+K1l1+jbxR9l7O+vkacz/nUP/8NSufY3d/jH/0PP09vdIL9gxkvfeVZfIgMBkNub23xoz/8l3jpK09x4/K32N+8zvraOnd/7Ee4fe01/uD3Ps2Df+FdbFy8wM3LV+ivrbF0aoNoHG2INE2LigbjLKijxlWR6dYi1eQDeVlSDgZg9AIK7WTdOnWXroF9Mjl8k3bbW3Z9z9mzAqyxDIdDYvALIWoS1b+tG5rZnPlkgjeWWIuwREeKEtTg2DQEpN5U13Ny48hQ7N/c5ORwiauvX2fr4IBnn3mGjbNn+chHP8Z87pnNIy9/41kO6pq719ZQsymXn/oaoyzj0uoq9eY2969voAernH/v99MjUvca5lXLhcfezfXXr3Ll6uv8+j/7bd7vW37kp3+Kazevs38wZmNpBaV8mnYSQRmUFuenjUXHgEmzBLssUBjoWjR2URA13gem84qgNMOlJYZZwS/+/V/gcHuPMyfXWRr0WVtbx5Yl5AWX7ruPmJdsjadsLK2iXc7eSy9Rt9Dv93nk0kWuv/gCWy+/iG4qLpy/wKM/+7PUk30++9lP8duf+hTveNcj3PPIQ1x57nnuX1pheTgiRAkygtI0sRExfaWIacB2jJq6arAmZ7S0SlwM1TXMpjPC9xrUqZT6v5DC95pS6nXgv0UM5JeUUn8DuAL8VHr6byDU55cQ+vN/+B245j/16rq7nLUMen36FvARP68BiFqK3ibNroteokWZFOCJBKk9JT2/2zc2ObO6zsHubT7zlT/gma8/x11n7mJteYW912/QtorHH3iE32x/jb//3/33PP7udxO3d3jm2a/z/B9+hvHuDszmZD7y2lPP8uLmJr2qpdCam1dv8OJLV1g5e5oPfeLj3PPYu9ja3WF/f8zyiTW0sig01aym1+9jlCEqi3UG7f1CmJYIWqsk/aVofcTagrapicZR+cisajl/8RLDLOfFZ7/FzddvcNfaKqWx3HXyJKdPbVBrQ35inV3vOfPAg1zevs3N23tsbJxn+9YeedlfUM37eUm1v8fFCxfo3XeJ1X5GM9mDesq3nn2W/fGY/emEuy+dZ354yGB5GVOI0opKkmNam8UkaY0SYwmRum6ompbllRMMl1ZELBxQmKM6Dl3Dsgz2vZPx/cnrrWTPWeYYDgZIZCrjwZSVaRx1XTM+HNPOW+axlpE5iPZuG0TTVqEXM+ZiDDjrUFkgNg3TwynV4ZjJ7j5t3VK3noff814eff/7sHlJiIa2AWUzJvOKyrc89t53U9c1VkmL0Hh/l9V+n3pvHzWZkDc1M+cYnT/LjetXWV0aceLUOq/v7TKeiBbm+fsf4NatW1RtS4gCtYp8cJrYop1I7ymVmtlEAUklMXpIc/08+LqhmVXkWYYbDDm5coKdG5vc98B9ZPdBaRyZ0vTLHsWgz2j9JOMAZy7dS+0c0eWM5zX5YMi8DczqhrquWF1ZZjadsL6yhIue2eEuea656+H7uXL5MleuvMp0OmPtxCrbV66xeuoUxXBE3VZ4E8j6pSQVvknSijIEeP9gwtrJ06yeOo0yovupleLg4OB7L+OLMf47f8I//dAf89wI/Gd/3ov6di/nHHmW4+spcd6IkchIBpLHAC8sQpl5lzYaQsetphOqyZSTK6vcvPwKN29uc3Nnh5/8t3+KC5fuZX8852B7h52dQ6oQ+UuP/0X2DvZptnc5Vfbh3Hk2NlbpWUsvas6fWGeyuUm2cU6gx6ZhMp/y9Le+yebhhN/9/c9w7r3vZuPCBa7fvMmsqYnGMKtrhv2eMDVzMRSizOVTUcS0ZfpEyvZCi3MZYTaXnsWoMMaxtn6SZu8QXTruuussP/5jf5msDcS6wqDo9fu4/pBy7SRlHVgdjDhx1zkabanrSHM39IYjZlWFtZbMOqrZlNGopCgsh7vbrKwN0KHmfXdt8NLll9m8fYtbkz1GhWNysE+hLWQ5WiuMsxKkxDRqJdVnYgDvZZTJXWcvMFpeloMvDboF3sDmVEBV18zusDr/xPVWsecIZEVB2RcWL1ETjUEZiytyaq1pGw9exI+rWYXU6A2gxZGg0iRKcRZpzivRR9qqop5NKYqMiw8+QJHnDFZXiHmOKUqCVxQ6IyiF8xFtHZdfeYW7Ll5k//YtlocDVk+MOLx5g9BWOOOpphNGo4KD3dsYKznqY+9/nIecoc0y9g4OWQqRjbPnqJoWP50TMERlaKMcRTrNAiX4lOGlu/FGAV4h+fiAUYrRYMTBzm3yvGAwXOLDP/SDIp14e5fN165RFhlLoyHT+ZTVU2dofYO3hrJfMDi1zjwEhmVJNFb6HHsDsszR1jMskcZ6tFOsLw1Yves05++/l8uvXCYrCpZ7A3TtUW2g7PeolKZtW5yzOGvRSgbzNm3L/uGY8xfvZjhaAWPRTgbc7uzufO85vrfW6toYjm5iBDJrKMsS61tmbXOk3B+i2EmUMUCqk75SYHMHdUM1PqSZzPCNZzyrmAYF/T4/9Td+ljN3ncN7xZoyNB7qqBhPZ5xzOfOmYWV5xGx8SPA1wyKjOthHTcYUSjFoG7K6JvT7zA4PiDPHhz/6UcYx4od9drY2OX///Zy/+x6Cgr39A3wS1ZbATy80++RzxkU/nIpBZvqlJ3cZlFYWYx3T2T6j/hAfNKfOXmDjxCnag312tre5fesWRmuKfsnct5w4uY6xiqatMIVhMOoRTUbeHzBQwizNnGN0ckRo5mhnUE2PGZ7MOGKec+973s2Zak7VNri8RGV5UtZwmDwnAD7KEFmkyiqTmdrAZDzFFQUnzpwmGw7BWMkU04SKbuhwN725bto77Qxvk1UUOTbLCEZEjhWa6CyUOTrLMMqhvUZ5yc6iMqnNxUDbzc2MaQqLTjMthTxVjIZk1uI6pReEgh+tI+SF/B4TEtF6vI/ce/8DMnIry9DBY3KHCRVTHZjubpO5PgaFqg8hVPi559bBDusXLhLLgt5omALSSNW0RKWxrhCSl9LCRg3xSH4vQlew7NSJIh7vjya71Naxt7dPrxS9W5tn1E3F1q1tqBooHPQyZjowWFuHIkOVOUvra0xDC7olWIMZ5MyqmuH6MqBoiZisILQtg+KUyB1Gj+mVnB4usXHffUxnU4YrKyiXEZOAvrVAFFa51TKtHjTj6ZwWzfl77sOWA6JyeA+eyMH+d7808TZzfG9cEu9FMmcpegNCVydFAAAgAElEQVRsXaOrsBjqqjsnEo+er1SUxtG2xbcymTi2LU3rKUZL3HtinaJfkhclOssBMah+b4hrWoYuYzKdUgSR38qNZqnfZ7qzQzW/zTAvOdy9RdHLQUXGB/tEZ1CqZOOeS2TDEaHMOUR6epzWVHWNzRzWaJnzhdQtgg8YawQGQhNVkGb2TsPSS+YaU9tAG1NzLxplM8DgWxhPK+aTOY1x9E6eElpyb0BvaUmuzRkGoyG1NpAZdJlDJgeG0w6bSRO6znKiVpR6mdg1oEePUpFeaMlDAC1ya1EZOZjSHD6dxiyFNEBUoWjrhumsYu30GVZPn8YN+sJ+U3oRoBzNKxRGblVXNM2dkURv9aWAPMsx1grspzVgUJlDFT3ywYiiNyQvBrg4x2UlqETsSgGw78hqWvZ9jEqeoyM6k/64GAIGJcxPZcA6miDEqcxYJGwMWA1WKYFRtSUSaEOgt7pEXhpGKz1M29BMJpSxwfRy8nnFzuGYl6+8ysbFSyiXMQwC5teNp4kI/Kq0jPJCJQcnWrXdsGyVOAfdGDWtRd0lGoOyGUura/hqJvCp1lQ+YMs+0dasLy+TlyVLJ0/ijQNXoLKC6BSZK7FFIZMXkiPXztK2rbR9RIXNrMy61CVtPUdhUFauwRlH46ycSUbE4o2xKCVKM6TrJygOJzPOXrjEubvvA2OJaVKLbwKzVHr6bq63tePrlnMZxWAIsylZRGCTkIgRKVNQpMnoMUj2oKSeYIsCozW9/gCj0+BaxBCVy6RpPCCRqBbacdHrkeVOBrz2eoS6prc0wMSTzPduUywtkdNiegWuqWiqOapxvHLjOsO6xowG5CdW0M4StaIJnqAArTBZjjImze3rNC29XFOCQbom8JBIO8qYNEhXoZSlPxgSfCTr9dmr9plGyFZWCVWFIbK0skzRH4iygnUEa2m1JjoDTjH3c6g91lpMbvFRBmwSFSpAVhZCQkB6eNq2xbicGGQYpTYOpY1Mi09EHJUmwEcEslVoZlWNdo6Ns2dZPXkSWxQLAwPS80ki3FLwn81md2bxvQ1WBPKiJHNOxHm6gr024DJsf0i5egJ18wb1rAItg1BRqdXFSN1emJ6J0YnGuExaYnxLUFIT9lpBGqKqjMVEMCpNE69bWt9ggbYJMhxWaYzT+KiYVDVZlhHynKpp8Eoz3DhNrCqmh2OK9UiwjjkxTTYQKUFlLIWTjDYmohYkXcsO2lRHNh2TQ1Qq7f9WE5Wm8Z7aB8pen7w/oGp3abShf2KNULfkWcbKiRNE5zBFjsoLPIpWK7K8oGpaps0crzSjlWVC24L36DTdvQ1BpkJojVWltImkgd6msAQlgbZ2GVgrrSRart8HL9MxfMBoyz33PcBweUVGFxHRytC2DbPpd19b923m+FIv3h9Re3NZTj5aRs1neGXk4FVpjpvqZIGOemZiCKIKYhw4UMqicqkLdpCLTAtQ+AQxijygomprjEmUXpWmK2shnPRXl8gLg6orQjUhTKf01QahbTCzGbO6wY2GVEYxnU6wsxlLvX4aWBnIyhLfUTuUTlCm1CVlJEuCN4NaMNm60UvKyGRpmxXMDg4ZjZbBOlRZ0zt1kqaqCW5Onuc0mSMr+9iioFXIbK3METOLV1D5hratyEJOWfQWmZo2Dq0NXndC02k+mnYoo6FtUDTCONUW7RwxZW4xSsOlQgnLDUXVeLL+gNX1dcrl5YVh0TWuxyNtv5icXzWv7szie5usoijIOnX/NFElKg0uQw2G5Gvr2OUV/OGUygehRYW0I7RCBekZJbU0xBAWaEHTtKAttsxpol88HtCpvi/70hQWV1jwrczDi+IQvG+p6ygyakpR64bGtiydPkFzeAhuzsryCZrWczCbyzDdskdW9vEYMI6s6KGTYpFSBlQnsE1SbAG0lC0AsSetUFHqglFbbNHD9voUvRKvFNlgxEjnzMcTsr6m1+8T8oJsOKDRUBsl8m9GaqZGW4Z5KWLvMQX/mU1nWkRryfhCiGhjZcaeERk4rQSqbKJC+4BW6dxEzgMQiLatG8regNWTJ4nGoJ2jiRC9p23aN0Vw4m3m+N64Ohkcm2W45SVsXdEEjTJuUQRfOD4dU51P9B9VQCi3VhFoUQjxQuwvwWxaKku2w+Rpsdqgouh+djCcSmN22gDzIMVe6zKypQxb9qiritI5Wh+oWg8Kyl5BMRiAMZgiQxuLcY66DeSZwmq7YHkZa8WofXL4UZrydXIqwuMxGCsR5mBpRRQXlMENhtC0RDenf2KNsixpvEdnFtvrCdCjNI0C5RzGKnqLYEFhtBiPZG6ZSEP5cOw7MDKwNwJGS9YcIwGBOwPJaanUqJtgreA90VpGa+v0V9ewvT5oC4txRCycq1yJ9P5V1R3H93ZZeZFjrU2QmYzXQhlwOfT7mOUVls+dZyWIClDwAR1krJgyOjmzZM8pa1IoolZEY1Eh4rs2GMUiy+rY0W1oIUSZ8kAKztoWHbXUu7IMFcTAhis9JnafSTXHFQPyckhbVQQd0DhcWVCsSPBWh4CyGdo6tDIynBlhrYpJy17uskCp54fFvo4osQVj0XlBf3mFyXRCLy+g6KGwOO1wNpM6oNKorCQ6i810KhGwcLSZy8TmggTP0UurF0qGx3YIinVyP8VWjczZS0iNMlpIalaGSccYBO6MiB7pYEg+GIJ1RK0XZ1Pbeqo3gYX9tnV8XSk4IgrtbjgkD4HKB1SWy0br6kMa6W1AWgBU1ARCyizSC0ZkIkAQ4+okhSSjUak5U+ObVrJCl77cGGSSO5HYBorhiGo2IbQN2jnIGkxW47KMdjbHIZFuzCxZb0CrFEE7tHFYJ3qXMaY6RlfPSMYnk5aSs1U6QRIJHkFjTEZeDtEY5pOZGERRkGVgsxKXNq5T0mbgrUFZh3UOq82xDFfaPIzSkuG1qf6QDo9OYKoLKiLi0IwRXB8foIOTNSibDictsG1EmNw6zxn0BpSjJSmgG5OGzh7r91MhZQTylnVd33F8b5OV5znWmIUJkjIxjIE8Rw2HLJ89R5OX6CInIHaoU/lCc8TURhlBE+QXjHFEHYnBJxFrjnPiCEnOTGuB7OStBeVRSqOdxWTCumxmDTFEXDHAuJxQ1UyqioiUAvLSSNBY9ERmr6lxyZ51h44oRfBBPltMiE1UCcnpsqdjemxKS8O7y/BNg+sP8VqhlcLaAl3I/Dusw2U5rUYcrRP2iULqhs5Ke1DbtMkXiuNSUSfWqMZk0nPX1RjljBGHLbmD1Og77dyOc9BBzDZzDFyOzuSPXwBzEe9bZtV3X2npbev4jpNjXZZjB0Mc4OYVZHk6ZZEZfKm+F0Pyc1qjgoGO8Zn0PGPXX6OO4fDpNThKguiaq30IQpaxBo3AhEZBZjRtXVN5j7aGgKFxFq0tzlii0dheSbRWRvLoDJfLmI9MR4x1AiUEhQphURwP3qNJEAmdAzTJmSi0tZAX+BDJkBqbNppMW9p5TVVLtlQO+tg8o40Rr5XUPazFGEdm9IKU0m1urESEIdUWZYRKfIOhQFen0ajUfrGoY6RenwVErSPaWcrhSNTqez2BZV2W4CjS6wnUq5DgRaOpqoZwZ/z622KVZY6zevF77JhoWkFmoVeQ6VWWi5y6aYhWshGlxMGl0HRBGFnMbUyQnsA3RrJBIigJ6kLwiz0uak6CoITWo1DYtA9BnFV0AVqPwUIMNApsr4dvGtCaouzhFWAzlBElE6UMxjrpc0sjhySrNYnUIoGscBDE+YmD6YhcCm0M3lpcryfBd2olyPqW+bRiOp7SxkhhDDpzRCNlhJBey1mL1oambcFqrEmwK+KMY1KPIYK1cl50EKbWYsdojiYrhCD30STkBimzRGuwVpi4QjSX+w7J8b0J8zPfho7vqMbXrawocP0+RkPZttB6fAeddFUirdOXnXJF3WVRSuAIupfVBNoEi5IANoFLYgRtc2FcponDEDFGy7T0pCahEqPJREVsRRatahswlrzfx4eAt0bk1AJC+zcOoxTWCRTYhrT5SEK8IWBVx/BMRXJ1pPIQgYYoyaG1opUXk1Fbh3OOUDvqtqWOMuZHW4u1BqW1ZKyhRWExJkWAKGLqNwI5cBSkzZ1qFWk2Wufo4oKlIM5Oa51qfAESYy1EuZ/KWUzZSzqGTqLc1MYg643fcwd1xjsZ39tiDQa9xFoGgQ5Ud+aD1VDmYBWZs9BU1CT1osVhfAxyPxYMheAxuoPVpWofgofopQ0owaMhHfq6q+vbo+NSEsCIIqCjxxmVxkOaRVaFMriixBZiazbPmdc1UcnszO7QWGRRXW7bPa6Orj0kse0QIDTtov04ICUIa6X0ESOYosChGeU509mMOtSU2iV2gNRBBcpU4rzQaKXR3aDsRY0z/YkBjwTpGkkYVIwSIKAWw6ND4hN0GTdRVKWCkrOkm6GplZKAQonay2x+x/F9G9axw1CSM4qyENounnw4wM8rcWzxmJtMtTDhbOokEySHuDggqc1pLQVwSfcTiSVKMToCbYgpYhPjslaaszsYIwAkZlbbiKpE0zbYQapnaFGbUM4ABhU0eV7Q7epFttVBC3QGmqSNUEfGFDxtK0QUZw1YQwgGlYHLc5qmkYjVaJTJyIucWFXM5nNU68mtW0i4aZ3kh5Tg+UIzlbunQQrhSjI9733S0NRYK5GdihzBoakG+cavLX0uY9K99OJ4MyeQsFYLuKnLJI9/zx2vSaDOOxnfW34pWFlexhpNjC2Q9ljnHAyQO7Aid6fnCh9a2V9GCfs6KYN0DkSlQzpEQShUQhrE3uOiluWMXWQ8MZJqX3GREbVtizGIWlDTYFPfrGzygDISSGsUtnBEp6QWaCSINEqhrKGdVxBiIop0bk/OlSNIUR3dEnW8IR+0NlhkkC2pPmgyR9AalTly52gJ1E1NUCngVhLIhxhom4CPTeIBeOpabNZYI6zWGKFtiMpgnDitEDzG6ASEHTnrGMPCPjtjjMnBRa3k+0rZrQTIHoymaSqqN6Hv9u3t+BL01hv0sXkuTZVR09iJ/HOCJ5WWqCYm56YUQsJQ0DU7wCKxQUVLIEiRPP2z1N0T59MoQuhYhwm/J+JRaCuZW6gbPA1N9IKhOwfOEm0yOgSW0JlFWUcMgbZpZNPobuaYsNS01oQEr3bU/uC9EGwQ9Rn5PBayJGdmrERmOhBTQdoYg9WgfANK4QlYpcXpkaLm4GmbKmH8Gt2FnovbrhYOWCuFUWkQ5QJ6TXMQFyl0QIeOYKBT/xLpc0lNDyOReTdhnWNOr7Oz7jWr+UxULe6st/RSKIbDoeztJkGWXQ2JFG5piEb0dp1RqKah412LIwgQderEC6S4bXH4du9DjIst1dkeCMRPkL5SYTb6tN9aYiv1xC6v9FGC3Ta0MgIpTSHRWSJjKdmfzokkGSGmIFglWS9p/xFhhpTWLhrwO3Qpdi/DQo+30yTVKim/GDkftCeqiCtyMFKDg5S9hbggR5OCdhJD2iYUSaUAQiHcBW0M3reENmCcEefXelQUmxVyX0wJApKRaylLKC3qUpKmpholQvgbjyfM79T4vgNLQX/Qw1gn9bBSPnT0zbEMTNLzfxkkTRtAKSJHRWdhNalFYbcbbdQVjBUSjfkOqz9WGEYpUSnRgpvHFAWKoaaNonTKPhUuFZZb74lKLSCaRbkiZZ6KsIABhbYNxsjO1lHhfVj0KekIQSmwCq2l0TcSJbuzlv5oRNMImytqhTZJISU10UovnsDAPkGeRsYqpJqFkSi6g48T7hFZkGeP7q98iEUG2EXZcvAYQoyYY44upj7FoxuQXinVCmfzmcBWd9ZbeimF9JuGmOq4XZ396N/lcY22JEQgEtp2QW4Sm0yQXiKKKK0SXJfQE62IPi5q0t1+Dd6n+Zwa3zbJyUV88MkZtxCFgY059hpG4zKbbEYluwoSxKVzQCekxqR+VEFuOsbmUaanU0uD9y26E31uk3YnMWVuLPpaTRrcHLsaJeAyJ9fStEgwasCKA4pEsixHSjVygKnUvycw59EUeIUkA8oeQZvWqmNEuyQWT0JzkkOVso44wQVqBYu+48PDMVV1p4H9O7L6g0HqW9EyCaBXEhtHwCeJr67wHVJmlAqzkMIilRiH6qjgnZyQKJMcfdkof1Q8h+Q84iJLEQgyoKJIdi2UGrRC6yPlCaOl1iDGoTA2Na0bgzZSII4xEHwy1sTqlF2VlBOUwrcNPiJSTp1hq2PMLBOTo0hN4YBxEqWqphYcPh5BqTHGxM7UadOnNoSuNpI+o4SpHfTZCoSihWkaYliMJIld8pfC2s4AI3Iw6NQ8e5Ru//HfcUyvMZ1MFiy4O+utvNRCoFqlGl+X8ANdW9+xvSP22CSoXaeMKaq4qDunVAmQfRZJ8n5GY7TCN/Je2hiCl1pXCKLQoo0c4hqBW4NvFyQRnTrsjXKiOqSRmlYUJyqdASqdNjF9OpKijDjC0EmUhUBQR3XzP+a2JGH2mLJQYVgHERmWMyGG1Gvocc5hjMEjwa9GJRH7o167EGMSk0hv0ZFTugAzSlAsBDdpV4oxpMC6c9wsSDkxIoO+rdQDu9rfQnBCLb4MxpPpG8sW36X19nZ86f72BgMJSozAbqT6mPINhHbxZKW75tUjQojAoYsdIY5tgT10keOR1qcc/sehuMQwU0oUEOLRgEzdiS2nbO/ooo82R1crW1ybkk0Uup+VkejNhwRZyGuI1p/AnSFETDxyJtZaMcDIEXzDEW2aqHHOyGGQ6nUqGXyXVXaRdHetC8ZdMnJNF9lGQjj22ZJBLQ6ABWU7CqQpoeKCxSaK9UYiUDrI83jmd/S6McLhZIL3d2p8b/WlFAyGw2OQZNrz3XceEzpAQl+654QgTe50kCjHmMXdvpD90iESHZnEWAvRE5Pj6KaCW2sEDUGcom/axAoVhxlDoG299NpauzhrVAhpe6ZgOmpRW+KYE9BCMIlpBJHquAXp9/RkcRypThaSvUQvrtRpLdemZRpL2/rFaaK1l15bK7Bo17agrcYoK7YcjghjEbn2joSn0xkqAbvY5pGDk/9nFvAxkOw2pDMxxIBvI27xeY6VOmJkMh5/ezfOn3K97RzfH4UrFUoYVCQnpjuITPr1VFRSd+0MI3ZqIDHZQ6r5KZ3+r0YrRzfhuSNj4P2R3FD33inDCskAdCKuRITV2RFilOqA1i4y7UJbgTG99wK9mK5VIT2xg2c6Z5eiKjgKGE3qe+uywk6h4shpHH+t5FxTDaBr5JW6SNes3jk8abw7ev/jLyV3MKTp712DvfctRksWm+6C3OnuukOUdspuOsMb0Ez1xkuOKVRIUWkMkaAi08n0TjvD22Ip+v1ecgbdDkjlgjSxoCtOdDB358x01yAdj4Kko164Iye5OCkSQiGgz5Ha0ZEtKbxvk62LY7LO4X27CIK97/QjVEKNOpQiQa2L60sCDsEvCGqdHFlU4ry01un9A51IQ0gBaPBeyhYqISLdZ0UCAW1kTBkJmQneC6cgwZ/a6KS9Ke/dtq307qUSgw8ymk13iEyqQXaOrsswiXEh0hFVd71vDEhjIgUdry/SJQfpOePx5I0H9ndpve0c3x93D8uylB9U7MTOxcel8UQx4SYqRnwbF3W/qFIfHAkySWQWyUS6CEnklCQj6b7Y9HZwVOfqCr/qOOzCAgePiQ2KUklwwizsRragTtPH40KwVqBKeUFhdqqjmkYySBUCpBkG1kkvnqwgrQjpUyjEuUsXfEj3Jj2mhRyA6g4fUq0DEnd8cT9U2vA+1VnEOKVJ1rct2jmpI6QMW5rZ4yKKTeHlwsgipD5JucdHWFf6YfGYHHSTNwk6ubO+vUsp6Pd7dF94SIem/OPi4WPZHIIGJNGJDpVYsKA7MAEkaE37S6HSZIRA8IGE1uN9eyzjs8KUTI6iu0BtbDJjQ1YkOT0SMS0qQtSLwHlxBkh1axEcqpT5xJj4quqo8fvosOKY4yTV1hI6EwKhXZihiG6brg/PJ23RmJypIFnamKNaYprVpFRicwIRv8hIfdsSlEpN/seYplJ8lPvYlXsUi1prRxhUKGmD0F2mpxafKcbI4eHBm+H33n6O7w0rnaNlIY5PNpaSwz05E0XXyB5k88kQOCBp3boEfB6D8rroMiwKDWqhIB+T1+yK8URhbAm8pyDh/DJZ+SgolOJCKn6bFEGRzEh3ZBrV9Vwk53v0IUVg+8hoYnJ2KmW5HRTpvRhup/LSOXwplh9BMKH1CxhJaUXy72jTZZZJ/JeOPRePqMrqiPEWQ0hXIv1VrW8w0Yrxef+GwKMrUoZF/1W6311h/I/7cungLDkcp2+C4O2d9e1fCsVg0CcmikiX9cUOnRArWjgwjgWUPjk0kxwaCR3o2M5dNnMkeScOyEcPLYidCG2rO/AXziQFWSEI7CkXdeR4umuUkoeM5OmynEWjd1efTwxyEHuXOrzU+xZ1sHBUy+sekgDwyIF47xFVl27FBJUeOVnffe6UJfqu/zYq2jbN8dTioIJXoN/YTtFdQ/czkNjkqSEetZguEaNYvMzSbMk6proCOIJ0lTJMJlPejJTv7e34kKOxXDSLihPrRtiIMGzEtzWxlS8v1A2QGFJ4gflcqg0mqDHGI2WCkEgfUj/UC+JI4oNIxqbVMX9p0VFwkY4M0h3wHetL3F2qG6pjupR0heJw1LOXPuSRKsUxh5D2k0nwbmfoKsG2Ecl6Q4dVKhaRZDfnTrLe1NKQityL+tzC+epFYBDD0UGilaJNM9CsNShlpMYQUoYcjkXzndPzIcnF2cV7dpBud4Adh6mOkjvJmt8MFYg769u/lFIMej0gBWiq++7jUchzDHlBdfKDmtDKzLokmrt4vcVaREqJSam62nZXOlBp36cgMiExWmucc0cQqDYLaTNSIKm1WbA1gUWm1dX5u1KIEFpCgi3Te6Vr6K5XRY6IdEYUVhaOW6cRakode/2jj9f1IXdOPMYorRQkR9llx4hiSyr4HGVrHGe5/pGewgU0LPfERwnmterauXQisCmqqgJryGMamZYENbrvdTw+uAN1fmeWEsfHUTZDOszRSQLIQkAnqc6Ar6ukYOBRucPkDk9EF5ng2Qra0PWjJFZUR9uNnZxZOFIQSXBGx05UWBaFsRAXFP6jukKauZUclsCgfuEEO7vtyC6d9JL4nnjsOTH9JJGnUh3UkIwrZYoxKkKUIniMok2oO2PsGuUlfVtANkdworx+h+13ETEkokEyyBDkELHG0F2VGHeXB7O4d943mEygl+Popu4glg6mURxzfPJY9Sb0BN1Z3/6VZ5b+oJds6Rgk2OGcxzZGF8Shhf0cVUS1YVFO6J6Xci+AY/tXXnfRAtHVANVR0CXZ01EbQvdq8hIdkzmR0BSE0Cz2pVYaH4VgJj18yXb/P/beNFa27Lrv+6299zmnTg13ePN7/Xoe2GzOMimOkigKliMlgBEgFhxngD8kSgInhhF/iPMp+WIgHxIkDgIYcJDANgxHNiw7km1ZFiVLkGRbsiRKlER2k2xOPb35vjtV1Rn2kA9rn1P1utsiJZFsvs7bwOu+t25V3bpVZ++11n/9//+FXs8x2x2azCZXQ3kZ9xPoz9RzNL/G/Aq00ht6gnFzPsSgEoshYI1GGlkzaJ3qinOlHKMa8ANjwNoOdJsKLb8Hw+uDe8h/44kwIDiJDcIkqAEGIMR8FqEs7G/2ovgWLvON7iAi/7eI3BSR39+67X8UkVdF5Hfyvx/d+tl/LyIvisgXRORPfbte+Ddem9qgmkwYhN9m6C8NMFpRYCY1djJTLz0pkGjx65blwV2Obt1ieXAAbQtNR2w7+m6tATMqBKi2XGbs3+WCEutUzC4mT4Vm8OQTBgPsZMgz5gSxmn2mFLTiI6IsM6+3RQ8xKEEmRcijldQdbciobLZfUxh31NLIEAAjEEixh+RBNn2NYaOkpG4L+udtem8ied4WghV16kzKix6hEIVwPCH0xOiB7H0YQ452aZP5SiJJJGZRq+R/XdPSd/0WFJtNqNPmdeZkdjDLwCStNt8KF4j7ad0v+3kyqZhPa02Ghkxv86JI4wWRxgAFCj+OMH5iU02lfECPqIf2uoaDXPVrWVfH5nExpaG7gB6Xwz9d2uNK4+OIkRQChpRJyiqAdwZi6NX2LwVS8EjKTNFs2hBCRqMwpCiEACnmxDSoFtBlZMl7JbkoGSZLJkh5n6lswYoyyXXrC8EH+nVHaHuiz76+KVd+Rs8esarJtdaO/7arvhDCWEHqdjZbATERGdpEWU5hrbpG5dbSBrPRxx8eH31rL5xvcn0zFd/fBP4P4G+/7vb/NaX0P2/fICLPAX8WeBdwBfh5EXkmpfQWKIo3qV49rdkAdENplQ/6GPUCsJaUenof6bse7wN903H74BbrZsXFK1e4/MhVbFXSI0RaxBp8iFn3MgSqQWezgVYG+DBBJmpI3rxqh2RFxtc2XDDBe7U4Ehn7FZv9PehsNrCB9gUGf86Msw8V3/D3Stz0DsZ3SXJg3Ajgbb7Qh3v5GLCkjfwiZ9tjlbaFIsG9DLrxMVvvg75XG3JQSmCy8XeIkb7voSg2PYr8e0CTjDQcYuMnzHj4vRUuEPfZ+pvcB/u5mkyoJhNGXFMhgq1tnSuz4T8CEg0Q6HwPXl2NiGoL6Ibs7p6WAGMg3P4ywVjdDcjCYPc1QJbbSeLYL4xprJYYoP/clkghjH00RIXoRnRAdBz2zDCDj01bwcggl+jvgU2tNu+V5ekDkhJF6XBWKzo1rY9jwE8pYIzKMoL3WKMG2WGoPvO5I9vnFmQ0Ko2BbpvpaowFu0lIBmb85jxIlGWp8LC+GyPwlVCfzpPjkz/2tfJHWd8w8KWUfllEHvsmn+9PAz+RUmqBr4rIi8D3Av/6j/wK/8hrczHPZjPy285AgY4p5vldZihEckYT8UEZknu7+xjfszw84ivPP8/BjWs8+Y5nqXZ3kRiJ1mArFaGLTdnZBDal3L1L49DPWrgAACAASURBVEVkQCi1AItgdb7X8LoHNHJ0g0nq9RljwhqXdT/6UJOx+uA9QSLOZWuh4DOjeiDKpFzpbqY3jCwvY8ZG/SB8Hy/4GLVfkvLm33pvN3/XQALIQSz3L0bY1tqRtbqBkvL7NR5gA1lBs9jRRHgrs7+nJ3rPCxjep0TzoOL7A9f9sp/rus5m6MMarpPhVE1jn2+EJNHDd+gdD3uHARVNKbOct6DM4dlzj+31/axteG+87CQbLceIHcheQREPgxB7r2byRIjquGRQElnqg4rHYyKZSPZ71+BptJe+fXZtEtUtiDYqSqMTIzzBayouyVMUJUQNhuo9qvyD0bkG1E4tv/5BgNX3/ZbTku75lDXEI8T7+vcsk+skJ64RRYAGRqcZzouB8c2g61WWfO8DR8f3n47vvxaR/xT4TeAvp5TuAg8Bv7Z1n1fybW/Byti5tdT1JGdmuWEcozbA+6Cz5KJ6ShqEST2lFIObL/AnRxSm4PGrD7M8PeZzn/s9XvvyV/jQxz/B7oVz2GmV7X90coC20CxjE24rTIyHuMgI3QzZmzGb16tMMpOdWFLuAaqOT1NRu5WhypA+KcSDzc+p/UCbTWWHg0DdLJR1E2PUXp41SJ6yDBs8f+wfyBY8bIZRS/ceHPfqpdLW7Rvj35SGdwI2J9Fw21DNJYWGBtsno+QjHVu7MQYYkpftx6ekVm1t03DPjx+sb3Z9V+3n6XS2RRKRrf/fW7HJWEtskh9lbeb9vuUqMkKcA7V/K8ANS3++IYyAmk2kkdVo1LxZn1WRlvy7Y0pZBqRSoRQ8yXu18zMC3hN7T9d7jHVgClIlJBOJxlJYM/4dg/ZtYIMW2eXJJ4jKSIAEdqgOfZ+1epEYPClLkdRqMFeBSVsiNkO+QmZf597idk8P2LC0zb1JvAwI1ViJD59OTkBiJCT9p3Lf4RzMUHN+UNd7Vqu3BqH5hj2+f8v668CTwPuBa8D/8od9AhH5cRH5TRH5zT/ia/imVuHcSG6RoUyK6umnqtNA6FqS9ziEorBU0xqMYbleExHm8wUXz5/nfe96N8YHfvYf/gNeev73iafHyGqFtGukDyQfMu1fcjWXRlcI/TpfIymRQhy/H0kwUTNEog5XDV1L6Fr6pgEfFMdPCoOOLK4EpKFqy+JUMbiiAAzR6ybUPlnOQL3XjeJ7ku/xXZdJKLK1wbkniGFkpIsPoWqzUTSDjXFzWOhnDJrhaZ9v6APGrC3UwD3MGMvBOASssxRleQ9pIQnZt1Gfc/PaNgEwERXqfBD0/rDru24/z6bTTcX3Jp/nCLulTT9u67XcA8kN/x8t8F4X7MbnfB2kt0ngNtfvcL8Yc0U1BD7R80VSwhkD3iO+x6SAhEBqWvrlitA09Ks1fdOqZCjEYQNtKtetAD0Ee5MNL0xORlPQM2TssXc93XLJ+ugIv26g7zBRf3f0PkOrMoreh305cAA21d5GdO6c2+iVt96bODSOxv2XRog4kd8b7+n7TgOskaxzToNXBiTBd56u+877dMIfseJLKd0YvhaR/xP4J/nbV4GHt+56Nd/2Zs/xN4C/kZ/j23NUJSgKRzWpcpBQTMGIZjqBPD3dORVjivrZhd5jUqCazZAU8ClQFVPOXbrEx/Z3+dIXP8+v/8tf5eDgFu/90Ico53MoQcpKCR2iDfARHdHTe/uPZ3BFMWiwEZNGzdEw/LZbrXVsUN6AVV1DjqHinFZa+gbmzDNhnCXFYcMMRBKFHKL3WJRpFfqORKLrIrYoKapKs0dRM14/aHa2ssBhQw5fDxqnYVbYsLYPm3wLAxtUt0aANFitaUU7DLGMMWIK3XAayjaZfEqbbPTNPuwYAqvV6o91yfz/cX037udJPRm9IAfM8vUf/QbqZGxjjI4ksQcSpd34WOYX+vrXPV7XWl2FDbyPMipTTrj03NCqJXi1CcSI5qpBE19jBJsrMDNWfoH1akm7WhNjwlW1VpEhqazJDRPMGVGfsdeX99aAqkiWVPi2IyUh9IHmdEVphNXpivlsovP6cuJrsitLQHt8A2wZQlAP31x9pbRJVIf3ZTuJvVfOkP8zHHCy4QPEqF6hfd/T+I66LMYPa4MU6zd939O/RYHvj1TxicjlrW//fWBgiP008GdFpBKRx4GngX/zx3uJf7xVVhX1pNYPMuUNYA3WuUwRHrwqIzpLCzWVtoZyWlPOF5h6SigK7HxOfXaf9374g3zsB76PLz7/PP/ml36Z/uAITpfE0yWpa4m+J/h2ZFilqD23NFj8pKTZXkwZolRWokStQCUEmpNT1idLfNNhIphkiH2EAEasjh/Z8iQkyywG1xlyQ966AucKjBiST4Q+jswufCT1gX69JjQNqe9JwRN6n6vPOPbcNvCGjBAIw/dbhJl7aM+87nYks9AUolWt1JgnbnRNxmCs0zleIqS09Xe+YeWsU3ROWvNAx/eHXt+N+3la1/dY9G3g9cxoZqvqG/rq+c4xQR9Chto2PUFel8RtV4XbB/09OtWxz7b5njzCq6xK7UUnMAmczZaEwSMhknoPXU9sO9rjJaHzSBLqcoIRS2EKjDhIRokuDKbP+W9Jg5RC94f27jfISfCe9XKNb3uS10HUJwfHpD5AH+jXDckHCuswSSBsiCrGKCoUs6n1ZnttqufX9zoHQp0mAFYdb2Qgx0lmd+dAKgr9ihknCL4OVk50vnvLyGjfsOITkf8H+CRwTkReAf4H4JMi8n702vsa8F8ApJQ+JyJ/H/g86oHwF94aRmdeApPJBJcnIg91iTEGcQlbOHzXI9ZirVOjZwNFYTWbk5JCBHwBscfYRAwdMcDDTz7FD4rlF//Zz+JPlnzskz+IO7Ov+6/inpJ+gORSUkPXFIeJBaIXPfkiS9p7XJ4sWS/XRC9Md/byeBKLDonOYvkhGEhmkA4QZHZRIGUINeY+QIDok0KbTY8RhYGdMRwvj/Fdz2LP4KqSwStzoGmr3dC9QvrRokzvkDNTGckHr++hjAdNtp5KohMqYmaspRToupbO99QyVcd5tC+gvt+v7+ttvlJnHKHp2rcMOrlf1v2yn6ez6VaPL42BIL8uFM3IRKyxxydEGVxThBC3iC6jdyZj8vn64DdA6DqNfOO0ogiNrhGqT5mJHJJKjIhqrBQD0fdI7/FNgwkR37WsTk4pq4rZYg9rCrouYEujGvokWVqQnaQYyGXbryvqoN0MicYY8b0n+oA1LjM7hZOjEyalI/Q94hy2rEghYYsCKZzu65i0AsxewZDG6nqsnN+A2mwShHuqv1yhxhjxIeiQXqeFhUtBWy5Dx2d4/qT7uus6mvatIaN9M6zO//BNbv6//oD7/1Xgr/5xXtS3bCWoyiozBA3GDi033Ui2KrHe06wbqqLEFXoHldKoD2ZylhQtwVudVmyFGA3tasXeuYt8/GPfzz//xz+NRPjIn/wUjh0iASkKrfbInn4jITGptk/UAT35rOvxrVZYncevGugjs+kOhSuJISHGMYhUZWi2RSENvp6DK3q2D9O2QdS+Y0pEn3Tiso/0fUBQWnNZFtRlzbJZsjo5oY4zJFfEKV+xg9/E6/sm91KbTTaljeN9hyxx83XOpXMvI271SlL0NE1DLzB1eQDtMC4qyQYy/rcVfgJd52nabtN0f7DesO6X/Vznik97STBgcZt+3tATM+M1kVAkwVUlru/xTUPve01oLbitQ3wbMh+roO3qjk2w3IiNdFlr8V2HD15lEknJJikECB6TEn3fEfqevvf0basaOutxZaFnT1GQUItDi8myBoh9T1GW+ifnPv4wamhEU5I6fsYIRVnhUsL4ngicOXuG5ekpZelwYgg+UBQ5+Q4RnxI4ATH4vieKnk96RpkRo/m3VcXD+6VG15kZaoapNvn9E8GJpXSlToIRM5KQtrdv33dvGdT5NnduEaqyZGBGyWDAnDasqWJS0TVrmr5lOqkzlKEu5ok0HtamcCoajYFkHB0WsQWXHnuCT3zfJ/nlX/xFEOEjP/RJ3M4MM5mAHXQ6EXAYV2TRaZ6c3EVS3yPRI31H7FsNTk1H9IlqtyRE7bdZm/ApYhnQm5SzLZe/1Cnqoglo/uvV/UUGgTl5PEnt9HcmnZZQFSVt19CtG6wxlPVEKc/oCJQBxw8haNCGzLJ8nZNF/kuHuCNsfP0GqBN9qmwLlaFUdMCnDxGKAjEOZBDObh7HGERhgFEl+3rGZFi3PV3XPwh69/kyCDuLWUZEtrz/tqQ4A8SRskE8xmg/WgzWWMrKE/tuNHRXtmN2JGKTPw0Q/mCIbnKgISdco0n9SPLSK18rJNUJSm4JpOCJfY9kpnaQhE+BQKL1nnpnoXP6bElpCpIpiGIIuaeYcpXqcksgSNxYog2vF8ntk5hNMZQbIM5RWEh4Dg7ugAjl1LDhg2kPPKSIcQVF4YhBp7GP+0rhk5yXbog8b0Z8SbniVkgzUhjBFQ5jyIzxTN6TjUmA3bT8iUnwXU/33Qp13t9LBZTGGFIIedROzlgyNGGcoaprVicntN2asqj04icp5JdL+JQCKaFN7ZgwrqTcKbF9zzPf80G6kPj0P/9Z+hD5/h/+IUxCyS4uEEUPdpsUA1ckRiNUisouTSEQ+57QefquxRUTHd9jLKV1JKOZZR8DBTYbsESkyH6AUXWJwxoI3SFXYMY5ipSIfdBkIDli6BQANoaicITG4/seU2iA1Enq+VDITjRvpn+C7QB37+2wBXMOo5wSKtFIkZjnn6n8wmAnFUVZjr2DDTy19bzjuHYYwmxCWK+b0QLqQfC7f5cYYX9/T+U3kfFaSGzaBsNHnLINn9hh1BdI1OnpZVFhY56Jl60BY66adPjyhuWYcj9NL+PEMHLrTckwbCobhSB73YuZyBK8x+VeeAiRmBKTumY6XxDFEmIiSiBGgyssriyIVlM4NY8IeaakauIsm+ARux7vPaZwTJyj61osYFOAYHAmUtQTpCzxYtQybDCKztNQZEByRHDOkrLX7jBGbPg7x7+ZbK+WCwLJ8o5hXBpAdCYnKUr8aX1HFwPT3IMdUpeUkxhjDOv1+kHg+9asN554ZZGnIm992CbrZYYpzMWkoOpL+qaFlCiNy6LMrBLNVU/pSirrCF6nMkeJ+KLCmoL3fPRjxCT8/D/9p0xswfs/9iFmZ/aw0wlYAw61CcuNRp8Pf8l+ebrHEsH3eN8ymy3URoiEWItPESkdUlgk9798iBgzjATZeAlqVqvBPoSgziuZvSphmPYAybgcgNSVxTmn4nOv/YOiypst6wJHN/rh3R5bJgPufy9UNIjYR3hKUtY6DmQCrwdQziKNs1hXaCabEmI1Y1XY6d7GuGb7MEJeklit1vds2Afr/lxGhJ3dvVxRmFzV6z6MafDC3ertiai+NQewYXgxRp1NRprVQE7hjcFsQBH0KrOv+9lWjahOF4TQKxmNSJKk/b7xeZIyJouSYhJIDdgiYasaW1aIsQRRqDIZvc6H/qJkPfAA626sAJPKC6wdp620XYdxFldYUuiRkF9fNcFOJrjZDFuUGFtopWoMTnRQbgpe39thsLO6YWz+zDxQewjwg4TBbCUKg3XZ8PiUWel939O0DdGZPJHBjOfB8F6mpLP4ur7/Vl8+39R6mwW+N67SWcR7YqsXiVibe1aJKLmKwVJWFb5paE5PMdVE+4KDOFxy3w/13bROK8ZkhOB0oGThHO/72McojPDT/+gnOVmd8Mk/9cNUovRmUzqijfliy+7l+irGC944RxKo6oqickSjj5OihK6nDz2VLdTXM2oVl4De+7GPqTBiGmftFaUj9TEjIhEzcdqE950KxBMQe4rCoYiRUY/OODjSa9WoprwbjF9GhwmFoCCMmwQYeyOSNn2ZmF8DUck4JkNUWDLDtaCoJsroHEZG3bNyezxtBz7GCrBt2weB722wxEh2W2KLWJJt7jKcmZKOuxJjEeuyVoycQaJGzClhkh7WZC2ptsCHftSmyhn70Zm48mbCdoAh3Oq3kXEeZ8zjk4xRKYEIxjgWiwXrkyXrG7cRAympR6dzhcoYnAGrhBpnXXY12fqdSfeUnhkJH4POxzOC04yeKElJacHgjGEyX6hbTFVjnMX7gO87KqcDtCXl6fKSyBbCox+pyYzMoWehLlH6exNkZxnGSRW+70koyzWMvT9DF4JCn9ZtDac2DBPHxAonJ6f0vf/WX0DfxHpbB74BUTy8dRt/UrB7Zp/JYkFIniDqyKBTGiK2KHBlQXd8olqbokCczT0D8EmzHrEWcdrjikaIPVqBWYP4nuc+/lGiE/7ZT/8Uq9WKH/7RH2FxZlclFPMpXYrEosCVpV60qH2P+ktbinqCB5ITcIK4REo9rtDfUxQWsiG1zYjnAHCOkw6GnkNKQDahTglTqLA2586k6LWhb4QUNrCPVoPDfHTNgwdx7TZhBdkYSJk8JmWwIiWzw8hV4OAUE4JH0OpSoWStvLu+JyZln2HUccKkzDDbAFtv+IzzOQdA13ZjUHyw7t8lYqjrOntH6lJ+y8biTlHugU4vufIb3Naj7qWiUFlObjXonM1BHG7H+w8VDDBes/o6Xg/7KRyqLM5svZUnm6eoYvYQtdoTqz39ZAzeWlLh6JsVhVGCiZQlpqrwBHzswJbgPZOqHt+HBIQUcUWByWQ4I9pnj10LoacsCqL3SljL+7LrPGVVAUII6R7jbmt08G7KovIhWRUgSczenbkyzpVcGCpt2bz36gWqAnzjJBcIMibvrigo6xpTFhmizufCuDeF4+OTLQPw7+x62wa+AZworKNbN5w2qu8S4yhndfbFM5vGuRWKsqSwlr5tML5HCpeb0VZZT9YSxkBlKZwOVA1dB4VFZhVSGt710e9lupjx6Z/5Gf7JT/4jPvXJH+D8lcvQe8pZhc/aPuvKfHFpmDCTCucMlTEkDNErQ9EWJYSAsRZLIKSAMaX2xqzB5CChEgwYmKPaMFeZRPA9eIVWY4qYlCewD95HufI0xmAKS2Cr4W8H+/fNobD5QjaDbsfNkcaqUCCzPdM4pHfb9SEMeqSmgapSqNNadXrIVbY23oeUdOPRSMxZeO7HNE3DqOt6EPzu22WtYT6fA/kqS0PSM7B7hw/XjLBmyt8PH3zKBAuJWpXFHKyETRBjIGgktR4bpAxDL2pj2ABDejlUfDGbTqeo8gBnHaD9PIylms0JWXKAWGaLOc3xIX55RNO0vHLtNR566inOPfIo1mQymXUYq767pKRBJFuQGUtuC0QsCQmB/vSU3/jMZzi4e5fHnnySJ595mr73OGOp6xnWFnpmWEOfe2l932NCwFbV1l5OufcBKQVEsoFE0jZIko1p9/CZpJRHgKXIxFX0XaeEH4GQEpPZjHpnkavxXFIm7YkOZ7MOoX1r1tss8N3bkE3AYrHg4sVLGN/Sh8jy+IQElLNphvIz3BYtpnCU9YTO9/RdQ+yhrEqkmij92GqTPWQhOilPZi4KQkokp47n1DWPPPtOfqQo+IV//E/4+3/n7/JDn/okT7/7OUxTYuoSqSdEF8AWJOMy5GcpiooYhGa11tE/CZrTU6xxFHVN9B5xBUES2AJrc02UR/ukDDWIUaFpiAGTUM9AHzi6dp2XXnyRyaTg4kOXme8tcFWJYMYZfEl7+7oJ8mGiATQnCUOmSMb22XgfDgdECEGpzFsBSJPLcSiUHhIp4b2n8z2znV1sUY4dneHQGyu+YYLE8O0W0wxg3TSv5yI8WPflEmazOQMrQj/TtElqcjmi/fpCpUdvRkLJ1xf5mhmNmdOgIR2u1wEzGa71TT9q6AsOiZ3usQB5ZmUUAzFoMpsEV5SIq4hR8G3AJgPRUJqKFsPp3WNmdcVDZ87w2otf4ujoiKfe9wFCJ1AosmlyII59r8S3gQQWo1osNmvSas2v/NOf4atf/ALvfu97OVtPaO8esW57Zru7FK5QkblzuRth6PqepllTVQXTSZX3oJLixOY2UNwkuMogzYO2BwJQTIrG5PaOTn3Q5CGEREiR1vcUsxlVPc19Q4MKMDa90oRh9SDwfXtWAmaLBdOdHcqgo4aavme9XNF2PfViRllPNpvJOkxV0B97QrMC31E0BfMzZ5BUEnFafRmTLcKGzWfpEcQWxCTY2pB85MrjT/If/Lk/x6f/wU/yM//vT/Hha6/xPR/+EPXugr5pcLt7SGkhBSgKGLR6xmKNxZ8uWa1uc/PmbYwRLj/6CNP9PRXcOweFZQuMJyZ1dnCmwIdIHz0heKa2wMXAtS98iZ/5uz/BrVdf4YlnnuAd738Xj7/7WWZnzoAtx8x5U8tp/1BiwhaTPH6Jzfs1VHJDlr3VOxm+N5mRNwhc1c3NbgUs3WiuqCirSgktwD2Qqj6Z/h7JzLvxnFNHnmQizXr9AOq8z5ee0cJ0Os1BL6mtVnaEGKaNIGTWcb4gRcbrUJI+h7V205vPyZPI4Ck7MCcHN6HsVzkaNdx7HQ+3xeyPKSKE3hO97j+F7CwYhzGOZtlQWEtqOmTdsz48IvYBCZY71+4wX0x56qGH+fqtm9z8+tc589AjpCR436roO1es1liFVsVhgRh6bIrcvX2bu6+8woeefRdPP/kURgzrwyMWu/tjchlCwE3K3K83OvfTWbCDzCEnALktYchBamgtJiX4DT3/lJISBJO2NGw2/gBwTq3hYkiElCiM6O8zmxl8m72sCfPp6VszmQHe5oFPRNQBotCsxxpLaRyd9/St57g/pp52TKYT1bc5hy3LzA6D0Ha0zZpyOkEmE2xR5SrPYWxSV/OYELEUxQRMJEjA9y1mOiPGRLW3x7/3Y3+Gf/VzP8u/+pVfpV0u+cjHPszk/FmiWGLZU+ztk5JAUOG5ScJsOqdvPc26Z38y5ej4Lje+8mUeeupJlSVUA2XaZgAnjPEoBBXaG9GJ532zwh8d8cJv/QZnJwXv/vAH2T13ljPnzlFZi+89RhzOFTq9Ovc/Y/T4riVJpDSigv6gfRWTdUwmZ3QxN/mHA8ZmKcQAI8UYsomvHiQ+KWzjrCVVNRQRV1WqRx4rygzB5s9zI2bO/R4ZtEZATLTNmkF/9GDdnyuhldl0UkGucpJkeGxIhIxsMTe3rL7YIA65xFONX2YODxlTCuq/O8gfxqC3xWeRbNM3wHqMhJb8eK/i6xihKieUVUmMiWbdUnnBBKAPhGVDajq6oyWnR3cpC6E0Jc3Jmq5pcW3gtS+8yLSeU893lC0+qYgCKSQm02n28EVNqZuG2Das7x7w3mffyROPPMLB3buYdcPuhYt4HxDvqYyS39qmIxmhLApcYSlK7a3HpHIOY9y4h0dOgBXd03HDMg3ZKm2oAGOeOiGmyMmKPl5HkHmiZibZ1Uny9PWUq20QIqenb80sPnjbBr4N1j+fzzGu0J5eTGATiQ7B0Pue1fGS5nRJPZ1QTUqsdUyKCZ1b0SFqIXZ0RDmdkoxDkoFyghir5ERrVWeTIj6pviaJIM5is8O5cY6PfepTTIuSX/4Xn6ZdnfLc97yfc488Srl/hlRNMLXqXxCDEaPSiqi+fk3fs1NWIInj115jJyWoa0yKQIGdVPig3WNjDD5mA2nv6VZrXIiE1ZLHH7rM/iMPE7uOVDjm8x0kGHwbkOxqY0dauEKRzmrGN3hpGhEMNvfX9MIeMuoh+x4IJzHqJPmYHeidUY+/ZASvFM/MPdBxUEVuyKtofcNMBfLGIWf+sN3I00PRsF4tt/o/D9Z393p9IzZXZIAzhlk9gQzxiaiX7ZAGGdTkQKwFsSPxhaG9myE5cQ7jrGrdUsQZGefSrdYN5WSiBvYZDg0xYJ3kGBmyCfuG5MIwXy+q3hVgUk0oykp79GjS2i3XhHXP+mSJCR7aDgmR/XpG164Q6zg4OKCaVBSSiE3Dra9+jUeffZYCQ3t6ipuUmiS269HcQUJk4gq++sIL3PzyV3nm6iOcHt3FiTCdzrh57SYrDI8+9wyD6bYRsFVF7PuNnMCop+ggXxhY7iRGtnYSZaAbbS5iMHk/JoaY1vU9PnjKPDLJOkcMWtUaVyCuQI0o0jidIfcoMMDJyYPA9y1emzd4tjNXVpNk/ZpJuKRz3kQSvgv0Xcdp07AWmCjJE2dKkivpm4bj2we4omTnrEWS1YO5qJBCoc2U7c0MqDbPFBQUGgATxK5FJjV/4uOfgBD55V/4BW4fHPGDP/rvcH4yJU4axJUghr4PFGXB6dERsmyJqzWVsxRFiUiiD4mjV66xe+kiISSknKgeTiwxCWVZqdWTjxgfcD5g2547L71MbDtm5/cIrkHKComCeDg5PWJmHUU9yc4yqp8yRYWXpC1Qyc4L44T3nAHHoZs6uMjH8eDo+059+9TOIRtobyygQgzEPhIRajvFWJs7AZLp1uT+SnqTT/fefq4xsFwtR3/RB+v+XWVZMJtNgaHPC6N4fWAhjpj7ZmqDkqkMJINYi5GCFEp815BCGrlZzjkKZ5Xo1XtiSJhCiW/DtRUGQk1Sl1rJDE6DofcBK5YYtY/t257Qe5rTNRLBRoNvWgwRB9y+dQvnI2F1Qt+tWS5PuHH9VXZ3d6imNbsXL3B8/TrrM2dYnNsHJ3TdEmMM7WpN13U4V1CXE05vXCedrDh4+RpfO2148umniGJIrWdaVHRtR79qsWVJ6COmKnU0UYqUVUVKgd53pKQkohiTEsYyQUzJaBskZfDoNUYI+UZnFC713quEKAQ1nUjKAHXOUZRFTkyUb2BTwudgPOgUl8vlW8ZDe5sGPl0iwnyxyIwlycFOffKMMXgj2VvPQVDmU9N3WhG1PVYsTizWR26//ApE2L+gA19J2vBVbYNoaZ97D2ZovrsCqkAqK9KkRkLiufe9n5de/Cqf+Z3f4tLVhyjqKWerGvXEVkPZ47uH2KBTEyR4YkyY6DHOIF1Hs1oiMXDm8mWsNYQukpLB2hIQ2q5BjMGmiDQt61t3qFPieN3w1S99kQsXLjKfThFrOT464fDkiPmZPZKP4NQAO4YsNdjFxQAAIABJREFU97AFtjA6XQLNECPbI0q22W4wuGIM40kkqFBdgMIVGCPKKjWGIKI2bK4c4ej8pBsin7k38A1+AuN98/cxJVar5RuC5IN1/626nlJXE7W8QodqhRRIZG2tGWQMsFWv5ACZnUkGWNSqMYLvOzxJ90RKTOsJQ98psPHqHBqI1jpNII32tYielKL6boaAE0PXdVy7fcBiZ4+07ji5dZfQB6wYClswKSu+8uKXmIpFfOTrX/sqs7rCOuHpp57k4OZNZtZhm5aHzp9lfec2xgVmZ/bwwVMUanE4dRYTEyevXuel57/ILAqX5jt0Ryfcfvk1ggi2nlHOF1y8dImKRHN8DIWjXcLe2TNYa1kvl7hC9YIp98bBjq0Fk7kLkAO93kunswTdciEEotGZgKVzuOzYItpYRUQoK6eepMMSk4uOODro+D5wcnz8nb2wttbbPvDVdc3ASmSoHkzauBiEkpBJE4UxmElNCoHm9Ah/GsBY6qKCds3R9Ru4ZJieFdzMkNoeU6rLSDJKlo4+IilgkuCD1z06qwnLim55SrVY8IN/6oe5fus6n/nNz3DuwiWKsmZ+9iyp6Oj7nhJLs1zSLU8JbaMent2aL77wPI898Th2MmE6nXDn1ZfZ8ReodnY0/riaPq6IUfF3k2B5+xarGzcpfKBIPZ///OfYnU1Zdy2mrklFwfndHaoI/vgUW0/pe085rbO9EcSQIIoK6smavWHqxEj5TqglmR4i2kNII+NL6eVAnvauiKVBCoctVTM5AJf3VG1ZsjCkhoNl1OZGcjAeoJMHge9+X7P5TAcRAyKKzgxm1MO8PfKQ4pxijlzBzTx01BElGMQqa1oNFUBCyJ6cKTOYB/1fJq+kTV5lrcH7XudlhkjfdxgjdG1HWZTszhd8+YUvMEmG/emCg8NDjo9PeOadz/GlLzzP6viEa7fuMHMFFy9dIoYeH3p6H3nk0cf5N7/2a1x46DLRGKqdOXZW0jQNk/lUE0PvMdFw+7UbSBvwR8d87vkvUIvj6uUrmOBZdx0vf/lFnnjHO7l45SK3X36JO8tTLj/+KDcP7nB46zpPPvMM+BZsoZMnJJ9XImMgB5M1edlNaoB5B5KR6Hsa+x5xlsLaPBc0jeL6PkRMdpgZ9Hs6XQasMURjiCHivef45OQt261v68CHiMoRxr2QIbkstE7GYCYlSSIEnWdlM4W3mFT4SUXrLO3hATXCyekxN15+mUtSMBdDKjMsaAVbuFzmWw2wQTVyKQpSONx8SnNyRG0txWLGhz72UX7qp36Kz/zGbxIjPPToY0zmMxa7e8S+4+ClVzASOD66oxKGFDh/do+DWze4fPUq6+ND5nv7tEd3sRasU0ijXzdUkwmpC7z68kv0xyf0h4dc/8rXiMuGy7t7mLbj6O4hn/vKV3js2Xfwzve+h/WdO5y2LZPFDm2MnLl0kWoxQyTSt4FyVuP9UPVFpZDrm5whkQ28rP09zaxtnsflow6nHLSB4mwmKRTqTGMdo8pqu6Ibtka652O95zZ1hUksl+sHLb77Zr3ZB6XZzWw2U93slmxGEXbV7RmjffSti2TzjGnjrJJQcks0QhBVL5lcRcYQWZ2eEhHK2TwbNwjeBx0QK6rVE+f0oLcQg6csHKn3WOM4OTphdbKkNAVFEo6Pjrh79w4hJtbtijOXznPhyiV+5+iQw7ZlD8DDfDLjlVdfYTpb8Mi73s2ya/j13/09Pv6Jj3N6eMzJyTHPPPcsxgr1pObGa68hsUcIPHTlAjPvieuWwhq6vuX45Ij3feC9zOZz7lx7iaKu2a8Mp9dfoUyJae149Yuf5+yl83S9pbOGerGDKapcBDiVY6WIsQUxtzuyO6r+/ei8QdBzExLe9xgMxgqJSO97PMLEqXhfK8CtAGgsIurL2/mOk5MHrM5vyxKEyWRC8IHcAs/N3Y3jiO8iuIKiMCQfaLqO0HtsSlTzBYU1SPSsjw4BoVutOLzxGiYlpmfP6yBxdYnV0UCQ+1yBoipI3tCHnh64dXKMm80o93Z58rnnmP7iL/Hii1/mkasP05wuefzpp6mt46Wvfg2D4ENHbSwtnt3dXd0I8ymff/4FLl99mNVqRb27y7pZ04bAQw8/Sm0Ekzw3rr1Kf3JMSWJnd4fltMaHxN7OnKM7dzhtG97zznewc/Ys7dGhusV4T9c3NL3nuG+YnztHvb+LseSEAO2LxKAkGAFsJgyEmOElhT61TzhASMowTTEgTjPLEIOCUtZiqopkM0tP3vg53kNkkY0EeZveEkOgadotusuDCHj/LQUtp9PpxjRB2RfaXpChvbDd42NEHBT5zOSUvNeNc1hXKNkiqoF08B7fd6yaRk3pM0QneVJIJGGHnleIFNbQdy19q2fD0d1DSlvSrXtOTxsuXr7KrevXePXWLRB434c/yNdefhmc48rFizz90e/lhd/7HAchcuulV3jk4mWkWvDrX/gy5fk9nvvgB1gu5nz613+D733fc+xPZ7z6wpc5c/4sx8sTQvScO3uW5fEJJ4cn2PmE23cPePqpp3j15g0O1sc8uztTzkKz5vTOocK7Isz29phKpO07rn/5SwQjzPZ3qaoSY6DtEkVd48pJ1tVusaIHNqsRHWIb4kjqKYqsnUyRGCUTgyyF5EHTQ0KcBrcn/TyN1ZmjfQh0feCt2qtv68BnBCZlRfBeTWSztgQGkrwokiZqYZSswTp1GI9tB1mcTj1hwg4xRE4OD7n+0kusT095rHSUhYVWGTHGlZAgZM2LBguD4DDlhCtPPEnVtZjJGlme8tx73sOv/Py/4LWXXuHSxYvQdxA9i50Z69Wam7duc+HCec7sLigKR+97ysmU933gTxBS4vMvvMCTZ8+zv3+GpmtpTo6p65qDOzch9Fw4ewYTE3euX+PslUsc3bxFfXaPrg+cvnzIjk3MFzWnpyc0XYsxhjJOOD9bELuGk2uvIKGjLyyF76l2FpmhNbyDJicRRidJE4nRk4LPxBQNcImkWqmyRKzBZwf8kBKuLNRnMNvHpa2otukjDiXgEPze+FmHmGiaZvPgB4HvPlz6mU1nMwaT5DRcB2nLlkxAMONs4qG3rM8gWYiddaLWYoqCoqyQvsW4Au8DMcJ8tlB0BCF0LT6PISrchuTS+h5nHSHB6bqhbXvaJNw8uMvR4RH7+2e5uW44EQN7CyaTCTfbNTuPPYyZTDjzxJNcKSdc/Z7v4Su/87scpMjP/tZvc/HyFd7//Z/gvd/3EWbn9nnkwx/h137u0/zzn/857HLNn3jnO2k7bcFcvHAOlxnek4s163XDTgyknRkXdx5jcfUiX3n5azzx2KPsn9/nxo1rWIncuH6d9fKY6799k3e88znWbcPszB6mbVgdHlDv76t2NkVi6JWpHgM+ZOF9UpZ5CmqC0XUdq9UKEZhOa8pJRQg9fdcjeXBvHxMu5ySD9GSE3FQYSDJC2/X0b5FBNbzNA5+IMKmUrhzzKA9RXgrAxhjWJLX6Qem7ve/xnWfZtZQWprv7dCLsGUe7XOG7Ncuju9y9/hp7RijYB4lIBYMcAWu0Coo6+aCoJtR1RXP7Fv16Tb27y4c//nE++xu/xctf/zrPvuNpCmc5PDxAnHDhykVO+zVxUjA9f5bjoyPOPnSF1ekJfd9zdHRMn6Cc1LRtx/HxMV2z5vKlS0iK1JMJVVkRup6dC+eZFCXlzoLTk1MuXL3K5dpxcrrkzvFdzu7vw1Hg4PZNbq1WnDt/nrKeUSx2uPHS1wllwblHH6aoSuwQ+HKvJeUMO8SIIdOl8yFktgToYvR9GSAV9TO0FOUErFPxvmjlKDkZgQ2xZejlvCGgZWw0xkTbdgPP79t7YT1Y39Y1m82ytiyN18IYAPOVMELib1h6Y+YYq9W5VUlR3zbayzJW+3/G6NguP/T1rPbkbUYkUiRaQxsDHdCKodjdpSpK+vquBrVHHqVvWpZHd/n93/4Mv/Trv8bT73gH/+6P/Rkm8zl2MiFFYWdnl/c8fIV3/fCneOp3f4/Fzi5PPPMMZlKQSNTzOT/4H/9HXHj6af7W//a/8/ytQ16+ewzR8/CdQx6+fInet1x55Cr1bMbF2ZxJWXHj4DahKti7cpFXb93g7Nk93KRgvTzl/IUzHB4cQt/y9S99kfn+Prt7u9x67TWu37nNez7yUdrlCqrIdGd37L0PMz/73qu0Kag1W/CermtHxq1OaPCA/v9ktSaVJdPR3iyzOCVbQyZlqw32gpvA951PVN/egQ/B5WzOCBCV6px/qA1X6zAu0fWdUvfFqWenQLta4qNgTIktZ4TOs9hbcLG/QOw6jm++Rtc1XHjsCUo5BxiiKzBloVyzoFoZKwVIom1XhMLRWmG+mLF7/hzPPPcuPvMv/zXHp0s639N0PdV0QpTApUce4mS1xFuDmU45bRqq+YJutWJ2/izvuPoQuxcvcPP6DQ4Pj5lWFYUruXvnUC2Kyp7lcsn5SxexRUltLCwW+OkU2dnhwvnzvPLSSzTRMytLirrClZZbt6+zbjvK2ZwLVx9mWu3Q3L3NbF5DKUiyWQysgS5JIkR1WR8mmwiiUyISI+ml9T2IJYihT1DPFlSzHWWSihCDJ4oqomTI5Lc+zbEYTMO4281PY4x0nc/3eRD47rs1EFiA2WKeZ1ZqwjSCb6K+sJt+fa4ithxBhmsiASllWNTo4NPeKxJTFZW2EvqeplGyisqFQIw6k6QQdZZeJmGte4hlzfziJarpjAtPP0PKAu1ChOn5M3zfo1d55L3vYXd/j+m5c4QYicbmWZpgihlmPuV9n/xEJoMZTQCNIdoEpfDc93+S//bxJ2lv3qS7e5ef+omfYH33iK/cPuDpJx4nHa04OLnLk489zjIlYlFxcnyXKxcuEFMiiKWPCXEFxjh8Spy9dJkuwd2m5daXX2S+v8t8Z8H1GzepFwtK4whtj+SZfWKt9szXDcbA6emK5emSc/tnmO/v4ZzFGqHvW9q2QZzlZLWiCYHdnV0Qq8eD3UCesvUZYh1t39P5nrdqr37DwCciDwN/G7iIvsq/kVL6ayJyBvh7wGPA14AfSyndFU3L/hrwo8AK+PMppc98e17+N3rtUJUlXdsRiLjeU6SJGkpnoaYkwDpspQauJHClxbgS6wTfB2JIJCk5aTqm8xk7/S6rgwNC33F88xqd95y50lKfO49bzHT/WjcewpFEEO1nFZMJ1dmzmNUK2o4PfORD/P5nP8vvPf8CT7/7OerZjDMXziHWcrpcs3fpCoudXV579VXK+ZyiqtiZLQhExDp66zBlxZkz56H3GEoEy9HRCVcfeww3nTNZ7HJ0csIqJC4/9TTXX3kNX1bESuHX1Le06xVUE2K7xgtMdmpsYTk6vM18MePWay8TCFx+xztI0ZO8yYdT1Bld+TzSuVz6vupswQ7nLEWh9PA+Qh8DrprgJrVatWVxa8rV4j3yha2DLN9AjqVb55ySW7qu+45cV/fz+u7az1sspbGES0zrWqHxTYsvIwCKMMjrkp5NwbA1oDYO1cZAT7SILUjea7CRQied0OVROnqNan9QofMuREJSaK6cLqinE6b7ZzBFQcoQngbYpHCqczz93vcSfaBpOtXNRUAU9UHIUGLP8fER9aRmNpvTdV5dk1IiWOHi44+SHrqMDYH/5oMfoD28y0svfom6cBzcvs26a7ntI6nvSLZgfv4SvbO4xS47uztcf/UV6nqB956dyw9x+/AImdYcHBzwxDPP8MKXv8RjFy+xvnWbRdNz8fKEmXXElMelJcPRyQkHh4dMZ1PalFgFz2HXUBMpvUUItOsVVVmyPl4RRFjsnWEyXZAyocXm/9/zOeW2Ut/19P6tGUkE31zF54G/nFL6jIgsgN8SkU8Dfx74hZTS/yQifwX4K8B/B/wI8HT+92Hgr+f/fwfXQPcz7J47C9aybhqc9/TeM53P1QmkYMzarDWkIGoKS6CPapzsQ8JiseWE3YsPUdJhYk+3PEWip8Jy85WXaJqeJ+uaZHV+nammGOOUpm8gBqEwKM0/JtoQ8QaeeM87+dgP/QC/+gu/yI0bN3nmXc9RzfeRomBnGvAIqyDsXrrK3pl9UgycnhwT+5bd/X36pkVswWJ3yu3XrrNeNRTFlIceOUcxmWCtqNNM7ZVdVVWce/Qx5qfHFMbSLpfYFOlXSyorrJcn1Gd2Wa9XeO8pi5Lr115j2XWU0xndyQmSwM6KzLTLKqqo89FSjDrtPo9FGoJYzHh/jKq0qqczikk1+gZKUmd8DMSQh+NuEVne8Alv9XeSqCVa17YPunvfeH1X72cBZnWNESVODJNLhsGykg0U7q34M6N4+DptQeO5J1gUE2ydwHvEe3xqSUnp+yap1Ca0vSJyJtDGRCcGN5kw29mlnE4xZZFHyuUAG4KK2Z3TyhIheSVv+LbDGoMxWeerBR6IIiWFs/R9Q99ZjNjsL5oDhQjRGUxlmdRnqM/usvPEo6TgeTJFwvEphzducOPV1zg+OCBYw8HJMYvJhOZ0TajmtH3PYvcs7ckRN/1dXnzhi/wn/9V/yYVHrvJs6AlNz8ndQ9p1y8m6p1w2OkbIFdy8fcBrN65x5eGrXHjoqmqeQ2B5fMzx0RHiLOtlw3K5ZnXjFkVZcOXhR9g5c45oCzXTQDDZJeee2YYCYoWma7+7e3wppWvAtfz1iYg8DzwE/Gngk/lufwv4JXSj/Gngbyc98X5NRPZE5HJ+nu/oMlaYLeZMd3fo+obT0yV1USIxUdc1KQq4wXYLzfhsIPkEUXCTCTYaUgRHQnpDc9phqin1YhcvhtpA0/aE5Qn+5IiyLMA5sAGpClRrkI1fU8QUFRKh2tmhnkxI6xXf+wOf4EsvfIHf/q3f5urVR9g54ymqmul8hlSVzg50uoHa9Yr5mfNaVcZAZUrshYp+uaZa7EE1JQVoQkKwzOY7SFVQGYOZzml9YlLX1M7SrdYUswVWEq6eYCQy352xIHJw5xbr0yX9coV1ht1ygYlJqdygBBZjs5RBw00MgdD1xOBxRnDGIkWpkx5QPaBPiWIyoagnUAz6KpRCnjbZ/RDA3ozIksYfMn4RQtQxKQ/WH7i+u/dzwoqwtzdXYFujHpu5e7AJeGb7YSO6MlwuJrcaQh+InVeDaKyaV5cFCTWsGCa6jybMIiQxFLOaoqyY7u5hynKDLgSPiZ7QqUmDzsrTXqR62/Z5hLJapBmbk74soxJJOGeYL6aQmai+azhZrZjN5rhqmocyQ9O1lGVFSioJEqcOVO5sybm9ffYfeZTDO3ewCU7vHnD35i0l163W3Lp2jVdvHPDL//pfcrA85T/7S3+RM089i1lMmUjCJWHvcqA9XfL53/k94sExl68uOD5dc7ha8+Rz7+bMxfP43pOspZw6qsUOuxcuICSa5Yq7t2+zfuUVFvt77F28gpvU+ATWFohVJyoZ9+hAFwLe0OP7zq8/VI9PRB4DPgD8OnBx6+K/jkInoJvo5a2HvZJv+44HvqIsqOsaV5bsXzjPYUoc3rrD3mxBgaGoQYzTSiXpZGIEKAp1HsfSNh2975QaDQRjmSx22bGO43SN2K05u3+G1bJhffcudc6aki3GkRwxs0kNRZ73JVnwmUjOsX/5Ep/6kz/EP/ybf4cv/e5n2d/bo6gqTIxIDEr3TwmxhoktFNK0Vqe5i8VUFmsKbFGRUmR3saO9jGk9MuImZU1q1tSTqVZXRYWtBd/1lJWj6xti8lSTHZr1KfvTqyy/8lUInnmxwPeRSVXjO48LiUHlg6j/puSRKWKFEAWSTpl24ojZx9SHXO1N9D3COsIQ5PLoEmCERAZ7zjddY0DMYTeFDHU+qPm+2fXdtp8FdQva393JiEHMfIgB8B5YvrL1+ec1QKVD8pR03FXfqHm7E5ehSU8SwRYTEoZgPSm0xDxJPCIURcV0dx87nRLJkxei10G2IfDCZz7Dl7/wBT740Y9w+bFHCZ2nC17Ph0wIaZYnFIXBloWeASERfRhlF0XhtO9nDUESfbPmNHgWezraqG1b2qZjUlX4qNq3FBOt9xSlw1gwswXn5gtIsPfQIzzkPbHvObx1m2ZS89nPfpZ+vsN//hf+Ih/46Efw6PklVgj5b3Lzgp3zFzk+uMutw2MOTo548tlnmZ/dV4TIGroYKLE6aSWfMdO9CZP5DheuPozNnqmIwRk3Jio5/dBPbuxNKErUrNd473mr9us3HfhEZA78JPCXUkrH2+VrSimJ/IHH1Js9348DP/6HecwfdlVlqZOIRTCuYOfsGaKPLO8eISFSx0CRJkhZ6MgdIySxClUEVGxpLfW0xgSPWCiKXUK7IkSh2DvH6e2buIml7P8/9t4syLLrOtP79nSmO+TNqapQI4BCASDAAaQoiCRAkRSpiaZbIdGW5HDLarkf3RF+8FNLdkS7ZUf4wWG/OGSrI9zqfmi7w7JaZkvq1kBJwWZLlESCEwCCAAEUpkINOd680xn24Ie9780ERJFUtCgQiNqIQlXdvJmVec7Ze631r3/9f2A2PqLXH5KbApJPWGxuk+aPJEIJRFaw1ADsbIepKu5/8G384KMf4Iuf+xwZcN873k45GKDyPDk1BzzRrNL76FSushzT6yGNQWmNMHFIw5gMrCPUbZRq6pr47zuHnTf44DF5Hsk/wYPwFGUJMtD5jg5JUeb0NjdotKYqetSzGpmXNJ1DdR7jIMiA1LEn511S0k9+Z0tvv851IOMIQxc8Ki8xVQnLAVeisouUyRXaHUNYQYTXBb8VveX4r+ntznbUTXM75H2H63txPwfi/Ge/30syYf4vl/xhyRp+Hcy5IrlEQlVw0XIn0xqCQKZqw3mPC9E9RJk8ohZegjLUiwVIQdnrxznVtotBTwiks7hFzY2rV3n1a08zu3mDm994lu2NNXyuqOs5ZZGjhcA1FkXL7GgHL6DqD+J+87FOjQ4GLo77dB14z+bmJhCrRtd5pIDMyGRYLVia3hqjCPg4GC4klngpvBboLEMJyeZwyPD8Oe5//w/Q1Q0b26cJUkeLIR/dUqRRLGxDoTXnL1/hcLTHZDph646z5P0Bdd1RlCUh+GQ/lLHSxUnqScLoJDSQbMZ4HRQdYCkmkB6SlKTCeDL5nu/xIYQwxE3yL0II/yq9fHMJeQgh7gBupdevARdOfPr59NprVgjhnwD/JH3978p5VeYFRR41+QRgipLNO+7gUEiuPf8Ca4MBm9ubFLIHwoBO8jqZRurYa0J5tBD41mNdQBuD8zkhD5SbBh9gtncLlKSrF+zt3GIzzzAyCbRqjfQ6NsSFByxBK2TI6ZxDFtF2JBsOedd738uTn3+ML37uz2iOjji1ucHGxhZ5VeGlxNmA95AVBdpk1M4hypzh1hb5cJACvGZe7yOtox4fMR2PUQSMiTqZXVJSqbVCaBUPgV5OtTnC9EqkkeQqQynD9tnzTMsDlIey6CFURjCG1nqE9WgTn2jvHM45RLIaCt5FSNPrlZN66yxeSqpBH5nlYMyx8r1YzgwlwsCJwu91T80x2SHlksvYZzvLol58Nx6jt9z6Xt7PSqnYg0+BKqT/ieWA+uueisgYFMTO25Ld6ZNyUIRHnXdRC5c42pC6cSDi8+qDIisyhDYsFjOODsf0bfTCa9suurh7z0tPf4MceN+73kM9m7BzsMvRK6/Q21rH1ROuPnud7VPbHE1n7B0ecu8DD1JkBYvJIbMJlGWPxaJmMByQ5dF9wnaWtm3J8xKjDc51+K5FSR371osZJi+ibq4Iyd8ORHKV90QzXu89jXMQHFmmEIXG14JqNERoSWctWVaCi9fE2zhra0Og6JWcqs5zitSSAKSPrRIho0vFagYs3YNl/955QZAJ3hQikYpO2orF3+N9Ou7DjsdjnF0OsP/tr++E1SmA/xN4KoTwv5z40L8Gfh74n9Lvnzrx+j8QQvxLYhN8/Eb09wRxeN1bSz2fkxXx4ZBGMTq9zXw25dWrL1LkOUopsr4mqIBYzqKlRroIkYklMo0UAescMi8Aha9ritEGwXbUzoH3HOzvoouC0gbyANroaNaobIIGU/WXGUTIEMITnEVUPfqntnnXDzzM5//4M1y7+hJHr96g3++xtrbO5uZ2DOIeTK+H0pqBVrT1gsn+IXVVRJ08ozHaILynm88xTcegKJF0KUC0HBwdMWtqZJmhi4JqYw05WyBGa5jRAJUrWlpMkbF++gztoqZpWoqyRxASL6PdS8wAfWKtxYMpmjX4SK0OHp0ZGtfRektvEEkCqAjzCCHxyWA0+NVXSytl8N+syQek5iKxdyKpm5q2a7kNc37r9b29n2NgKsoKl3pvgXSQrgahl+v4ED0OeMQqcTk/S3oeWY7ZiCjmLqPFTvARagyYyDQ2GZUQzMZjmqMJ9XTO9ZdfQSL5+pNPcu+VK9x5zz0I75m7I3Kh2XvxFV5+5mn2JrfYOL3J2Fuefu45nn/pJXJjuHjXXRiVMZlOyULACEEzm9DWC4Q2CKnIsgypIvtUSU3XOpT25FkW5wltQ3BJR5SAMhkmy5HiuH9ojD5OGAUI6SmrDK00SMjyDAjoTONsx2I2Q2lFXuTxXFwq4gSidGMQhOCQQidUJqxQnCVhJYQoIRcvvUSSmN7Lm3ES3lx2YRPZbTqdvaHygt9JxfcI8HPA40KIL6fXfpG4Qf4fIcTfB14Efjp97N8Qqc/PEunPv/A3+h3/NVaWZcwnU0LX0uv3KPpVVGwRgjOXLlFP58ymU/I8B62RZGRZJFoEqVKjO5bsQklCSFZDzoMOoDOCMmS9Hn4xw4jAdDblcH+PohpQT44o8gwvFZlSSb9OEYKL3nd5hnUWVVaEuqXc3ubt3/8wzz75FC+/+AoqRFdxJRT9siJX0YVZS4U2mq1T25y/cJ6iqMjLio2tbfK8ILBgd2+XPC+gbbnx/Etce/FlZAh4Z6ltx63xIeN6RjVa48yl81y4cg8bZ89Qnd5GbAxZZCLi/EKSDYeoVNVW1j9AAAAgAElEQVQtG+0udCiSF58MiHTCyHRQqTSWYH10vUdJTFEcD/r5AFqsLEpWBxzp78uezXL5tJFWf0+HYEJVFvXiuFl+u833rdb39H5WSlJWZWT1BhFlrtKh/Pri4PW3OCJsxzOlQkSfWikTiuCXh28MIFIKvJeoTNEt5viuQxIw2qADhLrhN/6v/5vKFPzQRz/GhTvO4zzkWYnKSkYjyfzogMnRTaY7uzxw/2XWT20zHA1534c+hBSKm69eJyDJi5xGwmhzk8Wi5mA8pm47tMnoDYZUVY/MZHgkrbfkMo/zch5s1+GTsLbzHmsd2kTpv5WLikjuCi5qa0rtKcuMEAQ+uNgeUXFkQipBVZVpBCngRfwlV/tQRjkyIciyLO17f1z0Jd5AvCU+VYMnoPIkH7Dsu4rXJLCx+pu9gTqd8J2xOv89f3U9+tFv8v4A/Ff/gd/Xf+CKWUmR52RCERYtB+MZ+aBi48ypiO0Ly7m77uLZJ79GNp3iCQzlWgx0Oks3K0RYRMXLJGRAohBCRTzAOGSe4ZqMcmOD6Y5jc/sUV5+7ihaKUxcvMtu5xUaWQ10TioDMs+TTF7+GVBlBekRZ4ZqW/oWzfN9HPsxv/vN/wWwyRxAtiequo6cMA1MglaZrWm5MX2D88g20MmQmZ9DvUxhDXhiO5jOC1mRlie8s2gbWywEyU+xMDsE6jg4PeXXnBs9efY7isS9Srg05e+Vu3v2RH2TznjuZT6bkoo8XgqwokEtjSiWjN5dwBASui5ANLkJHzlsyY1BaMl3M6QTkvR46LwgiXb8oj0/cCLHPSPDHRCMgBJHuQ7qtQR67QCyzSR//XNdN/B7gdtD7Fut7Zz+/PjuJf5dKxX4zK6MrluLlCViHlHAt+3tidcjGA9j7qJvr02dEn8zk9JhGZISKXyOEQGfbaBgdAs62sUfuHGuntvnRT3yCZrbg7vvupej1EUpjPaxtnmYx2aM93EEXCkQkdt062Od//z/+KW971zt53wcejYf8fEIIjtH6CO88WVawMSpQWb4aFkeA8x2tdYQAbRMIzpJpje26aGqdF6jgabqGrqlxLmBtIMsKsryMUKi32K5OLhMeIQXWR3sxoUQcnUCg1bLrSRy5iCdNas0lD6J0fVRyWjgZ2lai9Omyi9e8fvw+UpIRuxQ+ik94eUKg+o3ZrG9p5ZayKMiyDNE21HWLlZJb115l8/SpWOYPh5TDATu7u5xTikWAYjRElxKkgRBVSZaDsEprnLUoIQk60LUNQQiK4Qg3FeSDmtp7TJZx7ZVXqAZDdG9AMx5TaBX17FTs+8Uug4+zOyaDwiN6FcaOuPKeh7j/ia/x55/5bOxtRFIoITOYqmKY98iVQgUwKZMVDsSkJsgGqxX93KDzAicMtsxYL4f0lOHgYMzBZMZ4UVP7gEeBhW7RIXQDXrK5ucVofZ0ml1F/FIm3kVWKAOts1EMUJDJL6jp4H4k0SZi26zo66xBZTl724iiH0qte3mvPvmhtstpOS6grHG+5JUwSlj2DsCT4CRaLGudvR7w3+1JKUpXVirOysg4KscJ5bcg+CaeJFZDgQgDvUMSeISw9MtOXSAxJ6x0A2pg07hDZk156vAMfPD/wwUfZv7XDdN5AbukXPdq6Zj6bU5YVVb/P7u7LlEVJvxrwla89ydvf8SAPvush1rdOMxxtMK/nlFVG5xw7e4cgNaPRBkXZj+4P3nF4dEhmMvKiREmNc0lQW8eAJJWGEHAuDcdnJqkiyehtaaPnpXcWiUdJSV3XzOYz8t6AMs+RIhB8YlIGGyUEXYiC4AnZiuv1e3PVqVtd9uUHxSojOQ55cX4ynEBtUlUYor9fQHJ0NOUv/SN/i+stG/iWPT4lFba1jPp98qLk2u5NZrMFFy/fhck1Zy5e4Bt7+xwdjCm3DHbeIIWKfYCkucnqmUgwgJTgBCqLjsdOSJzK6G1sYduWrTNnGI/HHO7u0Gs7QgjoLIvOxci4iZVI0EuKarkh2ALlHP0zp3nog4/w9aeeYrq/jxbxYFddi+k6jLIYldHPc4og0ULhO0tuNJmOqjQiM3ijESoGy6ANO0czru3u8urhETuTOY2XZGaACIFhf8Qdl+/ivR94lI07zuK0jhAKcR6q8200wlUSmxipS9gyJChY2IBOliWeQN10BAQ6zxO5R7xuADn+FtlmAYQ/boynTXPS808CDp8cIE58jQCz2exE1n87AL75VrxvWil6ZYEQx+IHf/l9ab3uw/H2p7rQx2dJJmkwIVnNf/ql35wUsUUsFEF68DG5hci8tHVD6yy99RHBLGidxwaP0IrOOer9Aza3t7h1o+IbT9/ELloefu/DPKQ01hQ4lfPv//wvIpPUdly6+07Onj3LZDZn0VoyDwbFCy+/zNNf/zrvfs97GI0qhFQEG8iyEqM1tnW4AFppJIJer0cQkQFLiE7oIXl/EgJKBYSM84JlUWCMRksBIVZyIvXGg/MoGcXlSUH0tdczRIuiBKWuoMvX7d+TNJbVZ/qE1Kxg0fSuEEU85vPZX/sJ+Ztcb+nAlxmDXSzolSVGKGaTGX1dMF4sONjbY+vUFtVgwKmzd/DKM88yqHpkPt5oaTRCg/UOUWTH2YyIlRpSII0h76/h24ZMCKjn6P4albVcunSenVdv0s1m5JMJZVUyyE0yaTSRyJFcyj2RjUkRZ2SU91x+59t55CMf5tOf+i0UgSzPmbcOO5nSdSCCRgqz8iaTJkdkGU4JdGZwSiLzgrIomDUNz1+7xu7RmNYHXNEjaz1ZiP3CPM8YbW5x6a57OXfXFcgrLAGhMrTWBO/pugYhoryYJPbmRFgy5kIS/JYEJD4kmbbgESYny4vICEWl4BeZnMf0hIR6HvPtYgM9HF/zJZSyhKAjSrp6lcWi4XbAezOveO+0UhRFxknm7rKa+Gb47DEAlw7a1BMMIooaCCGiKtMyRxLLQzpZHBHlxKSB4HysmHR0Gs+qKtrx+MAwL5gcTai7Gi0EJlO88I0XOdqPCeIXv/AYd999mVOXLlBub7N+8RKq6HN9Z4fd3V22N7d59K7LcVxCmtSbiz54o7UN3vf+RxkOh3jveOLxx/nKV77CT/7kT2HynLyqWDqUBBkYH04ZjdYwesmMDshcJnZ1F9njgegNGjxCeLytEYn96W2H8HFuWWV5SjIiUSVAJPAJFQPrqod3nICyatkt8ZmTVsDL+7K8K0tr4GQXZS3Oy+/9Ht+beeVFTlFVSGtp6yhnVWY5Fs/41i6Dfp+yLDh97hz7u7u8snOTey5dYjE+igoPvZIgo0MxQqKI8lpx7kxBAJnplSM0BMqNTRQe41oOrt9gfrAXSS83rlGu9cjyjKAUUQP9eE4pyOhLR9dF6NPkPPzoo+y8co0nH/sSw/4a81lD23RMGotkxmzRsWZKqrKkygucVOjkjo4T+FnHwau77Iz3mYvA1sXzXLl0J7PDCc8/+Qy+6ciynPXTpzh91wXuvv9BirU1QpahSkXQkdHa1jWL+Zxev0KHPJmAktybk+u6kFGpPTiQMim9K5TJ0FmR+ggxKKrlDTpxZiFYVXseYgUYopLH0uUhBL+MkCeiZdyIdV2vguftAPhmWN/8HhWFIc+z44L+uI30us8NrzlqffLCJMQ+oRdRJMI7hyOiCpHtIlYQ6lIWb4XnCBJLMX7trutixVW3aCXp9yua+RzbtnjXcu7cHTzx2J+BXfDzP/8LIOErX/4Kh67jk3/vF6iGIz7xE/8xxpQoqWjamsce+wIbG5tsbmxjrcVkOcPhMLY8QsC7wJUr93H5nvuoyhJCgjGlQAmJRFCWPZwHhWQ8PsR2jvX1dXxwOO8AS72o0UpQliVN2zKdTdHGkGUGLWPvvGlaFvWE/toGQppE+oGuraNFWVYm1Cec6OMtr/lrO37xoh5XgTFrjT2+JXLjXfRC9B6mk6N4e9+g7fqWDnxVWaGzDN828YEQMD48IKsKzm6dYrK7T3Z6C90rOXf5Tj776T9iNBhwanMrqZUrdK/EexdxcEJqT+l075NFj9KQRWNHGxzZcEhzsMsd585y4/kXaI/GTI2iHPYZVSXSaDBFhCRd7CFG80aiK7J2qKKiv7HO+z/0YW68dJ3p7gHr/RG1slGSzMYHarKYUjQtRs3IcoNSMmH9HtcG0IrNOy/ywP1XyHo99m/tMT+q6ekKqQTr21ucv/8ezt5/mfW7zuOzHCcFQmuCcFE+SUpyY+Kz7COEorRGSA3BYa3Fhw58HJkQMqrOK6PRWaRsxwMlQp2vbZQvl1h9XEqFE25V1YWUbQYfVu9c7ZYQIKgTcmW3g96befX7PYosWyU4K+j7m461fPN7HdmNHmMMrmtprSPP8xTo1KonfXLezKcRiEBILu8KISW2a3HCk8no2t7v91jMJgiZQ5tz4eJFJoe73Pfg23nmuafZ2NykGR+wmE7IhiOkMjz/wlVs01KVJfffdz9FUZJlBbazHB0dYUwWRyl6PYwxZFkeLbakwnnPfBG9MlW/h8djspwsy/AEqv6Apm4AgdIZxhh8aGmbOeOjGV3bMpvPMVlBlmlEsMxncxbTGVVR0bSOLM/Iyl7cl1JTlCZdXhevsYiksljtydWVX9KPju9DSHDpCeJLvNJRnLvroqCGS62Jv/oWftfXWzbwBaDsVVEUWoIXgcliwnB9SF4WLJoaLWF6dMRgfY3h5gb3vfNBnn/qG2Ras6E3CLVAa4nuVbEvIFWanTmZiooEr2hQUSGiWcwot7YJbcf2mdO8/Mwz0Q9QG3pbm5FpqQUiy2NAjW64saKRGpllmEGPrp5z6W338SM/8Xf49L/6bbpxzVo2wFtPr+rRNh3FesXaaETRq9gd73Hj4BZlr8f2+jZrvTXuvnyFc/fcSd21PPb5x7jx7EsUjUdYQX99nTvvu58z993F8OIZ5FofV0qcBOEdHpcquBjEuq7DAUYVqHRwKKWQStC1LdYm5pyPUKTJMpTJYkUcRNoUyWxWvDZrXAkKAwQXxY58zECD8Cd4fMtMktcknscmtLfXm3n1+/1oBBsc0bst9uBWTM4lYWLVZhLHKMAKVIsreJ88IG2k82dmxaCMzWVWyRQcm1PH1yMaI5UmywS2s+gsBoTe2hA7n9M0GeXaiFkzo9GKLzz+BM8//xwPP/IBMiHRQvL5LzzG//Yrv8ojH3iEv/tzf5f1jU3aumZ3fz8auEpFVQkm0ylSCoqiIgTPrVu30MZw+swZeoNBDNZSoqWKJDLnEEKglUb3crx3KClomgUEz3BtE4JkPpvSq/qUVQ9HlG87PDhgOjmiOncekyk626B9FsVyupZFXZPlOXlWpesuOb7gUaJbhJPJSFjdgpOTuMs7Eoh+qC7ZEDnnmM5uQ53ftaWNRkiwBIISbJ7exntP3TYUVUFjOxbNAjEVDAYDrtx7hWZ/zHNXr4KA0cYIU5ro55dlSUpyyYAS8SanBm5kk3lUkWOGI5SUmNmcQdexNlxjvLNLW/aY3doj29jEZyYyI9F4T6JgJ7hFK4LRNFphqpK3Pfx9dLOOP/qNf0PmFbkskAsY9dcRZc721ilOXzzLBenYmx9x7q5LjIbrLMZzpnsTrn3jGpPDMbtPXyOrA9jAcLTJPQ8+wMX77qU4s4Ea9nAarAjReV4JZHAEB63t8Nbh02bDOaR3ENSK7eq9w3eR7BKdGBRZliOMiYQglv3Rb71WjXIhQSwtjsKxJnE4GfxkOsME9aJOmfztiu/Nt44ToF6vx3KQeslaXJEpgojPBLCCJ1mi3iHFxUi/F0jaxYKiyAlS0nUd0kS2pFR6xQpe8i8Q4rgSRKx62wgQSuGkp7MtBI8REl2VrJszeDw7h3vMg2B3OqNDcPaOc+xcv0V/8zR3XrzIf/eLv8SV++5Dm4ynn36Gf/5r/4zt06f4z3/u51gfjciyjEXTrAbUm6Zmc3MDuxxJWCFCAu9J83iemzevs1i0lGWF1pKtzc1U/UFelNFmyAsyU6FNNJE+2N/hlWvXuPvSpTijFyRN59IeDTjX0jYLEAElJJkpEykmKc0jkCt27evvBMeV4fJjIbq1WGvjLKKEpm2Zz26TW74rSwjo9ytMZlAuRxZFHKh2Dp0OYJMZtDQ0TcM8TOj1B9z7jrfzpemf89zV53lbcT8qN+RGE7xDKkHwIXlWLf+lpVxCZHvGDZbTCkWxvslkcsTmmbPM9sdM98dMd/ZYu7RAljmuE0QjaL2ibS+Jnl5Lys11Zjd3CErx0Id/kMnOhJe+8HXWRYmvO1TQtJ3nxkuvsL+7ix4UiMowziuanSk7126x+8oOeavABvrWoE2J7hnuf+gdnL58ger0FqGf0WmBV6AyDUYShI+qD0lRwqkIPdZtS9u1EUIWFuu61ViDIF4DISU6i/qhLvXq4viDPBGWxCpGHbPCEqUh9fW8ECCji/ayT7AMevGQSlWBD7crvrfI6vf6RPQj7lG56v3GoLZs666Q7vT/cPwXSEhE5wK+SzT/4OnaBrSO5rIhINP7fZrxi1lnSBZIkWYlZdTGBYEIGiEC1nmsd+RFwdrp05yxLcJkPPqRH2Lvxg3WN7bYOzxk9/pNTl+4xOYIfGdBZQQHTdvxoQ99hPWNDZx1fPXxx6mbmu2tbc6cOYMxBoGkMrFC3dvb5fBwjDGGM3ecIc+j2P329ilu3LiF1prhcAhCkBcV1nb4IOj3R/T7Q7xzWBsQUnA0nuG9QpsSZUqUUEhzvCvzLMNXFVmWJfFpR9d2WOvJsjz6BorlnC2rqk+kKnqZfC7Z2NY6grd479L9E9RNQ9vZeNfEyYr9b2+9RQNf7Jv1+hXedVEQVseHSSXyRFQXiTqTfVMwnoxRUlKur/HA+97Ll//0czx/9TkuiztRCmTo0UmLyQtUIJmmSjwqksmCRwmFED46C5cVwkjM5jZh0VFtbrFz8xbtfI49OkLnGlmVoCHIAD76VykhkJnBdg3NvMMX0ZYEVfB9P/YxZgc1/Yknt7HKsTJEOLf1uN0FQrUc7LxIEJL5rEG3oIRG6Zze9hq94ZBqfcjW3XdTndskrGW0OVjpkDKQGY0XUalhKScWN0cy75USqXVspLcWiNqcWmmEgLqe44WkUMPYN5FEwV8pVmIry3t0DFDJVXBbZu1L2mhIGoxxyP1Yr1Gkgym1AZlN5397j9ft9V1bvV4fQbQCO/ZcjB52J+n2J1m9yVIzkqB87CVLISlNxmJ6RF4YMqNouwU6i5AfCYVYOh/5YAkyJmhBEQUSxHLI3SG0wmhFcJ4gLJ0NNK5DZIatCxdYzCe8++H3MZ8cIazl6994ji9+5XF+9BN/Bysko81tzHbGPffcwy//D/8jeVUipeTxxx/jn/3aP+XM6VN84hOfYLQ+IjQ1Smv6uodSGi0D08kB1lq2Ntcoc5WcDeDMmW1CEGRZjrUdR5MpUgnKXoXKokyZdD5eHym4+577OXf+EnXT4GURSSxG0tku7nUpmU6OKMuK/nAIwkfj3MkRvapPvz+MNyWRcQjLihzARyJMAsJWwvWrhFXgUSxqS+f8iRv5t7/eooEPhBRUvQolBOKEszJSoHSE6PCBkEgvEsliXpMNhqxtbvKu9z3MY5/5d7z0yitcKUuE8ww2t2Jls6Tjp4CVsLnYFFdxZs87sMKTb22h8XDzOiOtOJgcUb56k62ypOsceV8hCx0fBA8qN/jgUGVO7vugcyZ2n5ntGJw9xdt+4D089ek/5/z5ixgM4/ER3WyBDvEB1zrDK8UieGZlC32DUwK05sq73sHaqU10ZbAZ+IFBlpqgLF7GANPaFm1iBdq1FoJHErX8pIhq9y4Zv/rgUSKyzXSIsmHjyREyy5FlRZZg0BWM9K20N2FJq4uV4RL3DZEGvVRzed0nrCrF+XxxIpTeXm/GJYB+r4LlrKaIruXiNe947T0OKUKKpXxeimaxF+8opMROZjjhMVWBzAxCZ/EsSCVlCCHhNmIFfUZ90JiUBR3/He8imc0RP+58hOJ1llGIHuPJERtr69x8+WWKqsfdd1/GtR1fefJJugAf/4mfjMa2gwH74wOEVIzW1/nFX/pv2dzcoK0bOm/5f3/913He85/9zM8yHAxYW1/jHWtvT3N7iUUNLGazVOUVOGfRWtPr9RLBTRy3DHRMBEIywc6ykrzorfZiVGeJiYN3DqMznI1klDwv0VpTFEUkzqRxr7qumc8X9PsDsiyL98GH1YjIMqBJIZLZt4rC/0jqpolM+TdwveUC37IOkELS7/Vj8zoJIEf4QqKNxlpHlhuEUAgCvWrAvK05PDhgbX2NwfqIB977EH/2mc/gvOPKlftw80UcOdASZFQgWM6URZ0RQec92uRIo2nwdLkh29rk3LveybNf+govPnsVb3JGd5wlLyrwgXq+QBcVXoTolqAVwcYq1ZlAf3uL2cGY6aLjzP138/jnvsjN6YR7L15mc/sssrbsvXID31r6gyHBGBbBUQeP1aCHBZsXztLfGiH7hja01G6Bc1O0z3EKdKFRuSSoJAdGshZCxEpWRp1ApTWd6wgEjFJkUhE6S+gs88kRzWJBryoxRYbI9MpsdnV/xNK/etkwTxn9sjeQyEJiRYZJGz2o1ftWqboAiMPv0+nkdnvvTb3izat61clIdwKCPPHOE7yy1S0PAhFSwhQ8AY93LVnwyLahnk9pJpKeOIPIHV4o0Dk2NgijLJfz0asyPYupxbgiZwnhcV1SMMKklleg8wGpMoZr6zgp+Z3f+wPOnzvLhz/yEV68+gKToyMOjyY88dUvcfnKvWijuPbii9za2+MDjzxC59KZoQw0cz76Qx+NiaVzEdFwjoODA65du8aVe++l1+vFQf/UD/XO0bY1QgiqKrrReB/7al3X4ZyjrIo495eYl0JImi66xGupkMLgfWwdrK1tEJLAPET1m8FgOXIBQiq6bkFTx73unUitDpVuTpIWRKK0jK0hIQhOIbxgvqixb3Dgk9/+LW+2lcYCpKQqSoJzq1Lbhzhv5pF4IelcQCpDCJFNlWclzaxmMasRSrF99g7e8/APsGg7rr/6Krapo0A1SVfSWby3K5aVCyEOkUuJQ4LJoKiwZUV17hxn3/Y2DpqWazd3mE/nSBeQLlBmOcFZuqaNQ7SdQ3iBUAZdVOh+hVnrs9Cgtobc8/BDPH39JV688SqIOG9TDdY4fekS1alTbNx5iTsuX+bilXu5ePke7rjzElvnz+C1o3YzWlFD7ulCi6dDmEDWy1C5RGoIRBKLlOCsZTFfsJg3tG1H27VxyFcKtCAa5QbPfHrEZDxGG0Wv38cUOSrPQCtEgkmFEMcD7BFgIqYMrz/YRAJNjn/FyeM4CuFjchn7rT4QvGc+vw11vnnXccbS7/dXr5xAM0+8LzE3U99v+Vwte4BLwi8ysKjn1JMx7fiQ5tYOr371Cb7+7z6LPzwi8x6Fj/8lQpYAlEwCzWHpI/fa6kUpiTEGkxnyokBqjdQGGwSoHOsCj3zkhzh19hxtgN/4/z6FyTI++cmfYjo+BNcxPzrEKMG9V+6hXiy4cf0G167dIARBrgsuXrwLo7PIRE0jDX/yJ3/Cr/7qrzKbzVael0LKxKpWNEmUo2uiQ4kQkaCTZRlFUaCkjiQZFceLfLq43h/vwra1OBvQKseYEoGKULCLo0Rx6F/FSrrIWd/YIDPmNXDm0q4ogjvJKFsmo2xlkNpQL1LF9y3An+/2estVfMstpGQc3ozPbpIvikB3JF8IgbU2wWpRtSDTGf2s4vDWPpnZxmQZF++5TFc3vPiN52LjOcvjjBsAS/eGxMhUCqGiggJArnt4bWh8oOs8p++6zMd/+qf57B/+Eb/76T/ioe9/LxfuuUyZBGiFkTGw+iRHJBVBBgKOarSGlIrZrTF3P/xOXn7mKs8/9xKn8gGb+QB8QxcMxbBE9iU6y2KQN5JGdDTdLDqu42jsDFQ0m8WAyhXWNzhvUSY+qMFFw8qoGegIwiWH+tjvcMmVXglFPZ9xsLdPZ1v61SbVoI/O8wgxLxswqyb48mmPwe+Y0CJXBpfRoDYiXSEQrWZUHPfwftnzEceMPh+YzRa3C763wOr3e4lluYTFo1alSDn6ytGb9B5Oln2sDlNpojbu+OCA9tYOhy++xNe+9CVe3dvFdY4HP/ShKLSeZVEo2nq0VKvn0/voYhD/HMdpYgs6PrNBiljhEPApb+u8w3nBlQfeQbuYYZuaS5fv5iMf+QhSStaGA46OxpxbG3Lp/Dl02cMJyR//+m/w3NWX+KVf+kXyPGM+m/GvP/U7fPCDH2Rzc5vpZM6pU6f5h7/4S4zWRly/foMnnniCwWDAQw89RFX1KMsyupMk1onrOrQ2SBOrthACXddFhCv9jFrHHqAQKo5DKBPtjZY/Y4h+ec4H2rahqhRKR/kJpZKsI7EiVsv5yLBMTJb90YTcyIgeySCpmxbnT5huvgEb9y1Y8R1nZ1pKZAAtNSF43LJCCw6kSJlbHPoMLuCtI5OaQVEx3jtM8Ibi/F13IbTm6089TTtbIJxDeI/WMduSKmZeS9aoUCoGSKnR0kQ6cd6jlYqNC+f58f/0P+Hd738/nQ889sUv8+STT7Fzc4du0aT5tUDX2SgFpnQcZA0BkRmqzRFyVPIDH/8wcqg4XOziwpT93ZfYu3WVo6NXmc1v4sKU2o1pwoR5d8T+ZIeFnVG7BeWwoBiWmH6O6ueoXOGCxfl4fUKaCTJaUeQ5vV7FYDAgz+PcodYCJTyagG1q9nZ2mE6P0HlGVpaozCBNZM9FF4elPNSKEU38TXyTh/44QC6zRZGGiaVUUaxXqZgUJJaodY5F3d4OfG/atSSpCHr9Xvy71Mh0n0/2hZcKPqtDNpx8hEKSAAwIpamGQ6rhkNHaiDOjTe45dYa7Rps89vt/yGzvAINASYFtO5Y+c8t/IxoqRz1LvFuyaQjORcKcs4QuSn+F1pJpAz6QFwWLpomO53nBT/70z+CIZA9DtUEAACAASURBVLinnvo6//gf/TKPff4L7Ny8SdvUKODHfvRH+OiHP4QQgulkznxWc/c9V7A+0LWO9dEGj3zgg5y74xwhwNPPPMNzV5+ns9HENqTEvigiWWWxWMTXCclx3a9+Lu9d7CZImX7FucBA1CcVS/cUsbQGW/ZO03tdgmBTkhqlzaILu1AaodQSH142S1nOAgoRq+O6ThXfsqx/A9ZbruI7DnySXEpcXSONQRsdKxkh6JyNNxkJ3kWzWeci4zMxPdu6Zrx7wNrmiHIw4L4HHuDxP/s8hzv7bGclsorVkpAiCcYq8B4XHJ21cdhULBXlFaasmDQNwQVUlnPuzruwneVyVVHbjkXbIhdzbEhEEqMpjCKIgLdRT9CYDOsDjXasXdrm3ocf4MYXnmC9VKisRQpHMwt4NSMrPN5orFWYMqN2DcX6Fk1j6ZRHaIHSHm2gsTUQe55SEuf0dGRp+oQyetvR2YY2WEqZkSuFDnA4PWJ/5xbTumFzNACpaDuHtg6hAkFGKrlCRdGHJRfoNbds+UrsmUaJMkF0nNZpkD5RzYNAeCLpxcdTzzpPu1Juub3enCtCc6PRCERMSpFxz54kYZyc1Qxh+SyFhH0nREFGyx1dVIgsJ0iFEYKe0GznPa4+/xzPfPHLvG19fTVvivepSoHlHKEI8dmNiIdHIvCJ/SgQCZkRGCFwTUsvL+i8oyhKnLWEIHFty8bmNof7+zgb+NjHPsbkaMLv/tvf5Y5z5/mR/+gTXLxwAec8OzdvcPHSXfT6PX784z+G93GkKITIFG/qhqPJEe/5vvfygUceRSmFd562sxwejLl56yaXL98T/Qx9DE7T6RTnHL1eRZbn0ZWia2PFpnWau0vnV7qm0Zg2BjJCQOsMrY8rx+jtp5JUo4om0oHU+yQSkl6TrHD8OlG15XaP77u4gnX4zmKbJh7mRPhCa4VSS2KKj1VOiJlQ3TZopciNYXI4pms7vPNsbG5RZiWL8RQ6lw7e44TFJ5x7Sct3aZMKqcjKCrQhr/rookTqjKyoWLSWw6MJRVWxdWqbsqrQeYZVghZP67vYe5ASo+JcnCpzqs0BopK87X3vRAwVL9x6FpVbqjIwqCD3M8Jin3Z8i+n+dZrpPkUBqA6vLKZvGGwMyEuDEA5v2yiJJAWu65LmZuqXBE/XtkwmE9q6RYXoIq2CZzEe8/Lzz3Prxg2sjSoUXgis97h0YZYmoj4RDl67jmFPsaSmr0rCY6kqIVXMJFV0y5CprxFnBgUueNqlCe3t9aZdxhjWRuuJHW0S2iFXAWkpMRZFy2Owk4E4jxf86pcIy+dJkg+GtCFQFBXSwnxvzEAZ5nsHZJGxlZpcYrWHSb3DmPnFqs9Zi+vaSOJIBBhFQFiH8nFP4Bw4F1WaZLT8EUphrUNKxQMPvJ2PfvSHefTRH+TsHed49fp1FrMZ9XzKYj7j93/vd7G+Jcuijq+U0HY1i3oee+t41jfWWVsbobXhiSee5GgyQUjF2vo6589fJDMZUXEmBrI4iO/o2hZSxVcv5ikw+5WdEXAsApAIZqSeHkJinY/m2cqgdRYD47L3vuzFezjetxwnuau+fjxWxuPJqh30Rq23bODTUiB9dPp11uKTUjs+RCw/zfosmVmxOhdUVYU2hiIvyHTG/o1b0Hmme4e08zpO7VkHnUsK5xGyi9ts6VwQCRdBxF5AUJKgNarI6Y3WKAYDdFGwsb1FVuTs7e4xPjiMMISU0R1CR3X0sBR5VQKUQCmBMJImdKi1gosP3s2txT47sx2u33yRW9efZ3/vGvs7L9PM9rH1IYvFLrYZU08PWFurKMuMpl0wn0/wXUupNcYHXNPibcT1EdF5IViPDHGgXMo4Z0jX0U2nvPLsszzz5JM0izm9qsdgMIyZoYwOFFrnGJ0hk7j3qs/3TbraIZET4nl1PAi/+pUG4JeQi5Q6NuqVwQdOZJCvJcrcXm+epbWmrPpIbUBFLdgoV5ZOUUgJWSKfEFV9grXYpsXWDbauWUyOaOYLgg+YqmRhLS+/ep22sxwdHKKD4Jknvsbh/iHO+uOqUnCcmiUClhTJyDbR+7218ZdzK3KbtW0MlCGghcRIhfBgEm9A6YwgFb/7B7/PV776VUxecO/99/PAAw+itOLll1/h5Zdf4i8+/xeMx4d0XcsLL1zlt3/7t3juuWeBQJZl9Pt98jwnBDg4OODXfu2f8dRTT6G1Ictz1jc3UFodBxURR7oGwzXyooiXb2nXpJbzjvHntLajrhcRnVFJZP5EFa2VIfhA27R0bax6gwdrfUJnTrC0l6X4aiUmdoKTx+ODpAL1XXyYvs16ywY+KeIsy2Q6YzZbYDtLsD4afbsTbswSvAw4HC5YlJQoqTEmpypK5gdHLHYPuf78i0wODrlx/VXmR5PI/HIO6SM0t2y/ixBQaSB72W/wIiCNji7meYaqCkSRYYqozD4Y9DFGY63Fti0KEWWRhCIag1hs6AjSI1X6vo2gNXDxPQ9S9yRHqqHLLLWb06qaaZjQygW9NcNwq2C02aPIFaHrqKcT5tMJ7WKO6xqksyhrobHYxuIctF3HYlGzmM2hdWRKo5Vk6StxtLPLC88+g2+jvNLa+ojBcEjVH1IN1siKKo57uIDwibySros4ThE4piuEVcYeklhwzCbECeZe/DwlZHSDVwapMpwXtEv39dudvjfZWlGUMCYyJT0ahI7sJlTKihLC4peHqiA4RzebsphMmI0jq3h6cMjRrR1eeuYbfO0rX2V8dMTWuXPszac88/KLtAIOxmPOn7uAUTnNogUfBa2V0njrYl8v+Fjt+cjiXlZ5MoSIHCUs1AVLaxuss7HSkvH5xFlc20GCBTe3T/HDP/wj3Lh1i8989rMMhqM0DqUZDEfce+8D/Pzf+y9x1hMC/Mqv/Cq/+ZufYmtrC601EPv+S7ZklhX8zM/8LO9610OrALLU8wzpz0JEa6bO2sTiBKUNvapPCMQ+YIKGu66h69oU0AJd28YZ5xDHmpTWSKHwPsGiIg7Rx0F6kSrzlKCI5fcAkYoWWag+sT6n0+kqf3mj1rcNfEKIC0KIPxZCfE0I8aQQ4r9Or/8jIcQ1IcSX06+Pn/icfyiEeFYI8bQQ4ke/mz/AX/6GU3IhJaaq2J9MOJrPaJqGdlHjOxt7SC7CGi4ErA+4NJ/i0ibQWqGE5PTWNgc7uxztHdArSrRUHOzt084bfOsIXSTFhBAZkCsDzGRThIjYt1TRxFVIgVASU+aYMkflBp3HHqQ2EeKIcEqCT9PDpJboAwmTzxRWeortNbbuvcRYtXRDw66dMnZzuhxCJehUR+tbWt+yt7/Dzs516sWMUklKrTAhIBJEg3UI65CdwzcdwnpiXpishFpLJiR2seDZrz/FtZdfYjgYsrm1xWA4QmqDyQtMVsQ0YPlgp0pRpEb3sZHlcTDjOJE/QYlOFOpliEwHSyS5LKncGudd3LTLdTv2fdP1vbmXT1BTArx67TrPP/c8V194kVdeucaNmzfZ3d3n8HDMbLag6RzWBZq6o54v8M6jhSTPMooso8wLBr0+G6MR1nb8xZ/+Ka++8goiy9mZTjlsW26Ox+iioGsWdE2NNiY+YwHwUeYstG4F90sEOik9SQIieETwKCkQwRNClOWKfIH0MSHItESJiD51dc33f//7+ORP/TSD3hrXXn6V+WTBn3zmTxgNNrjzwt18/7sfZn20zlNfe4rZdMonP/lJ1tbWUEqxt7fHl7/8RRbzSFzJ85z3v/99q/GPuq7Z3d2lbWuW4wzp/qGURiXSS/A+8hK8o2sago/QrPcerTVSihVZxrnlTF7sp0ulyfICpaMvp9IarVUqjpdj9csHJyE4KalZfsx7z3T6xgpUw3dGbrHAfxNC+KIQYgA8JoT4g/Sx/zWE8D+ffLMQ4gHgZ4EHgbPAp4UQ94bIjf3ur5QQ6izjrgfuZ3Gwz87+PkjJqa3oV8dy7MCLlNFFOw5lDMILgrdIJGVZ4qVkbTDk3B1nqftD1tdGdAHqyYwiy1CJyRRkDJ7LZnv0sBJRhSWoFWQppIyzbULgbIfQkrzMoyOxByXivx+8xHofgxwefBzm7uoGbIs0CqsCzgguvONe/uiJL9K0RwjX0W8ci7nAVpKi8+g64BaGYrRJryqxEPt6QeF8wAkZfw4hyaTCCBXn6GTUJWy7Bm8teabR3vPCc8/zwrPPkinDaGOdouqT93rovEIqgyeKdpMyPBmWgkXHOH+kOsdNsQJAheQkeeG1Sy4/myCW8EokwFjrI5X79vp263t0L8ckcX9/n1/4hb9PnmcURUlRFJRlSZ7nlOnPZZlTVRX9fo+14YC1tTXKsmDQH1CVFVVZMuhX9MqSTGecOnueF55/ASEVB8DuwSHjELgxn/Le7Q3yfg9H6hkKSVBxkDsIgSLNnaaxBhzJfiu+VwqBUDpWiCmR6zqb5uUiW3I2n1MUBXlW4AGtDO9850MIKbi1s8MffPoP+be/8zt87Id/lKrfZ7qYcvnuK/zj//6XWVsboKUk+ECR5Zy74w4gms0ak9G2TbRbSgzzssxRSicDWZjPFytii0jjDAEoyxJrLVVVEVuTFiUExiyNa0WczyMW23UTbY+KoiSIGMQkAallmjqJMG8875bzj5xIcI/pbIHAbPbGz9x+28AXQrgOXE9/ngghngLOfYtP+QngX4YQGuCqEOJZ4GHgc38D3+93sCI4aHJNudbn9KlNnvvaU9zc2aXKC7yLMkYyz2MFlkpzqZLZqYhzOUrJRJuGoqw4c+4su9dvUneWvOyhlImUR5cIMsIvEZl0bsf+XwCstcjYolvRpIUIqEwnwkegKAoWizlKSTKtk32KBG9xwSFCglJ9hB5kZvAKbKbYuHSWJgtMveXC2W36gz5Vr09/Y4DSGb31NVRVonNFUALbtXgbyJXCdjZu+CAgWJAKrSyoqN83nU5w1lIISV/3Obq1z9OPP86Na9e44+xZdF4QtMYKiZOKhXXoLv588oTpZ4SOIgNWCMExQy9tiROV3utXInTG9ybGZwjHTXPvPd0K6ry9/qr1vbuXj8cIjo6mfPPE57VLpJ6RWJIwOH4elsLWWimGZUkuJDoEmukUicA6x1c/9Vv83tUX6Q2H9Nb6rI3W6A9i26EqS6peDKL9fo9eUVJlhkIbMhWJcZlQKJ1FZSKhcCaP6W6IAtlBSISRlCancxafoCiR6SgibR3D0YAf/8THmc/mTCaH1O2C0VZ0kBn0+zgXxSOMMfR7A4o8j8Qfrem6SDjb2NhYtQHKskdd14zHY7a2tggBus7F70lq+v1BJINZS10vkFKQ51n01hRLtMXRNh3WunTOqRXzEzxNs8B7H4filYpwLSSk7ZjEEu+qP052l6+FEJP8N3j9tcYZhBB3Au8G/hx4BPgHQoj/AvgCMZM8IG6kPzvxaa/wrTfX3/gSQFYU6DxDlTn3vP0BXnjqGZ574Sr3Xr6MynKyE4OaUolofuoi81DI5ColBCI9GFIqRi5wuH+AFYHWWYTtEJ0hKI+XsV8Y5bZk2oAyHdTuGL6zLjo9EOWXkSC1IMNgrYlh2x8LMvslG1VGnzsjJN5Hp+WsyPHBY6oSKySzZs5kPsd6x2yxQBrDaH0DF3x0tVYSDxRVRRACm/D6GKc9wQW6psN6T9EvsF1NU0/JlKbQGfP9XZ568nGe+dqTWNfFub1+H11WyKzAyghZihDQQkQmplwOsh5Xwa+JbSFeiRU3/cSsw2oThRj8lvNI8RuOhBkhJNY62vYE1Hl7fdv1vbmX/yq2w8nXj0cZlgSLbx4o42uz2WL12cu+jgeuPfscn3/2uXhgi/gcybRnZWILL/+sZJwJLvKMXllRljn9fp+q16Pf65PlOYNBn15ZUhYF66MRo9GI3v/f3rn9yJHd9/3zO7e6dM+Fw5khV7vcS7SUVkIe4sAIHCd/gOMXJw8O4ofEgI0oQPwQA3kx7EfDj9FDgMCAAgdRIMVBAFu2EAQWEiNAkIfYURLbsna1Wq2W1GpJLneXt7n0parOycM51d0zQ+4OGXJnpud8gOZ0V3cXq7rq1K/O7/L9DQasXFiP3dvX1uKsta5xWlGUZZxluZLL6xuUZcl42tK20ahA4Nvf/t+8/fbb/Pzf/3nu3XvAH/zBN/ibP/3TfPbqVZwrMWbCvM4uGpXJpOH+/R1WVtYYDlcoy5istrs/ZnfnAZtbF1HKsLq2DkkA/taNG4hIMpaKadOws7vHVlnH3y0pxPgUBoKYiOS9n8mRqVRCEo/W7O6/nwOkQxhdpjs7O8c9IZ4ZxzZ8IjIEfg/41RDCAxH5beA3ibv1m8C/AH7pMdb3JeBLj7e5xyEWY5ZlgTU2SgqFwCufv4oEz7s3b3BZAqsKjCui25F40IIKaaoe07tUckkGSXV03lN4z2Q8YRo6dNdF44fGhzhQgDi7SbGsmJkZojukVytPbU1UL8wlCmUUVVEymUxi/BFm/nFMnxvsD8QilDIYOvCC90JVDRkMVlmpK4q6xrmKDs2k9TgfMMpgnEM5S5N6fXXJ7ahEI5Y4e1Uxu9JZzeb6Ktp7/P4eb73xHb775/+X/d1dNi5v85mXXmLj0mXK9QvYwRBxFlOWGGtT5qWaFa4L9EHKxXMgGj3fD5KQYgXz93ti/VA0fCr1BovHKjCdTrPhewye9lhO63wK47m/Qs4vnMf7zse8K/OLb++QPPCtPq6MTxmdx/PiHjbFMXodUUrQszh0jJtpa7G6j4kJ1hiKIhnQqmZtfY16OKSsSuq6Ynt7m29961t84bXXUMby+uuv841v/CEbm5eYNJ7CxfDI2to6Fy5coCiKWA6yusFwuNZXYqC1A8DaQFUNY5ulrmMynlDXFV3bcev9D1FGsbq+gQ6B4coag+FabK4dwLlyvl96PhZ9EqXuXavxd5EDz/pyhj7U4YOfd18/QY5l+ETEEgfK10MIvw8QQnh/4f1/Dfyn9PI94MrC119Iyw4QQvgK8JX0/aeejlDVg3h3EqKorK1LXrz6WX587Rof3b1LUZQoFWN+Soh1d/1dik8xJKUAnfKZga6jWFtFleOYwWWjuoRPGYkxnpUSNXyg1zKKJQ/zHlXBe+h8r8GMhDC74zRax56BxszcI1EBJaSMa0kNbDVaW7omuiQubl7moghbW1sM6+h+dHVNpzRGWzAO7QpMUUVjr3x0o3ZReNo6B0pwdYXH03ZTVNfi8NBMuPnuNd679jajvQdsbm3y2S+8xsufe42VrW1kZQWpK3AFrixj1/XZbC8JhEuv3pBMeqrbi+0v4+8iId62+N4QhnmQ3qcmwNHFFW9UomZo7MWXY3zH41mM5bSOpzSeHz17e9LVLZrRo2s6rpHtLwILM5nZ9+M53KWlnQ80vo0RVaZxNtavY7Y9SRZs4S8kFy7zjuZ/8qff5mtf/12QOC7+8Zf+Kc65lOkZb/DLosQ6S13Xs5nmcGXIynAlKi65ggsbFxgOB9R1hUjM3Hz16mdjLC8YjC64e3cP5xzWdTjncFahjV24AQ2zR9TM7VI5BH2UlMVY3vwQzKUJg5ezEeOTuNe/A7wRQvjywvLnUswA4O8Bf5mefxP49yLyZWJA/Crwp091q49BXVXxVi7N3Lz3FKtDnn/lJd556wfs7O7EpoutgFYEHU/smGE4z0CMsT6izp21VM4S9mC0t4/1LTrY6Bbp9SiDn/f4ShmeffB37nJJQfMQZooTfSZVVE1ISR59IamCNkRvuurrZ3wgNZ6gHKywuX0Zff8+xpQoXdEAytXYosBWNUo7vIfJeIpYE904CCEoCuswztF0sdXQ1DdoPKUzhP0JN69f5+03XufWjR9jtOKll1/m1c99ns3LlwnDAb5wBGtQ1qCtiQoOcy9l3NdesmxRxiExq/tJ7uB+ZrdY+DobUOlnma1HhNFolGN8x+CsjuUn53CE6eB7jzeznIsvLKZrxIv6xzfEmp/ycz8OC88OGInZtWfu0m27bhbTvnfv/nw7+jE2+/rh+exh13G8eTZGx5rJssI5izYW5yxVVVPVFc45qrJiOByytrbKcLjC6uoKg0FNPahZW11lOBxSpRjo2uoqw9VVnI2Nao0xGGPQWsXseKMx2qC1puu6MzPj+1vAPwS+IyJ/lpb9OvALIvLXiL/yNeCfAIQQvisi/xF4nXjP8yufWkbnAqUrmOztY4e9n1oT6CiGAz7z4hXeefMthoMhdbooW1vRhjjTI11Y2xDFkUUJYlKLjc5jipIieei60KFDMpZeZn3kRKXWKD7WvRFiTYykuqBA6uYgcYbp26SuQOyIoJ3FM5dRCgE0aVsAwdL5Dm1LNB6tHLs7E/aGHdWwYLi6SrW6StBCMIpp47E6uliRqCwRZ5ka38ZOyZ3vGHcTtIHCCLppuP/Bba6/+Tq3fnSddjJmffsym1tbDNbW8dbitSGkQnKxdq6tODN0/QWG2QiN84HoeOrLF3oXZ/Tizm8SFg0cEgsbPH0ikSKg2NsfxTqqzCdxJsfyk/NxBmk+e3v8tT787yd/8TifDEc+1r8+nPh1dHWHF8zN8+J3mqajaTpGo4+T+Tt6UyDSLz/42rnYr8+5mHlb1xVVNc/KjY+S1dU1qqrm1q33OWmOk9X5P3h41Pk/f8x3fgv4rf+P7XoyFo5V6Ryh84z396kGVVQDSYoFaxcv4ux1Hty5y/Dyc+gOmLZR9YDo9uzSXVZs0hgv5lprtPYYVVI6y3Q8nqkkBO/xHYiOdXoKgwQ/u6CL7whNm5RRkuNDoJdKapuGrmmxJnY0EMA4m6S+mM8ASWbTe5Q2sfxhMmFlbYN9+xGD4QarF7ZZ29rEC4y7BuVM+qwFCXQ+JiQrHf3znU9STxLQ4lHBEyYNd26+z4++9wa3fnSdvQf3EWsYrAyxdU2rFKMuFvlKiMbddwE/mWKdiyH3JJvUH5o4teXAiA2z+F6KHSy+Fw7WI/Uxwnnbk5jNNhqN6br5HXnm4ZypsZx5Sjypm/jo9/qC9MOvx+Mp4/EUePCJa+0zuk+a5VJu6ScHEDsGO8f+/h73799PjRJT+cG44dLmNjt37hMmLe1oQmg8oelil+UQs7z6i27nfSovIAasjWB0DPRK6KBrokSaeELXENqW0HXQRmV38R3dpGE6GtNOp1HNQRSq13gJcbuMRCk1ow1axTTipuuYpvobSW2VtNEYa+JyD8pYXnr1KrooaXzAtzAZTdnZ26ftovtWp0D1XAFFolvSKLowZTzawTcjhlZjmim7tz/g3e9/n5vv/JC9e/cIwVOUJaYqaQQmQDAG5Rza2RjXSw0oo+YhfaOveVzTh4NGb+FONsxfzFye8WYiJQR5P3MXi8xn5SF49k+B6ySTyZwdlsvwJQSoiiL2pFKadjxltLOHb9oY8xOFVQa6QDueRmPYdihUarh4ML4U/FwAd9G6OhdLHZqkfKCQqPwwa1nSIl1HaBpom6iO4j2zTqpptiNKRaX0PvtJYjKIqPn/H/U/Q9TPBFxRpMByrBnafOEFJsCDnV0IgXYyZTKaMNrfZ7I/RgI4rWOMsGsgNAgdzoLWHroJqhkjoz1GH7zPe9/7HrevvcP+nbu04zFFUbC+ucmFy5dYu7RNub6KqWt0UYCOtUzGGKy1M2HhmTiZ9PWSMg9MxD07cNzCIYPXtR2+iwHTkH4vhaBFodVcG3B/NHo2J1Imk3mqnIbZHixlW6JI6QrEB7SPAquT3X3wMKhr/HjKBzducvvGTZ7b2MQ6m2ZpBmPtgQxPSOopSlAqueVEp2tuzMbUxiYNOwHR+GaK9x2opNQS24VHeSMf6IJHiUtJIKkIVwE6/q8dXZL40ugkOWRQ+LaNWaLJIJZlSTNuMVrjVio+81deZPf6e7RNw6oZ4FEEozChg+kEMYrQTpPx84x39zBS4wwUNqCahp0PPuL9d37InXevM753j2Z/H9821PUmz7/8Ci9+7vOsvfwyeuMivqwJ2iE69jVUtkjJOIfKFqDPSEm/38LzMM/o7I1b7KyeShdSok/6ueOypAihVIyBjkfjZ3MSZTKZpWS5DF+K8QlCWdUoZZhOxxTOUijLdGef5sE+k71d2smUe3fvcfPGTZQ1rBUFfjpFjJ6JS+vUVFFSNpT3ccYWyxZkFhezWsX2HqLQEg2b98Tu5SkGpuj9256u86iuw6RuxgipI3FA6/T/EVLxumC1ibNFFDrKv8T0/QA+dDQhIJXlCz/xV/nzjz7kwzvvY3VHUZUoY6IEWhNoxx1t2xDEg3Q00xGtjBkMS3wz4e6t29x+98fcuXWLdmeHZi9qnLqqYn1rm+0XrrB++TmK9Qv4ssarJCScGsYq3TefVEcD74sL0qwu+GQAw/xOcO4qnb/uY32x1UuX3ouzSUSYTnMvvkwmc3yWx/DNagUE7wNKa/bHY9qmxYugXYGg6CZTRAwXti7z6muxueMHd++xsr0dBY8BL0mpIMRCbt03XBQQuhTXi+oqSmKhXtJhiSoH1hAQ2lmtWorPaR0rLHw3lyQDkk5MbDibyirapkFSV2fvW+g62rbFYrDOorWmaTtEC9N2ihXP9ovPc+Xzr3D7e2+hP5xyaWuLbtQihYHBkMaPaUKHNorgG5xvaR7ss7cr7N+/z0c3brJz5x5+NGK6t8fOgx0aETYubrH1whWGm9t4VzJJmZpNFztYa6UhuYmZNV6WmcGKMfAwzz3qXZrh4YbuYX9nJR4+ZtIqpWe1j6M848tkMo/B8hi+PukxZoHw1a99jT/61h9RpF5Vg8GQqiwpncMZQ2Fs1M5MBdxXXnmJtY0NymFNWVeUg6iiUPYiuUUsFC2cxRqF1Qqbem85o/Emui6DVoTUDLKv66PPZFIeUW1MdhGhI/bDCsaii5LOQ+MBpWi9oGfJHKSGkC3TtoVUWtFOO5q2wYjQCZSV48XXXuXBBzdpxxOadsTuzj0GF9bYk45OC17FGKQOHbWG8YP7+MmIdm+fl0OnEwAAB6BJREFUdmcPNZngx2Oa6RRlLNVwwPDiJsX6Br4o2es8YTLF2Daqs6uYMeoJSN/FOhm8WQZX76pMLs5wyPDNDuFikgscyOjsuo6u62bNZ0OIFRMimvE4x/gymczxWR7Dx2K6rfDh3bt8dPdufEOYFYbOZhCEWQlrXBAvqDollYiKHb61jm1w+plN1PATrLVUrqCqklEsy6jCXhYM6gFVFZ/3RnNQFFTWMqgr6rqmqErq4YCqHuAKhzMWA1itscZijKIoDFYZnNKUrsBohVhBWY2o2FJISSybCF0sil99/jkuvnSFe9di77FqbRUvgZ29B5RrKxRlSdsIhWi6/djLjNEeYTxmurNL13Q0ozGT0ZgmwMpgSL1+ATMY4J1Flw5xBWIsrqqinJHWSb4oti/yPqDUQinC7J++di8l9aQ3FpNaFmd48TPz49YXPkiIBtR7j9Ihz/gymcxjsVSGb050Hc7mDskgLs4mjlR9eQ8emmNq9S1yOE/xYYVSfQ6iVvP6OaU1WmvMwt9eEFb3KvBGU5clg7qmcEXU8hvUlFVJ5QpKZymdpXCGYVmwWhTs3rrF/Rs3eG5tlcoq8A26cGzXq6wNC6qiRoWWyf6U3U7oGk+YdozbwHTSsjdp2W08I61YGQ4YXrrMygtXqC5/BrO6htQDpKhRpkBsAajYmV6rODONqanpRkRmlm/WXBZZUJ2I/cw636Wuz0T9nL7hLqkTfMpmVUjqm9ihtCMAo5zVmclkHoMlNXyfLg/TSzhMb07bvpzhCZFDj17jJCliktRFsQIW0IrYMFPHjFVrDYWzOBG099C1aOJMTXmPCyAhqq5jFRead3lhYrh04y4rm1vU6+uUK2sUgyGurBkMhqwOVxjUNbYsZkbbGB0bYC4ada2j4U/GXSWFl2jsknKLgNJ6pksKs1DozO0bBFAKn2Z9OzufXDibyWQyPdnwnTEOyyTJPAcUgA6hFRj3ySRdgC5A2yDjZuE7MXEnougbCUqUxk6fAz68Dt+9PpuxxnILZvV42micMVhjMM4mkVsX9f6qEmvj8yh6a7HOUpUFw+EKg8FgJmdUFDGeOhwMotu4KqnKkqIoKIq0vjIq1xdJnECJRusxu7u5gD2TyRyfbPjOIOHA88Ozx9j5YK7ellTle+m09BmB1Ci3/+RcK7P3UM4to9Ad+H9UCqgGfNMeFYh+WI36Iem/eR27zLJAF12gs/YmEp9po3DWxniocxSuwLmCoiy5du3ao36qTCaTOYKchkr6Z9GW6NzQG5BH/oKLczX/yHdmBu/IyvtHd8R4LSshBPnkT2UeRR7PmdPEw8ZznvGddRb0SRdezheGhV5Yix9kppj2CSsPB18urPrI/5fJZDJngGz4zjgydwrO0v1n9Nmsi5mqRyzV0clNX4RwsKnL4S/KLLHmk+aNT595ak82vZlM5nHJhu+MEw6ZpydZw8OW9GZtoZz8Id86nGrzaRqhbPAymcyTkQ3f0vKoMNXxZkoPN4enidO2PZlM5qyQDd/S8ijDsAwGYxn2IZPJnBRL2Y8vk8lkMplHkQ1fJpPJZM4V2fBlMplM5lyRDV8mk8lkzhXZ8GUymUzmXHFasjp3gTdPeiOeEZvAhye9Ec+IZdy3l056A5aAPJ7PHsu6Xw8dz6fF8L0ZQvjJk96IZ4GIfDvvW+ackcfzGWNZ9+tRZFdnJpPJZM4V2fBlMplM5lxxWgzfV056A54hed8y541lPi+Wdd+Wdb8eyqnox5fJZDKZzKfFaZnxZTKZTCbzqXDihk9EfkZE3hSRH4jIr5309jwuIvJvROS2iPzlwrINEfkvIvJW+nshLRcR+ZdpX/9CRP76yW35xyMiV0Tkv4nI6yLyXRH5Z2n5md+3zLMhj+XTSR7LRzlRwyciGvhXwN8Bvgj8goh88SS36Qn4t8DPHFr2a8AfhxCuAn+cXkPcz6vp8SXgtz+lbXwSWuCfhxC+CPwU8Cvp2CzDvmWeMnksn+rzPY/lQ5z0jO9vAD8IIfwwhDAF/gPwcye8TY9FCOG/A3cOLf454Kvp+VeBv7uw/N+FyP8E1kXkuU9nSx+PEMLNEML/Sc93gDeA51mCfcs8E/JYPqXnex7LRzlpw/c88O7C6x+nZWedSyGEm+n5LeBSen4m91dEXgZ+AvgTlmzfMk+NZT3+S3W+57EcOWnDt/SEmDZ7ZlNnRWQI/B7wqyGEB4vvnfV9y2Qeh7N+vuexPOekDd97wJWF1y+kZWed93vXQPp7Oy0/U/srIpY4UL4eQvj9tHgp9i3z1FnW478U53seywc5acP3v4CrIvKKiDjgHwDfPOFtehp8E/jF9PwXgT9cWP6PUtbUTwH3F1wNpwoREeB3gDdCCF9eeOvM71vmmZDH8ik93/NYfgghhBN9AD8LfB94G/iNk96eJ9j+3wVuAg3RF/7LwEViltRbwH8FNtJnhZj59jbwHeAnT3r7P2a//jbR9fEXwJ+lx88uw77lxzM7Z/JYPoWPPJaPPrJySyaTyWTOFSft6sxkMplM5lMlG75MJpPJnCuy4ctkMpnMuSIbvkwmk8mcK7Lhy2Qymcy5Ihu+TCaTyZwrsuHLZDKZzLkiG75MJpPJnCv+Hxp/TJlC+PjNAAAAAElFTkSuQmCC\n"},"metadata":{"needs_background":"light"}},{"output_type":"display_data","data":{"text/plain":["<Figure 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\n"},"metadata":{"needs_background":"light"}},{"output_type":"display_data","data":{"text/plain":["<Figure 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\n"},"metadata":{"needs_background":"light"}}],"source":["show_pair(2, 3)\n","show_pair(30, 31)\n","show_pair(30,100)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"QVk63eqoezmN","colab":{"base_uri":"https://localhost:8080/","height":86},"executionInfo":{"status":"ok","timestamp":1673282604632,"user_tz":-330,"elapsed":979,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"f0117c0a-6acf-4d62-a564-5d892393984b"},"outputs":[{"output_type":"display_data","data":{"text/plain":["(9573, 2622)"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["(1197, 2622)"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["(9573,)"]},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["(1197,)"]},"metadata":{}}],"source":["train_idx = np.arange(metadata.shape[0]) % 9 != 0\n","test_idx = np.arange(metadata.shape[0]) % 9 == 0\n","\n","# Features\n","X_train = np.array(embeddings)[train_idx]\n","X_test = np.array(embeddings)[test_idx]\n","\n","# Labels\n","y_train = np.array([meta.name for meta in metadata[train_idx]])\n","y_test = np.array([meta.name for meta in metadata[test_idx]])\n","\n","display(X_train.shape, X_test.shape, y_train.shape, y_test.shape)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"QPFbMefefMXP"},"outputs":[],"source":["# Label encoding the labels\n","\n","encoder = preprocessing.LabelEncoder()\n","y_train = encoder.fit_transform(y_train)\n","y_test = encoder.transform(y_test)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"n27InFR1fXNA"},"outputs":[],"source":["# Standarize features\n","\n","scaler = preprocessing.StandardScaler()\n","X_train_sc = scaler.fit_transform(X_train)\n","X_test_sc = scaler.transform(X_test)"]},{"cell_type":"code","source":["X_train_sc.shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Y9N3qrJaAecF","executionInfo":{"status":"ok","timestamp":1673282604635,"user_tz":-330,"elapsed":30,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"b5ecc7d6-6778-47ce-a1bf-95a2f9988f09"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(9573, 2622)"]},"metadata":{},"execution_count":41}]},{"cell_type":"code","source":["# Covariance matrix required for PCA Analysis\n","\n","covMatrix = np.cov(X_train_sc,rowvar=False)\n","print(covMatrix)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"R1CIfSXa3Tf5","executionInfo":{"status":"ok","timestamp":1673282607121,"user_tz":-330,"elapsed":2504,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"ce126c45-9092-4ede-fb03-0d532151a3c8"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["[[ 1.00010447  0.12132646  0.1137137  ...  0.07724119 -0.12229777\n","  -0.2517121 ]\n"," [ 0.12132646  1.00010447  0.22830099 ... -0.03560897  0.2824809\n","   0.21111878]\n"," [ 0.1137137   0.22830099  1.00010447 ... -0.11033517  0.06483377\n","   0.03596998]\n"," ...\n"," [ 0.07724119 -0.03560897 -0.11033517 ...  1.00010447 -0.01668781\n","  -0.09245671]\n"," [-0.12229777  0.2824809   0.06483377 ... -0.01668781  1.00010447\n","   0.39523163]\n"," [-0.2517121   0.21111878  0.03596998 ... -0.09245671  0.39523163\n","   1.00010447]]\n"]}]},{"cell_type":"code","source":["pca = PCA(n_components = 400)\n","pca.fit(X_train_sc)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"l_Say-jk3iMz","executionInfo":{"status":"ok","timestamp":1673282863975,"user_tz":-330,"elapsed":10749,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"d3e04b1f-51cb-4a28-8720-63073b5b926f"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["PCA(n_components=400)"]},"metadata":{},"execution_count":45}]},{"cell_type":"code","source":["# Percentage of variation explained by each Eigen Vector\n","\n","print(pca.explained_variance_ratio_)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"qteTtTCo3wCQ","executionInfo":{"status":"ok","timestamp":1673282863976,"user_tz":-330,"elapsed":22,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"99150910-7c5c-4b5b-d55c-00ffe43366dd"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["[1.35760896e-01 5.36909356e-02 3.97598312e-02 3.68961923e-02\n"," 3.40135634e-02 3.15160229e-02 2.58381638e-02 2.35267517e-02\n"," 2.10203993e-02 1.92593194e-02 1.81830005e-02 1.70113714e-02\n"," 1.65312865e-02 1.56603947e-02 1.41845486e-02 1.36818780e-02\n"," 1.30703098e-02 1.21972016e-02 1.15224830e-02 1.13412557e-02\n"," 1.09331116e-02 1.06053397e-02 9.65701858e-03 9.40390421e-03\n"," 9.10234322e-03 8.77397683e-03 8.37293922e-03 7.73171977e-03\n"," 7.67760031e-03 7.37004902e-03 7.04481021e-03 6.55515760e-03\n"," 6.33314826e-03 6.22823071e-03 5.65598601e-03 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1.28166214e-04]\n"]}]},{"cell_type":"code","source":["# % cumulative variance explained using PCA with respect to the eigen values\n","\n","from matplotlib import pyplot as plt\n","\n","plt.step(range(1,401),np.cumsum(pca.explained_variance_ratio_), where='mid')\n","plt.axhline(y = 0.9, color = 'r', linestyle = '-')\n","plt.ylabel('Cum of variation explained')\n","plt.xlabel('eigen Value')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":279},"id":"_guJp-xm4CNM","executionInfo":{"status":"ok","timestamp":1673282876974,"user_tz":-330,"elapsed":8,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"cbfe3be8-f820-42fc-8bc6-9dab16858226"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"code","source":["plt.bar(range(1,401),pca.explained_variance_ratio_,alpha=0.5, align='center')\n","plt.ylabel('Variation explained')\n","plt.xlabel('eigen Value')\n","plt.show()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":279},"id":"Bq_8tCzx4Q_U","executionInfo":{"status":"ok","timestamp":1673282950721,"user_tz":-330,"elapsed":1202,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"07a3a200-ac7b-4763-a2e6-d038e1765034"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 432x288 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"code","source":["# Applying 125 principal components to fit the Scaled and balanced X data\n","\n","pca_125 = PCA(n_components = 125)\n","pca_125.fit(X_train_sc)\n","print(pca_125.components_, \"\\n\\n\")\n","print(pca_125.explained_variance_ratio_)\n","X_train_sc_pca_125 = pca_125.transform(X_train_sc)\n","X_test_sc_pca_125 = pca_125.transform(X_test_sc)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"579KgUwo4re0","executionInfo":{"status":"ok","timestamp":1673290876118,"user_tz":-330,"elapsed":7458,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"9bade8d2-afb3-482d-a394-6e695a50eb84"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["[[-0.02388178  0.00855287 -0.00328566 ... -0.00801782  0.02118796\n","   0.03878747]\n"," [ 0.02073341 -0.00132565  0.00799899 ... -0.02324587 -0.0044313\n","   0.01125249]\n"," [ 0.00168995  0.00092016 -0.00703987 ...  0.01173059 -0.00151475\n","  -0.01618645]\n"," ...\n"," [-0.04056871  0.02741877  0.05194851 ... -0.01900394 -0.01586486\n","   0.00107766]\n"," [-0.0400473  -0.02477039  0.04761352 ... -0.01020659  0.00903835\n","  -0.02691069]\n"," [ 0.02438707 -0.02698309  0.0129182  ... -0.00183799 -0.02103296\n","  -0.00809509]] \n","\n","\n","[0.1357609  0.05369094 0.03975983 0.03689619 0.03401356 0.03151602\n"," 0.02583816 0.02352675 0.0210204  0.01925932 0.018183   0.01701137\n"," 0.01653129 0.01566039 0.01418455 0.01368188 0.01307031 0.0121972\n"," 0.01152248 0.01134126 0.01093311 0.01060534 0.00965702 0.0094039\n"," 0.00910234 0.00877398 0.00837294 0.00773172 0.0076776  0.00737005\n"," 0.00704481 0.00655516 0.00633315 0.00622823 0.00565599 0.0053726\n"," 0.00531278 0.00514218 0.00502336 0.00485127 0.00445026 0.00430152\n"," 0.00399046 0.00394728 0.00371721 0.00356203 0.00345347 0.00333625\n"," 0.0032714  0.00318419 0.00313595 0.00307631 0.00290095 0.00281622\n"," 0.00277441 0.00272951 0.00269853 0.00264129 0.00251866 0.0025072\n"," 0.00238211 0.00232164 0.00224761 0.00216735 0.00213926 0.00204649\n"," 0.00201621 0.00193803 0.00189262 0.00184424 0.00182804 0.00177121\n"," 0.00175565 0.0017235  0.00167988 0.00164747 0.00163252 0.00159586\n"," 0.00158748 0.00155906 0.00153586 0.00149116 0.00144966 0.00142073\n"," 0.00141577 0.00138969 0.00136946 0.00133799 0.00130995 0.00129147\n"," 0.00127776 0.00123658 0.00123101 0.00122708 0.00121191 0.00120931\n"," 0.0011794  0.00116548 0.00116046 0.00111425 0.00110019 0.00108634\n"," 0.00108176 0.00106446 0.00106218 0.00103358 0.00103106 0.00101191\n"," 0.00100155 0.00097401 0.00095101 0.00094831 0.0009387  0.00093002\n"," 0.00091345 0.00091317 0.00090219 0.00088272 0.00087987 0.00086352\n"," 0.0008556  0.00085035 0.00082472 0.00082027 0.00079948]\n"]}]},{"cell_type":"code","source":["# SVC model created and fit on PCA transformed trainset\n","\n","from sklearn.metrics import accuracy_score\n","from sklearn.svm import SVC\n","\n","# Set random_state\n","random_state = 2020\n","\n","svc_pca = SVC(C = 1, gamma = 0.001, kernel = 'rbf', class_weight = 'balanced', random_state = random_state)\n","svc_pca.fit(X_train_sc_pca_125, y_train)\n","print('SVC accuracy for train set: {0:.3f}'.format(svc_pca.score(X_train_sc_pca_125, y_train)))"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"RFjX1dEH6Ot5","executionInfo":{"status":"ok","timestamp":1673290918125,"user_tz":-330,"elapsed":40840,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"8742b24e-e1dc-422b-9cd4-a74a2d259b3a"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["SVC accuracy for train set: 0.999\n"]}]},{"cell_type":"code","source":["# Predict\n","y_pred = svc_pca.predict(X_test_sc_pca_125)\n","\n","# Accuracy Score\n","print('Test Accuracy Score: {}'.format(accuracy_score(y_test, y_pred).round(3)))"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"UWU_ukWq6Pdw","executionInfo":{"status":"ok","timestamp":1673290921419,"user_tz":-330,"elapsed":3300,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"e71a3be3-e197-42aa-bd29-5fa8b4d8908e"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["Test Accuracy Score: 0.95\n"]}]},{"cell_type":"code","source":["# Predict for 2 specific example images\n","\n","image_path_1 = '/content/grive/MyDrive/Colab Notebooks/CNN 2 Data/Benedict Cumberbatch9.jpg'\n","image_path_2 = '/content/grive/MyDrive/Colab Notebooks/CNN 2 Data/Dwayne Johnson4.jpg'\n","\n","image_1 = load_image(image_path_1)\n","image_2 = load_image(image_path_2)\n","\n","pyplot.figure(figsize=(8,3))\n","pyplot.subplot(121)\n","pyplot.imshow(image_1)\n","pyplot.subplot(122)\n","pyplot.imshow(image_2)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":232},"id":"W-THqI7P6YSW","executionInfo":{"status":"ok","timestamp":1673290922792,"user_tz":-330,"elapsed":1394,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"3931858b-ded3-4950-ce18-383b378fc260"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["<matplotlib.image.AxesImage at 0x7f03bbafd8e0>"]},"metadata":{},"execution_count":107},{"output_type":"display_data","data":{"text/plain":["<Figure size 576x216 with 2 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"code","source":["# Normalize, Resize and create embedding vectors for example images for model prediction \n","\n","image_1 = (image_1 / 255.).astype(np.float32)\n","image_1 = cv2.resize(image_1, dsize = (224,224))\n","embedding_vector_1 = vgg_face_detection_descriptor.predict(np.expand_dims(image_1, axis=0))[0]\n","\n","image_2 = (image_2 / 255.).astype(np.float32)\n","image_2 = cv2.resize(image_2, dsize = (224,224))\n","embedding_vector_2 = vgg_face_detection_descriptor.predict(np.expand_dims(image_2, axis=0))[0]\n"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"wYv9gII5v--n","executionInfo":{"status":"ok","timestamp":1673290924194,"user_tz":-330,"elapsed":1406,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"74263892-0416-4ace-d1cd-cf7aecbe62bc"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["1/1 [==============================] - 1s 1s/step\n","1/1 [==============================] - 1s 1s/step\n"]}]},{"cell_type":"code","source":["# Reshape embedding vectors of 2 example images\n","embedding_vector_1 = np.reshape(embedding_vector, (1, 2622))\n","embedding_vector_2 = np.reshape(embedding_vector, (1, 2622))\n","embedding_vector_1.shape"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"xzb0TeKBwogN","executionInfo":{"status":"ok","timestamp":1673290924194,"user_tz":-330,"elapsed":13,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"6a49efb1-4c93-4350-a168-a8091c5dd5ed"},"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(1, 2622)"]},"metadata":{},"execution_count":109}]},{"cell_type":"code","source":["# Scale embedding vectors\n","\n","embedding_vector_sc_1 = scaler.fit_transform(embedding_vector_1)\n","embedding_vector_pca_1 = pca_125.transform(embedding_vector_sc_1)\n","\n","embedding_vector_sc_2 = scaler.fit_transform(embedding_vector_2)\n","embedding_vector_pca_2 = pca_125.transform(embedding_vector_sc_2)"],"metadata":{"id":"9sm0aI_aziSB"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["# Predict from transformed embedding vectors for 2 example images\n","\n","y_pred_1 = svc_pca.predict(embedding_vector_pca_1)\n","y_pred_2 = svc_pca.predict(embedding_vector_pca_2)\n","\n","print ('Prediction for Image 1 - Benedict Cumberbatch : ', y_pred_1)\n","print ('Prediction for Image 2 - Dwayne Johnson : ', y_pred_2)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"KdlRSSOzxMlf","executionInfo":{"status":"ok","timestamp":1673290924195,"user_tz":-330,"elapsed":9,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"4ad4a5eb-3f42-4033-b51c-15ef62dc3df2"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["Prediction for Image 1 - Benedict Cumberbatch :  [89]\n","Prediction for Image 2 - Dwayne Johnson :  [89]\n"]}]},{"cell_type":"code","source":["%%shell\n","jupyter nbconvert --to html /content/Computer_Vision_Project_2.ipynb"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"i3eaAtgb9j0c","executionInfo":{"status":"ok","timestamp":1673291804379,"user_tz":-330,"elapsed":2714,"user":{"displayName":"Sneha Vijayan","userId":"13047080691629339396"}},"outputId":"33368d0f-1073-48a5-94d2-598a6229b02c"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["[NbConvertApp] Converting notebook /content/Computer_Vision_Project_2.ipynb to html\n","[NbConvertApp] Writing 2783982 bytes to /content/Computer_Vision_Project_2.html\n"]},{"output_type":"execute_result","data":{"text/plain":[]},"metadata":{},"execution_count":112}]}]}