{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"name":"project5.ipynb","provenance":[],"collapsed_sections":["s6d3VE83BF0b","EPmcAwVTBF0k","m0neiNxHBF0r","Li6iPB4oBF09","RGv3iudiUk5k","N10cV_KgBF1G","iGOAv9GHBF1H"],"toc_visible":true},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"markdown","metadata":{"id":"Ob42h4v5UKOo"},"source":["\n","\n","```javascript\n","function ConnectButton(){\n","    console.log(\"Connect pushed\"); \n","    document.querySelector(\"colab-connect-button\").shadowRoot.querySelector(\"#connect\").click() \n","}\n","setInterval(ConnectButton,6000);\n","```\n","\n"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"cVW3r9zABQh0","executionInfo":{"status":"ok","timestamp":1625155512774,"user_tz":-120,"elapsed":448,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"6b60005a-cab8-4ac8-a67b-a2336f6f95e9"},"source":["!nvidia-smi"],"execution_count":null,"outputs":[{"output_type":"stream","text":["NVIDIA-SMI has failed because it couldn't communicate with the NVIDIA driver. Make sure that the latest NVIDIA driver is installed and running.\n","\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":390},"id":"k0lwmUjohJIQ","executionInfo":{"status":"ok","timestamp":1625155532817,"user_tz":-120,"elapsed":17050,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"0a9e9f1c-1cd8-4398-9438-c2492c1abcd8"},"source":["!pip install matplotlib==3.3.3"],"execution_count":null,"outputs":[{"output_type":"stream","text":["Collecting matplotlib==3.3.3\n","\u001b[?25l  Downloading https://files.pythonhosted.org/packages/30/f2/10c822cb0ca5ebec58bd1892187bc3e3db64a867ac26531c6204663fc218/matplotlib-3.3.3-cp37-cp37m-manylinux1_x86_64.whl (11.6MB)\n","\u001b[K     |████████████████████████████████| 11.6MB 249kB/s \n","\u001b[?25hRequirement already satisfied: pyparsing!=2.0.4,!=2.1.2,!=2.1.6,>=2.0.3 in /usr/local/lib/python3.7/dist-packages (from matplotlib==3.3.3) (2.4.7)\n","Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib==3.3.3) (1.3.1)\n","Requirement already satisfied: numpy>=1.15 in /usr/local/lib/python3.7/dist-packages (from matplotlib==3.3.3) (1.19.5)\n","Requirement already satisfied: pillow>=6.2.0 in /usr/local/lib/python3.7/dist-packages (from matplotlib==3.3.3) (7.1.2)\n","Requirement already satisfied: python-dateutil>=2.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib==3.3.3) (2.8.1)\n","Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.7/dist-packages (from matplotlib==3.3.3) (0.10.0)\n","Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.7/dist-packages (from python-dateutil>=2.1->matplotlib==3.3.3) (1.15.0)\n","\u001b[31mERROR: albumentations 0.1.12 has requirement imgaug<0.2.7,>=0.2.5, but you'll have imgaug 0.2.9 which is incompatible.\u001b[0m\n","Installing collected packages: matplotlib\n","  Found existing installation: matplotlib 3.2.2\n","    Uninstalling matplotlib-3.2.2:\n","      Successfully uninstalled matplotlib-3.2.2\n","Successfully installed matplotlib-3.3.3\n"],"name":"stdout"},{"output_type":"display_data","data":{"application/vnd.colab-display-data+json":{"pip_warning":{"packages":["matplotlib","mpl_toolkits"]}}},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"8wunjKzIBF0Q"},"source":["import sys\n","import os\n","from copy import copy\n","import numpy as np\n","import pandas as pd\n","import seaborn as sns\n","import matplotlib as mlt\n","import matplotlib.pyplot as plt\n","%matplotlib inline\n","import pickle\n","\n","import cv2\n","import time\n","import itertools\n","import random\n","\n","from sklearn.utils import shuffle\n","from sklearn.metrics import classification_report, confusion_matrix\n"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":35},"id":"uSQxnyfTgkiQ","executionInfo":{"status":"ok","timestamp":1625155546697,"user_tz":-120,"elapsed":6,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"15f9d75b-af48-4241-e825-7a4ad502ca1d"},"source":["mlt.__version__"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"},"text/plain":["'3.3.3'"]},"metadata":{"tags":[]},"execution_count":2}]},{"cell_type":"code","metadata":{"id":"uEa0dhlDBF0Y"},"source":["import tensorflow as tf\n","print(tf.config.list_physical_devices())"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"xvdSHOK4BF0Z","executionInfo":{"status":"ok","timestamp":1625155550074,"user_tz":-120,"elapsed":530,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"312f6d2d-ba11-452f-88ab-b00163c63af7"},"source":["tf.config.list_physical_devices()"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["[PhysicalDevice(name='/physical_device:CPU:0', device_type='CPU')]"]},"metadata":{"tags":[]},"execution_count":4}]},{"cell_type":"code","metadata":{"id":"VjO0kR_JBF0a","colab":{"base_uri":"https://localhost:8080/","height":178},"executionInfo":{"status":"error","timestamp":1625155552190,"user_tz":-120,"elapsed":6,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"ba09c719-2fcf-4e8c-d326-6e7047ffcc5c"},"source":["gpus= tf.config.experimental.list_physical_devices('GPU')\n","tf.config.experimental.set_memory_growth(gpus[0], True)"],"execution_count":null,"outputs":[{"output_type":"error","ename":"IndexError","evalue":"ignored","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mIndexError\u001b[0m                                Traceback (most recent call last)","\u001b[0;32m<ipython-input-5-2e3188816bb7>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0mgpus\u001b[0m\u001b[0;34m=\u001b[0m \u001b[0mtf\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconfig\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mexperimental\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlist_physical_devices\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'GPU'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mtf\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconfig\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mexperimental\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_memory_growth\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mgpus\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m","\u001b[0;31mIndexError\u001b[0m: list index out of range"]}]},{"cell_type":"code","metadata":{"id":"WgIqLgXgBF0a"},"source":["import tensorflow.keras as keras\n","\n","from tensorflow.keras import layers, models, optimizers\n","\n","from tensorflow.keras.models import Sequential, Model\n","from tensorflow.keras.layers import Flatten, Dense, Conv2D, MaxPooling2D, Concatenate, Dot, Lambda, Input, Dropout,ZeroPadding2D, Activation, concatenate, BatchNormalization, Conv1D, GlobalAveragePooling2D\n","\n","from tensorflow.keras.optimizers import Adam, RMSprop\n","from tensorflow.keras import optimizers\n","\n","from tensorflow.keras.callbacks import EarlyStopping, ModelCheckpoint, ReduceLROnPlateau, CSVLogger\n","\n","from tensorflow.keras import backend as K"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":35},"id":"mYAvlMrClW4Q","executionInfo":{"status":"ok","timestamp":1625155561766,"user_tz":-120,"elapsed":6,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"2bc57aa0-78b3-47af-9ce7-78d83710454c"},"source":["tf.__version__"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"},"text/plain":["'2.5.0'"]},"metadata":{"tags":[]},"execution_count":7}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"ulJnGldjBX_w","executionInfo":{"status":"ok","timestamp":1625155592401,"user_tz":-120,"elapsed":27583,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"a2dfa4db-386e-489f-fa6f-e1b1cca1087c"},"source":["from google.colab import drive\n","drive.mount('/content/drive')"],"execution_count":null,"outputs":[{"output_type":"stream","text":["Mounted at /content/drive\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"3Ce-LuX5nkeu"},"source":["!unzip /content/drive/MyDrive/graduation\\ project\\ \\(ML\\)/datasets/BHSig260.zip"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"d_xhLFPStGpN"},"source":["!unzip /content/drive/MyDrive/graduation\\ project\\ \\(ML\\)/datasets/cedar55.zip"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"yxRX4rljNLRk"},"source":["!unzip /content/drive/MyDrive/graduation\\ project\\ \\(ML\\)/datasets/Dutch10.zip"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"GddCtTQtvtUz"},"source":["!unzip /content/drive/MyDrive/graduation\\ project\\ \\(ML\\)/datasets/kaggle30.zip"],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"s6d3VE83BF0b"},"source":["# Data"]},{"cell_type":"code","metadata":{"id":"jlzxQ1l8BF0b"},"source":["path = \"dataset/train/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"IKUFJW_RBF0c","outputId":"7b59e2aa-5e82-4df8-e50d-634a59691d37"},"source":["dir_list = os.listdir(path)\n","len(dir_list)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["160"]},"metadata":{"tags":[]},"execution_count":12}]},{"cell_type":"code","metadata":{"id":"Q5nXDkcABF0c"},"source":["def loadimgs(path, n=0, limit=False, limit_number=5):\n","\n","    X = []\n","    y = []\n","    user_dict = {}\n","    curr_y = n\n","    cat_y = n\n","    i = 0\n","    for user in os.listdir(path): #travel along every user file in the dataset folder\n","        i = i+1\n","        print(\"loading signature: \" + user)\n","        user_dict[user] = [curr_y,None]\n","        signature_path = os.path.join(path,user)\n","        category_images=[]\n","        cat_y = cat_y + 1\n","        for signature in os.listdir(signature_path): #travel along every image in each user file\n","            image_path = os.path.join(signature_path, signature)\n","            # image = cv2.imread(image_path, 0)\n","            image = cv2.imread(image_path)\n","            image = cv2.resize(image, (200, 100), interpolation=cv2.INTER_LANCZOS4)\n","            category_images.append(image)\n","            y.append(cat_y)\n","            curr_y += 1\n","        user_dict[user][1] = curr_y - 1\n","        X.append(np.stack(category_images))\n","        if i==limit_number and limit==True:\n","            break\n","\n","    \n","    y = np.array(y)\n","    X = np.stack(X)\n","    return X,y,user_dict"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"gZi9WPE8BF0c","outputId":"671d78db-776b-4239-ff45-f5013477081b"},"source":["X,y,c=loadimgs(path)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["loading signature: 001\n","loading signature: 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X/255"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"ZM8iNsFFBF0e","outputId":"befe9b19-1ad4-4492-9d9e-fabb5863e565"},"source":["print(X.shape) \n","print(y.shape) "],"execution_count":null,"outputs":[{"output_type":"stream","text":["(160, 54, 100, 200, 3)\n","(8640,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"znxiAAo0BF0e","outputId":"a7253a47-f845-421c-f31d-8290c684df4c"},"source":["i = 0\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(X[i][0],'gray')\n","plt.subplot(132)\n","plt.imshow(X[i][15],'gray')\n","plt.subplot(133)\n","plt.imshow(X[i][40],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAABDAAAADFCAYAAACihAKvAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/Il7ecAAAACXBIWXMAAAsTAAALEwEAmpwYAACpJ0lEQVR4nOydd3gUVffHv7N9N23TeyFAAiH0QELv0hGQIgqigljR14Kv+lp+vjbsgoBgQ2zwCoiooPTQCZAEAiRAQkgjvW+v8/sj3utusptsIEDA+3keHiCZnbkzO3Pm3HPP+R6O53kwGAwGg8FgMBgMBoPBYLRnBDd7AAwGg8FgMBgMBoPBYDAYLcECGAwGg8FgMBgMBoPBYDDaPSyAwWAwGAwGg8FgMBgMBqPdwwIYDAaDwWAwGAwGg8FgMNo9LIDBYDAYDAaDwWAwGAwGo93DAhgMBoPBYDAYDAaDwWAw2j3XFMDgOG4cx3EXOI7L4TjuhbYaFIPBYDBaD7PJDAaD0T5g9pjBYDCuDxzP81f3QY4TArgIYAyAIgAnAMzheT6z7YbHYDAYDFdgNpnBYDDaB8weMxgMxvXjWjIw+gPI4Xk+l+d5I4ANAO5sm2ExGAwGo5Uwm8xgMBjtA2aPGQwG4zohuobPhgIotPl/EYDE5j7g5+fHR0VFXcMhGQwG4/YiNTW1kud5/zbYVatsMrPHDAaDYc/NsscAs8kMBoPRGGc2+VoCGC7BcdwiAIsAICIiAidPnrzeh2QwGIxbBo7j8m/gsZg9ZjAYDCfcSHv81/GYTWYwGAwnOLPJ11JCcgVAuM3/w/76mR08z3/O83wCz/MJ/v5tEdRmMBgMhgNatMnMHjMYDMYNgfnIDAaDcZ24lgDGCQCdOY7rwHGcBMDdAH5tm2ExGAwGo5Uwm8xgMBjtA2aPGQwG4zpx1SUkPM+bOY57AsAOAEIAX/M8f67NRsZgMBgMl2E2mcFgMNoHzB4zGAzG9eOaNDB4nt8OYHsbjYXBYDAY1wCzyQwGg9E+YPaYwWAwrg/XUkLCYDAYDAaDwWAwGAwGg3FDYAEMBoPBYDAYDAaDwWAwGO0eFsBgMBgMBoPBYDAYDAaD0e5hAQwGg8FgMBgMBoPBYDAY7R4WwGAwGAwGg8FgMBgMBoPR7mEBDAaDwWAwGAwGg8FgMBjtHhbAYDAYDAaDwWAwGAwGg9HuYQEMBoPBYDAYDAaDwWAwGO0eFsBgMBgMBoPBYDAYDAaD0e5hAQwGg8FgMBgMBoPBYDAY7R4WwGAwGAwGg8FgMBgMBoPR7mEBDAaDwWAwGAwGg8FgMBjtHhbAYDAYDAaDwWAwGAwGg9HuYQEMBoPBYDAYDAaDwWAwGO0eFsBgMBgMBoPBYDAYDAaD0e5hAQwGg8FgMBgMBoPBYDAY7R4WwGAwGAwGg8FgMBgMBoPR7mEBDAaDwWAwGAwGg8FgMBjtHhbAYDAYDAaDwWAwGAwGg9HuYQEMBoPBYDAYDAaDwWAwGO0eFsBgMBgMBoPBYDAYDAaD0e5hAQwGg8FgMBgMBoPBYDAY7R4WwGAwGAwGg8FgMBgMBoPR7mEBDAaDwWAwGAwGg8FgMBjtnhYDGBzHhXMct4/juEyO485xHPfUXz/34ThuF8dx2X/97X39h8tgMBj/XJg9ZjAYjPYDs8kMBoNx43ElA8MM4Fme5+MAJAF4nOO4OAAvANjD83xnAHv++j+DwWAwrh/MHjMYDEb7gdlkBoPBuMG0GMDgeb6E5/m0v/6tApAFIBTAnQDW/bXZOgBTr9MYGQwGgwFmjxkMBqM9wWwyg8Fg3HhapYHBcVwUgN4AUgAE8jxf8tevSgEEOvnMIo7jTnIcd7KiouJaxspoB/A8T/8wGIybB7PHDAaD0X5gNpnBYDBuDC4HMDiOcwewGcC/eJ6vt/0d3zCbdTij5Xn+c57nE3ieT/D397+mwTLaBzqdDgaDgQUxGIybBLPHDAaD0X5gNpnBYDBuHCJXNuI4TowGw/wDz/M///XjMo7jgnmeL+E4LhhA+fUaJOPmQgIVPM/DYrEgKysLZrMZCoUCHMeB4zj6e57nYbVaIZVKERUVBbFYDKFQeDOHz2DcVjB7zGAwGO0HZpMZDAbjxtJiAINrmJ1+BSCL5/mPbH71K4D5AJb+9ffW6zJCRruA53kYjUbU1tZi7ty5yM/Ph1QqhUwmg0jUcBuZTCYYDAYYDAZER0fj559/RkBAAJRK5c0dPINxm8DsMYPBYLQfmE1mMBiMG48rGRiDAMwDcIbjuFN//ewlNBjlnziOWwAgH8Cs6zJCxk2DZFPU1tbi0KFDyMvLQ35+PioqKiAQCKBUKjF27Fh06dIFAJCZmYm9e/eiuLgYJSUlWLZsGUaNGoWRI0fCw8ODZWIwGNcOs8cMAIDZbIbVaoVYLKZZcACg1+tx6NAhmEwmcByHfv36wdfXt8nnrVYrTCYTRCIRs80MxtXDbDKDwWDcYFoMYPA8fwgA5+TXo9p2OIz2Aikb0el0KC4uxu+//46TJ08iMzMTEokESqUS4eHhmD59Ou644w4AwPbt23Hp0iVoNBrU1tbi888/h0AgQLdu3SCXy5mTzGBcI8we/3OxLeWzWq3QarUwGAyQy+UQCP6Ws1KpVNizZw+0Wi2EQiFCQ0Mhl8ub7M9isUCn08Hd3R1SqdSuHBCA3b8ZDIZjmE1mMBiMG49LGhiMfyZmsxkPPfQQTpw4gaqqKohEIoSEhODzzz9HZGQkxGIxbEWnhgwZgri4OOh0Oly8eBGzZ8/GDz/8gL179+Lnn39GbGzsTTwbBoPBuLUxGAyora3F8ePHsW3bNiQnJ0MgEEAoFEIikVCdopKSElitVgDAn3/+CZlMZrcfoVAIi8UCjUaDhx56CKNGjYJSqYS7uzu8vb1ZsJnBYDAYDEa7hQUwGA6pqqpCYWEhsrKyUFBQgMDAQHTo0AEdO3ZEfHw8goODm3zGw8MD7u7u4HkeUqkUo0ePxvnz55GdnY0DBw5ArVajT58+bGWPwWAwXIAII1ssFphMJpw4cQJFRUU4ffo0Tp06hYsXLwIARCIRtb08z8NkMgFoyKIoLCwEx3EQCATU9goEApjNZtTX1+PEiRMQi8Xw8PCAl5cXgoOD0aVLF/j4+Ny082YwGAwGg8FwBgtgMBySlpaGb7/9FsXFxVAqlZgwYQKmTZuGMWPG2KUrN4Y4yB06dMAvv/yCN998E6+//joWL16MESNGYNu2bSyAwWAwGC5isVigVqtRU1ODZ599FqmpqU22EYvFVCyZlJqQzAytVks7QxF4noder0d9fT02bdqEzZs3g+d5+Pr6omPHjvjggw8waNCgG3J+DAaDwWAwGK2BBTAYdpDa6oKCApw8eRLz5s1DdHQ0evbsiaioqGaDFwSO48DzPAQCASZNmgQ/Pz+8++67KCwsxHfffYcBAwYgJibmBpwNg8Fg3JrwPI/Kykq8+uqrqK+vh9FoRH5+PkJDQ7FgwQL4+PjA09MTQENJCNG5IAEMomlhNpsBoInttlgs0Ov14HkearUa//3vf6HRaHDp0iW8/fbb6N69O/7v//6vSfkJg8FgMBgMxs2EBTAYdlgsFhQXF6OgoAD5+fkYNGgQkpKSEBgYaJeC3BLEee7Zsyc6duyIn376CZWVldi7dy8iIyNZAIPBYDAcQAIQtbW1yMvLw48//oj6+npwHAdvb2907NgR06dPR2hoKPz8/Ow+czVYrVZUVVXhm2++QXFxMcxmM3bt2oXz58/jiSeegK+vr0MRUAaDwWAwGIybAQtgMOwoLS3FhAkTUFZWBpPJBH9/fxq8uBpEIhG8vLzw888/4+DBg5g7dy6GDRuG4cOHt+3AGQwG4zbiueeew6+//gqVSgWgISi8bt06JCUlwcvLq82ENgUCAXx9femxampq8MILLyAjIwNPPvkkpk2bhnnz5rXJsRgMBoPBYDCuFRbAYNhhtVpRWVmJsLAwJCUlISgo6JocZZKJ4efnB29v7zYcKYPBYNx+XLlyBSkpKbh48SIMBgOSkpKgVCrh6+uLmJgYmnVhy7XqCgkEAgQEBMDLywve3t6YNGkSwsLCcO7cOZSXl1/TvhkMBoPBYDDaEhbAYFBs05BHjx6NTz/9tE33LxKJoFQq7cTkGAwGg/G3/T1z5gyWLFkCrVaLwMBA3H///YiPj0fPnj2vmx4Fx3GQSCSQSCTw8PDA888/j5ycHPTt2xdlZWXX5ZgMBoPBYDAYVwMLYDCaIJPJIBaL23y/MTExWL58OXr37t3m+2YwGIxbGavVitzcXOTk5KC0tBQvvvgihg0bhg4dOsDd3R1SqfSqS/muBtKSlcFgMBgMBqM9wQIYjCa0RqyzNSiVSgwZMgR6vR55eXkICwuDSMRuQQaDwbBYLMjKykJubi50Oh26du2KIUOGALj2EpHWQIIWLHjBYDBuZYxGI+rr62kA2LbFNIPBuLVhTzGjCTqdDiaTqc33KxaL4efnh7Vr12L+/Pmorq5u82MwGAzGrYhWq8Vzzz2HlStX3uyhwGw2w2w2syAGg8G4Zbly5QrWrFmD8+fPAwD0ev118W0ZDMaNhy1/tyG2zt6NXDFrK37//XdkZmZi9uzZGDBgwHU5htVqRU1NDUpKSmCxWK7LMRgMBuNWxGAwICoqClOmTGGtphkMBuMqsFqtuHLlCjIzM7Fv3z6Ul5cjNDQUer0e8fHxmD59+s0eIoPBuEZYAKONMRgMEAgEVEPiVgpkbNy4ESdOnMC6desQERHR5vvneR4WiwUqlQrV1dWwWq1tfgwGg8G41TCbzTAajRAIBOjWrRtee+01yGSym/r+YNkXDAbjVoTneVy6dAnp6enYu3cvDh48CKFQCL1ejzlz5mDSpEkQiUSslITBuIVhT28bUl9fj2nTpuGll16CXq+/5SboHMdBLBYjMjISvr6+123/7KXBYDAYf/Phhx9i/PjxiImJQd++fSGXy6+pffW1UlpaiqKiIlitVhbIYDAYtxQmkwnvvvsuvvrqKwQHB0OpVEIul4PjOOzZswfjx4/HiRMnbvYwGQzGNcAyMK4Cq9UKq9UKoVBIV8isVitMJhMyMzOh1+tx8OBB9OrVCwEBATd5tK1HLBZfN+f5VspIYTAYjOsJ6fRRVFSEzMxMPProo4iNjb1pwQuLxQKz2YzMzExkZWUhMTERHTp0uCljYTAYjKuB53kUFhZCq9Vi2LBhMJvNMJlMqK+vR3V1NdLS0nD06FEIhUL07t37pgaLGQzG1cECGFeByWSC0WiEQqGghs9sNsNgMEAkEuHw4cMYP348Nm/ejKlTp97cwbYCq9UKs9kMnU4HNzc3SKXS63IMtqLHYDAYf5fVWa1WSKVSPPHEE4iKirpp4zEajaitrcWHH36IvLw8nDhxAh4eHjdtPAwGg3G1xMfH48cff6RZvzzP44cffsD8+fPxzDPPIDY2FidPnoSbm9tNHimDwWgtLIDhAJPJBKvVColE4jBjYM+ePdi6dStGjBgBpVIJjuOQnp6O8+fPo7a2FjzPw2q14tixYwAAmUxm93mZTIbw8HD4+vpCqVQ22T/P8zAajQ5FQTmOg0AgsMv+aCt69+4Ns9mM1157DaNGjcKcOXPadP9Aw/jvvfdeDBw40OG5twecBVhIjbpIJILZbKYlQrbfB8swYTAYrkLsObEbtv++Gbbk1KlTWLNmDbKysiCTySAQCFjJH4PBuCUh9tXWhvn5+SEhIQHZ2dmwWq0wGo2QSqUQidh0iMG4lfjHP7E6nQ46nc7OWST6Fb6+vhCJRE3Sy06dOoUvv/wSVqsVQUFB4DgOf/zxB1JTU6l4JwCcPXsWer0e7u7udvt3d3eHXq+HwWBwOFnmeR5arbbJ7ziOg1AohEgkgoeHh51R5jgOIpHIZafX0XG7dOkClUqFd999F3K5HHfffTfdd1tAJvgjRozAiBEj2mSf1xOLxQKDwUCDE1VVVeA4DjKZDHq9HhaLBTzPQyqVQqFQQCwWN3utnIlGtSYjhQVIGIzbB7PZDJVKBQBwc3O7Kc83KWPR6/XIysrCt99+Czc3N8TExDB7w2Awbit8fHzQq1cvlJWVged5umDJYDBuLf7xAYxPP/0UK1asoFkSZrMZZrMZ7u7uePPNNxEbG4u4uDiYTCbwPA+JRAKgoRRiw4YNNMBhMBjo74jTt3//fhw5cqTJpJWIWUqlUruAB4E4k44mtt7e3vD398dDDz1kp68hFouRmJjoctmH2Wxu0sZ06NChiIyMxEcffQSz2QytVguZTPaPrQ8sLi7G+vXrERERAYVCgVdeeQX19fU0gGE2mwEA3bp1Q0JCAhISEuDp6elwXxzHoVu3bggMDGzyO5Jx0xICgYDeYwwG49bn1KlTmDlzJkaMGIHXXnsN3t7eAG5soJLneajVanzwwQc4deoUvLy8sGzZMowcORIKheKGjYPBYDCuN7169cLbb7+Ny5cv4/Lly6irq4NUKmW+FYNxi/GPD2CoVCoUFxfTQAIpDZDL5di7dy8uXbqErKwsGI1GuLu7Y8KECZDJZFAqlVCr1fDx8cHIkSPtUn/z8/Nx6NAh9O7dG2FhYXbHs1qtqK6uxt69eyGVSh0GHKxWK+rr6x0GMOrq6lBTU4P9+/fblWCIxWJ6Hs2t6JPVNtsSCIJIJEJVVRUsFgsuXbqEn3/+GcOGDYOPj4/ddiQTRCqV0mPdiuUT5Fo4GntJSQmys7Nx7Ngx5ObmQiaTIT8/HxqNBiKRiEbtSTCK4zioVKpmHf6cnJwm1xIATWNsicjISCQkJLRKR0QkEtHgHPmMo8we278ZDMaNwWAwoLCwEEqlEj169HBatng9KSwsRH5+Ps6cOQMAmD59Orp3746QkJB2ZROuVTuppXNxtP+bdf4tnWt7+l4YjFsJ4nePGjUKFy9exL59+9C7d28kJCQAYM8Wg3Gr8I8PYAiFQojFYloOADSsdOv1eqxcuRICgQBisRgmkwmdO3fGqFGjoFQqERkZidzcXMTFxeH777+3y1L43//+h0OHDuHpp5/G1KlTqUEkK+0nTpzAvn37IJVKHepAkLRiR06MWq2GWq3GmjVr6M/IBFwul1NROHK8xpCUuZauyZ49e7Bnzx7873//Q58+feyOBQAKhQIBAQF0Mt0e6wdbcgJJIKdx6Y3VakV6ejqOHj2KrVu30v2QczQYDHRboVCIwsJCFBQUYOfOnc2Ow1kJCRFPbYmZM2fik08+gclkapI94wx3d3e7IBnRZyHBKxKMYi9tRnvF1YmrrZ11ZTtXj3kjno3o6GgkJSVd9+M44ujRo9i3bx+OHj2KSZMm4csvv7zux7za63u1qd4CgYAGqxuPgeM4u/GQwDb5TGOu9/1Ajm97LBIsb3zs1j4bDMY/HfIsvPjii8jJycGoUaOwYMECGsBgMBi3Bu1v1nmDmT17Nvr06dPEEaitrcUzzzyD2tpautpeXFyM+++/HwkJCfjoo4+g1WqhVCqdipw1dkR4nseOHTtw/PhxWK1W3HXXXZg5c6bDz+l0umadE5PJhDNnzuDNN9/Eo48+ijFjxkAoFOLIkSNYvXo1tFqtw0mxKw6P7Qr/e++91yTI0jgDQ6lUYtmyZfDy8mpx3zcSi8UCrVaLF198EcXFxU1+T87x//7v/9CrVy/6c4FAgL59+0Kv10Mmk8FoNEIul2PZsmXIysrCBx98AKFQiKCgIHzwwQdNRFpt92+1WnH8+HG89957tNuAozG4wuHDh7FgwYJWZ2A0DmDY/h0aGopFixYhNDQU/v7+Lo+FwbhR2AbcHEHsLMmEai4Y6GrAjjy7tpl11wOBQHDTy/QGDx6MLl26YOrUqQgKCrohxySB9tYETy9fvoyvv/4atbW10Gg0Lh/LarXi7rvvxh133GH3fZJFC5FIRIPIGo0GhYWF+OSTTzBlyhRMmjTJbl/XO9hLsvF++uknJCcn4+2330ZxcTE++OAD3H333ejbty+CgoIgFArB8zzef/99nDt3DvX19Zg1axb1JxoHiFiQmvFPguM4dOrUCX5+fi3e90yomMG4NfnHBzC6du2Krl27Nvl5ZWUlPvvsM1RUVNiVXfzxxx8IDQ1Fhw4dEBIS0qzmhG2JAiEvLw+XL18GAMTExOCOO+5o9ZitVivy8vKgVqsBNHQPIe1ahUIhdu7cCZVK1WKmRXOG3Wg0Qq/XIz093eGEwHbVKiAgAIsXL6blEc2thDb+GengYQsRxZTL5dfk2JNsk927d+PixYtOt7vrrrvg5eVFV92EQiH8/f0RFhaGjh07UiHW8ePHQ6FQ0JUwd3d3TJw40a7NoMVigU6ng1qthk6ng0gkgtFodLk1Irl2Op0OZWVl8PX1hbu7O/3dhQsXYDab7a6j1WpFZWWlS2UojenYsSMGDhwIjUZD7ydnNC4XIpMBjuMglUpdchYYtwe2gTByD/A8j8rKSgANSu+2OLovSJBAo9HAZDI5tVdarRZGo9HpvUXsLLHFzdk9gUDQRFTZEUQDSCgU0mCt7WdEIhF8fX1bdb/bBrQbj4m8X4i9u5HPUVhYGMLCwuyCuNcLcv5arRZFRUUORbKBpu8QgUCACxcuYM+ePaisrKTCp64cz2q1onPnzoiNjbW7rmRhQiqVwmKxwGQyob6+HtnZ2di2bRuCgoIQFxdnty+ZTAaJROJwwsNxHNzc3ODm5oaSkhKX7HHj+8FqtcJgMODo0aPYvn075s+fj7y8PPz222/o2LEj3NzcoNPpaABj3759SElJQU1NDSIiItC3b1+HJYLu7u50zG5ubpBIJLRcidyXjX0VApvcMW4lyP1PfMjmEIvFiIiIgJeXF83GZTAYtwYuP60cxwkBnARwhef5SRzHdQCwAYAvgFQA83ieb/0Mqp3i4+OD7du3AwAV6bxw4QLGjh2L1atX4/vvv8eePXvQs2fPZvdzrXW7jjAYDJgzZw7Onj3b5HejRo3CgAEDWlylFwqFzTommZmZOHToEFauXIn8/Hy735GJAtl/XV0dRo4cSScyMpkMHMdBq9XSz4hEIuqk2+Lm5gZ/f3+7sSYlJWH06NEYPXq0Q80IVyH6D6RFlrOV2UcffZSOz8PDA76+vvjiiy8QExODw4cPU8eO9Aon5+FoolRbW4t9+/bhf//7H/bt24d+/fph4MCBSE9Pb/Kd2DqMPM/bfSf79+/HnDlz8MYbb2D27Nl231VZWRntnGMymaDRaPD444/j4sWLdk6zRCJxWDJEWsECDUKlTz/9NCwWCywWS5MXuG0KMylbEQgEcHNzg1wuh1wuh1QqRWJiIj799FMXvhVGW9Ae7DHpokQykCwWC15//XUAwLJly+gquzNxNJPJBJ1Oh82bNyMnJwfZ2dkObda5c+dw5cqVZsdiW0LnTAAZAORyOQYMGNCio1pRUYFTp07RDInExES7z0RERGDp0qWtEn6zHRt53o1GI0wmE+rq6lBRUQE/Pz9qi27nYODRo0cxY8YM+n9yHUkQufHE2s3NjWpDtZSR44hPP/0UX375JTQaDb03SCCYZGCQjBCr1QqVSoWPP/4YK1eutNtPVFQU/Pz8mmReEi2kO++8E9OmTcP999+PM2fOtDhO21JAMi6hUAiNRgOdToepU6fCYrFArVbjww8/xPLly+l9SMRXyXttzZo1+Oabb5rc+xKJBImJifS9fNdddyEuLg7x8fE0eKTRaGC1Wu32DfydwXc734ttRXuwyYy/g89nzpxBSEhIs7Y0PDwcv//+O3Q6HYqLixEUFOSyED6Dwbi5tCbc+BSALACkzcK7AD7meX4Dx3GrASwA8Fkbj++mwXEcvLy86KTcbDYjPDwcM2bMwKlTp3D+/PkmOgSNHQdnTrREIkFERITTjhXNQfapVqvtAgS2+27JOSdOoqMAhkajwfbt25Gbm4sLFy7gjjvuQGVlJbZu3YquXbsiNjYW4eHhdmKhFosFeXl5dL9hYWEQCoXIy8uDWCymWSEikQiDBg3C6dOnUVBQAKChZa3RaLS7VmlpaTAYDEhISLimAAZxKufOnYu8vDwUFxfbOa/kGggEAqjVauzdu5dmnvz444/o27cv5s6d26RGujnIi7O4uBhqtRrZ2dmQy+VITk5G3759ERIS0ux4OY6D1WqFRCKB2WzGwYMHAQDz5s2Dm5sbfRmToITFYoHRaMR9992HwsJClJWV0ZRh0vHEaDTijz/+QEVFBaZMmQJPT08qNkoyKUpKSlBWVoYjR444vK8al0PpdDpIJBKIxWKIRCJERUXRwA6p1258bq1p88tokZtuj7dv345Lly7RVS6r1YqTJ0+C4zisXLkSYrEYMpkM06ZNg6enZ5Ma/rNnz2LHjh1IS0tDRUUFysvLHaa+V1ZWQq/Xt5hRptPpADSfgaHX65Gdnd3iqjKZQJIytIsXL9plCpAMvdZkiDUuDRQIBMjPz4fFYsHhw4chEAjwyCOPtLtSvLbGZDLBaDRCp9PRybe3tze8vb0RGBiI7Oxs1NXVURsWEhKChIQEKBQKO62q1kAyFk6cOEGDvySgbPsekEgk0Gq1SElJgcFgsNM7AoArV66grq7OLqMB+Nu+SaVSlJaWIicnB9XV1c2OVSqVolu3bvQeEggE0Gg0OHv2LEJCQhAUFESPYWtTyXMhEolw6tQp1NbWAoDD8ZJzv3TpEtVg2rVrF86dO4f9+/fTYJFaraYlU7YEBAQgPj4eQINv0a1bNxpgI5l/v//+O/r06YP4+Hi7LMZ/oK2/6TaZ8TeuBDpJ4Ds1NRXJyclYtGhRsz4ag8FoP7gUwOA4LgzARABvAXiGa3gzjQRwz1+brAPwf7iNjDNxEghisRiBgYF4/PHHsXbtWpw/f97h5xqnCTtyYGQyGWJiYq56ct5cRLnxuFtLfX09Vq1ahYqKCuh0Onz++efgeR7bt2/HgAEDcPfddyMpKYmWUgANk4Lk5GSagpeQkACpVIrDhw9DoVBAKpXixIkTcHNzw4IFC7B69Wq6omqxWFBbW0uDQRzHoba2FufOncMTTzyB6Ojoqz4XoOF7W7JkCSorK3HixAkAf08kSGq4QCBAYWEhDh8+DKPRiNraWixbtgzDhg3Dvffe26oOKxqNBunp6aipqYFEIkFubi7UajUMBgOUSiVCQ0Ob3R8JApjNZhiNRqxfvx579+7F1KlT4ebmBo7jmgS+eJ7Hc889B5VKhXPnzkEoFEIikSAuLo6u8hYUFCA9PR3PPPMMwsPDm+hdnD59GqdPn0ZGRoZLpSSNneXq6mpYLBYakGp8D5I05uauo+11aTyRZfzNzbLHtmUjVqsV33zzDX7//XcawCD3BdBwP7m7u8Pf3x+DBw+Gm5tbk8BqSkoKXnrppcbnRvclFAohk8kgEong5uYGtVrdxLbaihsSZ7U5+8fzPPLz81u8pziOg0KhgFarhclkQl5enp1+wuXLl3H8+HGnn7W9XsDfZSKOgoNAQzDo8OHDmDNnjp3mkKOgeHO2/1aAlG7I5XKaxePr64vOnTujf//+qKysRF1dHQQCATp27IihQ4fioYcecqjP4WiSQoKy5N8Eg8GAzz77jE74bZFIJJDJZFAoFCgpKcHJkyfpfm2/97q6OtTV1dEyEtv9cxyH7Oxs/PTTT9Dr9c1OngQCAe2EQDLlpFIpiouLcfr0aXTu3BkDBw50+p1KpVLIZDIUFRXR82lOr6WwsJA+J8XFxeA4DhqNhv5Mp9M5HG+3bt1w7733gud5eHp6olOnTvR3ZrMZ+fn5eP311/Gvf/0LnTp1gtVqhVAopMF222tzO3Or+8i343flit9G/K1Dhw7h7bffxuTJk1kAg8G4RXA1A+MTAM8DIMX+vgBqeZ4nOflFAELbdmjtDzIpJCvbziBGk6ySEEjKZ21tLUpLS1slREYwmUzQ6/VQKpVQKpUOnbFrwc3NDTNmzEBycjK2b99OV4n++OMPhISEIDAw0K4tJ8dxNEWV/J9MVBMTEyEUCmEymegkx2Kx4Mknn8Rzzz0H4O+XzEsvvYSzZ89i/Pjx6N+/PwYPHuxQm+Rq8fLywoABA+j/bZ1TAOjZsyc6deqEc+fOISMjA5s3b252f42/W0JERATeeecdGAwG1NXVYe7cuaioqMCRI0fw448/Ijc3F/fcc49T4U+gIehCHOrBgwejT58+zbZnJSgUCrpaRspEyPcjEAhQXl6OBx54APPmzaPXn9CpUycolUr6PTXOOiGri+S6kfIAknqdnp6OO+64AwaDga6q2k7kvLy8MGXKFLtrJpfLERoaiqqqKuh0OsyYMYPqiZhMJvA8z3qzO+YT3CR7zPM8kpOT8eabb+LMmTO0LCI4OBgRERGwWq1Qq9U4f/48ampqoNFo8Mgjj2D48OF4+eWXHe4zPDwc7u7u8PDwoPdseno6unfvjk8++YTeRySAQVbKi4qK8MADD2DYsGGYOnUqIiMjafovyfwiE2QCWXFz1Ul/9dVXkZ6eju+++45m5AENK/FLly4Fz/O0BTehtrYWOp0Ovr6+NEMpKysLNTU1rb7eRqMRZ86coc+U1WqFm5sbunfv3qSs61bJcJLJZBg0aBB27txJszBIVpinpyf279+PgoICKBQK9O/fH/fff7/TYP+ePXvw6quvws3NDUKhECqVCpMmTcL8+fPh7+9vZz/EYjFmzZrlsIMTCXoIBAJkZmZi6dKlABoCBatXr0ZERITd9nK53GEWz7fffovVq1fT78I2K82W119/HcOHD0d4eLhdsCUjIwOrV69G//79sXDhQqfXkLw3f/75Z5SUlCAmJgbjxo3D6NGjHW5vu+DAcRwqKyuxbNky5OXlobCw0GmmSG5uLlavXg2g4R2wceNGu/NWq9UoKyvD8uXL8b///Q8AEBcXh4cffhhAwzXv0aNHk2fkNuQT3OI+ssFgoLb1dsDVDAySSUpEoBkMxq1BiwEMjuMmASjneT6V47jhrT0Ax3GLACwC0MQJuFWwrcVtKX3V1gASnQTy8uY4Dt7e3vD09ER9fb3DdE9XEAgEiI+Ph9lsRkpKCsrKypCbm4uIiIhrFiESi8WIi4tDVlYWjEYjBAIBvLy8kJSUBJFI5HD/AoEA3t7eAOwj+UqlEhzHQa/XQyAQwGg0ori4GIMGDUJMTIxdhJxkbSQmJiIxMbHNWwqKxWI6HkdYLBa4u7ujrq4OZ8+eRVhYGIKDg53uz1l0Xy6Xo0uXLnRVq0+fPsjOzkZ5eTlycnIglUoxc+ZMp3XFZL+2ac2uiqgJhUKHWQ6kFTDP88jIyEBRUVGTz5Iac+J4cxyHqKgo+r2SgIptAEOr1UKr1aKyshJWq5UKjJrNZtTW1trdC56enggMDKT3D1nhLikpQWVlJbRaLTp06EADGAaDASKRCH369GHCWjbcbHtssVhQXl6OY8eOITw8HJGRkQCAkJAQKlSrUqkgl8tRUFCAiooKpKenO1zV8vf3R0JCAiIiIuDh4UEDGDzP4+LFi/D29kZiYiLNriAlIuR+JqUgIpEIcrkcPXv2pPerowAGCbASLQBX8PPzg1QqRd++fe1EO4uKitC3b196LFtqamqg0+ng5+dHAxgymYyWFjgqg3DkaOfm5qKsrMxOSJkEMIxGIywWC/25UqlEbGws/aztBJpM2K9XWr+rJR3ErgiFQvj4+CAxMRF6vR5ms5naQzKh4LgGYWAfHx+Eh4c7PCb/l2jssWPH0KtXL7i7u+PkyZMIDAxEt27dMGTIEHo/EJvqyuoqKcMDGq5Zr1696LVt6R7KzMxE7969aWYfz/O4fPkyqqqqEBMTQyeHiYmJ6Nevn52QJhGLBhq+z7CwMDp2R1itVshkMojFYpodYRukb268FRUVSEhIgKenJ2QyGbKzs6HX6+nzRzCZTLSDF8dx9NpwHEd1k4xGI/Lz86lWllqtRu/evQE0vDeMRiN9Rniep+/I26XM5Gbb5KvF9ns2Go1IS0uDVCqFUqlESEhIiwKYFosFJSUlkMvl8PHxQWVlJcxmMwIDA+m9X1xcDIFAgKCgoKv6rkkpn7e3d4uZxcTWObOvtiWwjX0qZ/4cyfIjXO+uVAwGw3VcmRkMAjCF47gJAGRoqO9bBkDJcZzorwhzGACHKms8z38O4HMASEhIaHtFyxsEEUs8deqUwwmgI+rq6lBVVYXAwEBqICdNmoSAgAB8/fXXqK+vb/U4xGIxvLy8sGLFCuzZswfjx4/Hpk2bcPHiRXz88cfXpBkBNKyODRs2DFlZWdQJIw5QY1pjyEkb2u+++86h4v0777wDi8UCNze3m6Z6bjKZcOLECaxduxYvvfQS+vXr12LJgyPI+OVyOdatW4e0tDSsWrUKJ0+eRE5ODl5++WUoFAqXXsh79+5FRkYGnnrqqavSTCF4eXnB19cXZWVlzZ4PUac3mUz4z3/+g+nTpwNouO8ai1vl5uYiJycHW7duRXV1NaxWK8RiMcxmM7Zv3w69Xk+3ra+vx/r16+n/SfcBoVBInY4ffviB3m96vR4hISFITU1t0sb3H85Ns8e2QSudTof//ve/mDhxIq15J/czz/MwGo144YUXsGLFCtTU1DjsGjF16lRMmDCB1uYTdDodDhw4YLcSSAJeBKKjAADJyck4ffo0+vTp0yToeK2CbCRw1/hZDw0NdSpaa+so2443NzcX06dPtxNeJKjV6ibHeOutt7B161bU1dU1ySIRi8V2bZlHjRqF77//nu7X39+ffh8qlQpWq/Wa3w1XQ+NMt8ZIpVL6HVksFhgMBpp95e3t3ewkimwLAK+88gq6d++OwYMHY8eOHdi9ezf27NmDhISEq5pwkHuaZJ41lzFny9y5czFr1iy71dwXX3wRW7ZswaZNmxAcHEzfp43tf0FBAQoKCuwWS1oau0wmg0wmsyu5cgU/Pz+8/vrrKCoqQnZ2Nh5//HHk5eXB19e32YUaopMhEAhQVVXlUG8mKysLzz77LP2/7XNssVjQpUsXJCcnw93d/XYJTt/yPnJFRQWmTZsGb29vJCQk4D//+U+LGbBarRaff/45unTpgjlz5uC3335DTU0NFi9eDIlEAovFgq+++gpSqRRLliy5qucwKysLFy5cwOTJk1v0f0j2HwmuNQ7QENtIAsrA32WPpKzN2XmSzD9S0shgMG4+LT6JPM+/COBFAPgruvwcz/P3chy3EcAMNKgszwew9foN88Zia/yMRiM0Gg02bNiAixcvory8HBcuXKCT+8bYpq01jvTyPI9Tp07h1KlTrVZRJ5CXgG37uT59+mDs2LEuOy8tQc7/alr6OdpWKBRixowZuHjxIi5fvtwk2s3zvJ0T1pYRblf3VV5ejvfffx8pKSkQi8Xo3r37VZWwND6em5sbYmJiMH/+fNrZ4L///S9GjBhhp8LfGLKaQPQsriaQ0ngbsnLdXOCEtAkkq6Kk84pt5xJCYGAgTb8k3RUEAgGsViuSkpLsnFuywnjs2DEcPHgQjz/+ONUD0ev1UKlU2LJlC61/l0gkrUr1/6dwM+2xTqfDhx9+SLUfbCf3traO3AdTp05FQEAAli1bhszMTDz//PO49957afDSVoOGfM/nz5/HuXPnmuiwNLYXGzZswIULF/Dggw8iPz8fRUVFNF2/LUspnNWGcxzn1JFt/BlyPYKDg7FkyRIYjUa7dwQAbNmyBRkZGXb7mTJlCgIDA/Hxxx/bBQMB+4wNq9WK8+fP4//+7//osW2fHYPBgMDAQDz//PNtmspvK+R4/vx5pKamoqSkxG4boVCI0NBQ2umpMc6+Jx8fHyxevJhmuTiCZGgtXboU3bt3R0BAAF599VXs2bMHf/zxB7755hucO3cO8+fPb9X9EBAQgCVLlmDv3r1IT09vdpyNIUEE23t60qRJiImJQUBAAA3IOFrJ9fHxgY+PT6sXBry9vfHQQw+hV69eLn+W3L8+Pj6IiYnB888/j7q6OruJnTNI5s+KFSuQl5cHkUiEcePGYejQoXRMxPar1WqsXr3arvsL6XZ1u7RnvdV95J9++glHjhxBfX09jEYjUlNTcezYMRgMBvTo0cPp92QymXD06FGcOnUK586dQ3p6OnQ6HSorK2kmT3JyMkQiEV2sczVbi3DlyhVUVlbi1KlTdiWsBNsyOhI4B/7OFNTr9Xj55ZftAhgdOnTA4MGDIRKJoFKpsHXrVvpOy8nJsbNTRqMRW7ZsoYGR+fPno2fPnk4zNhgMxo3jWkKJ/wawgeO4NwGkA/iqbYZ089HpdNQQajQaVFVVYcOGDTh69CgUCgUkEgmUSiVVNifwPA+VSkVTnW1XJQnNtQtsjuZEljp37oykpKQ2q10kAQxyHEcriq1BIBDgjjvuQHBwMPLy8pr8vrnJwPWg8bXX6/W4cuUKPvvsM1oOExsbiw4dOri0H2crZSQNOiIiAhEREdiyZQvNxrBarbjrrrvodo72bbFYaEDhWl+WRKCuOceR4zgolUp4eHhAq9VCJBI1e08RHZbG14msatheZ4vFApVKBYFAgJSUFMydO5emGatUKlRUVCAjIwNmsxmVlZXw8/ODn58fcxJc57rbY71ej6+//hplZWVwd3d32vGIlAmMGDECCQkJ2LRpE3JycvDBBx+gb9++NIBBtrPl8uXLOHjwIF31csa2bdtw8eJFLFu2DCdOnMCBAwcgEAgctgK+Vlp6zhvTeBvi7Hp7e+PBBx90uP3ly5eRlZVl99kxY8agU6dOWLduHerq6prsj/wxmUwoKyvDV199RYMKtsFDjuPQrVs3PPPMM9cc3LGdhJrNZuh0OhQVFVGNn8atvSUSCXr37k01EVzFy8sL99xzj1PtH5KFEhcXhy5dutCsgMcffxwmkwnbt2/Hli1bUFRUhHnz5rVqsuzr64uFCxeiuroaqampdufd0rVzdJyhQ4di6NChLU56vLy8Wt2Bhohrzpgx46qyjUjp1oIFC+j+WsJoNEKr1eL3339HRUUFrFYrRowYgWeeeQbA320sOY5DeXk5NmzYYJeJ4+7u3mIb99uEdu0jWywW6HQ6/P777/j1118hEomg1+tx6dIlpKamQiQSoXv37k4/bzKZcObMGVRVVWHv3r1UuPb48eN0IYoErk6ePHlVYyRtppOTk2lZii1msxkGg6GJr0qora3FJ598QkvugIbyLSIuX15ejk8//RQmkwlSqRTZ2dl2rei1Wi3WrFmDqqoqAMDAgQPRvXv3axLKv144myPcjgKtDAbQygAGz/PJAJL/+ncugP5tP6SbzxtvvEFFHEmEt7y8HFFRUfjll1/o6lZAQAA1nqSbxqxZs5CTkwOgwTnw9vamRoPjONx///3o1q1biyKRrWH16tXYs2cP1q9fDz8/v2veH5kwk5aiBoPhmlOxidhXeno6fRncTIiDz3EcnnjiCezfvx8GgwEPPfQQFi9e3GL3E6JvYjAYIJfLXZo0LV26FAsWLMDkyZNp7bAz4SgyEWltoMsZL7/8MmbNmkVLQhwhl8uxdu1a7Nq1C4sWLbqm4zkKfMhkMuq82uLm5gaZTIY1a9Zg+/btWLx4MV599VWMHz+eZoAwmnKz7PHYsWPx8ccfN6sRA/zdeWbr1q34888/8eijj7a4b5LJYTAY7BzJxqhUKuj1esTHxyM+Ph5333031ZxoS2yDF21BaxxImUyGjh07Ys+ePXbCk2TyTt47p0+fhlarhcViQUZGBnJzc7Fz505YLBZIJBIYDAZYrVZqb9oiwHPgwAEcPXoUmzZtQnV1NbRarcOSSDIBcZXWXmdHQTBiWysqKq7qXSMWixEUFAQPDw9w3N/tVq/W+Xf1c0S8mUzuXfmcK7pcrcGVY5Ksu2+//RZpaWmYO3eu3RiIFhMABAUF4YMPPoCHhwfV6LItG7rduJV85OTkZDz66KPQaDQIDQ3F119/jczMTPz888/4448/cPbsWcyePbvFybrZbLbLWiYLeLZBVq1WCz8/P3h6etIsTVdaItfU1MBkMkGn00EulzfpnmYwGKDVaiGXy2G1WlFRUWH3e6vVSrNDCadPn8Yrr7xip+MiEAhgNpuxfPlyah/JIpKt+DIpLWuPEJ/R0fjMZnO7HjuDcTWwYi4HlJeX49KlS01+bjQacfHiRUilUvA8T1X4iZNTX1+P8+fPU6fJkcGoqalpsT+8rVNCVilUKhUOHjyIzp07o3PnzuD/6uwwaNAglJWV4cqVKw7V1VtL41WillaNGqdCkxrZxvvw9fWFl5cXDAZDm4zzWjAYDNi7dy+MRiM4jsPp06dRUFAAsVgMtVqNvLw8h5kiAJCWlkb/7aqwKyEoKMguxb2566pUKpGUlITCwkKYzeZrdlIDAgKg1WqbLdHhOA6hoaHw9/e/JsfY2bmR+6Lx909WT0NDQxEfH48JEyagR48eCA8PZysG7QiJRILRo0fDx8cHeXl58PLyohMVR5DJZVRUFK39b+n7JE5YS8E78jvbMidXIE5pfX09qqqq6H1utVrh6+sLb2/vJlkK1zJ5tcVZoNL2nG0hrTY7duzYZD/kOSY6GHq9HhaLBXK5HCEhIbR0RSqV4uDBg/RzbfU85efn4/jx47h48SI4jkNgYCDi4uLg4eFh93ynpKTQjBBHGYmOzqs1ODqf6OhojB8/HkeOHKGTpNZ+h21ZytiarJ3G2TXOsL1nSDaMs/JAsi3ZZ1FREUwmE6Kioq4qC4KMKzw8vMmE0fYcgL87t3l4eCA4OPi2Ee68lSHPg1qtRk5ODgYMGICePXsiNjYWYrGYloQ1FuJujFQqxZgxY1BTUwOr1YoTJ05Ap9NhyJAhNDv5yJEjMJlMCAsLQ+fOnREaGkoDGK4s0Jw5cwY5OTno2rUrvL29m3QAJF35iMB4TU0Nvd9JWQzP89SfcIStv2rr92RmZiI/P9/OLpN9t8fsoaysLFy+fLnJz8k7r0OHDoiPj79qIVIyB+nYsaOdYDSDcbNgAYxWcOXKFcycOZP+35lD6gye5/HLL79Qp645SMSUGMq8vDzcddddeOmll/DKK6/AYrEgOjoaH330EZYvX05TXdsKcmypVNpsCQN5EYnFYlitVupI2W4vEAjQu3dv1NXVtYtWf3V1dViwYAF1vojWhLe3N/bs2YPk5GRUVFS4tHJ4NZMCoifR3Gpx586d8fbbb+Pdd99FWlraNQUwyGTGlXE2Xk1pa8xmM001dURiYiJ++uknpvbdDnF3d8fatWuxdetW3HfffVi7di3GjRvn0mddnZySyW5L9x/J1GgtRIslMzMTBw4coF1z9Ho9RowYgaSkJHh6etqN9Xreh8S5NJlMTs+7Oe0IoVCILl260J/36dMHFosFjz76KBXeHTt2LEpLSyEWi9vM8T59+jR+/fVXAA22asqUKZg3bx66d+9OywcA4I477oBKpYJarYZAIGhWlJO8b651jFOnTsWkSZMwePDgq94HCQwR/ZL2VvNOAhdGoxEGgwF6vZ5mbzjCaDRCKBRCLBZj7969qK6uxuOPP37NZactBbpFIlGbtkNntA3kPQ8AixYtwsyZM6FQKNCnTx/07t0bf/75J2pra5vdh5eXF7799lvq902ePBkFBQXYtGkTFAoFjEYjBgwYgOrqasybNw/jxo1Dnz59WjXOVatWYcuWLXj33XcRFRXlshCxXq/H4MGDcfbsWRiNRixevJiWSdni6P4lz/mSJUuwevVq6HQ6ug3JvG2PGUTffvstVq5c6bT88uGHH8Ynn3xy1SXJhYWFmDFjBp599lm88cYbbTFkBuOaYAGMqyA8PBzR0dHo06dPk9U/oVCIc+fOYdOmTQ4/S7IymjMgNTU1eP7556HRaKjTQWqgt2zZggsXLsBisSA2NhaLFy+GWCymSvO2EOeYBBlI5FgqlcJkMsFsNlPBscYQp5qs3Dhj9erVOHToEEQiET3GY489hri4OLu2g41XmG4WRUVFuHTpkp2QHtDgEKpUKjq+xl0CZDIZFi5cCE9PT3Ach40bN7YqNZogEAigVCphMBiQmZmJqKgohyvIIpEIXl5ebaZr0p6c7+YgE9ObfZ8wmkK+j4SEBKxatQo9e/Z0+bPEFrUUmLh48SJ27doFjUbj0v5MJhMNQLpCRUUFnn/+eRQXF6O8vJzuy2Qy4fjx4wgLC8P777+PwMBA2umE1E+3VSZG4/Mg50AmpCaTyaUsLULjbYRCIeRyOXQ6HSoqKuxSqK91/JcuXcI777yD3Nxc9OzZEw8//DDCwsIQFhaGiIgIcNzfHavIu6OgoACPPvoo5s6d22wJGwm0Esgkq7VZGbZBsBuZRXEjIfeNK+UtKpUKS5YsgVqthlQqxYULF2AwGJCRkYFBgwZh+PDhCAsLo5MyV0tX9Ho9dDodzGaz04B0e7tujAZEIhFdRLEt6SHPIOlG1hzkuyULMo2zboVCIaZPn47MzExs3LgRnTp1alaU1xEGgwEVFRV47bXXkJSUhP/85z9tUsplaw8b748ENUjW2LJly+Dj40PFydu6TJEcU6VSITMzE8uXL28yJqLvFBgYiLfeesuhwDkJxBN7IBKJ7LJ39+7diwcffNBpxontv4VCIc2aJDbGtusQEUwlAd7GY20cdN+2bRvWr1+P//u//0OnTp0ANNhprVaLN954A2FhYXjiiSfo/Wcymegi6nvvvYecnBx4eXm1+N2Tsvcnn3wScXFxdoFbxu0HC2A4QKlUIjAwEBUVFXTViKTEqVQquLu7Izg4GMOGDbOrySNGQyqVNhvAaO4h1Gq1KCsrw88//wytVgs3Nzd4enpCLBYjNDQUpaWlyM3NhVqtxsCBA7Fw4ULo9Xq6qm3rzJjNZpSUlFBH0Gw2QygUws3NDXq9HmazGR06dHD4oiITBBJxJi8oYuAMBgOqqqqQnJyMX375BV5eXjAajVCr1RgwYAAUCgW9dqTDiCNDeaMdHK1WC5VKhYCAAFgsFtTV1cHd3R0CgYAqTQuFQvj7+1MlbaBh9Xn06NE0KHPgwAFcueKwKxqFpGkS5460To2MjIRAIEBmZib8/f0dBjDIJMTWeb8eE6hrpfEKhquTLo1GA41GA4VC0aqSJcbNh0xYXYFMdBqLujqjsrIS2dnZze7P9u/W6sRoNBr88ssvVFCWrOhVVVXh/PnzcHd3x2uvvUbtA/nT3EqzsxU8V7Fd7bdtjXo1kOeH2LP6+vomwdirgZx/RUUFnYzEx8fjrrvuQkBAgN22xHm1WCzguAYhv2PHjmH48OGtOt7VagC1hX5QW9sh8t1eTZmMs/017nbmbLwGgwG//fYbKioqIJVKqbbMhQsXYDKZEBwcDD8/v1avKms0GqjV6mu+Zxk3HnLPkLKuxpNQ0kK4NftyVHbXvXt3GAwG7Ny5s0lnKVcgull79uxp9WfJ2Bw9yy092+SeFggEmDRpEiIiIq5r9xye53HlyhWcPn0aGzZsoH4zxzWINBONo+joaLz++usO9yGVSuHh4YH6+nrI5XIEBgZCo9HQYG5JSQk2bdpkZxdlMhl97o1GI213LhQKER0dTQMn5PdEjL24uBg6nc5hOY1EIoGbm5vdNU5LS8OGDRtw3333wc/PD15eXtBqtaioqMDvv/+O2NhY3HvvvQBAy/HJ/fnnn38iPT29yXvGEQaDARqNBqNHj4aXlxd0Oh0UCgXc3Nzs2jYzH/P2gAUwHPDyyy/jvvvuwx133IHAwECMGzcOoaGh0Gg0+PTTT1FYWIjCwkI8++yzDlchiYjn1fDbb7/h0KFD0Ov16NGjB6ZMmYLRo0cjJCQEbm5u2L9/P/bu3Yv169cjJSUFvXr1gkajgbu7O3Q6HQwGA10BKywsxIQJE1BXV2cXLSUZGG5ubjhw4IDT2kCe55Gfn4+QkJAmddgHDhzAPffcA5PJhICAADz55JPIyMjA+vXr8fLLL8PPzw8TJ07EhAkTMH78eOh0Omi1WrqiaTQa2yy7oDVER0cjIiICu3fvxvr167FkyRLcf//98PHxwcqVK+Hl5YXg4GC8++67iIyMpE6nQCCAn58fdT6VSmWLAQyj0Ygvv/wStbW1dDUiLi4OGzduxHfffYeHHnoIv//+u1PDTI7bHustbdFqtXS1VSaTtRjttlgs2LBhAy5fvox58+axl8ltjNlsRnJycpuWuFmtVrvVw6uZECoUCnh7e+PDDz8EADzyyCPQaDRO78WWJsPEyWvtWBpPtttSuJe0TW6r50ulUqG+vh46nQ5TpkzBQw895FJKd2xsLLZs2eKSA2rL1Y6btOclQXeSxdFaDYy2tL1WqxWlpaWQSqVNhAivBfIMyGSyFiecZCEjICAAIpEIJSUl2Lx5M3bs2IFdu3a1OqMqJSUFx48fv27lhozrB8le0+v10Gq1dKJHaI2QbGNs7weBQIBOnTrh/fffR1JSUqv39cADD2DKlCm0RW9rEQqF8PDwaNUKfOOFNrVaDb1e77QjUltgNBqxcOFCZGRkgOd5jB07FomJifDy8sLJkyfx1VcNDWyaC6xOnDgR/v7+WLp0KZKSkvD1118jNTUVxcXFMJvN2L9/P3766Se7rIzRo0dj/PjxAIBz585h+fLlABruj9zcXAiFQlpyQt5Na9euxebNm52WAoeEhKB37960ZJHjOGRkZMBqtWLp0qVITEzEm2++ib1792LXrl0oLi6GRqPBCy+8AKBBBHb37t10wbWmpobarpbuR/KdPf744xAKhTCZTOjatSv69OmDJ598EuHh4Tdl3sG4PrAAhgM8PT0RHh6Oe++9F0qlEn369IG3tzcMBgPq6upw9OhRHDt2DL/88guuXLmCKVOmNNF8uFpyc3NpO0l/f3/069cPYWFhUCqVkEql6Ny5M8xmMziOo+nWPM9DLBZj/fr18PX1pc5bRUUFKisroVKp6KqLXC5HQEAAysvLUVFRgR9++AF9+/bFmDFj7Mbh5uaGkJAQ6HQ6KuZke44mkwlVVVW444470KtXLyQmJiIwMBAymQyZmZlQq9VIT09HbGwsampqHArj3QxEIhHNsIiIiEBcXBx69eqFsLAwaDQanD9/HpcvX4ZUKoWXl5fdBIAYckdpc405fvw4Tp8+jcOHD0Oj0VBnODU1FQaDASkpKdDpdE4FTVsqISFpdhkZGXRy6OHhgbi4OAQHB8Pb25uO3VYosK2xWCzYsmULqqqqwHEc4uPjERkZiaioqGYdaq1WC61W2+bjYbQvzGYzDh8+jLq6OixatKhJILQtcDXlfefOnTh58iSMRiO6deuG0aNHIy4uDhzX0B3qwIEDyMrKQlpaGoxGIzp16mQ3kXV0HNLdY8uWLZDL5ZgwYUKLYpWOxk9Wm5wJMTZ3Xo331RiSLn4tWK1W/P7770hJSaEO6datWzF37lx4eno6/RzHNXRM8ff3v64TgMbHBK6+g0zja0j0SVqr30SOe/jwYZw9exY1NTUQi8Xw8PDAqFGjEBkZ6fC9eDVBLGcTmyNHjiA9PR1arRadOnXCsGHD4O3tDaFQiIqKCpw+fRqnTp3Cxo0bkZ+fj8mTJ7t8juS6MG49OI5Dhw4dsGjRIsTExFyTfWjsWzTOqFSpVDhz5gw6dOhgp4diW1YoEolQXV2N0tJSuggXExND/bBryVpqywWg67HYQq5ffX09zVLp0KED+vfvD4VCQYWRd+/eDb1ej7S0NERHRzdZeAwLC6NaOBKJBD4+PujcuTP8/PxgtVqRl5cHiURCswoBIDg4mLY19/X1hVqttitBsS0P0mq1SE1NRXl5OcrLy51qNtkuMJDvraSkBDzP4/Lly+A4DmvXrkVaWhrOnj0LvV5P3yk8z9OyIbKY6O3tDTc3NyQmJrr8XV68eBGlpaU4e/Ys8vPzIRQKsX79esTFxTVbxsi4tWABDAeIxWL4+PjgzTffpKn8hNGjR+Odd97BkSNH8NZbb2Hw4MGYNGlSm4kOXrhwAcePH6epnUOHDqUOjV6vR8eOHdG5c2eMHj0aycnJ2LNnD6xWK9RqNV599VVawkLKD4gYKBmbp6cnEhISkJaWhuzsbLz88suYPn06Ro8eDeBvA+3t7Y0uXbpAo9GgsrLS6XjnzZuHuXPnAmhwaGbOnIlVq1YhJSUFW7duRffu3VFUVISIiAg743M9V90dGdXGxyMlOcOGDcPAgQPRtWtXjB07Fm+99Rb27duH+vp6GI1GuLu7t9ppJWKtq1atopkvHMchJSUFAoEAlZWVEAqFTvVHgIZ0wKCgIJpN0xir1QqdTodff/2VCipFRUXhkUceweDBg9GtWzeq10HGRe6jqw0eOfqc0WjE0qVLkZmZCQC4//77MWbMmBYV54l4IuP2xmw2Y+vWrYiLi8OGDRvabL9Xcx+vXr0av/zyCwBg0KBB1L5zHIePPvoIzz//PM6cOYNt27ahtrYWcXFxdPLvKM0aaDg/jUaDN954AwEBARg+fDgtFXMFErwQiUSQSCSQSqUurxbaBibJfmwDzWSCQNpzXgtWqxWffPIJUlNTIZFI8Ntvv2Hv3r2YMGGCwwAG+W5sAzMtOZ/XYpuc7c/VbgfNQVr6Xs0kz2q14scff8Tq1avpmADghx9+QFBQkF3LRtsxtzRecq1a2m7jxo34/vvvoVarMXHiRKxcuZIeU6vV4uOPP0ZaWhrefvttDBo0CJMmTXJ4HIJtoKTxvxm3BqSMqXfv3lizZo3DbVrzvLR0z5aUlOCLL75Az549aRkZ2ZZokQkEAhQWFuLQoUOoqamBn58foqKirtluXev9Sa7V9cyCJTaK2HCr1YrY2Fh6rXr37o2JEydizpw5OH78OLZv346RI0c2CWBERkbShU5Chw4d0KFDBwBARkYG3Nzc6DXneR6hoaFISEgAx3Ho06cPxo0bR98hcrnc7rzLysrwySef4ODBgyguLnYaNK2rq8Pp06epqDDP89TXy8vLQ0FBAW1kQBYAjEYjTp8+TXV9ACA0NBRDhw6FTqdDaGgoXnnlFZfejTzP48cff0RKSgqysrJQVlaG2tpaHD58GAMHDsTUqVNZO9nbBBbAcAJ5gB0xZ84c9O3bl4rOtCX//ve/MXnyZDz44IPYvn27XT04MSwkLba2trbJCr5cLkdwcDD+9a9/oXv37lTQjEykpVIpgoODUV5ejitXruDpp592uDLv7e2NTp064aeffkJ4eDhGjRpFHeT8/HyH5RMk2DN79mz06NED6enpOHr0KPLz87FixQoaWLnW1UBXsJ0cOztefHw8nnrqKbt6/hEjRkAoFOKDDz5AdHS0Q0ElgiMnMicnB6+99hqqqqrQu3dvPPnkkzTNWiAQoKqqCgsWLKDaGK44qo6+n8rKSnzwwQc4duwYFWsqLS3F559/jp9++glBQUH4+uuvadsxW/FYV1esHUHupbKyMpw7dw4ZGRk0+0IikWD37t04efIkvvnmG4wZMwZLlixxuB8iVsi4vSGBV6KD4UqGgUAgwODBg9G/f/8mvzty5Ai++uorZGRkNNvC1RHk3id2tLFTumjRIowYMQIvv/wyBAIBFi1aRHWAnPH9999j7dq1yM/PR0VFBebPn48nnniiSUZbc+cqk8ma7SDhjC+//BIbNmyA1WpFYmIi3nrrLbtz2r9/P95++20UFBQgIiKiVft2hG1J28CBA9GvXz94eHg43JYET0gtuSuTgNLSUly4cAE1NTXXPFbC+fPnMWHCBDz++OOYNWtWqz/P8zytR28tZ86cwdNPP43z5883saeffvopDh48iA8//JBmply6dAmXL1+Gl5dXi3oUIpEICoWixcAQaa+7aNEiDB482C6jUC6XY86cOejVqxeeeeYZh58/ePAg/vvf/8JqtSIgIABffvklfe44joOHhwcSExMREhLi8nVhtH+0Wi00Go1LgQwyySe21RWxZjKpfeONN3DkyBHI5XKoVCrU1NTAYDDAx8cHlZWVGDNmDLp169bqrLZrgZwPyWS43sE5i8UCg8EAi8WC4OBgTJw40S5TRSQSwd3dHU888QTOnDmDTZs2ITAwEGPHjm3VccaPH4+YmBhotVpcvHgRTz/9NNatW4fjx49jxYoVCAsLs7Nzjc/b29ubau6lpKTg448/RnR0tNPrY1veuXnzZnzxxRc0u6Zjx46YNm0a+vfvj4ULFyI6OhpvvfUWvQ4cx8HT05Nmj7T2/Th69GgEBwfjm2++wbRp07BgwQJYLBZ4eXm1+5Jshuv8YwMYtitXjgR+mhPbioyMRFBQUKsdaFfo2rUrPD09IZFIUFJSgpKSEofbkYeQBBWEQiE6deoEHx8fhISEICkpCb179wbwd+snWw2MyMhIREZGUoPVuETEy8sLnTp1ws6dO+2CJDzP0zroxi3vyL8jIyMBAL169cKlS5doqlhVVVUbXinnmEwmVFRUQKVSQafToWvXrpBKpTTST87Tw8ODfoekLpC8LDIyMlwqcWh876hUKhw+fBixsbHo1asXBg4cCH9/f/pyLyoqglgspvefWq2mwrDNldg0/r9Op8OJEydQU1OD0NBQKoap1+uRk5ODy5cvU+HE1q5COHI+yM9yc3NRVVWFkpISmn4sFAoRFBSEsLAwGuA4cuQI3N3dcebMGURGRjaZ6Pj5+bncEo1xa1JcXIz8/Hw7geGWILoNsbGxdOXIlrKyMhw8eBBAwz3UWudSIpEgOjoawcHBTRyZ6Oho+Pv7o76+HoWFhbh06RK0Wq1Dh0ev1+PSpUs4efIkjhw5AqFQCI1Gg8OHD2PAgAEIDQ1F586dWyw7IKJoBoPB5RIvrVaL3NxcHD9+HAcPHqQdpc6ePYuIiAh4e3sDaOi4cvz48WZbl7oKx3Ho3LkzTCYTxGIx+vbti379+jmdaJPAOTknVzIUa2trkZmZaadFcq2TB5VKhQMHDuDOO+9scVtyf+r1euTm5qK8vBwWiwWXLl2Cm5sboqKiXDom2U9tbS2Sk5Ph5uaGoKAgKJVKuvhQWFhoFxzjeR4XLlzAhQsXXAoy296TzdlrMpns27cvOnfubPc5kUiEqKgoBAQEIDIyEhzHITMzEyEhIVAqlcjJyUF6ejoOHDgAq9WKoKAgnD59GlFRUQgODkZdXR3UajV8fHyuKsDDaH+QBZnGgdvmbHfje9UVW19bW4vc3FwcO3YMBw8ehFwuh4+PD/z8/FBUVITa2lqkpKSga9eu6NKli8sLL1cLyQYg50MCtTd6sisQCKBQKFBWVoasrCx07tyZBh3j4+MhFAqxYsUK2pXQEc4ys4KDgxEUFASj0YiAgADEx8ejtLQUBw8epK2vmwsSiMViREdHw8fHBwKBAAkJCejevTu9Ro2PaRvAOHXqFF0U9vHxQY8ePZCYmIgBAwZAJpPB19cXQ4cOpdkhZCxX2z3E39+fdlEJDw/H4MGDr/s9xLjx/GMDGMRxlMvlkEql9OG7mnKB64FEIqEr644gE1biKCqVSvz2228ICQlp8uA7il4rFAoolUqnkc2ePXsiLi4Of/75p91KOc/ztMVhhw4dnAZxwsPDsX79erz77rt45513MHv2bDrW6106UF1djR9++AE7d+5EWloajhw5gk6dOkGv19ulaJvNZuh0OgB/l2T8/PPP+Oijj2AymWi7J0eQwAD5nggWiwX19fWYOHEiHn30UdpqTqFQwGAwUDVpUkJx4sQJiEQijBo1qsn3YJvhQa4bGbter0dqaioGDBiAyZMnY/LkyZBKpTh//jyWL19OJ3ltBXFqnnzySezfv59eM47jMHr0aCQlJeH555+n2RlDhgzBr7/+ih07dmDTpk0YM2YMPT+hUIj7778fffr0YS+U25hPPvkEy5cvh8FgQJ8+fVya5EgkEiiVSkydOhXdunVr8nuVSoVLly5h/vz5rW5px/M8goKCsGPHDvj5+TX5vdFopHo1Z8+excKFC1FcXAxvb+8m9+mlS5cwYsQI6PV6uLu7w9vbG0ajESUlJXj11VexcuVKHDt2jDpRzqipqcHu3buRnZ0NnU7n0vvk/PnzGDVqFKxWK9zc3KBSqZCSkoJhw4ZhzZo1mD17tt32VqvVqdaOqwiFQqxdu5Y6+S2JXOr1elRXV7fK1mdnZ2PdunUoLS1FWFjYdVP8b4mcnByMGjUK9fX1MBgMmDVrFsaMGYPffvvN5X3YTuIGDx6MwYMHY/bs2RCJRKitrcUzzzyDy5cv022sViveffddHD16lLZDdAWDwQCDwdDsOEQiEcaOHeswS0IkEsHNzQ0zZ85EWloaxowZgzfffBMzZszArFmzkJ+fT0uo6urqMGrUKDz22GN4//33sWPHDtpJi3UhuX1w5te6Uppr+/nm7N7evXsxd+5cKrArlUpx77334pVXXsH06dORkpKCP//8E/3790f//v2pr3G9MBqN1Bcki1jAjSmNEovFtGtfUVERVqxYgVWrVsHPzw8nTpxASEgInYgbjUYYDAan2au2ZXPOkEgkiI+Px969e/HGG29gzZo1VzWPkcvlTXSNbI9ra7uJTevevTv69++P5cuXg+d51NXV2QXN2kp0mrRTJYu3ZrO51RpGjPbPPzaAUVlZiTVr1tB0JbFYjI4dO+Luu+8G4LzGVCAQ4ODBg9ixYwdKS0vpJLctHwwPDw88++yzzabwicViGI1GVFVVYe/evSgvL6epro2dPkdj2759Ow4cOICamhqHLxtbQ2hrlMxmM7Zs2QK9Xo/FixcjNjbW4fhIpseIESPA8zw+++wzlJWV0fZc1zMd0M3NDUlJSTAYDJDL5Vi3bh0kEgntCU2uDwmokPM1mUxUVf2BBx5wSTW7cVQ3JCQEL7zwAlQqFd5++20qUCQWi2E2m1FXVweTyYSkpCSMGzcOQ4cORVhYGN2HyWTC6tWrUVFRAZ7ncerUKWi1Wnz66acYNGgQpk6dSo9ltVoRGhqKAQMGwNfXFyKRCB07dsTYsWPh7++PL774Aj169MCMGTNcnsQ4a6t28eJFHDp0CAUFBTAajTTzRyQSYcSIEejbty8Vjw0ICMCSJUuo0O0PP/yA7OxsPPLII3TcxFEfMGBAi2Ni3FpYrVaYzWaaAfTUU08hMTGRPmtEIMz2ubFarbTMxGw2w9fXl2YS2EJscmxsLHr06NHqCS5Z4XJWW02eZ51Oh0uXLkEul8Pb2xsCgQAVFRXIz8/HyZMnkZWVhfr6egwbNgwjR46ETCZDfn4+fvjhB9TX19PnvqX3gkajodlprqRd5+Xl4dKlS9DpdBg9ejSGDBlCSw/2799vFzAg2hqxsbHo1q3bNQUDSLDWVdLT07F582YUFRXRMrbmzstkMkGlUqGkpIRm7JA/zb0ramtrUVhYiJMnT6K0tBQWiwWdO3dGXFwcnZC4ArmvDh8+jNTUVKhUKnq/trbczWKx4PPPP0dKSgp4nkeXLl0wbNgw2sXKzc0NUqmUtvTt2bMn4uPjwXEcwsLCcN9992HQoEHNHuPy5ctIT09HZWVls/cYWU12VsJDft+/f3/wPI/vv/+edgtTq9WIiorCrFmzIBAIUFtbi2XLltFrUV1djerqaofZTIxbkxMnTuC3335Dv379aNcg4jt89dVXtFyUYNseOycnp0W/jkxUTSYTDQ527doVcrkcCQkJkMvlmDdvHmJiYrBq1SrU1dXR55r4pORea4u2xJWVlVi9ejV0Oh21nVFRUXj44Yftxny9FiqBv4WOH3vsMVRUVNCfy+Vyu8xVksVGOnI4g+cbxDI///xzjBkzBtHR0XbHAhr8PHd3d4jFYphMJqxcuRKJiYm49957XZrL2G5jsVggEAhgMBjw5Zdfor6+HgAwc+ZMxMTE0DEBDW1b5XI5JBJJk+C2K4vItvMy8n51tD0RESV/WtuFinFr8I8OYKxYsYKKNXp4eGDkyJF2E8TGKXTE8U5OTsbbb78NjuPoA+oqrhhDDw8P/Otf/wLgWEGZ7EOlUiEnJwcFBQUoKytzWNdt+xmyKmQymbBt2zasWbMGYrHYYW9ki8UCo9EIs9ncJICxdetWdO7cuVl9CMKQIUPQr18/bNq0CeXl5XSCfD11MNzd3TFo0CCIxWJ4eXlh+fLlKCsrswtWOIO03XrwwQfRo0ePFo0pcbLJdQ8NDcW///1vvPjii1ixYgUt3SElJAKBAG5ubhg0aBBeffVVAH93MgAa0sNXrlyJCxcu2B1r5cqVqKurs7s/ASAwMBC9evWiL/Hw8HCMHj0akZGRWLhwIQYPHowpU6YA+Dud2Nn5E2eA/LE99wsXLmDdunWoqKigYoMGgwECgQBDhw5F9+7dAfzdPeXZZ5/F//73P+zcuRObNm1CWloaHnjgAXp80s0gKSmJvVhuA2zvKZLdZjQaIZVKsWjRIkRERFDHRiAQNKlFNZvNqK6upn3rvby87MQhG9+zHTt2RFxcXKsmTsTZcVbOYDvZMxgMKCoqQlxcHPz9/cHzPEpLS3Hs2DF8/fXXuHTpEjiOw7Bhw/D888+D53kcP34cBw4cQF5eHniepytlzU38dTqdy7oPPM8jJycH2dnZsFqtGDp0KJ599lkcP34cycnJ2Lt3r93zTRzjuLi4qwr2XAunT5/GsmXLIJFIqNicM7vD8zx0Oh3q6+upuj2ZNLmSin7q1Cl88803yMjIgNFoxLhx4zBjxgyaFk0Cqy3B8zwOHTqEo0eP0lTmq8FqteLLL79Eeno6OI5Dp06d7AISbm5uUCgU0Ov1+OWXX8DzPOLj4yGRSBAVFYWXX365xcyivLw8/PLLL6iurnbYnpa8U2zfTc4QCATo06cPDVxotVqo1WraiefFF18EAOTn52P16tV037W1taivr6daHIxbC/JsET/GZDLh2LFjeOutt7Bu3ToMHDiQrmIbDAZ88cUXyMnJofaTrKCTsj9yv7SEXq+n/s5dd92FKVOm0GwrjuMwZ84cdO7cGV988QXq6upQWFgIk8kEi8UCjUZDfRNSzkZK5Jxlg9j+bftvo9GI4uJivPPOOzTYyXEcBgwYgPvuu48GCa5n8IIgEonw6KOPOv29baZWY5+88TZisRhFRUX44osv0LFjR7sABoG8G0iZx5o1a5Cbm4t77723xewZ26AB+U5EIhHq6+vx2Wefobi4GFarFXFxcQgPD4dAIKDXkgQUGo+5JWzLmsj5i0Qih+WRZJ5GNEyu94Ip4+bxjw1gWCwWqNVqu1WWo0ePYtSoUdTxdBTltO0i0b17d7py4go8z6O2tpa2JW2OlvZJfk+CLC3VGPM8j7S0NOpYlpSUQCaT4b333qNtlG4nBAIBevTogU6dOmHs2LGora1Ffn5+iwGkgIAABAUF2emDOMNgMCA9PR3R0dFNRPKefPJJ3H333bh48SIsFgtkMhnNXIiNjbVLYc/Ly8NTTz2F2tpaqNVqlJSUQCqV0pe0xWKBXq93uAp45swZfPfdd5g8eTJ8fX0BNLTTkkgkEAgEOHr0KObOnYunn37aYdq8q1RWViI9PR3jx49HfHw8pk2bhq+++grff/893NzcHF6rsWPH4siRI3jiiSdQWFiIU6dO4cqVKxAIBJg/fz769u3Lghe3ETzPQ6vVIiMjAw8//DDt7z516lSq+wI0tGv7+OOPERYWhsDAQFRWViIrKwuPP/44KisrnU74bdPy3dzcWq1BRJ59Z7aSpPJ6eXlBqVTCYrFg8eLFGD16NLKzs7Fjxw589tlnqKmpQUREBNauXUt1ETiOQ/fu3fHDDz/g5ZdfxpYtWzBu3DhMmzYNS5cudTomkqnmioPF8zxWrVqFo0ePUlsgEAjQrVs3XLlyhe6jsQM6Y8YMDB069IaIJ9siEAjw+eefY9CgQRCJRA5Tm4VCIbRaLT777DMcOXKEik27yrlz5/DGG2+gtLSUZizu2bMHqampKCkpQffu3fHtt98iNDS02f0QB/nQoUM4ePBgk1To1topkoYeFBQELy+vJr+fMGEClEoltm7dii5dugAAFTx1hby8PPz2228YOHCgXQCbkJqaiieeeAJ5eXn0/FqC3IsrVqzA2rVrUVVVRTPtbPdx7NgxvPbaaygrK0PHjh3x7rvvXtO7hXFzICW0ly5dwqVLl/Dee++hqKgIPM9j7dq12LRpEy5dukRLxS5evAiTyUS1z8gzMXHiRLz11lt45JFH7DIIHKHX6/HVV1/h+PHjcHd3pwLGts8XCXAPGzYMJ0+exK5du1BZWUn1hcixLRYL7rzzTjz//PNwc3NzGEQjJb22vpPJZIJOp8Nzzz2HAwcOgOd52rFPIpHg/PnzGDlyJMrLyyGRSKh/c7N9lerqapSXlzu1EeQclyxZgpSUFPz444900cAZjz76KCZMmIA5c+bQcgtXSi3I79PT0/HAAw9QO3HlyhXaVeS5557De++9h/j4eJw9e7bJPlqT2VJfX48DBw5gx44d2LdvHwBg4MCB+Pzzz51+hud5p8Eexu3BPzaA4e7ujiFDhtCHnjiREokEZWVlVFStrq6OCmlKJBJ06NABISEhiImJQY8ePezqtF15GEnNX2RkpMP2c4DrwQuRSAQPDw+nSsnEKSssLERubi4yMzNx/vx55OTkIDo6Gh07dkSfPn0cKtS3JKKm0Whw6dIlBAYGOlWit91Xnz59IBAIkJWVdd0j2mTMCoUCcrkcfn5+0Gq18Pb2bnYVEGiYXPn7+7t8DJ1O5zCwEBQUBH9/f8jlclitVkilUphMJnAch+joaNpeSqVSobS0FGfOnIFWq4XVakXfvn1pZDkjI4M6FbZjF4lECAwMRH19PVJSUjBq1CjqREokEnh6emLAgAHIz8/HqVOnUFdXd01OptlshlarRUxMDA3akfE4q4VXKpXw8vJC7969IRaLcfToUdoH3M/Pjzm9txk8z+PkyZO0fVlkZCS6dOmCtLQ0u5p+pVKJgwcPIjg4GH5+fqiurkZOTg7Onz8PAE7toi0kU8LVcdn+ISv7jW2b7coiWZUsKytDdnY2zp8/j9OnT6O0tBS9e/dG79690b17d8jlcjt706lTJyQmJqKsrAwpKSkoKipqdmwmkwnl5eVwd3eHh4dHs0EGnudRVlYGrVaLkSNHUrFkhUIBHx8fREdHo6CgAAcPHrQrzVIqlTfsWdPr9Th27BguXLgAnudRXV2NvLw85OXlOQ1g6HQ6nDx5EkajESNHjkR6ejqAllOJySJEYWEhunbtSkWByedqamqoJo9SqYSPj4/TlOMrV67g3LlzKCwshNVqxbBhw5CXl4f8/PwWx9J4XCTQ5unpiaFDhzrUnujYsSPq6uqwfv166PV6uxVG8vnmjkkyIKRSqcP3r1qtxtmzZxEVFYVOnTq12NXEltLSUroSHR8fT39OxJqJ/pJWq0VISAjCw8NZBsYtBLlHy8vLceLECRQUFCA/Px9nz56lmQhE+yQ7O5uuaHfo0AGenp7w9/entletVmPAgAHo1q0b3N3dWwxgWCwWZGRkQK1WY+TIkQgICHDoO7i5uSEhIQG7d+9GQUEBRCIRjEYj6uvrERgYCJlMhoKCAqSlpWHfvn0YPHgwtXHkubFarVAqlYiPj0dwcDDdd0VFBU6dOoWMjAyUlpZi6NChNANFJpNBpVJR0UmSKXgzS6SIPTh37hwyMzPRq1cvhIeHg+d5VFVVQa/XQ6vVoqKiApWVlSgvL6dljC2VDfv7+0MmkzksPXcFjUaDzMxMuqDQv39/GAwGFBcXo6KigmY+l5eXN/msK53xeJ6H0WhEdXU1jh07hvT0dJqd7O7ujn379iE2NhaBgYF2nXBqa2tRWVnZqqAw49bjHxvAiIqKwpYtW+gkzNYRPXToEC5evAiz2YyjR4/i22+/BdDQRuiRRx6hysj+/v5NggeuRBV9fX1p7d+1oFAo0LVrVyiVSoe/5/mGFoY//vgj3nzzTbi5uUEkEsHX1xfPPvss7r//fqeBipZqC4uKivDVV19h1qxZtNuJMyQSCd5//30kJyfj7rvvvqEGxXZy0blz5zbbLzG+zbUHFAqFLR7zwoULyMjIwJUrV+Dr64vIyEh88cUXtAPDwoUL8c033zT5nEKhwLBhw5Ceno61a9fi4YcfpoEo8uL96quvsHnzZjzwwANQq9XXdsJ/MWrUKHTs2BH/93//h/T0dFoi0xwLFixARkYGFixYAJ1Ox5zd2xSr1Yp///vfOH78OABg/vz5uPfeezFq1Cg6EQRARQyJ49LYZroqZukqZCWGHIeI6jrLsNJqtbQzyOuvv073QTQl3n//fQwfPtyh0yUQCPDss8/ivvvuQ8+ePVscW21tLfbt24dJkyZh5MiRLmWVxMTEYPv27TRTRSgUIjw8HHPnzsXGjRuxcuVKnDp1im5PyjFuRBpteXk5pk+fTktinn32WXqdHH2ntpONBx54AF988QXGjRvXYuAHABVI1uv1ePXVVzFlyhQ68TebzRg8eDBOnDiB8ePH47333sNTTz3l9Bps27YNjz32GC3n+OWXX/DOO+/gvffec0nLhEBSvE0mEzp06IBVq1Y5tHf9+vWDr68vLUUlmgDks66WWRoMBoeCn0RTZtGiRZg3b55DPRlnn7FarfDy8sIXX3yBqKgou3fo8OHDkZaWhr1791Ihccath8lkwpEjRzB79mw7bQVCUVFRE9v8yCOPoE+fPhg8eDCAv0u/bEuQW7ofjEYjdu3ahaSkJGzYsMHp9oGBgXjkkUdQVVWF48ePw2w2QygUQi6XY+TIkQgPD8eqVauwZ88e7NmzBzt37sTw4cPt9mE2m9G9e3f8+eefdj7a0aNH8cQTT0Cn06FDhw7YtGkT1YKQyWQ4evQohg8fTssUbkQJSXOQ5/LTTz9FZmYmVqxYgejoaLpgUFBQgAsXLiA5ORnp6emtGi+xV2KxGBKJ5Kp9s+DgYHTp0gVffvklKioq8Ouvv+K7775DVlYWUlNTATSdY5CMx5b0KSorK5GZmYmPPvoIPM/T9/a5c+cwZcoUfPTRR7j77rvtOvmdPn2aLpywAMbtyz82gEHSJW1XkcnNHxMTg8DAQFitVsTExFCBK4VCgf79+0OpVNIOHo0nr7bGgziOtvt2d3eHxWLBjh070LVrVwwdOvSqz8GVTA2pVIqJEyciJCSEpobxPI9+/fo1G3ElK2cGg8EupVsikeCZZ57BuXPnsH37diQmJiIuLq7FftkeHh7o27cvFaO8EVxP54p8p0QnpLXHJnWlP//8M44dOwaLxYIRI0Zg5syZ8Pf3d9gmj0zEhEIhvLy88MADD0Aul6OgoICu4NmuIkulUvrdEUe3tS/juro6LF++HEeOHKH7VigU6NWrF031bKlNY1BQEKqrq+n/ryYlm9G+cRQA/fXXX3Hu3DmH7ZOJ0yIQCGhackREBKqqqpyKL9o6yGQV0RWn2bYmVqVS4YUXXsD48eMxa9Ysh84TUS1v/KwMGjQI8+bNo239Gp934zRoT09PZGRkYOHChXjqqaeoTkxjbAXJnEE0iRpnkRA7ERAQgEmTJiElJYWuPNm2z75ReHl54cUXX8T+/fuxbds2uwmQo5VMItIZFxeHsLAwaktbCg7bfv+kkxa5hnv37sXmzZtp0My2laszyDiVSiV8fX1dLutxth/g70UAR98r0RESCoWwWCw0+47s42qOZ/t/25p5V7REbCGZqKR+3NZ3mTdvHqRSKU6cOEE7oJB3EhPyvDWwWq0oKSlBVVUVhEIhrFYrxGIxEhIS6IR94sSJMJlMeOONNwA0ZHxu3boVVVVVGDJkCPUxbEsrbO97Z3aRbEdsvzOEQiG8vb2hUChoN774+Hg8/fTTiIyMhJubG6Kjo7Fv3z5s2LABGo0GGo0Gbm5udsexta3k/6R0ZuzYsTQ7lGhwkCBJhw4dWswmud7wfINeXUpKCr766is6ISdNBCoqKlBaWgq1Wo3q6mqUlJS4/Jyr1WpkZGTg+PHjOHnyJIqKimC1WrFy5UqMHj2alrU5w2Qy4ZNPPqE+5ejRozFlyhR4eHhALBZjwoQJ6NChA7Kzs/H+++/b2TdCS1ne5D333Xff4dixYzCZTJg6dSomT54MAMjMzMSnn36K77//HhkZGXjrrbeQlZWF7777DoWFhaioqLjuHQ8ZN5d/bACDOLWOCAoKQlBQEACgU6dO6N+/P/2MK6sOthNOWxEtElCwWCw4e/bsdTeQRKinZ8+edDWQGMWWVndqa2uRk5MDg8Fgl34qEokwceJESCQSrFy5Enl5eSgvL0dISIjdC6nxC0wulyMqKgr3339/q9Ts2yvEMa2uroZWq3X5c+Te0Gq1KC8vx5EjR5Camgpvb2/07dsXU6ZMsXOcnTmnCoUCQ4YMQWpqKiQSCerr61FXV2e30marwlxXV4fy8vIm9cwt3cs6nQ5btmxBRUUF/Pz8qPBT586dYTabaeeb5vDy8rJL32bBi9sTjuPsyhUyMzORmppql75PthOLxXRCazAYIBaL4evra9epxBG2929Lafa24wIaMujkcjl++uknuLm5Yfjw4dRxJfvVaDQwGAx2qbcCgQBKpRJ9+/bF/fff75KiuUAgQHBwMHJycvDVV19h+vTpNB3fWblfc86nVqtFZWUlvT62eiBAwzPWq1cv+Pn5QSAQ0Ilrayev14pCocC0adNgMplw9OhR1NfXUyeSlMnYQtrbxcXFISQkhF53MsFpaVJM3uNEBJSsSn777bc00CsSiWibQluIg0y0h4CGlV/SitxZZmVr7Jcje2cbUJPJZOD5htbkpKuCq/vnOI6mfzc+r8Z23hXEYjHtlOLj40PV+wlSqRQDBw6kK6qNS14Ytw5qtRoWiwUBAQEwm82QyWTo3bs3JBIJeJ6nIrhLly6l3TDS09Np22a5XG4nAG97v9nevyTISDpetITtfkjAljy3pEMPCUbEx8dDp9Nh/fr1UKvVqK+vtwtgONs/CQb36tULgwcPpsE3cq/L5XJ07tyZlqy05l3TVhDbXV5ejvT0dKxbtw4CgQAeHh7IyMhAbm4uzpw5Ay8vLxqE4jgOvr6+9No5yrq19T/T0tKwfft27Nq1C0DD879r1y7ExcXZBTAaz2fIu2X79u3UVvTt2xejR4+mASClUokuXbogPz8f69evR0lJCerq6pqMpTmbSo536NAhHDlyBN7e3hg4cCDmz58PANi/fz9+/PFHpKamUg2t06dPY926dfQdzuzS7c0/NoDhKq1VsLV9YBo7I6Skw2g00hdAW+BK2YrtmFwJIJw/fx7ffvst8vLy0LFjRztD4+3tDaVSCalUijfeeANr167F3r17oVQqqeq+s/Rq21KdWxkfHx8IhUI888wzePTRR11KF7dl69atePnll1FeXo6IiAh8++23iIiIaPFes72nSNoxWVVOTEzExx9/bHd9fX19kZiYiI8++gj19fVQqVStTjGsq6vDqFGjsGTJEkRFRdE0ziFDhsBisbSogWKbDm27esy4vRAKhfjhhx+gUqlQXFyMTz/9FL///ju+++47REVF0Z7xJJBru3KXlZWFO++8E/Hx8ZgwYUIT4UNS10qCha2tS+Y4Du+++y4eeughTJo0CRs3bsS2bduaOOBkdZL8XywWIyQkBJs3b0Z4eLjLQphKpRIbN27ETz/9hMWLF7foBNtOwB3x008/4T//+Q+qq6vRo0cPh9l/wN/XhXSUIOd+o2yuSCRCVFQUFi1ahClTpmD+/PlIS0sDx3F4/PHHsXjxYoefEwqFrXof2k6KdDodvvjiC2zfvh1VVVXIzc2FXq/HK6+8gp49e6J79+4ONUC0Wi0KCwsxbdo0FBcXg+M4vP766xgyZAjEYjG9ZmQyQRYjmruWJHvBlSCXTCZDUlISPD09cebMGRgMBqpp1dJ7gOgcTZs2DQMHDrTb3vbZ8PDwgK+vr0vPSq9evXDy5ElaKtX4mvE8TzMuyLmKRCIaBGTcGggEAnTp0gVhYWEYOXIkbSttm0np7u6O7Oxsuug0c+ZMTJkyBRcvXsTrr7+Ou+++G/369WuybxKcI0HUyspKKBQKvPzyy0hISHBpfDzPIzc3Fy+99BJOnz5N7VhjZDIZFYc+dOgQLBYLZs+e3ayNtm3x3aFDB4edrGJiYvDdd9/hxRdfxMaNG2nb0hvZirOyshIFBQV44IEHaDmd1WpFfX09tm3bRgMEzzzzDGJjYxEWFkYDCxqNBrt378azzz7rcN88z6O4uBj//e9/qcgnx3GwWq3Q6XQOdTOIr1lWVkbLA7VaLfr27Ytly5YhLCysic0imoH79u3DqlWraDYPwWg0Ug05R8ckGWwajQbBwcH45Zdf7DouJSUl4fjx43j22WexefNm3HXXXVCpVNBqtdQGtqQBwri1YQGMFmit80fSj53tq0uXLlCr1fjjjz/arDaLrIq7gqvnEhwcjEGDBiE8PBxBQUF2Rl4sFiMiIgKzZ8/GwYMHUVBQgM2bN0OhUMBkMmHs2LEOhctup9X3xMREyGQyXL58mepVuAoRnyspKcGIESPQq1cvREdH29XwEQYMGACVSoVt27Y1uX4CgQBBQUHo0aMHysvLceXKFQD2q9PBwcGYMGECvv/+e+Tm5tKUZbLy6QoGgwEymQwRERFUgdzRyp8jyHjFYjGio6NRXFwMlUrl6qVi3EJwXIM4q6enJ+RyOXx8fCCVShEWFobIyEg7G0UmiGTCXlFRAavVisjISAwZMoQGO2xp3M+9tbbE29sbUVFRmDlzJi5fvoz8/HwUFRXBbDZDqVTCzc0NEokEFRUV1PFJSkpC7969ERUVBU9PT5eOSQJ0fn5+doEYRwEM4vCHh4cjPj7e6SSeZGzdcccdtPzP0ViI02e7en4j7S45H09PT4jFYnTt2hX19fXIzc2Fh4eHnZgegay0EbvkKrYZaZcvX0ZVVRVUKhV1sDt27IiuXbsiLCzMoa07ceIE0tLSUFJSgpCQEPTr1w9du3a1m7jb3qOuBF1tr7VtgM5ZQN/f3x/V1dXYs2cPVCoVvLy8WvV9eXt7w9fX1+kz0Zp9SSQShISEOE3vJ/cWub9cERtltD9IBhxJ95fJZA6fDy8vL0ydOhV9+/ZFSEgIBgwYgLy8PKSmpmL06NF0O0eLEuS5yc7Ohl6vx6RJk+zE0YlopqPSo8uXLyMzMxNZWVkOyw/J/oGGjKnExEQUFhZCLpdj1qxZTbZ1VMZGMgVIRrXtPSwSieDj40P9mxtpP0tLS7Fv3z5UVVWhvLwcBQUFdv6SSCRCcHAwunbtit69e6NHjx4IDQ2Fv78/zY5QqVRU0NgRu3fvxokTJ1BdXY3u3bujS5cu+OOPPwA4Xwzdu3cvCgsLUVtbi6ysLBrwIAF+Nzc3h2VDIpEIAQEBThe5mrOp5LoLBAJqm2yDbFKpFMHBwZDJZDCbzSgsLER4eDhmzZoFsVgMtVqN3377rUl5NeP2gQUw2hCeb2gjaDAY6M8aP9QTJkyAv78/li5d2mbRQZlMBg8PD6erIFfz0Pbr189phF0qlaJ3795YvXo1HnzwQWzYsAH/+te/YLFYYDKZsHPnTocBjNsFjuNw//33w2g0Ij8/32GbvOYgtelmsxkvvvgihjcSn7LloYcewp133olDhw4B+LuOm0wUunXrhpkzZ+Kjjz5CWVkZfQERAaouXbrghRdewPHjx5GZmUm/I5PJ1GwnB9u6USKq2FKmRXMoFAoMGjQIJ0+eREZGxlXvh9H+kUgkCAoKojXMXl5eDoNzwN+OLtEk6tu3L2bPnu1wO3d392vO4PL398eKFStw4MABbNmyBRs3boRGo0FMTAzCwsLg7e2NsrIyuuL+wAMPYObMmU0ctOYgz7ZCobCbZDd21hqf99SpU53ukzzvr776KgYMGOB0LOSZJq3/iMN+o1fISdnG8OHDoVAokJub69RZJRPjxjX05N5wdq62K3eXLl1qcvzOnTsjNja2yefIcb7//nsq5D1u3Dh8/PHHTs+nNVmOrn6GTEYOHjyIXbt20YUBV/dttVrh6enpVMQbAJ3UuJJFSr6H5n5Pyl5kMpldXTubGNx6kFa/zggJCcHbb78NoCEoe//992P//v146aWXaBo/8HdWQ+N73Wq14sCBA3Bzc8MHH3wAoVCI6upqcFxDC1SdTtfEnvM8jyNHjiAlJQXnz59vcZGvS5cuePDBB/HRRx/h8uXLeOONN5oEgUlpFrGNJGhDutQ1hkx4ybFbm4V9NZBrl5WVhQcffBBGo9HhucvlcgwZMgSTJk3CjBkzAPz97BEb2lwGl9VqxdKlS2nGysyZM/HUU0+hb9++qKysdDgunufx4YcfYvfu3fR4JBjQmjbgrYVcE1Ju5yzTi9hCtVpN5yVyuRw5OTnYuXMnDYzbZtUxbg9YAKONsY0aOnIchUIhunbtil9//dWhc3U1PPTQQ5g6dWqzjkxbIxAIIBaL8fzzz2PevHkQCAT4888/sWzZshs2hpuNSCSi4qiuUlNTg9dee43WEbeEwWCAVqt16sjHxMRAqVTiu+++w8WLFzFp0iRIJBJ4eXnho48+ojWRrXG+iU5KW6o3e3l5YeHChRCJRCyA8Q/BYDCguroaH374IZKSknDvvfc2uYdJva5Op6NCs0Q42Hbburo6PPbYY8jKyqL6GddCfHw8/P39MWHCBJjNZqqPYbFYsHPnTmg0GlitVpczjWxZtWoVduzYAalUiitXrtBV68baNiQt15V2d+QZNhgMMBqNzYomq9Vqqlh/s1L7yWR47Nix8Pf3xzfffOOy80iyMUg5ojPnWCwWY9CgQVi3bh02bdqEvLw8dOrUCfHx8ejbty9iYmIcfk6n06G8vJyu7j766KO0s0JbYVvm5yww4O7ujtmzZ0Oj0eDPP/+k90Rrj9Ecly9fRmpqKtU3aAucBeQYty8CgQBdu3alWZ6Nf0dsckv3pLu7O7744gucOXMGM2bMwH/+8x8MGDAAIpEI+/fvx88//0y7jtxzzz2orKxEVVWVU58hNDQUI0eOxHfffeeyFhkJnjjzb27GJNdqteL333/H0aNHYTQaabDF1h6IxWJYLBbs27ePBogHDRpk5/eTyXxLz2bHjh3x7rvvolu3bgAaFh3i4uLw1ltvITo6mm534MABfPHFFzh79qzdMSwWC/R6Pe3c4moAg2iy2UIEgxuX6FRXV9OsD2dlRAQvLy8sX74c8fHx9D1uu5DMuD1hAYw2RigUQqlUIjY2Fh4eHk0yMDiuQehu3LhxbXbMLl26tKga3NYQp6xXr17o1asXAKC+vh7bt293mP59OyIQCFoUjWqMwWDAoUOHUFNTg4iIiBYnR+SF5AwvLy8oFArExMTAZDIhOzsbKpUKYrEYmZmZtJuOraCT7Qpnc8clkDrEvLw82oPddjtXUiylUim6du1KaxhVKhVUKpXTlXnGrY/VaoXBYMCpU6fg6+vrdDvbrCFnEyODwYB9+/bBYDAgNja21c9dY3x8fODt7Y1OnToBAA1CajQaqs9hmzJPxunoXuV5HpWVlTAYDNBoNDh69Ch27twJiUQCDw8POt7Gn7UV2iQr5Y2fJdtrYXudnOHp6QkvLy8cP34cpaWlN+3ZIucRHh6OysrKVo2jpXuB7F8oFCI4OBh33HEH8vPzoVQqERcXh4SEBAwePNjphF2lUuHcuXOorq6GUChE//790bFjx6s6z+bQ6XS4ePEiQkND4e3tTa8BEY0VCoWIjIyk6d5ET6I5bO8B2z+N7xuyiFJUVIRz584hPj6+TQMYrDXhPwfyfROx28b6O7Yr8i0hFosxdOhQlJeXY9euXZgwYQJ8fHwgEomQmpqKffv2QavVIiAgAImJiSgvL0dxcTEuXLjgcH8KhQIhISFQKBR0ktvYbtiWcmk0Gqrz4Er5wo2C53lUVFRApVIhKCiIljPW1tYCaPDB3N3daVnO+fPncfLkSfTq1csugOHqd+Hp6YmxY8dCIpFAp9PReUm/fv1o5pvVakVhYSEV+QwKCoK7uztqampQVVVFS6EvXbqE4OBgeHl5ObymtmPR6/VN2j6TMqLG19xgMKCmpsYluyiRSDB8+HAEBwfTwI9tdhjzMW9PWACjDeE4Dh4eHpgyZQrGjRvnsi7F7cKUKVMwevToZtMS/+lYLBYUFRVh8ODB+Ne//tVi4Ekmk9FJPnFWG6+qikQifPPNN9Tgv/HGG9iwYQMmTpwI4O+JpO32rq4qkw4Mhw8fxqxZs7Bq1Sr07dsXQEMpjNlsthNkbA4yKbFarfjjjz9QVVWFadOmsZfLbQ4pWXKGVCqFQqGgKb2O7k1Stz127FisXLmy1VkRznDkGDVeYXLkDNtiMpmwYsUKpKenIzk5mTpopGTws88+a/FdYDKZoNfr7doSEshzDzRcq+bOferUqYiMjMSrr74KtVrdLsQVW6Mh0VpkMhmkUimef/55ahsbZ7s0Ji0tDffddx/0ej0CAwMxZMiQZmvGrwae53H69GkMHDgQ77zzDu6//35aBiSTyWhac21tLTQaDQAgOjoa0dHRLQaWdTodtFottFot1Go1tFptk4CeUCiEh4cHfv31Vxw6dAgTJky45qAfwWq1Ok1xZ9x+WK1WaDQa3HXXXcjPz0dUVJRDH8/VrBzbDIEXXniBPqskmLt8+XL079+fdm1SqVRITk5udn8ymYyWozQuaSEr+0ajEUeOHEFmZmZrL8F1RyAQoF+/foiOjsbAgQPRq1cvhISEYM+ePRAIBPDx8UHnzp1RVVWFgQMH4tixYzh16hQmTpyI0NBQu315eHi0uIhINEhI21xy7Qk8z6O+vh41NTWorKzEwoUL0a9fP0yePBmffPIJli5dCgBITU1FQkICli1bhgULFtByYxLsJ8L9ZJ/Hjx+nAVxnWjsEYi8HDBjgUtYlEVu1faeLRCLaLYf5mbcfLIDRxpCHrjlF9bZ+kNrLg0mEoa53veCtSlpaGs6cOUOj3ZGRkS1OxByl3DdeCea4hja1JA1v0qRJCAoKQm5uLq0TP378OEpKSpoIIbaETCbDxIkTce7cOaqUTzh8+DCOHj2KBQsW2KlDO4OkCopEItTX11MFbEb7x7aW3tV7RyQSwc3NDXfeeScNejliz549SE1NhcFgoKvJLe2zLXDlPHbu3Inq6mrIZDJ07drVYamBQCBA//79ERISgi5dutjVW/fq1cvpeG0d/uZWtW1XkFpaTQoLC6MT4pvd7edaj90a0UxXFgtMJhN2796N/fv3Q6VSYdy4cejfvz/c3Nza9J0lEAgwbdo0hIWFYdu2bdi1axcVFiXp9uR5MplMOHbsGICGlOnq6mqXr1tz20VEROCpp57C9u3bkZOTg08//RRJSUmYPHnyNZ9fnz59sGTJEhiNRtpylnHrQib7ziZ5Bw8eRHJyMoqKiuDj44N58+bRzDUAOHv2LLZv3w6JRIIePXrYTTSJ3hcpeyMdbgICAjBgwABcunQJNTU1MJlMiI6ORs+ePdGtWzeEhYXRMjmj0ejU5pHA9vjx46HT6exaSDsSFSVtspujcYmU0WiEyWRqs66Bzs4jMDAQnp6eCAgIQHBwMDw8PNCtWzdwHAeFQkFbGy9cuBApKSk4efKkQxtA9B6Cg4MdanyQTlsfffQRFWWPi4tD165d6flrtVp88803OHLkCCQSCbp164bevXtDqVTSkpF77rkHBoMBGzduxM6dO6FSqaBWq+3eYwKBAAqFAocOHYJIJKJBBuDvLkYtvYcVCoVD/YrG5+6oTJOVut3euBTA4DhOCeBLAPEAeAAPArgA4H8AogDkAZjF83zN9RjkrcKNDiQ4cnodObg3alw3QyzuVoAY0CNHjiA5ORkSiQS+vr4IDg5u8aXoSBjL2TUmq27Tp0/HpEmTkJycDK1WC7PZjLKyMlRUVNh1J2gOcs8oFArMnDkTQqEQe/bsgVarpQKge/bswQcffIDx48fD29u72ZcREXuSSCRUIdpRn3JGy9wMe2xb5mAr/tpcuYNIJIKHhwfmzJnjtFMPz/P4/fffcfjwYYdCcLb7vd7OiKMuGL/88gt27twJHx8fzJo1y2EAQygUYtSoUTSw6ErKKzkesd/NlUrY/iETgsb7J99DSEgIDTS5Wg99tdi+f5zZFNvvjEwibMfb0v7bauxWqxV6vR6bNm1CRkYGLBYLpk6dihkzZjQJIl/rMYVCIZ3k7d27F7t27cKff/5pt29bATySnVReXo7y8vIW9984oOWIDh064JVXXkFlZSUuXLiADz74AHPmzGmTAMaAAQOQlJRk19L4n86t7COTRQ5bIV2C2WzGjh07sHTpUohEIvTq1QuPPPKIXQZGeno6XnnlFUybNg39+vWzswUkG8JoNNJSAYlEgtDQUIwaNQpGoxFGoxEajQbdunXDPffcg27dujVbcmgL2ef06dOpcLmztpzA38GI1mA0GmnXtuvlS3Mch6CgoCY/J0EFgkgkwjPPPIPVq1fj5MmTDvdlMBggEokQERHhVKS0pKQEr732GiQSCdzc3PDvf/8bffr0odtoNBqsWLECNTU18PDwQHx8PHr16mXXxeXxxx9HXV0dfv31V/zxxx/YuXNnk1bgJPhCAhkkuA783Tq7paA88RkdYWtPHYmt2pbcsUDr7YerGRjLAPzJ8/wMjuMkABQAXgKwh+f5pRzHvQDgBQD/vk7jZDigtLQUu3fvtnP8O3bsiKFDh97kkTEccerUKZw9exbr169HVFSUy6rI5Ls1mUxQq9Vwd3dvsZ5ZJBIhKSmJvshramrQs2dP/Pbbby6tJJBjisVi9OjRA2fOnIG3tzf+9a9/ISgoCOPHj8fx48dhMBhwzz33YNiwYVi1alWL+zWbzdDr9c12QGG0yA23xyKRCHV1dZgzZw66d++O119/3aHAol6vh1arRUFBAYqKiqDRaFqcEGZnZ8NkMmH79u12K3sE4gQ355i2BZs2bcJvv/2GgoICWk9NUuXr6upQUVHh9LO2z6Or5VRbt25FSkoKVY5vrsMKWa16+OGH0adPH6xZswZSqbRJIONGrjgZjUb8+OOPCAgIwIQJE5zqg5DxOCuBcwTHcTRbqy3YvXs3Dh48iD179kAikeCuu+5C586dnXaXIcGlq72WQUFBuOOOO3DgwAFcunQJpaWldr8PDQ2Fp6cnvL29sXHjRixfvhzBwcHo0KFDs/cPyTYh4rLOOikADYGF559/HgsWLIDVam3zMpm2KuO6TbhlfeTff/8dubm5mDx5Ms1SkMlkKC4uxjvvvIO8vDy4ublh3bp16N69O5RKpd0zTDKJJk+ejFGjRtFnVigU4r///S/NurC9rzt16oRHHnkE99xzD3Q6HXQ6HXx8fBAUFHRV3c68vb3pv0UiEeRyeRMtCIlEgjFjxkClUuF///tfi/4H8VHaS4Yz0HBugYGB8PHxoedoi8ViwenTp5GTk+Pw8xzHYdy4cfD29saOHTtocGnYsGGIi4uj25EsjMGDB+Pf//434uLiHNrtLl264Ouvv8batWuxd+9eO3tN5iU6nQ4zZszAwoUL8eSTTzbZR3PvLJ7nsXfvXvA8j6efftrpNra6QI0DaKQ8hrVRvf1o0TvgOM4LwFAA9wMAz/NGAEaO4+4EMPyvzdYBSEY7NM63C2QFqbi4GKWlpRAIBCgrK0NKSopdAKOyshISiQRdunS5oV1JGM4xGo2oq6tDVVUV1Go14uLi4OPj0+pVyIqKChw5cgT9+/dvsWRDIBDA09OT7iMuLg5CoRAVFRWIiopq9rPe3t4YNGgQ/Pz8IBAI4O7ujsjISFp7WVJSAl9fX1y5cgU8zyMrKwshISFORQ5tCQ4ORv/+/dG5c2cEBwe3eP4Me26mPbZYLMjMzITRaMThw4cREhICLy8vBAcHQ61Wo6amBgUFBaipqUFRURGuXLnSRIyxccYGqa+2Wq3o0aMHvWdvJESVPjc3F2lpaVRTIDIyEl5eXhAKhcjLy6MCnXFxcXScttkRrYHneeTl5aGoqAhKpRJyubxZhzo4OBgDBw5Eeno60tLScPjwYcTGxiIyMtJuOzIWkUhEM56uR6BQq9Wivr4e2dnZzSrEnzlzBqdPn3b5GrUmQ6M1FBYW4uTJk6ioqECHDh2QmJgIf3//Zq/N1QYvSJBBKpVSsdiysjK7bYKDg6ng6tGjR+lqZEsBGyJeaisI6mhiQX4fERHhcmvW1kDGwbj1fWSyoHHixAmYTCYqZFxaWoq0tDQEBQVh0KBBSEhIaGJvgL99FF9fX7ssAlKaANgLNQIN7UBDQ0MRGhpKNVVIkJbsEwDy8/ORk5MDnU7ndPykjMT2/44mq6R0lwQtW7Ix0dHRSExMpBkE7QXy/NtO2m0z9E6dOoXy8nL06NGjyRyA4zjExcWB4zio1WoYjUZabkLeaRcvXsSFCxdgMBjg7e2Nnj172mkzketLfMy+ffvi3Llz0Gg0dotyREiT4zj07t0bsbGxdkHP8vJyFBYWQq/XOy2f5HkeNTU1zQaTO3XqhH79+jnszMVKSG5vXFne6ACgAsBajuN6AkgF8BSAQJ7nS/7aphRAoKMPcxy3CMAiANflRfpPwWg04vLly1i5ciU+//xzyGQyGt20RSwWQy6X46effsKYMWNu0mgZtlRUVODAgQN0Fe5qDeqePXuQnJyMbdu2YezYsS5/juM4DBw4EAMGDMD8+fNbfHEPHDgQ+/fvt3tp33HHHRg1ahQmT56M/fv3Y9OmTVd1HrNnz8add94JhULR7lY3bhFuij0mKxkKhQLHjh3D2LFjMXPmTCQmJuKxxx7D2bNn8eeff+Kbb76hrfY4joOnp6dD3RYAtNUZcU6crZCQlbDrtYKi1+tx4cIFZGVlISsrC0BDnf9bb72Frl27QiqV4pNPPkFqairGjx+PX3/9FUOGDLmmY/I8j/Pnz6OkpAQJCQktBiTvvPNOTJw4ERMmTMDRo0cxYcIELF26FM8995zddkKhkHY/kcvlCAwMbDPNEFsKCwuRnZ2Ns2fPOnXurVYrnnrqKVpH3ZIQG7lPyPdM6ubbovY8MzMTO3bsAM/z6NixI55++ukbZnsiIyMdTvxsIaJ5KpXKJbtKRGavZ0YSw2VuaR95ypQpKCoqQkJCQhMNFqvVivvuuw8vvfTSVU3iXTmfxho2ZDIrEAiwZs0afPTRRzAajbTbnas4mrwaDAbaurolzaHFixfjySefpOfdHnwV0lFOo9HQluOk3TTQcH4ffvghevfujZ9++snhdzZ58mRMnjwZS5YsoZlmthmE77zzDr777jsIhULIZLIm7w+SUSOVSuHl5QUvLy+89tprePnll+0ybcxmMw1gkAxGW3u1c+dO/PrrrygvL3dY1uNKCSTHcVTA+Z/WNIHhWgBDBKAPgMU8z6dwHLcMDalwFJ7neY7jHN5lPM9/DuBzAEhISGChsFZAarK//PJLXLx4EZWVlbR+l/SKVigUNJWY/Fyr1TKF8HYAMbwFBQX49ttvUV5eDk9Pz1Y5AmSli7QIvPPOOxEbG9vqsbRmldjR6hr52aOPPorExER89tlnUKvVMJvNeO6552j7rZYg6Z1kQspoNTfFHnMcB3d3d/znP//B/v378eWXXyI9PR2lpaXIz89HSUkJcnNzUV9fD4FAALPZjClTpmDMmDHw8/NzGpgQi8VU3FUqlTpc1bVd+SErT+vWrUNNTQ0ee+wxhysvrkCez9LSUqxYsQKpqakAGloTBwUFISYmhmZgjB8/HkajEcnJyW22oiMSieDj40MFQJuDOI1PPPEEhg4dio0bNzrM4uI4Dl5eXnjuuedoB6GWJs9XQ0BAACwWC4qLiyGTyXD27FlERETAy8sLAFBXV4fy8nJotVoEBwfj+eefx8CBA5v9nkh9/OOPPw6NRuMwRbq15OfnY9WqVdi/fz8kEgkWL16MxMTEq8qauVqcHadxac2UKVOQkJDQ6vcD46ZzS/vIpMvFW2+9hd27d2Pjxo14+OGH0alTJ0gkEiQlJTWbbZOYmIjly5c30Wtojb8B/B1wOHPmDPLz85GcnIxDhw61OkhH9JdefPFFKBQKu3GIxWKXhMwdtfVsD1RVVeHNN9/E8ePHAThuvUzG7SwLxfZn5H3aODNSoVDgP//5T4t+HfkdEdC0fUeLxWJq40hgw1anwjbjxhFeXl7o1KkT5HI5NBoN1X5qrL9FOqnYng/jn4ErAYwiAEU8z6f89f9NaDDOZRzHBfM8X8JxXDCAltWnGK1Cr9ejtrYWmzdvxpEjR2AwGCCTyahTLRKJ4O7uTntGm81mVFdXo7Cw0KV0fsaNoby8HDt37kRISAgiIiJatZJMAgfBwcEYMGAAnnjiiZs28ec4DlOmTEHXrl2xbds2VFRUwGg0Yt68eU2cF2e01OKQ0SI3xR6TYOncuXMhl8uxceNGVFZWoqqqCidOnKAaFT4+PvDx8YHBYMDw4cPx4IMPOmwNSvZJHDBbx7Ixtm1ESTnWvn37UFZWhkWLFrWoB9McJEV1y5YtsFqt8Pb2RmBgIE1vJg5R//79ceHCBXh4eLSpmJtCoUB8fLxLonUCgQBTp05F9+7dkZmZ6fAzAoEAbm5uuPvuuyEWi1tsp3e1eHt7QyAQoKqqCkKhEGfPnrVzWEtLS5GbmwudTgc/Pz+XvieSlnznnXde09jIGNRqNXJzc7FmzRrwPA8/Pz/MmTPHoc7KzYbjOPTt29flQDD5jO3fjJvGLe8ju7u746GHHoJQKMSuXbswffp0DBo0qFldHkLXrl1dfv+3BM/zyMzMxIkTJ7By5UpIJBJ4enqirq6uVfsRiUS45557mkzWybtGKpXSMjgPD48m293sZ4oEc7RarV2gs6ioCGvXroXJZIJSqXRYItga/5K0NAVAy4eMRiMUCgUeeOABp5mBjYMEjX3SxteQZFEqFApaRkIWMBoHT8j/ybZSqRRqtRoGg8Hp+TpCKBTCy8vLqUYQ49anxQAGz/OlHMcVchwXy/P8BQCjAGT+9Wc+gKV//b31uo70H8gvv/yCF198ERUVFTCZTFAoFHjiiSfw2GOP0W0aR4o3b96Mp5566mYNmeEA8t289NJLmDp1aqtFqpRKJX788Ufa8upm06FDB2zdupWujDhSz2ZcH9qDPb7jjjtw4sQJiEQilJSUYO7cudBoNBAKhfjqq68QFxdHgwHOgheNzqnZVRMyGTYajfjtt9+QkpKCd999FwMHDrxm54QEKHQ6HZ577jksWrQIHMc12a9AIMBdd92FkSNHutQyuCVICQmpQ27NKmNERASWL1/utDSE47irEsK7GhQKBS5cuICnnnoKcrmcBqGMRiN0Oh2qq6sRHx9/Q8Zii9lsxvz583HixAlotVq8+OKLWLBgAQIDA69rO8Srwc3NDQEBAfj111+Rn5+Pbt26tfgZsVjc5u1fGVdHe7DJbcX06dMxZMgQhISE3BSRVp7n8d133+Ho0aMwmUx47rnnMHfuXEyYMKHNjuHj44OEhAS8/PLLCAwMxG+//XbdAr1XCxGOfu6551BZWQmz2YwrV66grq4OVqsVCxcuxJIlSxz6XlcjPszzPA4dOoQHHngAlZWVdl1m2gJPT08oFArce++9NDuElIiQ4zcW2iTaKET/LzMzE9HR0QgNDW3xeFKpFLGxsUhOToa3t/c1LXIw2i+uSnwvBvAD16CunAvgAQACAD9xHLcAQD6AWddniP88dDod9uzZg4MHD6KwsBBDhw5FQEAAxGIxEhMTm00J7tmzJ+666y4EBjost2TcIHieh9lsxt69e3Hs2DEADS/OqxGuJBkYN5PGaZiuvEQY142bao/d3NwQFRUFoVAId3d3TJgwgXaWiY2NRUREBF1JaYuVLIvFApPJBJ7noVKpqMjmtQbOeJ7H/v37cfz4cVgsFiiV/9/e3UdHWd95H/98J5NMCAkSnESUpCGAKAix5ARSeQgq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size 1080x720 with 3 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"_usMGwgrBF0e","outputId":"66121ec9-34de-44a4-a4da-d583a4347ed0"},"source":["print(X.shape) \n","print(y.shape) "],"execution_count":null,"outputs":[{"output_type":"stream","text":["(160, 54, 100, 200, 3)\n","(8640,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"WAhFAu2XBF0f","outputId":"9a4d59d4-9aef-4819-dbb1-e2980e58eb27"},"source":["y"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([  1,   1,   1, ..., 160, 160, 160])"]},"metadata":{"tags":[]},"execution_count":22}]},{"cell_type":"code","metadata":{"id":"54kQ0TFiBF0f"},"source":["# user_dict"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"I4BKWmabBF0f","outputId":"9f359f26-69c1-480d-d3c0-7d3186c7459a"},"source":["X.shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(160, 54, 100, 200, 3)"]},"metadata":{"tags":[]},"execution_count":24}]},{"cell_type":"code","metadata":{"id":"CK2xmDd4BF0g","outputId":"9cee7dfd-2dd4-4d95-ba1c-40ba291c250e"},"source":["X.reshape(X.shape[0]*X.shape[1],X.shape[2],X.shape[3],X.shape[4]).shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(8640, 100, 200, 3)"]},"metadata":{"tags":[]},"execution_count":26}]},{"cell_type":"code","metadata":{"id":"Dz9n_nXBBF0g","outputId":"62a74bfc-db1a-4b24-e846-276feee36065"},"source":["y.shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(8640,)"]},"metadata":{"tags":[]},"execution_count":27}]},{"cell_type":"code","metadata":{"id":"pOrxmLICBF0g","outputId":"4acb1b17-7f75-45dd-fa4f-26f12e808982"},"source":["imgs = X.reshape(X.shape[0]*X.shape[1],X.shape[2],X.shape[3],X.shape[4])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(imgs[0],'gray')\n","plt.subplot(132)\n","plt.imshow(imgs[15],'gray')\n","plt.subplot(133)\n","plt.imshow(imgs[20],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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size 1080x720 with 3 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"markdown","metadata":{"id":"SvJR8D-kBF0g"},"source":["## Make Pairs"]},{"cell_type":"code","metadata":{"id":"Tx1Opm-IBF0h","outputId":"2ba552e4-de6e-4f08-a75b-6dec97707ca8"},"source":["print(X.reshape(X.shape[0]*X.shape[1],X.shape[2],X.shape[3],X.shape[4]).shape)\n","print(y.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(8640, 100, 200, 3)\n","(8640,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"4IJFzQ4XBF0h","outputId":"4a97dc39-5df0-4f36-8cbe-c7d4d325dec2"},"source":["np.unique(y)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([  1,   2,   3,   4,   5,   6,   7,   8,   9,  10,  11,  12,  13,\n","        14,  15,  16,  17,  18,  19,  20,  21,  22,  23,  24,  25,  26,\n","        27,  28,  29,  30,  31,  32,  33,  34,  35,  36,  37,  38,  39,\n","        40,  41,  42,  43,  44,  45,  46,  47,  48,  49,  50,  51,  52,\n","        53,  54,  55,  56,  57,  58,  59,  60,  61,  62,  63,  64,  65,\n","        66,  67,  68,  69,  70,  71,  72,  73,  74,  75,  76,  77,  78,\n","        79,  80,  81,  82,  83,  84,  85,  86,  87,  88,  89,  90,  91,\n","        92,  93,  94,  95,  96,  97,  98,  99, 100, 101, 102, 103, 104,\n","       105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117,\n","       118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130,\n","       131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143,\n","       144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156,\n","       157, 158, 159, 160])"]},"metadata":{"tags":[]},"execution_count":27}]},{"cell_type":"code","metadata":{"id":"-D-0h97wBF0h","outputId":"65051c08-da73-4fa1-ab54-24ce79097410"},"source":["list(range(1,6))"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["[1, 2, 3, 4, 5]"]},"metadata":{"tags":[]},"execution_count":28}]},{"cell_type":"code","metadata":{"id":"iWHtTc3ABF0i","outputId":"c9241e78-6e48-43ed-c113-de624f39d9f4"},"source":["np.where(y == 1)[0]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16,\n","       17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33,\n","       34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50,\n","       51, 52, 53], dtype=int64)"]},"metadata":{"tags":[]},"execution_count":29}]},{"cell_type":"code","metadata":{"id":"PImDr4aUBF0i","outputId":"6d949dbd-b020-4c67-e8df-86fb8842722b"},"source":["np.where(y == 160)[0]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([8586, 8587, 8588, 8589, 8590, 8591, 8592, 8593, 8594, 8595, 8596,\n","       8597, 8598, 8599, 8600, 8601, 8602, 8603, 8604, 8605, 8606, 8607,\n","       8608, 8609, 8610, 8611, 8612, 8613, 8614, 8615, 8616, 8617, 8618,\n","       8619, 8620, 8621, 8622, 8623, 8624, 8625, 8626, 8627, 8628, 8629,\n","       8630, 8631, 8632, 8633, 8634, 8635, 8636, 8637, 8638, 8639],\n","      dtype=int64)"]},"metadata":{"tags":[]},"execution_count":30}]},{"cell_type":"code","metadata":{"id":"kw0dLxusBF0i"},"source":["# make pairs\n","def make_pairs(x, y):\n","\n","    num_classes = max(y) + 1\n","    user_indices = [np.where(y == i)[0] for i in range(1,num_classes)]\n","    user_indices= [None] + user_indices\n","\n","    x =  x.reshape(x.shape[0]*x.shape[1],x.shape[2],x.shape[3],x.shape[4])\n","\n","    pairs = []\n","    labels = []\n","\n","    for idx1 in range(len(x)):\n","        # add a matching example\n","        x1 = x[idx1]  \n","        label1 = y[idx1]\n","        idx2 = random.choice(user_indices[label1])\n","        x2 = x[idx2]\n","        \n","        pairs += [[x1, x2]]\n","        labels += [1]\n","    \n","        # add a not matching example\n","        label2 = random.randint(0, num_classes-1)\n","        while label2 == label1 or label2==0:\n","            label2 = random.randint(0, num_classes-1)\n","        idx2 = random.choice(user_indices[label2])\n","        x2 = x[idx2]\n","        \n","        pairs += [[x1, x2]]\n","        labels += [0]\n","\n","    return np.array(pairs), np.array(labels)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"nPS0jBYQBF0j"},"source":["pairs_train, labels_train = make_pairs(X, y)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"GTh5LDUaBF0j","outputId":"24c65ba2-14a1-4d9a-97b6-26e7c8c1e530"},"source":["print(pairs_train.shape)\n","print(labels_train.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(17280, 2, 100, 200, 3)\n","(17280,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"Fjl85GxsBF0j"},"source":["pickle.dump((pairs_train,labels_train), open(\"data/train.pickle\", \"wb\") )"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"tkQvj7AvBF0j"},"source":["(pairs_train, labels_train) = pickle.load(open(\"data/train.pickle\", \"rb\"))"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"14sO4HGIBF0k","outputId":"8bf166ad-1006-4d07-d22e-84dc341b8d87"},"source":["print(pairs_train.shape)\n","print(labels_train.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(17280, 2, 100, 200, 3)\n","(17280,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"_EDK0fNaBF0k","outputId":"70f07574-4d99-4760-8934-4847e3d542cd"},"source":["i = 267\n","\n","print(labels_train[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs_train[i][0],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs_train[i][1],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["0\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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2"]},{"cell_type":"markdown","metadata":{"id":"4xjcPZuQBF0k"},"source":[""]},{"cell_type":"code","metadata":{"id":"Ih0TemP2BF0k"},"source":["path = \"dataset/train/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"Y0mux4XLBF0l","outputId":"b0fbbb08-4fe3-40f2-860a-6620080ea2fd"},"source":["dir_list = os.listdir(path)\n","len(dir_list)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["160"]},"metadata":{"tags":[]},"execution_count":7}]},{"cell_type":"code","metadata":{"id":"WZxwa_3dBF0l"},"source":["data = []\n","for directory in dir_list:\n","    images = os.listdir(path+directory)\n","    images = [path+directory+'/'+x for x in images]\n","    data.append(images)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"b6wdCg71BF0l"},"source":["data = []\n","for directory in dir_list:\n","    images = os.listdir(path+directory)\n","    images = [path+directory+'/'+x for x in images]\n","    data.append(images[30:])"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"0puuVUJ2BF0l","outputId":"c7b4d582-4209-4a9f-8553-f495145ef5c3"},"source":["len(data)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["160"]},"metadata":{"tags":[]},"execution_count":10}]},{"cell_type":"code","metadata":{"id":"Jogeram3BF0m","outputId":"60632af9-aac6-4277-a67e-fac9e9ad9953"},"source":["len(data[0]) "],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["24"]},"metadata":{"tags":[]},"execution_count":11}]},{"cell_type":"code","metadata":{"id":"RgK0kcikBF0m","outputId":"6f86842d-d81c-4ae9-f779-7b052876f276"},"source":["data[6][:]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['dataset/train/007/H-S-7-G-01.tif',\n"," 'dataset/train/007/H-S-7-G-02.tif',\n"," 'dataset/train/007/H-S-7-G-03.tif',\n"," 'dataset/train/007/H-S-7-G-04.tif',\n"," 'dataset/train/007/H-S-7-G-05.tif',\n"," 'dataset/train/007/H-S-7-G-06.tif',\n"," 'dataset/train/007/H-S-7-G-07.tif',\n"," 'dataset/train/007/H-S-7-G-08.tif',\n"," 'dataset/train/007/H-S-7-G-09.tif',\n"," 'dataset/train/007/H-S-7-G-10.tif',\n"," 'dataset/train/007/H-S-7-G-11.tif',\n"," 'dataset/train/007/H-S-7-G-12.tif',\n"," 'dataset/train/007/H-S-7-G-13.tif',\n"," 'dataset/train/007/H-S-7-G-14.tif',\n"," 'dataset/train/007/H-S-7-G-15.tif',\n"," 'dataset/train/007/H-S-7-G-16.tif',\n"," 'dataset/train/007/H-S-7-G-17.tif',\n"," 'dataset/train/007/H-S-7-G-18.tif',\n"," 'dataset/train/007/H-S-7-G-19.tif',\n"," 'dataset/train/007/H-S-7-G-20.tif',\n"," 'dataset/train/007/H-S-7-G-21.tif',\n"," 'dataset/train/007/H-S-7-G-22.tif',\n"," 'dataset/train/007/H-S-7-G-23.tif',\n"," 'dataset/train/007/H-S-7-G-24.tif']"]},"metadata":{"tags":[]},"execution_count":12}]},{"cell_type":"code","metadata":{"id":"pjg9WK9PBF0m"},"source":["img_h, img_w, img_ch = 100, 200 , 3"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"sj6ZOkfzBF0m"},"source":["def visualize_sample_signature(choose=False,idx=0):\n","\n","    fig, (ax1, ax2, ax3) = plt.subplots(1, 3, figsize = (15, 10))\n","\n","    if choose:\n","        k = idx\n","    else:\n","        k = np.random.randint(len(data))\n","    print(k)\n","\n","    img_names = random.sample(data[k], 3)\n","    print(img_names)\n","\n","    img1 = cv2.imread(img_names[0])\n","    img2 = cv2.imread(img_names[1])\n","    img3 = cv2.imread(img_names[2])\n","\n","    img1 = cv2.resize(img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    img2 = cv2.resize(img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    img3 = cv2.resize(img3, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","\n","    ax1.imshow(img1, cmap = 'gray')\n","    ax2.imshow(img2, cmap = 'gray')\n","    ax3.imshow(img3, cmap = 'gray')\n","\n","    ax1.set_title(0)\n","    ax1.set_xlabel(0)\n","    # ax1.axis('off')\n","    ax2.set_title(1)\n","    ax2.set_xlabel(1)\n","    # ax2.axis('off')\n","    ax3.set_title(2)\n","    ax3.set_xlabel(2)\n","    # ax3.axis('off')\n","    plt.tight_layout()\n","    plt.show()"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"X9Jk2fKRBF0n","outputId":"f8529172-4a91-40cc-c512-f2b0c6402367"},"source":["visualize_sample_signature(choose=True,idx=55)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["55\n","['dataset/train/056/H-S-56-G-13.tif', 'dataset/train/056/H-S-56-G-22.tif', 'dataset/train/056/H-S-56-G-08.tif']\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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        label2 = random.randint(0, len(data)-1)\n","\n","            idx2 = random.randint(0,len(data[label2])-1)\n","            x2 = data[label2][idx2]\n","            \n","            pairs += [[x1, x2]]\n","            labels += [0]\n","\n","\n","\n","    # pairs, labels = shuffle(pairs, labels)\n","\n","    return np.array(pairs), np.array(labels)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"6JsiFCGlBF0o"},"source":["pairs, labels = generate_batch(data)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"EdtplXObBF0o","outputId":"2a08fb56-e6f0-483e-e461-11dde22587c2"},"source":["print(pairs.shape)\n","print(labels.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(17280, 2)\n","(17280,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"1u50UxboBF0p","outputId":"ae19b308-421f-47c8-d965-8136d5bab548"},"source":["i = 2\n","print(labels[i])\n","print(pairs[i])\n","print(labels[i+1])\n","print(pairs[i+1])"],"execution_count":null,"outputs":[{"output_type":"stream","text":["1\n","['dataset/train/001/H-S-1-F-02.tif' 'dataset/train/001/H-S-1-F-22.tif']\n","0\n","['dataset/train/001/H-S-1-F-02.tif' 'dataset/train/056/H-S-56-F-12.tif']\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"T-IJ6tChBF0p"},"source":["def generate_batch(data, batch_size = 32):\n","\n","    while True:\n","\n","        all_pairs = []\n","        labels = []\n","        \n","        for label1 in range(len(data)):\n","            for idx1 in range(len(data[label1])):\n","                # add a matching example\n","                x1 = data[label1][idx1]\n","                idx2 = random.randint(0,len(data[label1])-1)\n","                x2 = data[label1][idx2]\n","\n","                all_pairs += [[x1, x2]]\n","                labels += [1]\n","            \n","                # add a not matching example\n","                label2 = random.randint(0, len(data)-1)\n","                while label2 == label1:\n","                    label2 = random.randint(0, len(data)-1)\n","\n","                idx2 = random.randint(0,len(data[label2])-1)\n","                x2 = data[label2][idx2]\n","                \n","                all_pairs += [[x1, x2]]\n","                labels += [0]\n","\n","\n","\n","        # all_pairs, labels = shuffle(all_pairs, labels)\n","\n","        k = 0\n","        pairs=[]\n","        targets=[]\n","\n","        for ix, pair in enumerate(all_pairs):\n","            img1 = cv2.imread(pair[0])\n","            img2 = cv2.imread(pair[1])\n","            img1 = cv2.resize(img1, (img_w, img_h))\n","            img2 = cv2.resize(img2, (img_w, img_h))\n","            img1 = img1.astype('float32')\n","            img2 = img2.astype('float32')\n","            img1 /= 255\n","            img2 /= 255\n","\n","            pairs.append([img1, img2])\n","            targets.append(labels[ix])\n","\n","            k += 1\n","            if k == batch_size:\n","                # yield np.array(pairs), np.array(targets)\n","                yield pairs, targets\n","                k = 0\n","                pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","                targets=np.zeros((batch_size,))"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"cXUGYYQPBF0q"},"source":["def generate_batch(data, batch_size = 32):\n","\n","    while True:\n","\n","        all_pairs = []\n","        labels = []\n","        \n","        for label1 in range(len(data)):\n","            for idx1 in range(len(data[label1])):\n","                # add a matching example\n","                x1 = data[label1][idx1]\n","                idx2 = random.randint(0,len(data[label1])-1)\n","                x2 = data[label1][idx2]\n","\n","                all_pairs += [[x1, x2]]\n","                labels += [1]\n","            \n","                # add a not matching example\n","                label2 = random.randint(0, len(data)-1)\n","                while label2 == label1:\n","                    label2 = random.randint(0, len(data)-1)\n","\n","                idx2 = random.randint(0,len(data[label2])-1)\n","                x2 = data[label2][idx2]\n","                \n","                all_pairs += [[x1, x2]]\n","                labels += [0]\n","\n","\n","\n","        # all_pairs, labels = shuffle(all_pairs, labels)\n","\n","        k = 0\n","        pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","        targets=np.zeros((batch_size,))\n","\n","        for ix, pair in enumerate(all_pairs):\n","            img1 = cv2.imread(pair[0])\n","            img2 = cv2.imread(pair[1])\n","            img1 = cv2.resize(img1, (img_w, img_h))\n","            img2 = cv2.resize(img2, (img_w, img_h))\n","            img1 = img1.astype('float32')\n","            img2 = img2.astype('float32')\n","            img1 /= 255\n","            img2 /= 255\n","\n","            pairs[0][k, :, :, :] = img1\n","            pairs[1][k, :, :, :] = img2\n","            targets[k] = labels[ix]\n","\n","            k += 1\n","            if k == batch_size:\n","                # yield np.array(pairs), np.array(targets)\n","                yield pairs, targets\n","                k = 0\n","                pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","                targets=np.zeros((batch_size,))"],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"m0neiNxHBF0r"},"source":["### visualize generate_batch"]},{"cell_type":"code","metadata":{"id":"jB6QSKy6BF0r"},"source":["ff=generate_batch(data, batch_size = 32)\n","pairs, targets = next(ff)\n","pairs, targets = next(ff)\n","# pairs, targets = next(ff)\n","# pairs, targets = next(ff)\n","\n","pairs, targets = np.array(pairs), np.array(targets)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"FF7Y6ZAoBF0s","outputId":"0778d075-b23a-4bde-cda4-0ed82270b7d6"},"source":["print(pairs.shape)\n","print(targets.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(2, 32, 100, 200, 3)\n","(32,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"fxISc9P5BF0s","outputId":"f2fe1e8a-437b-43d7-d56a-99c3847bb877"},"source":["print(pairs[0].shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(32, 100, 200, 3)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"Cjs49FEqBF0s","outputId":"7b05f848-64a7-4f58-dae1-e18bb7540a06"},"source":["print(targets)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0.\n"," 1. 0. 1. 0. 1. 0. 1. 0.]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"0AutZfXpBF0s","outputId":"dcf85ea8-4f98-4841-9221-96aae015ca9f"},"source":["i = 15\n","\n","print(targets[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs[0][i],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs[1][i],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["0.0\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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\u001b[0mplt\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mfigure\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfigsize\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;33m(\u001b[0m\u001b[1;36m15\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m10\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m      6\u001b[0m \u001b[0mplt\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0msubplot\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m131\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 7\u001b[1;33m \u001b[0mplt\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mimshow\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mpairs\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mi\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;34m'gray'\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m      8\u001b[0m \u001b[0mplt\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0msubplot\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m132\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m      9\u001b[0m \u001b[0mplt\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mimshow\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mpairs\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mi\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;34m'gray'\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n","\u001b[1;31mIndexError\u001b[0m: index 5 is out of bounds for axis 0 with size 2"]}]},{"cell_type":"markdown","metadata":{"id":"GJks04HaBF0t"},"source":["# Data 3"]},{"cell_type":"code","metadata":{"id":"mUIP5FvAnjQn"},"source":["# !unzip /content/drive/MyDrive/graduation\\ project\\ \\(ML\\)/datasets/BHSig260.zip"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"qyphYmbQBF0t"},"source":["# path = \"dataset/train/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"j5L0FgpaBiOg"},"source":["path1 = \"/content/BHSig260/Hindi/\"\n","path2 = \"/content/BHSig260/Bengali/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"n0AuEPQ3BF0t"},"source":["img_h, img_w, img_ch = 150, 300, 1"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"7-RqYQc5BF0t"},"source":["# dir_list = os.listdir(path)\n","# len(dir_list)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Ki2LnWcyBl7R","executionInfo":{"elapsed":901,"status":"ok","timestamp":1620789949582,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"3b369955-3fa5-4211-bf7d-3661dfccf540"},"source":["dir_list1 = next(os.walk(path1))[1]\n","dir_list1.sort()\n","len(dir_list1)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["160"]},"metadata":{"tags":[]},"execution_count":635}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Zu1PNMKX7SLK","executionInfo":{"elapsed":829,"status":"ok","timestamp":1620789951704,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"2c813f5b-4a46-46fc-96f7-9970e8348f35"},"source":["dir_list2 = next(os.walk(path2))[1]\n","dir_list2.sort()\n","len(dir_list2)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["100"]},"metadata":{"tags":[]},"execution_count":636}]},{"cell_type":"code","metadata":{"id":"bvnrsDy_hVco"},"source":["dir_list1 = shuffle(dir_list1)\n","dir_list2 = shuffle(dir_list2)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"nOnPy7VBL4Qc","executionInfo":{"elapsed":1028,"status":"ok","timestamp":1620789954177,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"f5dceab6-b224-4387-b6da-46c32a7d1fae"},"source":["dir_list1[:20], dir_list2[:20]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(['100',\n","  '012',\n","  '149',\n","  '087',\n","  '035',\n","  '107',\n","  '054',\n","  '151',\n","  '061',\n","  '043',\n","  '111',\n","  '007',\n","  '156',\n","  '145',\n","  '025',\n","  '130',\n","  '154',\n","  '157',\n","  '138',\n","  '070'],\n"," ['058',\n","  '017',\n","  '088',\n","  '069',\n","  '090',\n","  '085',\n","  '001',\n","  '023',\n","  '020',\n","  '100',\n","  '008',\n","  '014',\n","  '081',\n","  '096',\n","  '005',\n","  '031',\n","  '009',\n","  '068',\n","  '027',\n","  '029'])"]},"metadata":{"tags":[]},"execution_count":638}]},{"cell_type":"code","metadata":{"id":"koHqIdgU7bRi"},"source":["orig_groups, forg_groups = [], []"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"QQu57AmiBF0u"},"source":["for i,directory in enumerate(dir_list1):\n","  if i==20:\n","    break\n","  images = os.listdir(path1+directory)\n","  images.sort()\n","  images = [path1+directory+'/'+x for x in images]\n","  forg_groups.append(images[:30]) \n","  orig_groups.append(images[30:]) "],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"m7SlfDM37iai"},"source":["for i,directory in enumerate(dir_list2):\n","  if i==20:\n","    break\n","  images = os.listdir(path2+directory)\n","  images.sort()\n","  images = [path2+directory+'/'+x for x in images]\n","  forg_groups.append(images[:30]) \n","  orig_groups.append(images[30:])"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"cKf3TgHDBF0u","executionInfo":{"elapsed":378,"status":"ok","timestamp":1620789963411,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"6db09b9a-978a-421e-e2a6-20f6ae17ba30"},"source":["print(len(orig_groups))\n","print(len(forg_groups))\n","print(len(orig_groups[0]))\n","print(len(forg_groups[0]))"],"execution_count":null,"outputs":[{"output_type":"stream","text":["40\n","40\n","24\n","30\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"P6rVgcIo78Tl"},"source":["orig_groups, forg_groups = shuffle(orig_groups, forg_groups)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"5HwTZZSb8CGJ","executionInfo":{"elapsed":572,"status":"ok","timestamp":1620784173155,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"e2a3db90-94be-460c-e97d-550262398801"},"source":["orig_groups[10], forg_groups[10]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(['/content/BHSig260/Bengali/036/B-S-36-G-01.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-02.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-03.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-04.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-05.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-06.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-07.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-08.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-09.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-10.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-11.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-12.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-13.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-14.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-15.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-16.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-17.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-18.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-19.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-20.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-21.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-22.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-23.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-G-24.tif'],\n"," ['/content/BHSig260/Bengali/036/B-S-36-F-01.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-02.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-03.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-04.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-05.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-06.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-07.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-08.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-09.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-10.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-11.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-12.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-13.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-14.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-15.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-16.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-17.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-18.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-19.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-20.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-21.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-22.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-23.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-24.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-25.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-26.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-27.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-28.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-29.tif',\n","  '/content/BHSig260/Bengali/036/B-S-36-F-30.tif'])"]},"metadata":{"tags":[]},"execution_count":260}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"D2sVaw2_BF0u","executionInfo":{"elapsed":760,"status":"ok","timestamp":1620514143624,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"3e097cb7-c034-4764-f8cc-eae1b7636f58"},"source":["orig_lengths = [len(x) for x in orig_groups]\n","forg_lengths = [len(x) for x in forg_groups]\n","print(orig_lengths)\n","print(forg_lengths)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24]\n","[30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"v40k7A-YBF0u"},"source":["# orig_train, orig_val, orig_test = orig_groups[:120], orig_groups[120:140], orig_groups[140:]\n","# forg_train, forg_val, forg_test = forg_groups[:120], forg_groups[120:140], forg_groups[140:]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"TlNwURL4tu43"},"source":["# orig_val, orig_test, orig_train = orig_groups[0:20], orig_groups[20:40], orig_groups[40:]\n","# forg_val, forg_test, forg_train = forg_groups[0:20], forg_groups[20:40], forg_groups[40:]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"I5V5FpyDf9nG"},"source":["# orig_train, orig_val = orig_groups[:220], orig_groups[220:]\n","# forg_train, forg_val = forg_groups[:220], forg_groups[220:]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"rCZI4l0OF0oG"},"source":["orig_train, orig_val = orig_groups[25:85], orig_groups[240:]\n","forg_train, forg_val = forg_groups[25:85], forg_groups[240:]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"qmAWeRq8BF0u","executionInfo":{"elapsed":573,"status":"ok","timestamp":1620514251809,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"dd3403d8-1d1d-4671-82a2-f1be6c9dfe6e"},"source":["len(orig_train), len(orig_val)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(60, 20)"]},"metadata":{"tags":[]},"execution_count":74}]},{"cell_type":"code","metadata":{"id":"xPvQPJCuBF0v"},"source":["# forg_groups[0]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"MTYACWq8BF0v","executionInfo":{"elapsed":594,"status":"ok","timestamp":1620514255794,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"6848fdbb-ff2d-44dd-86d4-3529a14cda30"},"source":["orig_train[0], orig_val[0]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(['/content/BHSig260/Hindi/100/H-S-100-G-01.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-02.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-03.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-04.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-05.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-06.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-07.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-08.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-09.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-10.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-11.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-12.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-13.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-14.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-15.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-16.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-17.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-18.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-19.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-20.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-21.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-22.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-23.tif',\n","  '/content/BHSig260/Hindi/100/H-S-100-G-24.tif'],\n"," ['/content/BHSig260/Bengali/082/B-S-82-G-01.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-02.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-03.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-04.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-05.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-06.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-07.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-08.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-09.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-10.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-11.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-12.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-13.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-14.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-15.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-16.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-17.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-18.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-19.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-20.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-21.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-22.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-23.tif',\n","  '/content/BHSig260/Bengali/082/B-S-82-G-24.tif'])"]},"metadata":{"tags":[]},"execution_count":75}]},{"cell_type":"code","metadata":{"id":"gm43f9DxBF0v"},"source":["# # Delete unnecessary variables\n","# del orig_groups, forg_groups"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"cQIrACbqBF0w"},"source":["def visualize_sample_signature(choose=False,idx=0):\n","\n","    fig, (ax1, ax2, ax3) = plt.subplots(1, 3, figsize = (14, 7))\n","    \n","    if choose:\n","        k = idx\n","    else:\n","        k = np.random.randint(len(orig_groups))\n","    print(k)\n","\n","    orig_img_names = random.sample(orig_groups[k], 2)\n","    forg_img_name = random.sample(forg_groups[k], 1)\n","    print(orig_img_names+forg_img_name)\n","\n","    orig_img1 = cv2.imread(orig_img_names[0])\n","    orig_img2 = cv2.imread(orig_img_names[1])\n","    forg_img = plt.imread(forg_img_name[0])\n","\n","    orig_img1 = cv2.resize(orig_img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    orig_img2 = cv2.resize(orig_img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    forg_img = cv2.resize(forg_img, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","\n","    ax1.imshow(orig_img1, cmap = 'gray')\n","    ax2.imshow(orig_img2, cmap = 'gray')\n","    ax3.imshow(forg_img, cmap = 'gray')\n","\n","    ax1.set_title('Genuine Copy')\n","    ax1.set_xlabel(1)\n","    # ax1.axis('off')\n","    ax2.set_title('Genuine Copy')\n","    ax2.set_xlabel(2)\n","    # ax2.axis('off')\n","    ax3.set_title('Forged Copy')\n","    ax3.set_xlabel(3)\n","    # ax3.axis('off')\n","    plt.tight_layout()\n","    plt.show()"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":280},"id":"p6lJfH4vBF0w","executionInfo":{"elapsed":1493,"status":"ok","timestamp":1620514266199,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"0399e2de-8cf1-4e79-e4a3-fdb27342853e"},"source":["visualize_sample_signature(choose=True,idx=0)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["0\n","['/content/BHSig260/Bengali/016/B-S-16-G-14.tif', '/content/BHSig260/Bengali/016/B-S-16-G-12.tif', '/content/BHSig260/Bengali/016/B-S-16-F-04.tif']\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1008x504 with 3 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"A9YgIXo5BF0x"},"source":["num_samples = 0\n","pairss = []"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"lNndHjnpBF0x","outputId":"d8fbda8a-28b5-4f34-a323-ee7fa6159bb7"},"source":["num_samples"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["0"]},"metadata":{"tags":[]},"execution_count":46}]},{"cell_type":"code","metadata":{"id":"wjZnhi2kWGp5"},"source":["kernel = np.ones((9,9),np.uint8) # default\n","def preprocessor_img(path, image_shape):\n","  image = cv2.imread(path,0)\n","  blured = cv2.GaussianBlur(image, (9,9), 0)\n","  threshold, binary = cv2.threshold(blured, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU)\n","  closing = cv2.morphologyEx(binary, cv2.MORPH_CLOSE, kernel, iterations=20)\n","  contours, hierarchies = cv2.findContours(closing, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n","  the_biggest_contour_by_area = max(contours, key=cv2.contourArea) \n","  x,y,w,h = cv2.boundingRect(the_biggest_contour_by_area)\n","  cropped = image[y:y+h, x:x+w]\n","  resized = cv2.resize(cropped, image_shape, interpolation=cv2.INTER_LANCZOS4)\n","  resized_blured = cv2.GaussianBlur(resized, (9,9), 0)\n","  threshold, resized_binary = cv2.threshold(resized_blured, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU)\n","  return resized_binary"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"q5H4zQFYBF0x"},"source":["def generate_batch(orig_data, forg_data, batch_size = 32):\n","\n","    # global num_samples, pairss\n","\n","    while True:\n","        orig_pairs = []\n","        forg_pairs = []\n","        gen_gen_labels = []\n","        gen_for_labels = []\n","        all_pairs = []\n","        all_labels = []\n","\n","        # Here we create pairs of Genuine-Genuine image names and Genuine-Forged image names\n","        # For every person we have 24 genuine signatures, hence we have \n","        # 24 choose 2 = 276 Genuine-Genuine image pairs for one person.\n","        # To make Genuine-Forged pairs, we pair every Genuine signature of a person\n","        # with 12 randomly sampled Forged signatures of the same person.\n","        # Thus we make 24 * 12 = 288 Genuine-Forged image pairs for one person.\n","        # In all we have 120 person's data in the training data.\n","        # Total no. of Genuine-Genuine pairs = 160 * 276 = 44160\n","        # Total number of Genuine-Forged pairs = 160 * 288 = 46080\n","        # Total no. of data points = 44160 + 46080 = 90240\n","\n","        for orig, forg in zip(orig_data, forg_data):\n","            orig_pairs.extend(list(itertools.combinations(orig, 2)))\n","            for i in range(len(forg)):\n","                forg_pairs.extend(list(itertools.product(orig[i:i+1], random.sample(forg, 12))))\n","        \n","        # Label for Genuine-Genuine pairs is 1\n","        # Label for Genuine-Forged pairs is 0\n","        gen_gen_labels = [1]*len(orig_pairs)\n","        gen_for_labels = [0]*len(forg_pairs)\n","        \n","        # Concatenate all the pairs together along with their labels and shuffle them\n","        all_pairs = orig_pairs + forg_pairs\n","        all_labels = gen_gen_labels + gen_for_labels\n","        del orig_pairs, forg_pairs, gen_gen_labels, gen_for_labels\n","        all_pairs, all_labels = shuffle(all_pairs, all_labels)\n","\n","        # print(len(all_pairs))\n","        # num_samples = len(all_pairs) \n","        # pairss = all_pairs\n","\n","        k = 0\n","        pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","        targets=np.zeros((batch_size,))\n","\n","        for ix, pair in enumerate(all_pairs):\n","            # img1 = preprocessor_img(pair[0], (img_w, img_h))\n","            # img2 = preprocessor_img(pair[1], (img_w, img_h))\n","            img1 = cv2.imread(pair[0],0)\n","            img2 = cv2.imread(pair[1],0)\n","            img1 = cv2.resize(img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            img2 = cv2.resize(img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            img1 = img1.astype('float32')\n","            img2 = img2.astype('float32')\n","            img1 /= 255\n","            img2 /= 255\n","            img1 = np.atleast_3d(img1)\n","            img2 = np.atleast_3d(img2)\n","            # img2 = img2[...,np.newaxis]\n","            pairs[0][k, :, :, :] = img1\n","            pairs[1][k, :, :, :] = img2\n","            targets[k] = all_labels[ix]\n","\n","            k += 1\n","            if k == batch_size:\n","                # yield np.array(pairs), np.array(targets)\n","                yield pairs, targets\n","                k = 0\n","                pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","                targets=np.zeros((batch_size,))"],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"XlZCicWFBF0x"},"source":["### visualize generate_batch"]},{"cell_type":"code","metadata":{"id":"RANW7bb3BF0y"},"source":["ff = generate_batch(orig_val, forg_val, batch_size = 32)\n","pairs, targets = next(ff)\n","# pairs, targets = next(ff)\n","# pairs, targets = next(ff)\n","# pairs, targets = next(ff)\n","\n","pairs, targets = np.array(pairs), np.array(targets)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"_gy40jliBF0y"},"source":["# print(num_samples)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"4mGSxycpBF0y"},"source":["# del pairs,targets"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"iODpISNVBF0y","executionInfo":{"elapsed":711,"status":"ok","timestamp":1620335210865,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"511a557f-d153-4a37-ed89-052574926f36"},"source":["print(pairs.shape)\n","print(targets.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(2, 32, 150, 300, 1)\n","(32,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"OfKmaUqcBF0z","executionInfo":{"elapsed":829,"status":"ok","timestamp":1620335211469,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"e14b60ce-d57f-4909-e06c-0d58dc6faf14"},"source":["print(pairs[0].shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(32, 150, 300, 1)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"bpp_paNPBF0z","executionInfo":{"elapsed":4192,"status":"ok","timestamp":1620335215455,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"14e176c1-32b9-406c-ad1f-af012398deb2"},"source":["print(targets)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[1. 1. 0. 1. 1. 0. 1. 0. 1. 0. 0. 1. 0. 1. 1. 1. 1. 1. 1. 1. 1. 0. 1. 0.\n"," 1. 0. 0. 1. 0. 0. 1. 0.]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"xjzR3uKFBF0z"},"source":["i = 1"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"_Sl_wtT5BF0z"},"source":["# pairss[i]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"aMU-oPJbBF00"},"source":["# pairss[4%32*1]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":228},"id":"uvvwOiamBF00","executionInfo":{"elapsed":2799,"status":"ok","timestamp":1620335230959,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"e6f8738c-ad7c-495e-8525-ea77c9fd4bc3"},"source":["i = 2\n","print(targets[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs[0][i],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs[1][i],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["0.0\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1080x720 with 2 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"OkJrsSk1BF00"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"GpMHCjw-BF00"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"V-uz-nt7x04z"},"source":["# Data 4"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"F0MqGxh-x9wp","executionInfo":{"elapsed":863,"status":"ok","timestamp":1620613669955,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"c52c3bf5-13d7-4d6b-d658-1bfa9cb5a772"},"source":["img_h, img_w, img_ch = 150, 300, 1\n","image_shape = (img_h, img_w, img_ch)\n","image_shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(150, 300, 1)"]},"metadata":{"tags":[]},"execution_count":217}]},{"cell_type":"code","metadata":{"id":"g6NiUlomxwx8"},"source":["path = \"/content/cedar/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"VhvOWNcuxy_T","executionInfo":{"elapsed":6940,"status":"ok","timestamp":1620789980771,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"85e47dd7-4f59-400e-d298-8e9e49ca63e5"},"source":["dir_list = next(os.walk(path))[1]\n","dir_list.sort(key = int)\n","len(dir_list)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["55"]},"metadata":{"tags":[]},"execution_count":644}]},{"cell_type":"code","metadata":{"id":"c6z_umpAhpLh"},"source":["dir_list = shuffle(dir_list)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"DMf26nrSMB74","executionInfo":{"elapsed":1054,"status":"ok","timestamp":1620789980772,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"e163d507-8aeb-4e2d-8242-36e6d2ef8caa"},"source":["dir_list[:30]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['9',\n"," '35',\n"," '20',\n"," '36',\n"," '41',\n"," '23',\n"," '3',\n"," '42',\n"," '21',\n"," '43',\n"," '44',\n"," '32',\n"," '39',\n"," '34',\n"," '24',\n"," '5',\n"," '47',\n"," '16',\n"," '30',\n"," '7',\n"," '54',\n"," '13',\n"," '49',\n"," '45',\n"," '28',\n"," '6',\n"," '50',\n"," '31',\n"," '40',\n"," '38']"]},"metadata":{"tags":[]},"execution_count":646}]},{"cell_type":"code","metadata":{"id":"A18sthg7yCwn"},"source":["orig_groups, forg_groups = [], []"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"p4kIb_x_yCuP"},"source":["for i,directory in enumerate(dir_list):\n","  if i==30:\n","    break\n","  images = os.listdir(path+directory)\n","  images.sort()\n","  images = [path+directory+'/'+x for x in images]\n","  forg_groups.append(images[:24]) \n","  orig_groups.append(images[24:]) "],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"bczPtYZvVNKc","executionInfo":{"elapsed":10922,"status":"ok","timestamp":1620789995741,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"8fc5d512-1059-4e40-80b6-dfc80b8766e7"},"source":["print(len(orig_groups))\n","print(len(forg_groups))\n","print(len(orig_groups[0]))\n","print(len(forg_groups[0]))"],"execution_count":null,"outputs":[{"output_type":"stream","text":["70\n","70\n","24\n","30\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"MqMzLefByCrv","executionInfo":{"elapsed":600,"status":"ok","timestamp":1620787745276,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"11a1f231-c057-4dfe-d34a-a89f9a0b34a6"},"source":["orig_lengths = [len(x) for x in orig_groups]\n","forg_lengths = [len(x) for x in forg_groups]\n","print(orig_lengths)\n","print(forg_lengths)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24]\n","[30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"X1qGtWvTHSiG"},"source":["# orig_groups[20], forg_groups[20]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"pO0q7K4fVY2B"},"source":["orig_groups, forg_groups = shuffle(orig_groups, forg_groups)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"MW_55csSVbMD","executionInfo":{"elapsed":2771,"status":"ok","timestamp":1620520343909,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"a17857f1-5030-4998-b54c-410cdcc6b20d"},"source":["orig_lengths = [len(x) for x in orig_groups]\n","forg_lengths = [len(x) for x in forg_groups]\n","print(orig_lengths)\n","print(forg_lengths)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24]\n","[24, 30, 30, 30, 24, 30, 24, 24, 30, 30, 24, 30, 30, 24, 30, 24, 30, 30, 30, 30, 30, 30, 30, 24, 24, 30, 24, 30, 30, 30]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"QgQ5z8yCyQFw"},"source":["# forg_groups[0], orig_groups[0]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"0UDp6_OFyQDg"},"source":["orig_train, orig_val = orig_groups[:45], orig_groups[45:]\n","forg_train, forg_val = forg_groups[:45], forg_groups[45:]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"GWHDZ9-y3CW3"},"source":["# orig_train, orig_val = orig_groups[:9], orig_groups[9:]\n","# forg_train, forg_val = forg_groups[:9], forg_groups[9:]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"0V-JZeHuAwvp"},"source":["orig_train, orig_val =  orig_groups[:25], orig_groups[25:]\n","forg_train, forg_val =  forg_groups[:25], forg_groups[25:]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Pd268XDQywwn","executionInfo":{"elapsed":1715,"status":"ok","timestamp":1620520277153,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"7d9ab629-4270-47c7-9a19-c534ea1d04f5"},"source":["len(orig_train), len(orig_val), len(forg_train), len(forg_val)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(25, 5, 25, 5)"]},"metadata":{"tags":[]},"execution_count":54}]},{"cell_type":"code","metadata":{"id":"OczgbHMTyQAu"},"source":["# orig_train[0], forg_train[0]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"McSq3rzQyP-Z"},"source":["# # Delete unnecessary variables\n","# del orig_groups, forg_groups"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"_tUahoFpyP76"},"source":["def visualize_sample_signature(choose=False,idx=0):\n","\n","    fig, (ax1, ax2, ax3) = plt.subplots(1, 3, figsize = (14, 7))\n","    \n","    if choose:\n","        k = idx\n","    else:\n","        k = np.random.randint(len(orig_groups))\n","    print(k)\n","\n","    orig_img_names = random.sample(orig_groups[k], 2)\n","    forg_img_name = random.sample(forg_groups[k], 1)\n","    print(orig_img_names+forg_img_name)\n","\n","    orig_img1 = cv2.imread(orig_img_names[0])\n","    orig_img2 = cv2.imread(orig_img_names[1])\n","    forg_img = plt.imread(forg_img_name[0])\n","\n","    orig_img1 = cv2.resize(orig_img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    orig_img2 = cv2.resize(orig_img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    forg_img = cv2.resize(forg_img, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","\n","    ax1.imshow(orig_img1, cmap = 'gray')\n","    ax2.imshow(orig_img2, cmap = 'gray')\n","    ax3.imshow(forg_img, cmap = 'gray')\n","\n","    ax1.set_title('Genuine Copy')\n","    ax1.set_xlabel(1)\n","    # ax1.axis('off')\n","    ax2.set_title('Genuine Copy')\n","    ax2.set_xlabel(2)\n","    # ax2.axis('off')\n","    ax3.set_title('Forged Copy')\n","    ax3.set_xlabel(3)\n","    # ax3.axis('off')\n","    plt.tight_layout()\n","    plt.show()"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":260},"id":"iUKW_gRqyCpC","executionInfo":{"elapsed":1239,"status":"ok","timestamp":1620520385360,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"922f5a38-3042-4fd3-fe68-6567249394c2"},"source":["visualize_sample_signature(choose=True,idx=25)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["25\n","['/content/BHSig260/Hindi/146/H-S-146-G-17.tif', '/content/BHSig260/Hindi/146/H-S-146-G-10.tif', '/content/BHSig260/Hindi/146/H-S-146-F-04.tif']\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1008x504 with 3 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"oA_qpzpByCfr"},"source":["kernel = np.ones((9,9),np.uint8) # default\n","def preprocessor_img(path, image_shape):\n","  image = cv2.imread(path,0)\n","  blured = cv2.GaussianBlur(image, (9,9), 0)\n","  threshold, binary = cv2.threshold(blured, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU)\n","  closing = cv2.morphologyEx(binary, cv2.MORPH_CLOSE, kernel, iterations=20)\n","  contours, hierarchies = cv2.findContours(closing, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n","  the_biggest_contour_by_area = max(contours, key=cv2.contourArea) \n","  x,y,w,h = cv2.boundingRect(the_biggest_contour_by_area)\n","  cropped = image[y:y+h, x:x+w]\n","  resized = cv2.resize(cropped, image_shape, interpolation=cv2.INTER_LANCZOS4)\n","  resized_blured = cv2.GaussianBlur(resized, (9,9), 0)\n","  threshold, resized_binary = cv2.threshold(resized_blured, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU)\n","  return resized_binary"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"4JS2HA1UBn9_"},"source":["# num_samples=0"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"vxQb4RRpz-dt"},"source":["def generate_batch(orig_data, forg_data, batch_size = 32):\n","\n","    # global num_samples, pairss\n","\n","    while True:\n","        orig_pairs = []\n","        forg_pairs = []\n","        gen_gen_labels = []\n","        gen_for_labels = []\n","        all_pairs = []\n","        all_labels = []\n","\n","        # Here we create pairs of Genuine-Genuine image names and Genuine-Forged image names\n","        # For every person we have 24 genuine signatures, hence we have \n","        # 24 choose 2 = 276 Genuine-Genuine image pairs for one person.\n","        # To make Genuine-Forged pairs, we pair every Genuine signature of a person\n","        # with 12 randomly sampled Forged signatures of the same person.\n","        # Thus we make 24 * 12 = 288 Genuine-Forged image pairs for one person.\n","        # In all we have 120 person's data in the training data.\n","        # Total no. of Genuine-Genuine pairs = 160 * 276 = 44160\n","        # Total number of Genuine-Forged pairs = 160 * 288 = 46080\n","        # Total no. of data points = 44160 + 46080 = 90240\n","\n","        for orig, forg in zip(orig_data, forg_data):\n","            orig_pairs.extend(list(itertools.combinations(orig, 2)))\n","            for i in range(len(forg)):\n","                forg_pairs.extend(list(itertools.product(orig[i:i+1], random.sample(forg, 12))))\n","        \n","        # Label for Genuine-Genuine pairs is 1\n","        # Label for Genuine-Forged pairs is 0\n","        gen_gen_labels = [1]*len(orig_pairs)\n","        gen_for_labels = [0]*len(forg_pairs)\n","        \n","        # Concatenate all the pairs together along with their labels and shuffle them\n","        all_pairs = orig_pairs + forg_pairs\n","        all_labels = gen_gen_labels + gen_for_labels\n","        del orig_pairs, forg_pairs, gen_gen_labels, gen_for_labels\n","        all_pairs, all_labels = shuffle(all_pairs, all_labels)\n","\n","        # print(len(all_pairs))\n","        # num_samples = len(all_pairs) \n","        # pairss = all_pairs\n","\n","        k = 0\n","        pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","        targets=np.zeros((batch_size,))\n","\n","        for ix, pair in enumerate(all_pairs):\n","            # img1 = preprocessor_img(pair[0], (img_w, img_h))\n","            # img2 = preprocessor_img(pair[1], (img_w, img_h))\n","            img1 = cv2.imread(pair[0],0)\n","            img2 = cv2.imread(pair[1],0)\n","            img1 = cv2.resize(img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            img2 = cv2.resize(img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            img1 = img1.astype('float32')\n","            img2 = img2.astype('float32')\n","            img1 /= 255\n","            img2 /= 255\n","            img1 = np.atleast_3d(img1)\n","            img2 = np.atleast_3d(img2)\n","            # img2 = img2[...,np.newaxis]\n","            pairs[0][k, :, :, :] = img1\n","            pairs[1][k, :, :, :] = img2\n","            targets[k] = all_labels[ix]\n","\n","            k += 1\n","            if k == batch_size:\n","                # yield np.array(pairs), np.array(targets)\n","                yield pairs, targets\n","                k = 0\n","                pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","                targets=np.zeros((batch_size,))"],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"jMSzR-3F0FMi"},"source":["### visualize generate_batch"]},{"cell_type":"code","metadata":{"id":"ZLYsEMuDz-Zz"},"source":["ff = generate_batch(orig_train, forg_train, batch_size = 32)\n","pairs, targets = next(ff)\n","pairs, targets = np.array(pairs), np.array(targets)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"9sd3uFMPBtIO"},"source":["# num_samples"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"hqXhiMDuz-Xq","executionInfo":{"elapsed":1012,"status":"ok","timestamp":1620520398254,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"b7449763-a350-4ddd-e9d0-7ded1d53ee8e"},"source":["print(pairs.shape)\n","print(targets.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(2, 32, 150, 300, 1)\n","(32,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"abb6SvpTz-Vb","executionInfo":{"elapsed":1134,"status":"ok","timestamp":1620520398579,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"a8b5a538-0e8e-4edf-d50c-c87fe648916a"},"source":["print(pairs[0].shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(32, 150, 300, 1)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"giVNjzHlz-TD","executionInfo":{"elapsed":897,"status":"ok","timestamp":1620520398580,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"83490de4-22b6-4871-f47a-712e0b79e75e"},"source":["print(targets)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[1. 0. 0. 0. 1. 1. 1. 1. 0. 1. 1. 0. 1. 1. 0. 0. 1. 1. 0. 0. 1. 0. 1. 0.\n"," 0. 0. 1. 0. 1. 1. 1. 1.]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":229},"id":"xtuQM1Gxz-QF","executionInfo":{"elapsed":1946,"status":"error","timestamp":1620547121398,"user":{"displayName":"Ahmed Sayed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhSX19TqGPMmjECflbRGfo18RT7yjdv_pyr35rS=s64","userId":"17672622315270978864"},"user_tz":-120},"outputId":"76f63351-d9c6-417d-9780-bcb5cb800476"},"source":["i = 4\n","\n","print(targets[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs[0][i],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs[1][i],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"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-de027d524c50>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0mi\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m4\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      2\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 3\u001b[0;31m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtargets\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[0m\n\u001b[0m\u001b[1;32m      4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfigure\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfigsize\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;36m15\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m10\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;31mNameError\u001b[0m: name 'targets' is not defined"]}]},{"cell_type":"code","metadata":{"id":"qTrfsZA50M3N"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"0q3Arutf0M0c"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"ztAFlWPw0Mt9"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"W3Ts_4tx0Mrc"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"Z9wrdsqINwZD"},"source":["# Data 5 -- Test dutch"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"ynfIy6eRNtQl","executionInfo":{"elapsed":1276,"status":"ok","timestamp":1620794616063,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"27e07945-b1c8-473a-b8f2-6ffcaf75a4d9"},"source":["img_h, img_w, img_ch = 150, 300, 1\n","image_shape = (img_h, img_w, img_ch)\n","image_shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(150, 300, 1)"]},"metadata":{"tags":[]},"execution_count":831}]},{"cell_type":"code","metadata":{"id":"lsuUbXlBN34B"},"source":["path = \"/content/dutch/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"JWqqgz-fN31t","executionInfo":{"elapsed":731,"status":"ok","timestamp":1620794616525,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"b0186e8c-6c5e-48e5-a9ed-c0a40f482eea"},"source":["dir_list = next(os.walk(path))[1]\n","dir_list.sort(key = int)\n","len(dir_list)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["10"]},"metadata":{"tags":[]},"execution_count":833}]},{"cell_type":"code","metadata":{"id":"HIz_MRVEOAV6"},"source":["orig_groups, forg_groups = [], []"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"oQO_BRuGOARS"},"source":["for i,directory in enumerate(dir_list):\n","  # if i==10:\n","  #   break\n","  images = os.listdir(path+directory)\n","  images.sort()\n","  images = [path+directory+'/'+x for x in images]\n","  forg_groups.append(images[:24]) \n","  orig_groups.append(images[24:]) "],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"j6prUhuIOAN8","executionInfo":{"elapsed":1034,"status":"ok","timestamp":1620794620409,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"011f23c7-11a5-47d7-eee7-5f59cebf8c13"},"source":["print(len(forg_groups))\n","print(len(orig_groups))\n","print(len(forg_groups[0]))\n","print(len(orig_groups[0]))"],"execution_count":null,"outputs":[{"output_type":"stream","text":["10\n","10\n","24\n","12\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"wzO5GsxPOALS","executionInfo":{"elapsed":626,"status":"ok","timestamp":1620794620410,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"c0a4eb95-9f8f-4cee-a31a-f995619457b1"},"source":["forg_lengths = [len(x) for x in forg_groups]\n","orig_lengths = [len(x) for x in orig_groups]\n","print(forg_lengths)\n","print(orig_lengths)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[24, 24, 24, 24, 24, 24, 24, 24, 24, 24]\n","[12, 12, 12, 12, 12, 12, 12, 12, 12, 12]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"n1ZmPY3PHhNp"},"source":["# orig_groups[30], forg_groups[30]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"erX3ra_WOhYu"},"source":["def visualize_sample_signature(choose=False,idx=0):\n","\n","    fig, (ax1, ax2, ax3) = plt.subplots(1, 3, figsize = (14, 7))\n","    \n","    if choose:\n","        k = idx\n","    else:\n","        k = np.random.randint(len(orig_groups))\n","    print(k)\n","\n","    orig_img_names = random.sample(orig_groups[k], 2)\n","    forg_img_name = random.sample(forg_groups[k], 1)\n","    print(orig_img_names+forg_img_name)\n","\n","    orig_img1 = cv2.imread(orig_img_names[0],0)\n","    orig_img2 = cv2.imread(orig_img_names[1],0)\n","    forg_img = cv2.imread(forg_img_name[0],0)\n","\n","    orig_img1 = cv2.resize(orig_img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    orig_img2 = cv2.resize(orig_img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    forg_img = cv2.resize(forg_img, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","\n","    ax1.imshow(orig_img1, cmap = 'gray')\n","    ax2.imshow(orig_img2, cmap = 'gray')\n","    ax3.imshow(forg_img, cmap = 'gray')\n","\n","    ax1.set_title('Genuine Copy')\n","    ax1.set_xlabel(1)\n","    # ax1.axis('off')\n","    ax2.set_title('Genuine Copy')\n","    ax2.set_xlabel(2)\n","    # ax2.axis('off')\n","    ax3.set_title('Forged Copy')\n","    ax3.set_xlabel(3)\n","    # ax3.axis('off')\n","    plt.tight_layout()\n","    plt.show()"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":260},"id":"n9vNt9xdOhV5","executionInfo":{"elapsed":1492,"status":"ok","timestamp":1620794633557,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"26398aed-64c9-4279-d074-90d68145277a"},"source":["visualize_sample_signature(choose=True,idx=7)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["7\n","['/content/dutch/08/14_024.PNG', '/content/dutch/08/19_024.PNG', '/content/dutch/08/04_0120024.PNG']\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1008x504 with 3 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"R2sSpINv48hI"},"source":["kernel = np.ones((9,9),np.uint8) # default\n","def preprocessor_img(path, image_shape):\n","  image = cv2.imread(path,0)\n","  blured = cv2.GaussianBlur(image, (9,9), 0)\n","  threshold, binary = cv2.threshold(blured, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU)\n","  closing = cv2.morphologyEx(binary, cv2.MORPH_CLOSE, kernel, iterations=30)\n","  contours, hierarchies = cv2.findContours(closing, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n","  the_biggest_contour_by_area = max(contours, key=cv2.contourArea) \n","  x,y,w,h = cv2.boundingRect(the_biggest_contour_by_area)\n","  cropped = image[y:y+h, x:x+w]\n","  resized = cv2.resize(cropped, image_shape, interpolation=cv2.INTER_LANCZOS4)\n","  # resized_blured = cv2.GaussianBlur(resized, (9,9), 0)\n","  threshold, resized_binary = cv2.threshold(resized, 0, 255, cv2.THRESH_BINARY + cv2.THRESH_OTSU)\n","  return resized_binary"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"LTHvd-BfkGpG"},"source":["num_samples = 0"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"G2bQTgrMRxi6"},"source":["def generate_batch(orig_data, forg_data, batch_size = 32):\n","\n","    global num_samples\n","\n","    while True:\n","        orig_pairs = []\n","        forg_pairs = []\n","        gen_gen_labels = []\n","        gen_for_labels = []\n","        all_pairs = []\n","        all_labels = []\n","\n","        # Here we create pairs of Genuine-Genuine image names and Genuine-Forged image names\n","        # For every person we have 24 genuine signatures, hence we have \n","        # 24 choose 2 = 276 Genuine-Genuine image pairs for one person.\n","        # To make Genuine-Forged pairs, we pair every Genuine signature of a person\n","        # with 12 randomly sampled Forged signatures of the same person.\n","        # Thus we make 24 * 12 = 288 Genuine-Forged image pairs for one person.\n","        # In all we have 120 person's data in the training data.\n","        # Total no. of Genuine-Genuine pairs = 160 * 276 = 44160\n","        # Total number of Genuine-Forged pairs = 160 * 288 = 46080\n","        # Total no. of data points = 44160 + 46080 = 90240\n","\n","        for orig, forg in zip(orig_data, forg_data):\n","            orig_pairs.extend(list(itertools.combinations(orig, 2)))\n","            for i in range(len(forg)):\n","              forg_pairs.extend(list(itertools.product(orig[i:i+1], random.sample(forg, len(forg)))))\n","        \n","        # Label for Genuine-Genuine pairs is 1\n","        # Label for Genuine-Forged pairs is 0\n","        gen_gen_labels = [1]*len(orig_pairs)\n","        gen_for_labels = [0]*len(forg_pairs)\n","        \n","        # Concatenate all the pairs together along with their labels and shuffle them\n","        all_pairs = orig_pairs + forg_pairs\n","        all_labels = gen_gen_labels + gen_for_labels\n","        del orig_pairs, forg_pairs, gen_gen_labels, gen_for_labels\n","        all_pairs, all_labels = shuffle(all_pairs, all_labels)\n","\n","        # print(len(all_pairs))\n","        num_samples = len(all_pairs) \n","        # pairss = all_pairs\n","\n","        k = 0\n","        pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","        targets=np.zeros((batch_size,))\n","\n","        for ix, pair in enumerate(all_pairs):\n","            img1 = preprocessor_img(pair[0], (img_w, img_h))\n","            img2 = preprocessor_img(pair[1], (img_w, img_h))\n","            # img1 = cv2.imread(pair[0],0)\n","            # img2 = cv2.imread(pair[1],0)\n","            # img1 = cv2.resize(img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            # img2 = cv2.resize(img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            img1 = img1.astype('float32')\n","            img2 = img2.astype('float32')\n","            img1 /= 255\n","            img2 /= 255\n","            img1 = np.atleast_3d(img1)\n","            img2 = np.atleast_3d(img2)\n","            # img2 = img2[...,np.newaxis]\n","            pairs[0][k, :, :, :] = img1\n","            pairs[1][k, :, :, :] = img2\n","            targets[k] = all_labels[ix]\n","\n","            k += 1\n","            if k == batch_size:\n","                # yield np.array(pairs), np.array(targets)\n","                yield pairs, targets\n","                k = 0\n","                pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","                targets=np.zeros((batch_size,))"],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"sYOHU027RMDM"},"source":["### visualize generate_batch"]},{"cell_type":"code","metadata":{"id":"_veUwizGRPM9"},"source":["ff = generate_batch(orig_groups, forg_groups, batch_size = 32)\n","pairs, targets = next(ff)\n","pairs, targets = np.array(pairs), np.array(targets)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"4mi_SPI1kISk","executionInfo":{"elapsed":673,"status":"ok","timestamp":1620794675507,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"20b1a0d5-5fbf-42c1-89de-af6a3c393516"},"source":["num_samples"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["3540"]},"metadata":{"tags":[]},"execution_count":845}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"SFfCOU0xRPHu","executionInfo":{"elapsed":976,"status":"ok","timestamp":1620794680022,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"629998ac-c5e7-4d63-95bf-a08dab85242f"},"source":["print(pairs.shape)\n","print(targets.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(2, 32, 150, 300, 1)\n","(32,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"oIt-vksURPEe","executionInfo":{"elapsed":6022,"status":"ok","timestamp":1620794685103,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"f1924876-cbf1-4f45-c912-9827ce3c58ed"},"source":["print(pairs[0].shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(32, 150, 300, 1)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"5fkqCk-ERWew","executionInfo":{"elapsed":5745,"status":"ok","timestamp":1620794685104,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"fefed7e7-0253-48a3-9f4a-696023e1e1df"},"source":["print(targets)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[0. 0. 1. 1. 0. 0. 0. 0. 0. 0. 1. 1. 0. 0. 0. 0. 0. 0. 0. 0. 1. 0. 0. 0.\n"," 0. 0. 0. 0. 1. 1. 1. 0.]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":228},"id":"n_G0bJzxRWbU","executionInfo":{"elapsed":8477,"status":"ok","timestamp":1620794705073,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"a7ba578c-432e-4015-91b6-9e8dcb25da3e"},"source":["i = 2\n","\n","print(targets[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs[0][i],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs[1][i],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["1.0\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1080x720 with 2 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"markdown","metadata":{"id":"jSbAyh0pRcCx"},"source":["### evaluate"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"mm2wlGwoOhTA","executionInfo":{"elapsed":656,"status":"ok","timestamp":1620794715391,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"0504ef58-7037-4a57-cc21-91ce604e662a"},"source":["batch_sz = 32\n","\n","size = len(orig_groups)\n","\n","num_test_samples = 66*10 + 60*10\n","num_test_samples = 3540\n","\n","num_test_samples, num_test_samples//batch_sz, size, batch_sz"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(3540, 110, 10, 32)"]},"metadata":{"tags":[]},"execution_count":851}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Vkfy5vGDOhPR","executionInfo":{"elapsed":93340,"status":"ok","timestamp":1620794810250,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"04b0b341-f567-4e4a-c70a-77bcb432e7ae"},"source":["# dutch\n","ev = siamese_net.evaluate(\n","                            generate_batch(orig_groups, forg_groups, batch_size = batch_sz), \n","                            steps = num_test_samples//batch_sz,\n","                            )\n","ev"],"execution_count":null,"outputs":[{"output_type":"stream","text":["110/110 [==============================] - 91s 831ms/step - loss: 0.2614 - accuracy: 0.8949\n"],"name":"stdout"},{"output_type":"execute_result","data":{"text/plain":["[0.26138392090797424, 0.8948863744735718]"]},"metadata":{"tags":[]},"execution_count":852}]},{"cell_type":"markdown","metadata":{"id":"J3Zyqf_vt5Vt"},"source":["# Data 6 -- Test kaggle"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"PHT7BMewOhMk","executionInfo":{"elapsed":2252,"status":"ok","timestamp":1620789340042,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"7ac2b9ba-0305-4473-d4d8-8923fac7f766"},"source":["img_h, img_w, img_ch = 150, 300, 1\n","image_shape = (img_h, img_w, img_ch)\n","image_shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(150, 300, 1)"]},"metadata":{"tags":[]},"execution_count":591}]},{"cell_type":"code","metadata":{"id":"-uy0DLdZOhJt"},"source":["path = \"/content/kaggle30/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"_gs3VLqAOhGS","executionInfo":{"elapsed":927,"status":"ok","timestamp":1620794814990,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"ae07e980-aacf-4035-8f3e-f87a69601637"},"source":["dir_list = next(os.walk(path))[1]\n","dir_list.sort(key = int)\n","len(dir_list)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["30"]},"metadata":{"tags":[]},"execution_count":854}]},{"cell_type":"code","metadata":{"id":"fH3qGzPiMUvt"},"source":["dir_list = shuffle(dir_list)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"7CNRFSKbMUNl"},"source":["dir_list = dir_list[15:25]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"RnYVSazbHzqM","executionInfo":{"elapsed":11360,"status":"ok","timestamp":1620785203821,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"cd426e9f-5d65-497a-8816-ec9b5e9a17f8"},"source":["dir_list[:10]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['21', '11', '20', '27', '30', '22', '1', '10', '13', '16']"]},"metadata":{"tags":[]},"execution_count":340}]},{"cell_type":"code","metadata":{"id":"Rsn_D4QJwSW2"},"source":["orig_groups, forg_groups = [], []"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"fTHPRGAIwSUi"},"source":["for i,directory in enumerate(dir_list):\n","  # if i==10:\n","  #   break\n","  images = os.listdir(path+directory)\n","  images.sort()\n","  images = [path+directory+'/'+x for x in images]\n","  forg_groups.append(images[:5]) \n","  orig_groups.append(images[5:]) "],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"NCAoo5LiwSRy","executionInfo":{"elapsed":895,"status":"ok","timestamp":1620794820132,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"f28df965-f4f8-4252-99ca-c7522f194731"},"source":["print(len(forg_groups))\n","print(len(orig_groups))\n","print(len(forg_groups[0]))\n","print(len(orig_groups[0]))"],"execution_count":null,"outputs":[{"output_type":"stream","text":["30\n","30\n","5\n","5\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"9h8PVpYhwndI","executionInfo":{"elapsed":610,"status":"ok","timestamp":1620794821383,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"edd0c7b7-1cdb-4e96-cc5f-8db34ffa40d5"},"source":["forg_lengths = [len(x) for x in forg_groups]\n","orig_lengths = [len(x) for x in orig_groups]\n","print(forg_lengths)\n","print(orig_lengths)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5]\n","[5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"V6Eh13DJH43c"},"source":["# orig_groups[40], forg_groups[40]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"xBy9AbF74nZn"},"source":["orig_groups, forg_groups = shuffle(orig_groups, forg_groups)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Q1ihIvzV4mok","executionInfo":{"elapsed":648,"status":"ok","timestamp":1620790038594,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"847a988c-0a88-4b15-dd7d-71c43fbfd18f"},"source":["orig_lengths = [len(x) for x in orig_groups]\n","forg_lengths = [len(x) for x in forg_groups]\n","print(orig_lengths)\n","print(forg_lengths)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[24, 24, 24, 12, 5, 24, 5, 24, 5, 5, 24, 24, 24, 5, 24, 24, 12, 5, 24, 12, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 12, 24, 5, 5, 24, 24, 12, 5, 24, 24, 24, 24, 24, 24, 5, 5, 24, 24, 5, 24, 5, 5, 24, 24, 12, 24, 5, 24, 24, 5, 24, 12, 12, 24, 24, 24, 24, 24, 24, 5, 24, 5, 24, 24, 5, 5, 5, 24, 24, 24, 24, 24, 12, 5, 5, 5, 24, 24, 24, 5, 24, 5, 24, 5, 24, 5, 12, 24, 24, 24, 5, 24, 24, 24, 24, 5, 24, 24]\n","[30, 24, 24, 24, 5, 24, 5, 30, 5, 5, 24, 30, 30, 5, 30, 30, 24, 5, 30, 24, 30, 24, 30, 30, 30, 24, 30, 30, 30, 24, 24, 30, 24, 24, 5, 5, 30, 24, 24, 5, 30, 24, 30, 24, 30, 24, 5, 5, 30, 30, 5, 30, 5, 5, 30, 24, 24, 30, 5, 30, 24, 5, 24, 24, 24, 24, 30, 24, 24, 30, 24, 5, 30, 5, 30, 30, 5, 5, 5, 24, 30, 30, 30, 24, 24, 5, 5, 5, 30, 24, 24, 5, 24, 5, 30, 5, 24, 5, 24, 30, 30, 24, 5, 24, 24, 30, 30, 5, 24, 30]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"lqETeuVAznkp"},"source":["orig_train, orig_val = orig_groups[:90], orig_groups[90:]\n","forg_train, forg_val = forg_groups[:90], forg_groups[90:]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"eD38tYu0znht","executionInfo":{"elapsed":506,"status":"ok","timestamp":1620790053716,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"c1df1075-3f8e-42de-dff0-3be2bfb78779"},"source":["len(orig_train), len(orig_val), len(forg_train), len(forg_val)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(90, 20, 90, 20)"]},"metadata":{"tags":[]},"execution_count":663}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"NdHbwt9SB8J6","executionInfo":{"elapsed":856,"status":"ok","timestamp":1620790057600,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"c76d8b43-2785-4d08-832c-bfaee13703a4"},"source":["i = 3\n","orig_groups[i], forg_groups[i]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(['/content/dutch/09/13_026.PNG',\n","  '/content/dutch/09/14_026.PNG',\n","  '/content/dutch/09/15_026.PNG',\n","  '/content/dutch/09/16_026.PNG',\n","  '/content/dutch/09/17_026.PNG',\n","  '/content/dutch/09/18_026.PNG',\n","  '/content/dutch/09/19_026.PNG',\n","  '/content/dutch/09/20_026.PNG',\n","  '/content/dutch/09/21_026.PNG',\n","  '/content/dutch/09/22_026.PNG',\n","  '/content/dutch/09/23_026.PNG',\n","  '/content/dutch/09/24_026.PNG'],\n"," ['/content/dutch/09/01_0119026.PNG',\n","  '/content/dutch/09/01_0123026.PNG',\n","  '/content/dutch/09/01_0125026.PNG',\n","  '/content/dutch/09/01_026.png',\n","  '/content/dutch/09/02_0119026.PNG',\n","  '/content/dutch/09/02_0123026.PNG',\n","  '/content/dutch/09/02_0125026.PNG',\n","  '/content/dutch/09/02_026.png',\n","  '/content/dutch/09/03_0119026.PNG',\n","  '/content/dutch/09/03_0123026.PNG',\n","  '/content/dutch/09/03_0125026.PNG',\n","  '/content/dutch/09/03_026.png',\n","  '/content/dutch/09/04_0119026.PNG',\n","  '/content/dutch/09/04_0123026.PNG',\n","  '/content/dutch/09/04_0125026.PNG',\n","  '/content/dutch/09/04_026.png',\n","  '/content/dutch/09/05_026.png',\n","  '/content/dutch/09/06_026.png',\n","  '/content/dutch/09/07_026.png',\n","  '/content/dutch/09/08_026.png',\n","  '/content/dutch/09/09_026.png',\n","  '/content/dutch/09/10_026.png',\n","  '/content/dutch/09/11_026.png',\n","  '/content/dutch/09/12_026.png'])"]},"metadata":{"tags":[]},"execution_count":664}]},{"cell_type":"code","metadata":{"id":"EbSnzw6wwnaN"},"source":["def visualize_sample_signature(choose=False,idx=0):\n","\n","    fig, (ax1, ax2, ax3) = plt.subplots(1, 3, figsize = (14, 7))\n","    \n","    if choose:\n","        k = idx\n","    else:\n","        k = np.random.randint(len(orig_groups))\n","    print(k)\n","\n","    orig_img_names = random.sample(orig_groups[k], 2)\n","    forg_img_name = random.sample(forg_groups[k], 1)\n","    print(orig_img_names+forg_img_name)\n","\n","    orig_img1 = cv2.imread(orig_img_names[0],0)\n","    orig_img2 = cv2.imread(orig_img_names[1],0)\n","    forg_img = cv2.imread(forg_img_name[0],0)\n","\n","    orig_img1 = cv2.resize(orig_img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    orig_img2 = cv2.resize(orig_img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    forg_img = cv2.resize(forg_img, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","\n","    ax1.imshow(orig_img1, cmap = 'gray')\n","    ax2.imshow(orig_img2, cmap = 'gray')\n","    ax3.imshow(forg_img, cmap = 'gray')\n","\n","    ax1.set_title('Genuine Copy')\n","    ax1.set_xlabel(1)\n","    # ax1.axis('off')\n","    ax2.set_title('Genuine Copy')\n","    ax2.set_xlabel(2)\n","    # ax2.axis('off')\n","    ax3.set_title('Forged Copy')\n","    ax3.set_xlabel(3)\n","    # ax3.axis('off')\n","    plt.tight_layout()\n","    plt.show()"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":260},"id":"L_2Cxpt5wnX9","executionInfo":{"elapsed":21891,"status":"ok","timestamp":1620794854479,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"eeb92238-a862-42ba-b6c6-d54489a88ba7"},"source":["visualize_sample_signature(choose=True,idx=16)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["16\n","['/content/kaggle30/14/g (4).png', '/content/kaggle30/14/g (3).png', '/content/kaggle30/14/f (1).png']\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAA+kAAADRCAYAAACw/PMiAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/Il7ecAAAACXBIWXMAAAsTAAALEwEAmpwYAAEAAElEQVR4nOz9eZStyZYXhv0i82SenOc5b955qqp7q+q9eq/6mddYDEaNNSBmN8YtQEgtI2OQhJcQMpIsJLSwzCBsgaQGg0EGBAIxGLNsoNVNu7t5/d6relV169adc57n4Yx5hs9/ZO64++zcEV98J0/eynqc31p33TzfELEjYseeYkd8JooiNNFEE0000UQTTTTRRBNNNNFEE18+Wr5sAppoookmmmiiiSaaaKKJJppoookTNJ30JppoookmmmiiiSaaaKKJJpq4JGg66U000UQTTTTRRBNNNNFEE000cUnQdNKbaKKJJppoookmmmiiiSaaaOKSoOmkN9FEE0000UQTTTTRRBNNNNHEJUHTSW+iiSaaaKKJJppoookmmmiiiUuCppPexFcKxpiMMebml01HE0000cRlR1NeNtFEE000FsaYX2GMWf6y6Wjihx9NJ72JxDDG/Lgx5peMMVljzObp3/+WMcZcdN1RFPVEUTR7EWUbY37MGPNzxpgjY8yWMeafGGN+3UXU1UQTTfyzgaa8bKKJJpqoD8aYeWNM/jTgSP+mvmy6fDAn+H3GmM9P5f6yMeZ/MMY8/LJpa+KrhaaT3kQiGGP+AIA/DeD/AmACwDiA/y2AbwNo/xJJOxeMMb8ZwP8A4C8DuIKTdv1HAP7lL5OuJppo4quLprxsookmmjg3/uXTgCP9W03ysjEmdVGEOfCnAfx+AL8PwBCAuwD+DoB/8Q3T0cRXHE0nvYlgGGP6AfwRAP9WFEV/M4qio+gEP4ii6LdHUVQ8fS5tjPnjxphFY8yGMea/McZ0nt77FadRxT9wuqq0Zoz5XayOnzXG/Ovs9+80xvw8+x0ZY26f/v3/MMb8GWPM//t0NeeXjDG32LP3jTH/yBiza4x5Zoz5rY52GQB/EsB/GkXRn4+i6CCKomoURf8kiqJ/4/SZFmPMHzbGLJzS/ZdP+wPGmOundP2kMWb1tE3/h9N7E8aYnDFmmNX39dOVp7bzj0oTTTRxGdGUl0152UQTTVwMTuXmf3kqQ1ZP/06f3iO5+QeNMesA/qIxptMY85eMMXvGmCfGmH/PsJR1Y8yUMeZvncqaOWPM72P3Ok/l554x5gsA3/TQdQfA/w7Ab4ui6H+KoqgYRVEuiqK/EkXRHzt9pv9UJm6dysg/bIxpOb33O40xv2CM+a+MMQfGmKfGmF99eu+3GGM+EvX9u8aYv9u4nm3iMqHppDeRBP8zAGkAcQLhj+Ekcvg+gNsApnGyykKYANB/ev13A/gzxpjBOmn6cQD/CYBBAC8B/FEAMMZ0A/hHAP4qgLHT5/6sMeZtpYx7AGYA/E1PPb/z9N+vBHATQA+A/0o88ysB3AHwzwP4g8aY/0UUResAfhYAN3h/AsB/H0VRKbCNTTTRxFcPTXnZlJdNNNHExeD/COBbOJGb7wH4EMAfZvcncLKKfQ3ATwL4jwFcx4k8+jUA/jf04KmD/P8C8ClO5OyvBvBvG2N+7PSR/xjArdN/Pwbgd3jo+tUAlqMo+q7nmf8bTmT6TQD/HIB/FcDvYvd/BMArACOndf+PxpghAH8PwA1jzFvs2Z/ASUZTEz+EaDrpTSTBCIDtKIrKdMEY84vGmH1zsmfof366yvKTAP6dKIp2oyg6AvCf48ToI5QA/JEoikpRFP0DABmcGH714G9HUfTdU5r+Ck4ENgD8SwDmoyj6i1EUlaMo+gGAvwXgtyhl0KrNmqee3w7gT0ZRNBtFUQbAHwLw46Y2jeo/iaIoG0XRIwB/EcBvO73+l3CqEIwxrafX/7ukDW2iiSa+UmjKy6a8bKKJJs6Pv3MqN/eNMX/n9Npvx4lc3IyiaAsnwcefYO9UAfzHpyvZeZwE/v7zKIr2oihaBvB/Zc9+E8BoFEV/JIqi49NzPP4cXsvh3wrgj57K6CXxrsQwPLLxVKb9OIA/dJpdNQ/gTwjaNwH8l6cy/68DeAbgXzzNvvrreC0f38FJ4OHve+hp4iuMN71Po4mvNnYAjBhjUmR4RlH0ywDgNG2oBcAogC4AH5nX5yIZAK28HG64AsjhZKWlHqw7yrkG4EeMMfvsfgq6sbdz+v8kgDlHPVMAFtjvhdPyxtm1JXGfDgn5uwD+G2PMDZwY1wcxUdYmmmjiq4+mvHyNprxsookm6sWvj6LoH4trmozhB8ptRVFUEM9zmcP/vgZgSsi/VgD/P8e7vF6JHZzIRhdGALQptE+z3ytRFEXiPrXtLwH4a8aYP4wTx/5v0NapJn740FxJbyIJ/imAIoB/xfPMNoA8gHeiKBo4/dcfRVGoUZnFidFKmKiPVCwB+CeMhoHTA0d+j/Lss9Pnf5OnvFWcCHLCVQBlABvs2oy4vwoAp4rib+Ak+vkTaK4KNdHEPwtoysvXaMrLJppoopHQZAw/UC6qfRxrODnkksDlzxKAOSH/eqMo+hfYu1JeufDTAK4YY77huL+Nk+woSfsK+z1tTM3XP7h8/A6AYwC/HMD/Gk35+EONppPeRDCiKNrHSUrRnzXG/GZjTO/pAUHvA+g+faaKkzShP2WMGQMAY8w029sTh08A/EZjTJc5OfDod9dJ7t8HcNcY8xPGmLbTf98Ue3moXRGAfxfAf2iM+V3GmL7Tdv2oMeanTh/7awD+HWPMDWNMD05SUv+6WOH6D0/pfgcn+4v+Orv3l3GyR/PXoSlUm2jihx5NedmUl0000cSF4a8B+MPGmFFjzAhOzvH4f3qe/xsA/pAxZtAYMw3g97J73wVwZE4Omus0xrQaYx4YY76pvHsFwP/eVUkURS8A/FmcrHb/CmNMuzGmw5x8ivPfj6KoclreHz3VCddwIk857WMAft+pHP4tAN4C8A/Y/b+MkzM+SlEU/Tya+KFF00lvIhGiKPovcCJQ/j2crIpsAPhvAfxBAL94+tgfxMmhRN8xxhwC+McI30P5p3ASJdzASVrPX6mTziOcHEj04ziJQK4D+D/j5CAn7fm/CeB/BeBfO31+A8B/hteHPv0FnBiLP4eTFM8Czgrqf4KTdv80gD8eRdE/ZOX/Ak72SH0cRZEvVaqJJpr4IUFTXjblZRNNNHEh+M8AfB/AZwAeAfj49JoLfwTAMk7k0T/GycGXRQA4dZz/JZyc0TGHk9XuP4+Tw92Ak2Drwum9f4j4wOHvw4kT/WcA7OPkELjfgJPD6YATWZgFMAvg53FyYOdfYO//Ek4O1dzGyeGevzmKoh12/78D8AD+oEQTPwQwtdsemmiiiaQwxlzHifBuEytF8rn/CcBfjaLoz78p2ppoookmLhOa8rKJJpr4smGM+T0AfjyKon/uy6aFwxjzOwH861EU/ajnmU6cHC739dOV+yZ+SNFcSW+iiTeA07Spr6M2pbOJJppoogmBprxsookmGgljzKQx5tunW3PuAfgDAP72l01Xnfg9AL7XdNB/+NE83b2JJi4Yxpi/BODXA/j9p2mlTTTRRBNNKGjKyyaaaOIC0I6TrUY3cJKC/t/jZO/4VwrGmHmcfAHk13+5lDTxJnBh6e7GmF8L4E/j5DMGfz6Koj92IRU10UQTTXzF0ZSXTTTRRBPhaMrMJppo4ocdF+KkG2NaATwH8GtwclDD9wD8tiiKvmh4ZU000UQTX2E05WUTTTTRRDiaMrOJJpr4ZwEXtSf9QwAvoyiajaLoGCdpJb5vxTbRRBNN/LOKprxsookmmghHU2Y20UQTP/S4qD3p0wCW2O9lAD/CHzDG/CSAnwSA7u7uD+7di//iTNyqvzGmIc/EIbQeDtfzURTZZ+U7cc+HIGlbqWxZjywnCQ3yfV6Hj4bQ8r5MxPGCrw99z7v6m66H8FcjeD0EITxTD/2Noi10fDR6jDH4+OOPt6MoGr0QAk8QKy9PaamRmXfv3pX3AdQ/5zl4+6MoUsdN69uk/H6RkPzYaJ5z8X2S8rUxSypbfZDj+CbqjKOlEfUlGbtGjLtLvmrXtGfr1dtx75x3zl/EHF1cXMT29vZFM1RiG1PKy1Ccx9bRygiVF42akxovNbKupDq9kfInaV8nnYdxdcn6+HNx9dRDW2jZF403Tcd5xu2rAJ+N+aUdHBdF0U8B+CkA+OCDD6Jf+IVfUJ9raWlBtVrl76mTpaXlJCmAnq1Wq2cGtrW1tcboDDEo6Xkql5dRqVTsNe090d6aOqnMarUKYwxSqVRDnXRjDIwxth+IVuonF60+w5PobWlpUcuph/Z6lQV/z6WEON+0tLTYPtHGXytLOigS1AeuZ6gMAqdH/ub0yfZpfMqvtbS02DHWnKg4h98Hzv98zF084+qTkHGV/RMXsCDIeui3Rot81xhzRsbwMo0x6OzsvBTfaeYy8+tf/3r0cz/3cwBeyyT2HADYOe+DfFeWYYxBuVy2/cPlVKiTLudiKGhOhLSDQLK4UqlYnqVrGt+4ZLiU+fSb/ib66Nk4o1vqDCqX87gstxGQOodoAYByuWzp4G3hz4QEuEIdPepPKRfrAfWX5Cuum3yGJKdZ8ldra+uZa9IGoec43/D+0HiWxoK/w2Url7VUH/Evp1faInTNRaOU4Zy/pKwImXOcfo2fv/3tbzvffZOQ8vLnf/7na/o1iR2lXT+tQ9ZZI/fofTnP+XW6pslSLUiq0eSag1KuSPuTQDwRIsf4NRdtLplP+pbPEbqWVJ7E2V2yr+Vv/nyIs0+2tLwH4Mz85dd4GZJ23xj72kt99qZB9YfyTiPqk3qjHh+hEfT57NkQPekrs6Ojw2ljXpSTvgJghv2+cnrNC5dj6AKfDD4hJRlaKkYfXAKROyRafdI4cjEMn6ShDlqIsyuf0RwRl+Di9cjnZZs15RMKWY9LMGmBA03YyustLS01RkScEtCuhyoMrQ7OJ1zIS0MNQI0T7HLWXQaAZvxqjmloW1yKhcOl1JL2l6t+OWfiAhX8t3xW9qFLxmjlNqI9AahLXmqQRjdBm//0nOZoyHfrnRsuYy0UNFeSOOqNLlver1fZ8/rigqUXCS6DqG1x+sNXVsh9KavjjOJGQrYlzkHXwOdPUjnnmns+aA4C2SvawgUHfz6uXmpLyDzQ+uai5mYA6pKZmkPB5yLvL86zoWPO7TlZhvY7pByXbcWvaTaSfFZC8ofkOU2fymdlv0i7Vj4j+8JVfhL4+lTrf5fs9Tlh2rwjyMUL/pxrPKRODbFN45z4i4SktR6ZlrQO+l/7OwnedF9Jf47D5+u4cFGhmO8BuGOMuWGMaQfw4wD+nu+FJA4EOSauSJqvXM1pd4E/o0X6XIZHXFSF3gkJErjKdBnN0pHjz/nanLT/tTpDxqPeeuNokmWFTgJNCIQKA5fiod+0usEjsCH86msHL1Nri6998j2f8pW/4+ZLIwShHEfZ1jhFnHT84lAPP9eJxPISgLpCXKlUVMcjbvyi6GRlox7j0tfX5AzWE/Xn78hVSxdcDoNm4PKyNUdco1srP4QvOWjFUTNYGw1XHdR+VyYFf8aFOJlWrVYtT/GgIvEa/WvkHHPxbEhAmK6HOJ2+uZGEB6VsI9tEym0NXD5pz2j63+WgEL9r/cLn3pvg2UAklpnafJR9DYStwPn4iMrTynbRod3n4DaERoePVs5Hkm7iCV8b5bWktiL1hawnrm6tzZL/5Pu+eXleu4C3g//jNPPnfOW4rpN8lHajfCZpO6Qs1PwE14KQbJ+EXOTQEOcfaDTR/9o4+trwBu22Glo5fOMT6rsSLmQlPYqisjHm9wL4/+Lk8xh/IYqix753LkLga0qRK0N+PYQWTdhSmfx/DXyllK+sysgun+j1MBpPhaPy4pSQTGWW9LiEqKtM1zu+e+cROnHl+CZ5CD/wd+LokfXzNChej2ulM4qiM8aSVGx8vHgbfNFNrjgkr4VA8kPIu0meI0ijMi4Yof0d4lzE8dubNEDPIy9l6qwPvtV0XoYm5+Rqe6jM5Pcl74au9iUFT931OaFEl0/Jyntx5cWhHlouCklltOvZ80LTg/UgNIWZgwdoOI9rOpHX44KLl0L5PIR+TZZLGqS8rqdvQmj6spz2emRmKHyOkNTjcXLwPH1CNsp5MhV8tmlSeRP37Jsa/4uQkyHlnbfOpHT7nPEkMvqywLfVRFuccs2tRtsL50FSO4hvxw5duLiwPelRFP0DAP+gAeUAONt4rvSkko+iyN6XUS3ptNYz8biTJ6/56KZ9kqlU6sw932RMSpOMyLn2O/NIPvUVlcWFuwsy6kV/u5SbayzjGFu2SdYv/+a/5fjLFHgfvZw23ldyr7PLAOLPyRUTzbl2TWDJZ67orS9tW6ON+kG2S9KXRBlo/RlHT0jQSJajzQsfD2j3QgIzbwr1yMsk9Ml9rj5F53LU6V5ScFnCHaGQlXFZhoZ6Um4pzV/KZxnc5AGFOJzXcHoTDnqcoUhOwXmDEbwO19ayJH0ry+Yy1fWML5hXDz+HBP9CwcchaZYJpz00oOzbEqiB5hRfQY+bf0kCuI1APTJT8py0j+ICMKFzPE63uJ7XnnXZArKeuPKlPZjkfVcb4hYuXPeT9g9/1uXghbSF+kAGYjTbUtLoCiZq9k1I8FfzITQ+iKsrBCH2jc8Olvddc8U1ljwrgM524e/IvpB+mibzZBAj7p6vnS7a4/REUnlXz6LEl3ZwXL2QzpcvMsENLlcZjaTHNaAuBiTUQ8d5aJcGgrZ/JpQ561HILmWedFzijE1tMsSle/uEDKBve/C9L9vJV8xdNFB93MmnZ7XgiSzLpyBCDdyQ6z5nuh7+dKXx87plG3ldmlMu+yIkgnleZ+tNwCdPtGfrjT7XaxTKZ13Gh4vXtEwRDUkcfUKI3ODlhjiTVGaco9JIvoozvM6j5yqVig0m10uX1NH8Hpej5z0AyXVAkzT0iCYN/IA1jSZXSif1E12vZ9Wz3qABl4U80CsNaLmA4XOQ4rJQXDzlsrW+CtAWMgBd9vnmUr1zO44/zyszaNyTzLNGtTNpQCNJuUmCH4C+qJPUDvdlnfrqltBsZ5eDKcs6r/8S4pxr/RvyHtGnLWjF2V5J7H4XzRdht9XbDy4k1XeX3klPMgGkg6kZ6MDrQZYGXlLh4xMSxJBxBnJo9C/UaCUFLdvoe0cyjYvmEOfFNVE0Ze9ykkMEJ4/Kaas0/Lc0uiWdmrCUvORri6sNviAG73O5F1iWJR1R7qy76Nauuxwl1wo6pyeJkxfCJ/IZbTWffpPxKYMWvKzQegkhAZrL7qhLaLzDHQjg9Unl8vebTiHTHAwJlwOhlaWtprsceKqbHCxtnF2ryRcVwEnq3PgCaSEy+iKdKc1Io+tUP/+/0XUnfY6Pc6iT3drailKpdEaOx0GuYmp6qZ7MAlmG7zfXT/JUd9fBhlJnyPK/Cs550uCsr51JeFg6WFpfunSzyx4IrVvWU4+uTOoMNwKhdmRcGdrv89j559k2Ui++zEUDGVQN4QXXFkXf/HPdk/OR+0KuuRonq1x4E3JM0hkyrm/+DP8GQ+7z1uBz9JMKA60OlzMmmTWOUTWEGK8cWpSvXkdTizzG0eFzTOMiiyF0cWir4lKgxoHo5f9kORyNEJa0SsGFjY8XJa0hNJGh7DLgXO3jaflxbU2yNzNk7H2H4nHamjiBb67RfflZPs0hd41jXPnA+eeDjw/pYDHfuLscI99efU2uuRx6+a7rACf5jqvvXPdCg7X0TztwzXUIm8+h1+7RQWFJjHMtGE73tWCHS+Zx+evrP9f+Rl8fyLKlzpFyyNdeuWXKB05v3GFYIX0eov+1g614XdxB1+iQz4bQ8yWd8h4MnxwJOfwKCF+t0+Y55115eFRS+0ezW5I60/xQR998C2lb3L0kNIYgTg74bH5ZTlw9vvpdvzU6eX/7ypTl0rtSdoT2ZT1976Il5D3+viZLfQ61bwyjyL3VwdenWtm+Z7XyQ/S+r9x6dT5wyZz0EKdKUyTye7ME2Smh5dezGieNFCl0+YqkHDCpTGX9/B0fU2p9o7XZFVHkBkicwuVGh/wXqizkhKxnEnG6k0wmvpLgcwSor8mpDh0HHw3UVm5IcR72GVY+gSefc/UF72tXv7uMPK0sqtPXVg4pbLX6XQ47lacZ2q6+4OAna/NyNDTKoLgohMxTgkzZjqLasxRorJM6DOdFEnnLEXJgni/w5fqclCYz4+SaNDS0eUr3fPSGgI85p0meLxEHY+JPMQ9dWQidQyHj7DOi+VynQELc9iMXPUlPlefOr0ZbCELqTuqk+cB532Vwa7yqzY04J4546bI76j5QWzQbrZ5yGgFXcOs8dfN5Xc+2N7oX54g32iGXddRbfr06J2QVXZtjnJ/i7FPNvvyybZQkK8y+vg1dFI0bH9f9i+gLF+8led/3OwSXJt09dIVZM4gkE7kMA1LuIQ6uq25ftNk1AHLfNz88ztW284IEStxKPN3XFLNM+dSCBxrkIXQhCBF+Wv/7VgG136EC+ryKUMKVUs4zQFwBFY3H+T1Ob0tLC8rlco2CkOlBcWWFKnpXWa5nXb9d1wi8jdQXofRKWRAi3JPy7mUFjbvru9xAbZ/ya3Gop2984+Q7UCXU8eSHXbnoC+XterYBhPaJtv2G3g/lZcBvNHK9lGSs6uV5fhiTr8w4epMgzpCToHlA9/g4hPIF8YbMUElKbyMO5wsF8bHGL1xXE41Srmqn33/VIINvXO/KwKR2XcKlM5LqTvmO1G1x72o2gIte1zjLskOg2VO+eZ5UBkmHyGd3J61H03kSsl7Z35JnXNv1fDTwdvJrWjvOE9RLKmM4TTzNndtecTTJRce4zCT6W9p6cUhqS7qQRP6fF0l18qVx0kMQEpUISeXUmO48DKEZT9ohCTKQwI2FEAffVZ+PPlmXC/wZvr9TTkyiNw7yQB0XQgxTKdAkLS5Hl/pVChVXX7jGLM65DYEU4pzuUCeXhJ/LuCBhmJQPeLu4Y+cyIrS/tbpcz4Two8b3khYCf46CXzxyzcsMMexdvHbZIPdh87bKe8Q7cjvDeQy1RqFepZpkHzpQ65BwB0R+Xo7X4aLTFTjT6JTtiwsshs4P7RnXuQ0XCeKtOJq1/gqlU3suyfx01SPLIF6QOo7/5vu43yS4fqp36w/PgAOSrZJJ/qR/5XK5Llq+bLh0E/9fe447kJrh7tsy5irLdy+uDJ/MkuW5bAafreorL6lT5SqHg8toaTPTfS2wUs9Cn+u+HEOX/aHZbz694Quq+JzA89j2Lmh0+ng7tJ8bQY9L3rvq0Z5vhG6QNEl/ILRMKVckX/lwaZz0UKWjOU2+KH5cWaGd7oM2gZMocH4wFo/UkVEdcvgbrzfOoOGMoq3w8rrlabGuNvqCIy7hStAmW2hAhAvU0FV1X/2u92W/au+E8rDPAPQd4qaB8wu/Jp0V7RmfocHvyTHxjRc3YCXPxTnIMsvFZ5BqhlHcicyST0IE+5t0dpKAB9S4HKRrEr7VdB9kvzbCiXeVkWQ1neSia0XaV0Zra2tNedR3oQeJkmPvC17xlfjQ/ZJx0Iy6KHJ/R/lN8a4rCBE395PQpxmLWt2+97kejftsX5K5EifbNJ4OXZWWMvA853L45GjIWSSugGc9n0C8jHDNZ19wW74v7UmXg8afd9ESZ29oSOIsy4B/knddAYhGBLbj2n6Rco3rUVmXz1H23ef94uOjJDrivD4LRxIHNwl/xI1hI/ikEe33QfPtks5LXyDnK+WkvwloDj5dp2uNAneC5PXQfXS+SU2rxPLURRkN4++4/tZokCn6vonM75FxyvtZniCbFFoEmP+tTVbq5zjjgbcz5CC0UOEVUqZ0InnZ3LiXyk8aqUkCGr42hLTLNQ6h7/Pr2phptGo8rpXHnSLgrNMn78uyLlrgNxqusQgxnuX3wOOcjIs+1fY8jmsSpak5RyGpeJwH6SAfrU9c/B5nVGlzVXuWZ2mFGNWucigoEWoMxkGbR5q8CkVovZx/43Sp1EuhWWou/qD55dq+wMGd7bhnicbQMa4HnJ56ZGASHrws8OmQEJ0qy5Lva9d9NMjnGzkXtTrirsXV53s/RI9oSOL0yfpcZTVaT2l1uuRdnD7y/fY5+UmunwcuZ5rPj5CAHt1v5JhIOnx+TJL6NP9J3gd0X0Pa5a53NJpdvovEV85J543nTCIjYIAe0efvkbOrrcLFgXe8XFE+z2FbfNB8+8n5ROER0ZBVRxcN8jm+WiSfkwwmTyrXyqlnJS90omsOmG9lTvaXL91LE6wyXVDjP16+j25eh0xp5P0ad+iIpNcneORz8m9f30n6XbzkEk5JEefgaPe4M8O3PWgOeojBctkhgxHcUefgq4m+9l5UXzTSsIgzgDiStEcqTh4sk7KZGzGhdNZLlxxTXwCMyyMpk0nnXcQe4zdpPEv5aExtBhH1g3YQp6Zn42ReSBA3jlZOb6iRdh649BLRENdmV7vkFpEfltV0Oc99c4w/X4+D4HpOCxg0ysmRv4n2pBlTF8WzWl/K9rucqEb2k7SdfIsVWr/6ntfqS0pfIyHtIEm/qy9C6XDJuHpknyuIkISekHLjykvaB1zHaI66D5fqdPek4B3lUjTaaoc0WJLW57rOjSIN3EmQzq8MKJyHnjjECTNNQcgAhwuuIEG9E0hzOAl8bF3lc8NIPufqPzJiZVt8Bqh2Xd6jlavQtFpeTpK6XQrENw6hvMT5VhPkHK5+lHTxMnyRUo1+Pn98ciBk3F0K+TKD6CWecu2v5jiPMtP40cejjaqXg6e5hxqx2ryToFVR/rkb32pzXKYREP4ZyPNA29ri02shco3QCLktM4YaCR641HjBF+jWytKuhfCXPA/C9Ywmm+vtl5aWlppT7mVdoQFdKkOTrVoZrq/pXPaD5VxpzD6D26VzzsPLIbIqic0U50T66tTmqY8uWZamV0P7pxHyoBEOmlam/AfEt4v6sJ7gNw+shvZdI/ovxIak3/UGjOJs2PO2w1euZqfw37y/+W/Jy/XMScBtc0u/yoevrJMe4rS4jHzpIGvvy8kSJwR9HS2jKBoDuaKFmtOSNIojkSRKGieotGhYqFNWL62SPupXvuLFaXM5hIB/33NoG+L4iOqRtPIyXca8/FyPdHy1SS6DRUmEoO+duCCV71qII0dCUnMifMKWQwbBeF/ze765TY7aZXfWtSCQvHcexSp597xORSOgOaShCOmDkL2/PPAn5yL9nyTopQV3fUa1bxxcQTFXWT/McOl5fi1k+8N5gswakgbi41a6uS4LzVbj2UWaoxNFkfppUlfQ6rLzkjYnfTZYEkepHnkYJ5dD5XZcgE22J87uDKE7CT2uPtLoDqFDo1fy73nHRdbjmiPynssxjKvP957LdpXvhNpXrn++vpBtrcdZ1fhOoy0EGg1x7/raG9eX0lH30cXLJF1MgVCgVreE9uNXLt2dQzIyN8g1+CaT5oTygXEJlSSOS1w0UxOo/H++cizToGWdvsF3tTvuPV9ECMCZ06R5/9SrCOIMTi0DgQu+kHrlqdfywD4JKldzksi501IsXcJeOpGcBqpP0sodTh9fxfGnNk5JFRzfn8i3SMgAiLyuQds2wceS06YFOFx9IdNMJaQQJiH7pk9wPg/ixlvyita/VEbcNhHteiMMdV/6bVwWUgh889b3fJwcI17RghscoTL6ohBFkRrMaVTZBLlqfJ6ygLCAI42THAdJF/0fcs4C3ac+C0np5vUl/ZQf334Xx3uu7X0+yOCSy1DU2ukKkHGddplX05POxaS69bxzu573fTI/ri5pi9Q7XyUNrn47j47Q3tV0Wb3w2UOEkG2smp51tVtz0H3PxdEeiiR8Juum3+fpb85vF6V/zvuea26H9pfGB3zrJT37lXPS45xi33vS0ZJlau8A+r51uU9ZOgiaUKLn+aFCQO1KqhxoF3NwmjUDgyD3jGuMlGRChfY97yOedqrt605SvyYMtGCKRqMrAOPq4zgjzSWQZR9re9o1p1Fri+bIu6C1w6cUNBoB/0pkyDi5eMPVnzLgAJydV/JvjZa4AJeLTqlwXXNDzudGOZ0XhdBx4zziCjxp90KUkuy7UEXmg5Qj2opfI1c6Qxw1rX80+e6SnUnkbyOhfRWEG1khOrZeB0AG7iQd9dYp6earxyHOcNKMKUlzyN5r3nZppGlyzafjtTJ99cq6ZF+F6ncJOYYhTtllAh8LY8wZY1kD1wNxDqFPD/N3QurUaPfpR9d48rHWnA7NUa8XMqAU+nyS8l12X1LbQMJlY4aUd54+rDeoI/2QJPqF80Mo3aG2mK9O8tFC6/DBZW9o/Rk6b+k+7yPux0k70gdpp/h8pJDyLs0yUb0My9/xrcLxv0mZ+1ZsfJ3J9y3wcjRHn8ojyOh1iIBxCYx6BatUPvyf63ntbx/NSQR2XHm+fe5JzhTQhA1dkwYQ7xPNiHIFCWifIPGQTI3V+kXygyxL0i0PsooTPhwyjdsl6EL4gtPJ+0a2RQYwXIYIPSvnnpbCLuuQtLr+5vRpv6VRdpmNT21s5LhLGeW6H1KXrFNTcOdtDy/rPMaBC5pBBoTtp3VtgQhx9EPoSiLL4uBzjEMM/Eagke3h0Hhe1uvLZpDlhJwR4uJvF98kkSFS9hIvcJ7Q9IsLcfzIZbJv/Hn9SWyAyy4zQ2wTzW7kZcTpRnqOlyfL167L+iUd8r4rGyKO90Id0yTQ+sQ3V5PYLfXQkbRM7ZkQuZxED2o8EWprXcS8CtUFkhdDobVR1l9PuzQ7xqXb5d+u+jVa4ux9rTyNVte1kPZfKiedCx6CrwGuQxaksvMhbv+0Jlylg6+d2Oery8XsPsUg23Veo04qq1Dlxduh7VXle6aT7I+USimpUAg1Ivh9baL7nqUVFLlvVa6cuyY7ZVmEwOV88vuutsXxlnbPVWao0KE+8DkywFmhp40zN1Jd9WkI6SOtrb56LvOJxSGyScoJbb+//FsGKuiaq756DSDfMy4FG8fDIQiVSRov82vGmDNBNBmUSook7UhiELrqSmKAhtDD/09yWnRIuZwm+TtU1xBNISn/2tyopx316mnXe3HzkviCj6/LcafnXGXR9YsKuLxpaE5vnHMi33X1kxa8jKNFPh8SeAVOeKNcLp+Rv9I2TGI/xdF9HvssCQ30N+CW/aHzMAmdcvz4okqc/ZSk72RbqO6ksiWUb+k3b4+rPhe/J6XL9S7JaY2+0Dnjs9uT8AV/h489L4PrMN/4EXjmn7zGERJAsDTENcYFY8yMMeZnjDFfGGMeG2N+/+n1/5MxZsUY88npv38hrqxQxtCcFtfqpE+IJjFsfAaiKwWNr4DKVcSWlpNvd8v927J86RxozKExWlwk03UtFL7+STIW2n05WeialjpIkJNI0hQXoZT0JaVd1iH7I854lG32OSohxr+PD3xluPpOlhnabl4mp1/LApDCL0Qe+MbUNS98beVoxMqohkbKTAmXca1d58Emn9OuXT+vYxj6DIE7VZJeeSp1PQZjqGziIEfdxf/E5y55CJzVRb5nXTTVY9gRkgRQfTRIEE0h32CPQ1z7+DwNkbGSNv6udkq6azyS7Lum97VUc5eu8clZfo3L0iSHxtH7vjFyHbLJ6QvRrefBm5KXLnspSdtCn3X1mU8nuZ7XHHQOudjlo69RssCnZ0P7SHuPwzUfktApodkIPrsktBwXHY0IbrjsXOkrSKeZ06jReh76fH7becvmZWnlJeUzrTx+nesJWacGeZ30CZUTN09cOM+e9DKAPxBF0cfGmF4AHxlj/tHpvT8VRdEfT1KYqxFJB5TK0VY5+X3fAUVJlI7maCRdSQkxFOU+Nznh5N9EW1IjNKTttBfeNcFleb4DauSY83YBr/f5u5ia+kXCGFNjTPsOgXNB1kOQB72FlsuNytCJLqH1kesZoNah4PSSo6YFOUIQxyc0Lj46ZVlaIIqXF7e3VXPwXcZQSBtctJwDDZWZPlDbfXtcJbjsJF6lE57jZFrIOFMdvnuyHD53pYPeCOeApxNrOoH4zqcvNPjmpkRSfUFl8GCYzFTxgevHUPBxCTVW5XuhCDFyXecrcNSz/0+TF9o7vG7XPnWSR775Q+XHjcl5eN23ik7/+wJJktbz0pMAFyIvk/KABi0Q7HvGVY8WqHHNMzmnUqlUzXtaOXE60NWWULuI00X3tIBDnDwMcd7igpNxdIfQEEqL9n6SftOCAvUgziH12Tuh9nuSd7Q2Sj7w2Xnn0RdxfeEbnxDd5pN9Lp5xbStKokvrdtKjKFoDsHb695Ex5gmA6XrK4kaHdviYfI4gnR4aJK4weZlJnW/pDNH/8sA2SZNGOy9XU9jSadKeCTFMXPAxvyZU+T0ZfZO/eRm8nHomnEavqwwtG6FcLgN43X/Hx8fO78DKsjVhI4MF8l1tcmp8yq9zurVx5go2hFaNXv4s8Y2mEDlPJQkcyLGVgS8yOsmQkM+6hJRLEdcT+PIFdgDUGDmcntDtNknRSJkZB746qLVdcwi0tsv3+T3OQ9rKW5zS1OqPu3eeVHIC8Sn9T3wawv9JZFpIYANIzmNc1vEAHA80hNLZiP68CLj4SJOJLuMo6ThRWXF96JL7kn6gdr5xORsSiKC6OIhfpT6SW1xcNIciZLuRZq+Fbn8JwUXKS81ZCAlW0Li7xifUJnDRw2nwOURctlPaO81/3i4f7fxaEofRZ5Nr5SVBPbLWNR6+a9p1H7/XE9gJtW3q0QP19m/IOMtzMOKcU/639BdCnHytTJ+vEje/fGN8XoTKbfm8b87EoSEa2hhzHcDXAPzS6aXfa4z5zBjzF4wxgyFlSKVG13zKkDMB/5sEFS9Tm8hxKWIuBc3rqjfFmz+XZN9rnOGi/e0SPnGGhguybsmA9C8uYBHXZz76Qg2kUqlkjVl+r9EpzXGHSsmxClGU9I/Kjusf7b5vdSaJM0V1SQEu6+UGr2/8qSwu0EPmuUa/6zenm5cln3e1PWkKaRI0QmaK8gDUBvmkbJRjwuG67lK2/J4vNVbSFyrP5djITCKOpDKMO7UhCE0N53ycVNae16iVhlSosxQ39133Qumtp11Ek3a+AskN3/glle0uO0I+I+HbzuTjGSnv6e8ksibkLAENvvH0zXWtfC3d+qL2rjdKXvK2uZw0CU1/hPRRiNzwOWxyPKSejXOA4hx0rb5QJLUdQ58NtUO4HSX/afUlLTcJbT77RJbrG9cQeziOnjjdqs1xbQ7Xk2lFtqq2zSJExtYDOZ9d/BBCf1w9SeSjVm697T63BWqM6QHwtwD821EUHQL4rwHcAvA+TqKgf8Lx3k8aY75vjPn+1tZW7P6aGBrO/ObGinxOMmI9RgpHHENLptdoi2Mo6TDEOTYafEopzhBPYpRpJ9DGHZ6g0RHnhHK4+o/3NafhPG2Ve661cYxzBKRRJnlWS7uVZxnIOjlNnA7X/NBOTQ9ptwuyLt4e7VR5PiZxConvZ3cJYE3paQow7mTjpE5fUjRCZm5vb3vl3kUrRAm5qndeYz0pzUmMQN4n9aaa83p53cTrIbrFRVsc+Op/W1tbw4IXIbjouUF1xK0M8+suB9fVl9Jo1sDljYYk48p1d6gjG2f4+yCDB0kcS4mkgcqLCGo2ysYEwmyIuCCb1p8+pyDJeRM+fuNllEol5PN55PP5mu2EcTT6EOfYhPJRqBzSHFj6/zzO0HnhkqU++9JVTghtvjIaFQiJ60/ePi2bOc5GS8Lf9dojrvmZJFgRV74GV1DF9axGs1ZOKM4lUY0xbTgRnn8liqL/8ZSojSiKKlEUVQH8OQAfau9GUfRTURR9I4qib4yMjNTcc60cOspRjXJGY83/9FyjkWTvp3bdJQBCjO3QKJDr+TjGibvH78vDbOLS8+OCDUmjYdKwamtrs2lhrowFn6Kgez7DihsyfCJq5yHQdd9heASfsxNngEoDlu/nNsbUfCZOnlgdyg9SsMtxp/7jKZ88sBFqNPB6XYKyXv6JM0wajUbJzNHRUWcdMvjje861l9mVfaTJW/mutrJ+3j6Omy/1BgWIX6Mo+WqmBPWFK6umXmOC+o7er1QqKJfLaGlpQXt7u1PG+lKWzxuciMN50p7le66y4uRyaN9qv6Uc1BYRQvtQ03Eu/ogrM9TwDymD0+KzP1x9UM+e/zpobZiNGSLrXfflPOJ9I50HKTOTZLXw/yX4OSGHh4fY2NjA3t4eyuWy3boVtxDha3cI4uxR3i++9oQ6RNp9zUELdX585Wq0h9Dsuidtbq1sX3/5fBnt2Tj+DnFu6bo8XDNEf9N7oefFuMaunnGM+63VI+HyH+P4UT4n/8mxD6GV4zynuxsA/3cAT6Io+pPs+iR77DcA+DykvHoUqu85l1HncnzepOPuE1AhaCStocIthAZXCpb2Xde4Ol2TjP6XBg2nh4xWMmLb2tqC2nkeAyPUsfUJ6jgafH3oM6SkwNXodSkEX1u035pTF0e/ZlQkUZIh84GcJ40W/v5FpWsCFyMz4wJu0jGg9sm5yvc0h2RYuBx0bW766PXBx6/nhSw7zrB1rShqczck3VoGMEKCttLAIoOIgpCud+Icwjjjrp5+j3Oe4/iAvy8DoHRfZjRpdfiMNTk3fIGM0EwwF2iMXfOF/+ZbVuJ4jtOqPRt3aJwrcEDluc4IqsfYTIqLkpdJ7Eg5T+V17dopjWfOTEriqNPfxKdk07a0tKBQKGB9fR2zs7NYW1uz5+645FhI3a6+0a6H2DIab8TZHK7y4+h1yXLtWV8/yP4OgSsww9sn2+BzBH3jFiLfXWVLPuX35XXXGMa1wffbhRAdn9TO0frTNUby/bix9wU5ZL0hdn1IP53ndPdvA/gJAI+MMZ+cXvsPAPw2Y8z7ACIA8wD+zZDCpMEoQZORT0o5ALwMvm9Nm7QuQzJOecW1wfWsK0LOjWafQtTok0yYdGLICay13QX5Tj3MyOuW5wjQNVdZPgFPdVFwQDOQSOmFGKb0LB8r+Yyv3S6BJpW8T8Bzw81HaxLIsl1CTI6Ti0bXb62/QtrhE6a+NktHVM5lOW9kG0PGtU40VGaGwuWkab95P/DDrpKAypCHZWn1JgEfu1CZHAqilfSC5kzF1dnS0oJ0Oo0oOnuOhKvdnFe5jgN0mUCyiA66o0OjfO2SzgJvk2zjRaMR48bHRzu8jK7Ts/VA6wteV6i+lTKI3uMpygQaW/5eUno13k0CKR9lmZxul05vIB9dqLz0OU8hOju0DqkzQ20k4hOSTS0tLSiXy9jf38fc3BxWV1cxNTWFmZkZW26lUol1QjRZ79LdPpsgCbjcDnGE4hzcpHIkbr7GObIuOlw2s+aThNChvZuU3+Kg2Tzyfe5ruWx7Fy/Vg7h+0cY9lAeTzFmXHZgELnu4XpzndPefB6DV/g/qKY8UgU+phjqPcQo6bsLJurjRSuW6BCE3UF1wGYIa3TRJzmt0uOiQtCeBFCZJ3neNZaVSid0Hx8crScqhy2mLc0bonVB+onJd/cIncUi2hSzH1XdyX3BSgzKuL0JXCHlZroCGS5C5yg8R0uQcUb31OpkXhUbKzPM6O1ymxc01n9FH0LIkeOAtrh5fXb7nXfVrZZ7H+ImrBzhpM/+aQalUOjMP6Z6Er39I/hBvd3R0oL29HZlMBvl8Hul0GqlUKtYIfZPwZVKEOrcc2jtypbvRkPqFB3pD+JnK4HAFBaUTJXnb1T4fDa4AQYgMjzOY31BAp6E2pkSoHajpqxDnNYld5HN2qtWqPXvi+PgYGxsbmJ2dxebmJrq6utRtfC6nidfD2+QKvMS1M4mjpJ3LpNXFafLxmssW0NouHX9XgMmlr2R/+XiF01avjR0iy10Otva+jx80G4zzuc/fcb0X1watHJ+t4dLV9QSPfMEJKX+1OeIKvsiytPGox+Y4z0p6w+FTzJrTLMGFFV/BkY5DXF1x9fAJHBK51vaIJh2suEhVPUpTMlYjI3ZxkcZ66XUJV7qvKTgudDUH3QeXANIMTp8RniSqxsuWhqLsT9d+YNkGOdb8msxi0GjVMh1ciAtQ+WiLg68fyYnRDtKJK09eO49QfVOImw8+uAymuPbyPo0LWmp1uRAi3300hUAaX0kdO5cRRH1SLpdRLpfV7SU+vtUCWa56aftKuVzGzs4ODg8PMTIygt7eXudn5DRak8y7UNnF+TFOnyYJKGj9zvtMa0e9e+7l3Je0yECoDyHnKMSlo4eUT7TKexpkm0L5Qdo5LkM1VEe8abgcbS2QHSf7k95PartpcoPozGazWFlZweLiIvL5vF3U8JXHaXDNT61/OKSDm1RnHx8fnzlHwxWk4u8lkTmyPS5bjxaB4srm8zMkUCB/+5xmF6TtF8c3Sexqbb5KfpBjoTmsdE8r4zLN/SRBEYKcJ1r/avNbe1Y+Xy8ulZPug8YASaNVmlJMMpA+h1wagK428L/jIuSaY3VZQOMR4gRxARn3rVjtwAofDSE0aX1cj0AJabNLwbnecaXW8j3C5wHvR9/KMrUtZPWd7sl9oy0tLTZQpgUwQpyQuOdd46Yped53Wpq+9v5XCaGZAjRWIcETaczEyRzfMxpfh0AzFELekXAZafWuurr0Dcnqw8NDHBwcIJ1OY3h42DrN2qoMfzfEEKUyaKV+d3cXCwsLKBaL6OzsRG9v75k2A/HbSrhB2Ag0ujwNkn6XfPchzsGS1+Lkg0uOy7rq7RuXreALUGj9FLpdSnPmqWwf/Rd5psd5wccjLmCkOTSuZyVCbKIk5ZBNVCqVsLOzg7W1Nezu7iKdTluHN648X/BM8mRc4NpVjqveSqWCYrGIXC6HVCqF1tZWtLW1BR+o53MENdrjHOokdrp8Vz7jkyMu+9QFGeTSHHVXQKdeh1TS5fqfO68uJ15rT71yWKPVZUeHBpdC69TqksEKFy0++urFxXwE+ALAO8i1B8036V0GWohw4/9keUCt4qJVPG0PsTYJZVviUr0vI3zRRBdcyoJHLmWfhzjuIZCCJckqMRf0cXVI0OFlcQ4Tfz/OseV0kyEnVzw4vVzAaoqXxiDUmKM2SYdIoz9pH9cLY0yN88r5yleH9txXbS6GwieXJOTYuhwj4CxfJnH4tbpCDTnt/Xrg6wNt3nJDZWtrC48fP8bTp09xdHTkDShJXvPJwyg6SXUn4zafz+PVq1dYWFjAwcEBCoXCmXnOV4t8RuubcqrqHZckjpXLkE5KSyitofvHfeURf/NxcrVDyiK5qq/xppyHPjrjdI2vnaGy/cuEi2fiAjZxzoFWnvwny/H1FckNCniTQ7uzs4OlpSXs7u6iWq3agB3pX81m4nRqska+c1FjWC6XUSwWcXx8fMY+8c1r6RBySHtRviP1eFtbm/0Xp4vi9KNLrrrGwPVeCF9pZYbQ4qvf5+xr9rzLeef3L4p34mRrXN0uf8J3X17z2QWu/nKNbRyPSFxqC9THwDLdzWcMaRM/6WTiDkwIva5nNVrJoNKcI/n8ZVOGGkOGGBmc+TUjxeXIuiaE9tkjvhrtWkmVKYNxBpX8vx6nMy6gJKE5j8aYmjK0YI+s31cfV2zBwoOlDcvPuAFQV3l9Aow7ZfXyOKUDuwRuUtTzzptCkgCCJo/qSftOwrOhfZ7EUGkEbfXAtU2KrlcqFezt7eHJkyd4+vQpDg4OANSuQLgMSc2Ils+3trYilUqhUqlgbW0Nr169ws7OzpnyiMaQ/koy7i7j2QeXYRvCE67nNFnKr2sGuou2emng97lc1jJ3ksiyUAOSQ+pJ6Yzz+0kDjpoe9/XJZV5FB9wrbXGOSVwZIfDxs6suOgSutbUV+Xwe8/PzWFhYQLlctttbcrkcjo6OajIVtfLiHMM4vXweaLadJhNdfFVP/dKppzT7dDpt9/fHzU3NUdfaFke/fF8L3tD7ITIyxJ47D1w+k6Rb8pTrepJ6tboa0V6tLFd53NfT2pjU5j/vOF1qJ11CMo5mZLomjeYgSuOIw+UYa04fLzdudcSHegyhLxvc4eQOt4Q85Rk4K5TI8SyXyyiVSiiXy3blWdZJZfG6ND6IC8RoQZE4yCyJOOGlGXFaea7yNYdF/qa+89XjKkczpl2Q84grO55Fwk/K5gajDzI44xPOLpp5m+R1TTZofRK3R/iyIAl9rrHnPCwh53WS4BkApFIpaxC5nnHRSHX5EBp0CgVvI4HLet8eYADI5/PY3t7GxsYGjo6OYk9a1sD5lGQhALv6s7m5iWfPnmFjYwPpdBqDg4Po6Og4Q2+cbouiZN/5DqU/rox65pSrPs2xAsKCp0kzNFzQDGvqf23OnGfOUtkh0OZPSIAklD7Xc5c980jKBZ+DLh1JPp71BKDkfZfTRuB69ODgwB4W19fXh6mpKRhjsL29jd3dXRwfH9foLt8WEGmr+GRavXOE9x/JpGq1iuPjY3ugJtWfJJClwRXc4vUDr+XpebOzXM60iwc0h9N1PY6PLiKIElcG0aPNC83+DtUXoTYnf5afN8Tv+RzuuHnmQ4iTrsmKRtqOl06iagzKJ5o2YeS7rrQsEhZaR/uMGSmU44QxFwIuAaK1Jc4ITmJ4XqSDz+nw7YmNY1xJo+w3377seoweCZ8g1PqPP69FWblzyfmGQ8uY0NoYmh7s6h+6pwUI4oSmT+Dx/2mPbGtrq2qI8v/rdbikUuPlyt+cF12pn675KK+HOpaXBS6ejVO+gP+sDRmEc0HjdVr9jcs+chkvRJs0LrnCbiR8hq3moGuGOrVXM0RlG1x6iP5VKhWUSiVbbi6Xw9OnT/H48WNUq1XMzMxgenoa3d3dZ94PgU92+OAycjUHRLufxFjy8TXfWxrifDUCXHZrfCCDkjLgKFfbfSvurjnhwkXKKp8jJ5+7rMHNUBkZ19eu+etysOJsQF5OFL3OCqTPrpVKJWxubmJ1dRXlchkzMzO4fv06WltbsbGxge3tbRQKBQDxn1MNaZ8Poe9Jx6VYLGJ3dxd7e3vI5/PW2QopO9QO4n/z+ltaTk7F39nZwcbGBg4ODmqCGqH9Ecfb9cg1bY7HlRPyjKse33shvpX8zWWda+XZRVdShJz5Ie+7dHVc/dzucQVlQhBnU4fg0jnpcZ3pu59EIPkYnTtZBG6oxjno0lnj4FF2elb7l4ShvgxEUVSzz4eu8aiby4jm/U7P0+p5tVpFOp1GR0eHPRiFHEGXUPcFPTjk/lg5PvUa/XzMfQ6NHONQ+Aw4TXBIxypuhV2OVRJ+44Ex4CRFj38jOqSP4wwi+T+fOyHKRl6LU7S87MuawlmP0qBx4pkCWhBHg+RZLduA3ycHk1aCgTC+4kpf0qjBZ1jUA9lGqaClcc3ra29vx9DQkD00jjuRsg6XfNcMfwqCbW5u4vHjx1hbW8Pg4CBu376Nqakp9PT0nAmMhTgZ/PmkcM0Lbhhp5SfVZT4jL45nfXqfI7QPOD+4Altc/2l1clnJn5XPaDT55PibkFNx/XSZV9F9DoPLqXbZhzII45tL2gKFiz+kvqY953t7e1hZWUEmk7Hz/vr160in0zg6OsLe3p49l6KebRZaP3C6fTLY5WjS3+QEHx4eYmlpCSsrK8hms2fq89k38llX+1yOY2trK7LZLObm5vDixQusra2hVCrVLNpJmczLCdW1oc6v713NqdbKjytTPuv77StDK0/rB6kr5TtxSEJL0ndC/DbgbFYJd9J5hlroXAihMQSXV6p6oDW8ngiHTOek63SPpzmGrETGIc7Y5A6O9m5oG7nzG0dPHNP54NpbRPdkPb5xo7LocCRyzOMQ53z5Uv5C+9onbDTjKNTBkHW6UtWkY6o5p2TMSzp48KAemjRFKq/zseIH4/G5JVP44/qgHidUUyIuw8kVHW1UGuxlgsv44L+T9HPIWB4fH2N7ext7e3sol8t1jWNcNgk5SnEOZ9x4+jJRQgMLJAcHBwcxMTGBrq4uGBOfQaLRSgGOlpYWdHR0oLW1Fbu7u3j69ClWVlaQTqdx7do166BTKjzR6uNhLkeIdu0ZX7tDnGOfg9zI+eWa675sNG1blKtMfk2rq16jXJbjGhNZFq1AhuyXdW3LOy/Oa59cJrjGleBz7H1b5ULK5M/LoDqVf3x8jLW1NaytraG1tRVXr17F1atXMTY2ht7eXlSrVRweHtrtNSQzfXJHGyuXXtDaIOnX5jV3jKrVKjKZDFZXV7G2toZcLncmQOUqR+s/2ZeuOci3Gx0cHGB+fh7z8/PY398/sxXJVY501DWE2opam+mdkPYkcdB977vgcq7l7xCb0EeTTzfxsmSgJK5cXztCytEW2LS2x80djZbz4NJ8gi3OiQN0I1y+4xKccQaXHBhttSnEyJBOqyuCE8J0oUbieeCrw0VjS8vJp7ay2SxKpRK6u7vR0dERbIDxCCY5yny1PJfLoVgs2j3ptLLOJ5oWSOF0uxSVHMNq9fVnrOIiZVqfyBUVPt4+PnWVq63QuMYoJI1YPuPiRdcZCz7a+XXqw1Kp5KQ51KiRe2qpT/nzcfvGib98wlPSl7SPv0p4U4EH4rlcLoeFhQWk02ncvn0b3d3dNUE9TpNMWw7ZyuJL0XfR5Son1Lhw0WTMSSZQoVBAKpXC8PAwBgYG7Aq4NK60OrmzRjKxvb0d7e3tKBQKePnyJR49eoRyuYz79+/j+vXr6OrqUmnlsjGJDOLPxeljbS5zuQzoB0fysQ4xYKQccLVDyg8XfIHlEEiZwvUHp80VCJBBgnrnZci4vgmnOc7OucwI5YGQvpYORkh/8OdkmjrN3Uwmg6WlJezs7KCvrw/Xr19Hf38/jo+PMTAwgM7OTmQyGet4tre3J2qPvOYLLrjaLZ0h7b1KpYJCoYC2tjZ7an2IXezT33JcNBkRRRFKpRIymQwODg5qZFNIMEPzOXh9/B6vU+vHUD3j65c4HyiJs6j5Glo7Q8Cdal+g4TzQFkqTzl/fPblyTu0gftX0ls9u5n+fRzZeGicdcDsjcYPODTYyAiTDae/L9DGNSWWHcyVbj2PD77W2tloGoHddQo7TRpHWuIkXMinqmTgk3DY3N7G7u4upqSlMTk7ak0UBf99w2rlBmkqlkMlksLy8jO3tbZTLZbS3t2N0dBQjIyNIp9O2LLlCzOv0CTntPfmOJhDjIoku/uRt9jkWLseFG8XS8eZ1a3NBo8FVt0tAxwkX3m65/9IHLsx5/Rpfu5Shz0HnNGnCnfrTRdtXDUloDjECXPCd98ENoEKhgNnZWXR0dNgVX15+nOxyObKhfBraH3x+SVkiHSpXZo8xJ98wpv2WXV1d6O/vRyqVQqFQOGMIaHJK8r8xrzNjtre37Sr69PQ03n//fUxMTKBaraJUKtWsoHGaXen2cQEOzcF39RuHlENJ30/ynMavcQ4GdyjqcdKNMTV9rUHTR6Sv5X3p0PMx1Orm7/H2y+c13dEofBVlYwhC9LcviCv5UHMYOTSdRrzFz7XY2trC6uoqCoUCrl+/jqmpKftt9KGhIfT19SGfz2N/f79maxFlZmh0a3PHJZddMtgX4Nbspba2NqTT6ZoDhCUfu+avL1Aq6+Ll0tcwstksCoWCXewZGBhAOp0+44BpdGuOt++aBpf94kOIcxfn32jt0MrkejXEf9DGSjrokp/kbx9f+toRcl3jZY02rV1A7YGNcvumHBfXmMbpoiS4NE46V5whDC8hHXXuMCalQ6NLg7aSy/eyaspRY2CCy0HxBShcE1UaTBpCJ6EEMe/u7i4WFxcRRRE6OzvtZ0F8oPaQQuEHS+3u7mJ5eRmzs7PY29tDa2srBgcH0dnZib6+vpqTojVa+aqGS6HSShXR4grouIy8UGfANXl9Y0HjT3TKVZoQ3iDjXqbyxxlq0mlNMnfOK2x9CiQkUMDfdc05X52yn0JWcr9s1CPbzlseN/x9zrYxBoVCASsrK+jo6LCHGpFc1D4TFOIYyvr4vPc5XedR/sQP0hiXjlU+n8fm5iaOjo7Q3t5uT1wP1WvUN8YYpNNpOx/39/fx6tUrLC4uIpVK4c6dO7hx4wa6u7uRy+VQLpdrZJ4WaHAZaXE6xNdf2vyJ0ze8v+pFqFOuzXdtG1ESWvjY06FeXFa45KArKKKdf5CEJspoC9FdnJ6LQqNl0kWDzw2XPEvqvBBCnEw+3vx5sqH29/exvLyMvb09dHZ2YmJiAt3d3VYuDQ4OYmBgAEdHR8hkMokzNHz8kHRuuLKhqJz29nZ0dnbaevnilIsul5Psss3o/yg62TZJweKDgwOUy2WMjIxgeHgYIyMj9tvzmu3nqkODFohx6cSkSELDeernPB4SSNAcbtf9EHshjr6k+ilJ2VQmP7+A9CnNM7JX6MsAPCjxJnBpnHTAHwFJ2iGa8ON1APErCi5m11buueDx1Smvu/ZVSvo1ZRI3GRupNOU4lEolFItFZLNZbG1tobe3F8YY9Pf3n1kpkm2rVl9/WqirqwupVAqbm5v47LPPMDc3h1wuh46ODvT19aG7u7vmYDrZRnk91CAGXq+MxaWGJlXKIecXhPBIyApInMPrU2yusjTFo0FGFzndmqL11RVHk49GTV5o72tKSJt353Uk3hTqkYu+91zBQD5vtSwFTRaVy2Xs7e0hnU6jUCg45Sy/Lp2fkL3PScADqa5y+DPUNskPUgdEUWSddNpLzrOkeP/ItvH6KpWK3fbT0tKC/f19vHjxAl988QXy+Txu3ryJ+/fvo6+vr4YW2SaX/NX6wtVPLsPVZdQSaAwbZajyerjx78uEke9JOrV+CaEtaTCS3pH8osHnaMvgB/EPX6F3OZpSjyUZg6QBjHrl0ZeBehwzjQf5exp/hPYJf5ZW0dfW1rCwsIBSqYSpqSlMTEzYdPZUKoXe3l709PTYYF2okx5CU1ywR/aZ72Bf4PXqpDwvw2WvJXHQ+fP0LNl2lGUAAFNTUxgbG7PyUwbjtXN7NN0m6XXZXJJ2/oyLfh9CbSaOEN7Wxs0l6+SY+JzVehzyUPokXLLc1/d83KMosmdh0dY1AEin09b/AE78Hpcd6bNzz4NL5aQ3CjJ9PU54AGGTJNTh4uVq0AwqXkfcpA5x0Ok3jxLFwaXcNcamvcft7e2oVCrIZDLI5/Po6+urmbxcePK2cSM1n8/j5cuX+Oijj7C3t2cV0ujoKEZHR62j7hKY9cLVL76DhVyTkaCtNkpIhaP1tW/VUttuwcdaliVTzPj8kHPEJwB9fc1XdcjQkLTR365ykhp59HzIvPQZ6fw5zRH9KiOpwa4ZetJRl8/LbI8oilAsFpHJZFCpVFAul1XelOMmUw4bbfS7HGVX/dzh5Dwj52gURcjlctjZ2akJ/PG5JqFle9En6wDYvajPnj3D6uoq+vv78d5772FmZgbGGCt/tRT8UKcg7rqUKdo4y99JsyHqRZxOk4aUlh0jedcHzTmTf3Pw7RKhdbj6VPutyXnutBPNku5GO9GcviRt/TLh0nchesm3TU57x9ffmqNH7+RyOSwuLmJtbQ0dHR2YmZmxX40ATuyurq4udHZ2whhjM+9CHbi4YJv2DIfP0XTZSFEU2YNlef9wG5WPi89xd9VrzEmauzEn2U07OzvY29ur2TYpA6iy/VIG+mxtLejA26v1gXxOo0Pr+zjbU5YXGlSUfOgK+Ek543JWeVkuhzlJoMHVHlmWrz5ehtQBXG8dHx9jb28PW1tbKJVK6O/vx8jICHp6etDS8vosLVmvpE2zTeuVvZfKSZeTDTg76HGKwJXu7GIquqc9q92ja9LA8gkPwJ3O6fodJ+Bl+XH3Qx11X9mcKcnw7unpweDgIPr6+mykVGsLrZ5H0UkqEh0El81m8fz5c3z66ac4ODjA6Ogobt++jatXr2JgYAC9vb0q3XI/v7Y3jLdbBgc0Y8clGOOcWA0uo04KKk1w+MrUhKCPtjijKa7+JMKUhBh3XjTB2UgnzGds1OP0A+fbLvMmUW/f+YwH7XqSeow5OUQtm80il8vZlZ84WSnLkM9p85KQ1PmgIFKcLI67Xq1W7afWcrkcDg8P7ZYfMkhdvE9t4AYq7TXd39/H/Pw8nj9/jtXVVbS3t+PmzZv2AL5isWj3r/KtMbwv+PxLiqRzJqleSQrpbMZBBhXke3JrWqjs1SDHNzTo78rqkPX57BDteSkL6w0y1iM3Lzs0xzlULsm5FLeF0GVvaoa73IJHWwlXV1dxdHSEyclJXL16Fb29vZaOVCqFdDptHVLaO8vr4g6XNp5xvB/nYMj7cXxA/BjXzy4aNUeQ00byuLW1FeVyGdvb2/bTdZOTk+jt7UU6nUa5XEa5XLZ9F9dPobS6bEf6O6nDFjI+PrstaZtc/et71heY0Wy/uKCWrD/O7k7ap/wZ2hJKepSy4WZnZ7GwsIBsNovBwUHcuHEDN2/exODgoNXtvL0uP+m8ti3h0jjp3KFzGRc8vVC+J42F0A7SGMcVLOC/uSEkEZLuS89p9J4nXZDolMaCy3CRq6oaZNAiiiIUCgVrhFOUl9PgM3jb2tqsIH358iV+4Rd+Aevr65iZmcH777+Pa9eunfm0EFdA0uHmY+E72EcKDFfgQrZXG0tNcfBrvtV4+V69cBlmmhPC65F7eF3CPE5A8uepTHkmAe87jXZXefWAOzxauZpSde0/v+yGp29+hdCuBSJCV4k0B4PKaWlpQaFQwN7eHo6OjjAwMBDkRMtVbC3oppWh8XlcXdKJjQt0yTZKOVCpVJDP53F8fGyNZwBnToWVbaB3eZr/8fEx5ubm8L3vfQ9ra2tIp9O4ceMG3nrrLQwNDZ15x9UvvA6X0cBlfhJ9GYKQckMNewlXpgvfOiadJP4M1x9xQX+qX27LcPG0zOLjK+occfOX16vt9dXe8xnBPpzHqAxxXC8L4vonxBHw8QqNVUh/ak4JOY1HR0dYXV3Fzs4OUqkUxsfHMTo6ivb2dpRKJbtvlg7bjaKTE8xpC2GIbo+jUfKhTz9qejVOd2jQ5lWoXiZaSY5ms1ksLS1hdXXVZhyk0+kzOt9l68myff0XF8Dg9HFo9pnP0deuyzGSPJVULmj6lvcRr5c/HxeECPVdQvrSp6td9qbr/Wq1ira2NkRRhPX1dXz88cf47LPPMDs7a+2Xhw8f4vj4GHfu3MHg4CDa29vP6C6NpiQBEh8ujZPuMpaSOAq+wZQOdkh5kj7f7zhoxgG/R6su0kGXDpU2QeTfocohDi7BVKlUcHBwgJ2dHQwNDaG3txcDAwN27ymvg0eJSakAJ9+tXFhYwEcffYTl5WWMjo7ivffewzvvvIPu7m60tLSgXC6jVCqdcbxkG6Swlf1Bz/AABg/4kKIL6T+fAqH2cmhKSeOdkHFxvcdp0cYsbi+xbFMS3pbPu/aKxim/JMLM9axmwLoUrE9u/LDCNUfkXnDfO65y+UoQRaQzmYx1VLQxo3v0N3esyJjyperW45TIcXel6/NnfIZDS0sLisWi3RdKBqHrXa3/W1pa7Ir8+vo6Hj9+jC+++AJRFOHBgwd48OABbty4gdbWVhwfH5/ZC8shHQUftPZLxPWvvC9TruMQ6qi7MgV870i4zhaIg1aW7zwGDo3OuKAVvROyCt4I2ZVU5rtw2Z10wG8vatd9WxMlQnW9pIVsJspE3NzcxMLCAgqFAkZGRjA5OYmuri4YY6wj3tbWZhc7yEmn/bI+SPvRJd/i7G7ePunAaTYSX0GvZ9uFz6bg/UcZltvb21hYWMD+/r49YI8WhmTgS5bnqt8X0JDPJnW6ZXn1zkfNoT4PNJ9Mo1HKaHpGK0feS2pvau9IH8kHGh9y0OmrUrOzs/j5n/95fPTRR1hfX0exWMTo6CjS6bR1zqMowtDQkD3cVVuMa2T/Aw1w0o0x8wCOAFQAlKMo+oYxZgjAXwdwHcA8gN8aRdGer5xQpReHuMifdHY1R8Hn7PHrRDMxpevzEq6yyUDS0u404cfLcgUNXGVo15IKAzLAisUi1tfXsba2VrNXgxvkMlrV0tJilcr+/j4+//xz66CPjIzgm9/8Ju7fv29Tumi1KC4dMJRXNMXr4jVXXyZBEkfQRU8IH3KF43LQXY566FzjY+lS6FLxy3d95brgG2OXw6m1VWsHQduSQNcvwuhslLwkJJ0HHKGpsL6ytayFo6MjrK2tIZvNoqWlJdYJdClergRD+DXE6JYBRKJB0sTTyH31UjDx6OgIANDd3Y2Ojg5VB1B5VDYFNkjhb25u4tGjR3jy5Amy2SxmZmZw8+ZNm1lULBbtar3sUxl45G2RfSHbHwffPAiVny4klau+oIKrPb6ghm9suTGnyT7fijq9fx5bRguaueoBcIbXQuXXeYzKRjn4nvLn0WB5yW0/eY9QzzaBJA6ZlHnGnCzQ5PN5rK6uYm1tDalUCteuXcPExIQ9jZyeJRlFTjpPd3fR46qb94nvfZ8eprppbvKsliiK7IKL7B9eZ0jwylc3ZTDRqfg7Oztoa2vDyMgIBgcHYczJnmP+rq9tnE56vp75HOK8aX0fEiDhz9dDW2i9Lnp5YIbrTL7YGBqU4M/79IqvX1wBBf4/6V6aP8YY7O/v4+XLl/j000/xxRdfoFgsoru723596uDgALOzs3abxNjYGIw5+5UC11jXY7cQGmWF/sooit6Pougbp7//fQA/HUXRHQA/ffo7Fr4UYRJijUJcp/GDOPhAUIe2trbWpGP7yuL/E7RInsvR0d6XzpzPoW0EeP25XA6rq6vY3t5GFEU2E4DvwZQr6B0dHahUKlhdXcWjR4/wySef4NWrV2hra8PDhw/x7rvvYmBgwJ4YXygUnJFhbez4ARAcSQ1M7R6NR4hwcIHGp5FjxB0YAq2I0vU4un30JFEcPuF40eCGtIuuEGhG+AXh3PJSjmuoAqP72uFXpGhlPfQM5ytX31SrVRwcHGBrawvHx8fqZxP5WMUFRmUGjQYZeNTarb3jAn8+xHAsFos4OjpCFEXo7u62xqI0+rXUbG6cv3jxwkbxx8bG8O677+LWrVvo6emBMcapH7Xgnvwnr2v94bpH5fOx0vQTl0dJV4F9ckUzEGW7tPfiypDPaeCBD23uaFs+uHPvahOBzyvtmTh9Jh1O/rcvwO2bS+dxRC4IDbEvAT+fn0dHyzki66Nn+LOcn+gE6aOjI6ysrGB3dxe9vb24du0ahoaGAJx8MYPLI3IgXEFOXpeLnjgZoQVRNR3v26NPTjqtYst5L+vyyXA5r2me8U+uLS0tYXFxEaVSCSMjI5iYmLBnIPFAh7QbXHpCk6WyT+PgaptWDtVzXqdbyus4uRniTPM2xMnYkDJdz8XJ9KQ6jL/DfThjDDKZDNbW1rC8vIzDw0O0tLRgZGQEt2/fxsOHD3H79m20t7djZWUFr169wu7urh0frT55/TwOOnBx6e7/CoBfcfr3XwLwswD+YMiLnDm5IKO/famTXDnxPY5ycLTyXeCGB9/DRv+Oj49tVIY/T/XxlTqXYpBCSwpxfk+jX9uHJ9+N2+sTB973uVwO6+vryOfz6OrqQltb25nPDZGTnkql7B6OtbU1fPe738Xnn3+Oo6MjjI6O4q233sLbb7+N/v5+ALB7q/jqPO8rudc+KWS74wI/vskmjTY+HhrNGjSDwCeMXArZJ9Rd1zVFrN1z1a/dk/O3EZB1+YzzEFr5dbnKFrp61WDULS+BcMOay0ee3l7vOEmZl0qlkM/nsbW1haOjI7S2tqoOqw9cZrsUf1K45ChvgwuuIAHnkUKhgMPDQxhj7JcofMYCyQQK9FKK65MnTzA/P4/Ozk48ePAAX/va1zA5OWnrAF7vW40D1ztcH8alt2sIMUjldde5KiHv1gMpd7SsPDl+SdNuNZ6UZylIB92nh5PK7LhtDNJwDF1Jl3ZWUlywg67h3PJSu6bZcL4AiizLZ3/5QM52sVjEzs4Odnd3UalUMDw8jKmpKXR0dNRs+yMepG0y2lxz2XpS50tdF2cj+5ynkLMdXDLdN1+lPUH/84UZ6sP9/X3Mzs5iY2MDfX19uHbtGkZGRpBKpexKvqzDp2dcvkMSuOwP7Xfcs/K6a2ykHPCNY1zbXLae9pvbT3HOqRxP3tfatjtNF8uggcs+pmt0nRYPisWi/dTh8fExpqenMTo6irGxMVy/fh137tzB+Pg4tra2sL6+DmMMCoVCrJ3rcuDrCb40wkmPAPxDY0wE4L+NouinAIxHUbR2en8dwHhIQXx1uZ6ojMaIWmQpCTRayCGl08pdQrkeY99lPMQ5inHXCPX2Ab1rjLHfnmxtbcXQ0JDdgymfp08KVatVbG9v45NPPsF3vvMdrK2t4ebNm/jmN7+Jd999F0NDQ1YJGWNqvkvoaoMmXF2py7INtG8pxFglgUGK0Gfwa++SIuTGsgYtiOIqO9Sh5Pe1lVMXzVrQyPWsJqzrMc59gs5HH4Gn14XSSu9Jx/CC0TB5CdTyp+s+QRplUvFpcBlr/D4/rHFvbw8bGxuoVqvo6emxATqOUOdIjrU2f1w8pAV2ktChBQS1Z6Po5BDNTCaDVCqFnp4ee+4GD4rIsoHXZ3Rsbm7i888/x9zcHFKpFG7fvo133nkHExMTSKfTyOVy9sAoCgD4IIOE9L+WIi/bkpT/uVw9b4ArtP4QB1sabz4D1TWumtFL8AW4tP7n5YTAN8baXkgtKBAXIL4oedeIoAsvDg2Uly7IwIvkMZfDyO/FOejSZpHnEB0dHWFjYwOZTAbd3d0YGxuz2wn5YZFc/6dSqTOBO6mDeRtCgmz0visYIcuVz7mcLAoMyyxS6WT56qK/qY5qtWr7gLYKrKys4Pj4GJOTk7h27Ro6OztRLpdrFtO0vgl1KiUd8jlNvvjsxhCnPPT5OCdf9jm3e/g93g6fL6bxjebHufwUbd5FUWRPXqf7/JDU0KCBa2yIX0qlEnZ2djA3N4f19XX09fXhW9/6FgYGBjA2NobJyUmMj4/DmJNsOdpawvtFS+2Psz2Syt1GOOk/GkXRijFmDMA/MsY85TejKIpOBWwNjDE/CeAnAWBmZibR/k8+8Joi4sJVc1LiHC1ucGiGXbFYxO7urv2OXm9v75l9a3GKijuL9HySgZMGINHsE3KaA6VNfq1/qtWqXfXJ5XI4Pj5Gd3c3BgYGkEqlUC6XLROXy2V7sEmlUsHS0hI++ugj/OAHP8De3h6mp6fx3nvv4cGDBxgbGwNwkkIfRVHNFgJuWLqMLNc1uZJEoAklDVZf38sorzSE6BlOiybgpNL3be/g1/mzvAxqh4t34gxmn+BwOURSGMnnXP0kId+VBozLkJZ9EYo4vue/5ef9Goy65OUpnTUyMxQ+BZnEafClz5LCWltbw+bmJnp6elAul+0n2Fwy1SWruKKmaxpcSpHTRWXxb55rsroehyWKIrtFJ5VKobu728k/fC86zd1isYiXL1/iBz/4AQ4PD3H37l184xvfwJUrV9De3m6Nc2788Lrj5JYcMz7f5MpsPavsBJ9zkoRm7fnQ+jXnSitLc8A0/tF0CDdqNfkTKjfi2qUZvy74eNrlqGsOUiOc6wY76MAblJdSV8t7vM9kf7kcnRAn0JiTQOf+/j7W19dRqVQwPj6OsbExKz9FmwG83nJJq8iSPq1t0gGj8jiva7ZMiD0r6ZPXKagQJ/9D6yA5Snbm5uYmFhcXkclkMDAwgJmZGQwMDFgni2iQ5Wl2ja/uuOsuWzXE7wiVj7Iv4mj29TOvN8R2i7PRkuhVlw1MgW4+HnFZpy6e53QSf5fLZezt7WFpaQnLy8solUq4evUqbty4gYmJCfT396OnpwfpdBo7Ozs2K5DOnNH4JIksTWJ/nXtPehRFK6f/bwL42wA+BLBhjJk8JXgSwKby3k9FUfSNKIq+MTo6qhrRWkNck8IloLjQ8QkvKodf1wR1KpXC8fEx5ufn8fjxY+zu7p4JCFA59L7PmXB9193naNN9bsTytoRO8rjnpDIi5j46OkKlUkFvby+6urpQrVbtqaO8XcYYbG1t4eOPP8Yv/uIvYnV1FVevXsWv+lW/Cj/yIz+C4eFhVCoVe2IxX63W9gLK/nHRr61kuMqQgkabeD7nkddDdHPe5fdlWXH84VKmcl5o/aCtKtM7fN+d612NDt9Y+H77EDLO8r5rHycQprxCDA6+t7+RqFdenr5zRmbGzWHiGXIOCdpKR6gylSBZSfsBDw4Oag7riZO7/JpvvELG3EU79QOfM6FK0ldftVpFoVBAPp9HR0eHXfmi5zivUh/y80y2trbw+eefY35+Hj09Pfja176GBw8eoLe3F8fHxzXGpdY/Ll52Oaq+bU/n5ffQvqzHkdN0MfWv9r+sj8+DkEwOzRbguokcBDkmIX0YYsBxGa1BC4xKfnbVk2ROJkUjyuBopLyMA+8XjUc03cJ1sctol2XT+/wZWtXb2dlBe3s7pqenMTIyYlfRuT1K9ZLNJK/7xkBrE5dTmqMRZyO5yuaQNrrvXRc/y/IA1GQhzM3NYWVlBel0GtevX8fU1BTa29trdJ9L9oW0yed7uAITsu0h0Pqdlx33z9UOja+lPpTPu6DxDC/P1Q7ZJvId6OsEPPCSTqfR3t6OdDptD9im7GWtbS46qV5z6r9Vq1Xs7u5ifn4eCwsLyOVyGB4ext27d/HWW2/hxo0bNoulra0NxWIRxWIR7e3t6O/vt1+f8vF0I+XgubSyMabbGNNLfwP45wF8DuDvAfgdp4/9DgB/N7C8mt8hjB3XGaECyzUxiBG5oVgsFjE3N4cvvvgCe3t7NUJAex8IS30nweui1dcW+c1c7XnpRPLn6T43aLS20DeQq9Uqent7kU6nbftpAnV0dAAAVlZW8P3vfx+fffYZcrkcZmZm8M1vfhPf+MY3MDk5CWNOUudpD3pcmjunk/9P7aBzAlzP8zYmgVSsEi6n1kU7V+whacqSjjga+di5gldJyqaAkC+dPIT+0Pd8jprPwAx1MnxyphFOnKfehspLGhftetL+P894ASf9dXh4iOXlZZTLZUxNTaG7u9se/miM+5v0dM1l6CRx/kIcoLh3XYExrYxqtYpsNotsNmsj7S56yfEi42Nvbw+ff/45njx5gmq1ilu3buH+/fsYHBwEAHuaO/B636oLkv9D+sznVNSDJHPQVa8WEKQxIPicbC4HXYFFV5o6vUeyjsAPRKVn5N8+B4QjJDvEhTgnhxviGq1vAo2s76LtS4k4HUPP0DzWbDqtDJeDzhcmcrkctre3kc1m0dvbi+npafT39yOKohoZKmUkXYsL6rj6QXPeXLKQv+uaWxpoTtHBcT67R9KljQXJ41Qqhba2NpTLZWxsbGBubg4HBweYmJjA3bt3rRzl89dlC0qbWLMDXDa1NiZx0MrTaOHPu8qXZflsGJ/9FEKjbLerbtkm+dul77kdz8sm/VdvIDmKIhvQymQyWFhYwPPnz7G9vY2enh5cv34dV69excDAQM1ht7lcDhsbG3Y1fXBw0Op4X2ZhnPOeRPafN919HMDfPq0wBeCvRlH0/zHGfA/A3zDG/G4ACwB+a1xBmqKmv+UE0xrqGnz+nC/axSGNAk6HMSenAS4tLWF1dRWHh4fOPYfcQSdBRQKRt0sKoHpT/11tTyJM+f+yPdT2nZ0d66TTtwPpGZpMu7u7dgU9n8/jwYMHePjwIe7du2dTkPjqu1zlIiFOTogMdvj2FlF6Ik87dRlZ2m+piHgfSgOdlyEDIJJOl4INoYmX55sTPoeCt8lVh4sOrc7zQI6n1udaH8lrPsgx1xw/n0w4r9OioGHyUoK3x3feAu8HPrd8fSr7jt6hsaNtMBsbG9jc3ERnZyfGx8exsLCAfD5fQ5+Ldq1uXodLQfO56Wp3iDyVqd70Dt9vz5/lgYdsNotMJoOhoSH7PWPeZnqfp7mXSiXMz8/jo48+wtbWFm7evImHDx9iaGjIlhsqE3hf8LbKAA4d5El9BegHvGnjrdVVr7NJdfB3+ThqW3t8dABnD4vVdHBcGT7IL7zQeAJn90vKbQbyt7aar+knbdse7y9eLjeUuc6qN/ukHpyHHxxoqLyM0xtc9/ig8WgS3Uj1kDNSLBaxtbWF3d1dAMDw8DBGR0fR2dlpz+rhGZc8K49+y8BSXEDPpfdkH2jt0WxKl41EZdBqKaW7x+kcSRevg+zGjo4O+0nf5eVl7O7uoru7G1evXrWr6MViEdVq1co9X5tc7XTxQ5wz5rLJ6V2tj7W+k/pEq1OOIQ/acB7lvOp6N8Qm4vYu180+p5zAsyeNMXbLBqetXC6jUCigUqmgra0N7e3tdvsX3wKm9ZOsn9NYLBaxsbGBV69eYW1tDZ2dnZiYmLAHDBpjkM1mbZ2Hh4dYWVnB9vY2ent77RlcvnHV4PL3QnAuJz2KolkA7ynXdwD86gTl1N0In6Pu6kjNKOHwRUhLpRI2NzextLSEw8NDKwRIYYZGM2W9vj1Q2nvckXU9x8tw7Z12wTWZc7kc9vb2kEqlMDg4aNOJoihCe3s72tracHh4iMePH+OTTz7Bzs4O7t69i29/+9u4e/cuurq6UCwWUSqVYIw5s0IkBaM01PlzvC8kuMHNjddQB4/D5Rxqez61/vMFCEIUVYhx7rseJ5iJLnqOK1Bef2iaqKZUtOsyvQ44K8B9isnXfs1oDaFZopEp742SlxKuPaec731ZEOfZi0z1ZzIZLC4uIpvN4vr16xgZGUGlUrHp2nE86irX52xo75IjCtQ6O4DbUfMZaPSetoe5tbUV5XIZ2WwWx8fH6OrqQk9Pj2rokkNHtG1tbeHx48eYm5tDV1cXHjx4YD/1ksvlatrBaYhDyPw8L87jhBnjz6hwgWStJoM0J1j7m6NehzJuDFy85NMVki4+b+l9MoqlU+gr15X676LzsuGi5KWjrjN2Rpxsku/Lv33OHTkfxhjrCOzv76O7uxujo6Po6+uzqe7k0Gu2ADmtdDAah69+13OhQYYQ0IICBRF4vySxx7T75HSVSiWsr69jbW0Nra2tuHLlCq5cuYKOjg7bN1J283Kl4+oKHkpaXPe5nehyWOOcO5dtRn/zclyOKfdFuEzh7Q2hg9tlkk9oTKvVquVlrQyuh4mn+eeZ5eGy5XIZm5ubWFtbQz6fR39/PyYnJzE8PGx1Iv8ClAYuM8nPqFZPDrCen5/H6uoqyuUyRkZGcOXKFQwPD6Otra3m61LlchkHBwf2MMfJyUmMjo4inU7X6PiQ/pR+jdbfLlzUJ9gSg0c8XHAJKf6//Ft7nzMcF86yXGmURVGE/f19zM3NYW1tDalUqmalNtTZ5069pJvvW6QyeLo9b189A645bBoN2oFkURQhm83i6OgIvb29GBkZsdEtY4xl8ufPn+M73/kONjc3cfPmTXz44Ye4ffs2enp6rMAmI1QLNGiCh/clf0cKBvm/b/XNBY3H4saX3+MOjzQsfUEl1yTnK3fauz5IR02mbkraNWdaq4f3B6dF0uhqt3Zda7vGry6atH7S6o67pvHVZYbmDGpOXT2BCt5+zkeyr/b397G4uAhjDGZmZtDd3X1mZTvOuNBojFOCst2udknHJw5SL3CZyI35SqWCTCaDcrmMnp4edHd3n6mX5B3tszs4OMDjx4/x5MkTAMC9e/fw9ttvY2BgAJVKBYVCAcYYpNNp1QnzzR/qJ1d/uFbXqdzQvokbkzjE7Q2XY0V9EPcepxE42z88Q0LTcdyhDnWsXfRzIzkpXI5TkoCaJh+JNj529Tjscfr6MiJUrvOMR1fQRSvXp6P5dW4zVioV7Ozs2L2xV65csQfGhegzbk9pWRWufojTrVqbuY0Spytcz/j6NaRu8hHIKTw4OMDKygoODg4wNDSEW7duYWRkxGZRxm2NcTnpUsZq/CLH2tV+jSdcQVeXXNfsW98Y8K0Umn0pf8s2St7Q6uKHu4XIY8k/dMo6oVwuI5fLYWtrC69evcL8/DwymQyGh4fx1ltvoa2tDf39/cFp7zyA0Nraarfjzc/PI5fLYWRkBDMzMxgfH0c6nbZziD4bTU76/v4+AGBwcNA687S1N+RTo+eRs8AlctIl04YacRya8eCLcEgny8X0NNB0Uvnc3ByOjo7snhdJl1anFAI8NTqOyeNWUUKMJRmB19rJ69LSV6rVKjKZDPL5PMbGxqwwrFarNhq2srKCjz76CPPz8xgfH8e3v/1tvPfee+jq6kKhULCpSul0OrEjJPvKFbDhcBk7IfX4wI05F32A+6Ambki7ouSh8Clx+i2dC/mctkrD4Qo0xMHnWGlwKQZNIZ7HuHQZWqF0XhaEpA363gVe75WO+94u/eZBQ9rnRScT9/X14erVq1aJkYLkcM1TLeij0SDL4Y6nK6vAdU97T5sr0lkjGVkul5HJZBBFEfr6+tDZ2Wn7U84lkpVLS0v43ve+h9XVVdy6dQvf/OY3ceXKFZv6qskWV5tcv5OA92M9GRXSGakn+0RLzwypU+px+YwMJnHejXPUtXGQ/BCyVUSjT27v0uDTj67x15xFF11EmwzShMpVF79cRpnJHTz+myDHWgvc8md5ufS/HE/NqSUaaK7k83m7EgwAExMTGBsbs1k60onUUK1W7X7vUD0my9ScOPlsnBMu7R5+jcogfRHXrxroO+d0kNjR0REWFhawsrICAJiamsLMzAy6urrObBPw0RzC79KnkH1Hdq206bmjTPddW1R8/aDpRwleNjnAnN85n8i64uasfK6lpaUmRZ1ncpCMlTKJnOCWlha7VQEAMpkMDg4OsLu7i+3tbSwtLWFpaQlbW1vI5/Po6elBPp9Ha2sr7ty5g+7ubrtA6vKf5DhUKhXs7u5ibm4Om5ub6O7uxrVr1zA9PY3e3l4Y8/oLAB0dHUilUtjb28P29jYKhQK6urowMjJi96PT3PTZ99qcqcduvTROukuxJ4lmuzrL1WGud+U7NNkzmYw9bKCzs9Pux+YKL1Txyt/ETHx1nRt78h2fwPQ5QPQub1+IUqV9lAcHBygWixgYGEB/f3+NU7++vo7vfve7ePHiBfr6+vD+++/jrbfeQl9fH4rFIgqFAgCcER4cPiUjFaIcY98qixRwcYEPTelq/Ui/4/rQJ4R9xrErNdRlUGkrUFpbpIPO26UhVJFx2upBqJHJ6+HOgTzA0TU2nIc0Q+urAk6vXCXV2i1Xw5OOFdVHdbW1teH4+Bjr6+vIZDKYmZnByMgIlpeXzyjjJDKY6E86HvWOH+d9rnP4Na38QqGAbDaLlpYW66Rz+Url0DfRd3d38fTpU7x8+RKtra14+PAhHj58aGUkBYQJPpnWSF6l8ZRp9q5nSeZrxmOo4Uvgslu+z51rLaOgHttAtgVATZs1Z4M75Zosl+XLVFMN2j05R3wBSa39Gm1cJ4RsBfhhhezXuPR2LdBG77rsLd9Y0/+0yhlFJ5mZa2trODw8xMTEBMbHx+2BceQIyGxDOc+4/eNqr2brSX0tbSxfe7R+0fqE5i61WX41JVT/8HlAen51dRVPnz7F3t4eRkdHMTExgd7eXgCwTjPfi67ZFo2wVXifcXuL6CQa5BhJ+4PTo42xrNtFB/W1XPSkcQjJ0JB9JO/5vn4j6eU2A/E/yduDgwMsLS1hfn4ey8vLWFlZwfr6OvL5vF0YPTg4QC6XQyqVQjqdxs2bN62ejbOPqc25XA5ra2tYWVlBqVTC+Pg4rl69isHBwZoMOfJNjo+Psba2huXlZVQqFUxNTWFkZMSOJV/UiLOz4vozDpfGSY8TbiHv+55NMhml4KOB3tzcxNzcHFpbWzE9PW2NKipfc5h8UXheH92Pi5ZJGrXJKtutBSA0Ac5p5E48CddcLofDw8Oaz68RzZlMBo8ePcLHH3+McrmMDz/8EB988AH6+vrsCrprhZ7TIFf0XEzOr0na5T1el9xi4IMv2OH77VJwfCuDzzF0ObuuVUJuxPLyZEAi6QpX3HxK0o+uPgIa52xwhcaNfpeC0xz1RtJzkZBtkgcschB/UFtD0nDjMneof8nxXF1dRSqVwpUrV+y+7Pb29hoZwfmR1+EzmuKMRd/Y1gvtXckn1J/FYhGZTAatra32IE06bwN4vXeuvb0d+XweL1++xJMnT3B8fIy3334b9+/fx8DAAMrlMorFon0W0L+57Qo4haLeFG5qO9+HKHkkbqw0SL7gst/VLleAlfOVFtymMkO/ZU5IYtTL8n3zSK70abrfN95JxpHGT1v554EgPh6u/gNqgzohKZ+XBZo9JMdBBjdC5pzkWZdzT45AKpVCNputOTl6ZGQEw8PDaG9vR6FQqKErVD/J9sm5osnXEJ726W8XTdKx1hw7GeTzlQO8ztw6PDzE/Pw85ufn0d7ejsnJSYyNjdlDTKUTJXnaFVz0gZfF//GMSHLyuP2qOegya9HnqEu6+TXNdiT78ujoCNlsFtVqFZ2dnejs7Iydq65x5rYSAPvpZB4MIcdb2uwki8mPSKVSKJVKdtV8dnYWi4uLWFtbw9bWFnK5HPr6+jA5OYmWlhYsLS1hfX0dn332mU057+rqslsaZJ/QFhD61GmlUsH29jaWl5eRyWTQ19eHK1euYGJiAul02rbBmNdnZNEZO+vr6+js7MTMzAyGhoZsNpyEi3cbIRcvjZPuQj3GlstBI4QoN2NMTWp2JpPBq1evsLOzg+npaRhj8OLFC/t5DF6vNjBcCXKHStLsi1wmBaeL94XLCOWOOX+WBGyhUMDR0ZE1SDs6OmyU6sWLF/joo49weHiId955B1/72tcwMTFh95nQPqLQvSRx0UMX/Rx8ZVUrP241XXtP1imN3hAnQaOJVqckZOAhJHjjo0+DVOIhQlwz1OPeleX4+NFXli9gI+EymLX3viqGJkGeLg2ERd6JJzSjwWUMSiODj/3W1hY2NjYwODiI6elpu3re3d2Njo6OM7JFK8Ol4HxGZFLdEMJTWsBPo4mez+VyKBQKaGtrs5+e5HTxszfok2urq6u4cuUKPvjgA0xMTNgsJV6+iz4f5BgDekDYJxNC5KG2imDM2dPOQyGDNsBr3c0dSE53iEzTyg0BGd4h7Tivk6o5TXF6ifpfy/jgZUbR2T2TjZBxpKsknSH66cuGlAG+gLjmBGnPup6T81F+TSObzWJtba1mfyyl3tL7WhYNv0Z188wWFw3abylf5ZzW/tfKibvOP4/LFxNkO7SyiMa2trYap2tlZQXZbBajo6O4cuUK+vv77f58TZ/5+sDVPkknp5+nW9Pn4KTMIGdW07Uumnw2TVwwhOTCwcEBXrx4gfn5eURRhOnpaVy7dg2Dg4N2P39ocIbLJFpJzmaz2NnZwcHBAdra2jA5OXnmk3fk0JJuoyBBFEVYX1/HF198gRcvXmBra8tu86Jzrq5cuYIbN24AAHp6evDJJ59gaWkJz549w507dzA+Pu7NmuWr4kdHR1haWsLGxgY6Ojpw9epVTE9Po6enB8YYSx+XqeTU53I53Lp1C9evX0dfX98ZnRTXjxqvJZXHl8ZJT2Lg83fiyonbW+gDpR6mUimsrKzgyZMnaGlpwf3795HP5zE/P19zaiVQG4Ul4cmvczp9n8HhNGvt80V35cSi31JJuIxy6YiR4MnlcjYNpbu72wrMra0tfPzxx5ifn8e1a9fwIz/yI5ienrYTlNfF98zw9sg2c2PZNSm4ANUCDLwvZB8RQh31uEgn7zf5t68sSQsQ/x1glyMly5f3XIpCM1Q0xyrOkdEi1vI97XrIntKkxoYG4mU5lpqhrNVxWcEDEby/XOOWFFKm8XE5Pj7G6uoq9vf3cfv2bUxMTNjV4J6eHnR2dtbUHTcvuIKV91zvag6DpD1p27VVNGlQVioVZLNZ5PN5dHR0oKur60w5tHKQy+UwOzuLZ8+eAYBNc+/q6rKnuVOau5ynvhU9SZvrN5WlGfxx71HdcgxlOnC9q/QuZ1MiLsDA9YGULfQ76Sq6hO99KVdC5IdvO4OEj885NB0hdaWLBrITXDTxQ89C6b5soL7gNqHGU5rj6NL5oQ4hoVKpYG9vD+vr66hUKtZx6OjosCuBWr0unS7Hw6U7pTOozTupO7S28fJd+lP+Le1KX4BWayMFO3d2drC0tITd3V10dnZiamoKo6Oj9pNr5XLZ7pcmuaXRG2Iz8Oc12Un9I79SxJ+hTDJpx/K2Ufn16Ggqm3yVTCaDly9f4ud+7ufw6NEjdHZ24r333rN10leZZPvk3xzcVymXy9jb28Pz58+xsbGB4eFh9PX1YXh4GABs//M+40Ga3d1dPHv2DD/4wQ+wuLiIdDqN0dFRDA0NoaenBwMDA7h+/bpd5Ovs7MTOzg4ePXqEhYUFbGxs4M6dO/ZcKzmOfLyq1Sr29/ft17jGxsZw8+ZNDA0N1WT4GWNs8IIOwd3c3EQqlcLk5CQmJyeRTqdtwEULAoXI/Hrk5aVx0oHaiFCcspbP028aGM4cfNDkKrbPKAFO9lwWi0U8ffoUr169wu3bt3H37l28fPnSfvtRMraskwsFn4HhW/XwCUVeBp/8/Dn+bUHueLsUukS1enJoXC6XQzqdtukmh4eHePbsGZ4+fYr29nZ87WtfsycxZrNZALACgad7y7ZoApTABZscP5/xoY2BfC7pKksSY8p3XeNbQmjgQCpc/j9/xsXzLqHChR79X08wQ9KYBNo2EV/gIhR8npGQ9j37VYUriOcac5INIW0mXqDPLS4vL6NcLuPKlSsYHBy0Kd7d3d01B0SGgK+U0riHnNLL//dBk6NJeZTeq1Qq9jOctP2HnBxaYaVDjhYXF/Ho0SPs7+/j6tWreOeddzA2NoZKpWIPxaETnQlamyX/JpFfWjv5NVewmLeJ3iF5QsYX9atMz9WCRQS+Ii+NHpc+pHbL4Dtf1ZLPa46wlNHavKAxjHPs+ao7PxMjjq94Rotv1V5mE/D2abrG5QzJMiX43I+T942QxV8WJG/WG1wiuBx1l6wx5uTAuO3tbezs7KClpcWma6dSKSs/+fNUBp93ZH/SIZ1xNrOkTeMbSSef67ytvE1x4MFXl17iNMjr3MY7Pj7GxsYGlpaWUKlUMDMzg+vXr9stVtzG5KnmWl2uemWdkn5aUebykj7FSUEC0o/pdNoGDGiuS3s1NKDnks1cFlYqFWxsbOD73/8+fuZnfgazs7P2u/EbGxtIp9Noa2vD8PAwWlpaLO/EBYJ54LxcLmN9fd2eB2CMOSMjSX7Qe3R+1+7uLp48eYLHjx/bL2RNTk7i9u3bmJqawsDAAAYHBzE6Omr77P79+3jx4gWePXuG3d1dbG1tIZvN2kxeLvu530ZZvuvr69jY2EC1WsXExASmp6fR1dVVwx+ku+isg7m5ORQKBYyPj+PKlSv22+jkR1FA3Re8ahQulZMeupLo6wStkzQhyv+WSp8mEw302toanjx5gmw2i1u3bmFqagpPnjyxe9JlEIDXydul0acJB+1vDld6oJZ+ppWp9QdncpfBcnh4iHw+j66uLrtCtrW1hUePHiGXy+H999+3hyDRXhgyPjQhIOtKalxIOqUi4cEa/q6LP1wBAwneby7FwxFyX7aDfwaGKx6fsgx1qKVg14znEKXvqptodfWzpIW/J3maBLWLVh9t9A7nGe5oSH6T175qkFkCkkdCDVHpMGlOMMnG9fV1rK+vo6enB9PT0+ju7sbx8TFaWk4OjaOTUkPlucsp0njaVWbcPOZOdlxKM5dFPJBhzMl2qMPDQxwfH2N4eNjKRC4T6BTiL774As+ePUNnZycePHiAq1evIpVK4fj4+Izz5WqjawxDjQLfc9reaG6kcwOVrwxxx1x7P0T2JQ2UagjpAxnskY71eSDLiGuT1mf0jo8nfbaDC1wPSqeFP8Np9tHPbRytrK+So07QMi01veySJb5AIX+PnMejoyNsbW3ZT0wNDQ3VBPloXkmdx88C4J9eo/9lYCBOTxPN0nHUbEt+XfKhfJ8/U61Wa07/lvLOZcfxcuj5o6MjrKysYHd3Fz09Pda5o89iUR9r8NnBrnHjMpB/c11menFn8OjoCKlUCoODg5iYmMDw8DA6OjrOZN1qbQ2BtNuB2i0UL1++xPe//308e/YM1WoVfX19SKfTODo6wtraGvr6+jA0NGQDQrJMDpmpQW1dWVnB4uIiAFjHX3u3Wq1aZ3p3dxePHz/GJ598guXlZXR1deHatWu4d+8erl27hoGBAXR0dNhPjwInYzk0NISpqSn09fXh6OgIu7u79utaPBjDx4yyfHd2drCysoJMJoPe3l6MjY1hYGAAra2t1k6hoIsxBoVCAaurq1hbW0NHRwdu3ryJiYkJW57LDuFz/IfWSScmcHXEecrV6pEOnCZ86BCgZ8+eYXFx0X6HkVIUicHle5pjqAl4+XkGDVJp8L9lBF72GVc8/F2ZauRStJzmUqmEw8NDZLNZTE1Nobu7G4VCAa9evcLs7CxGRkbwzW9+ExMTEzaaSJ9l4+2IMxZcbQl1nlyOlgzChE4ol/Dm36PWDE0X/8r6tTq4AvE5zHKM4iDHWgZO5Ni4lL2mkIlWWR8v3wdfqjKVoTnysl+ksSUNAnnAmqbwviqQToZrLkt+jZM52vvy+dbWVmSzWczNzeHg4MDud5POm1xx4JAGqAx+GWPOjNeXBbkaS0763t4eSqWSTdXjfEqHGC0vL+Ozzz7D3t4e3nvvPTx48ACDg4MoFos2zT3JPm4+50P7RZsDEj5DlRszFAyiz/loAS5t9ToOIc6yxuM+B4ngCgICrwNDGp82woF3QQZh6ZrmXPH+1GSeS/ZK+IJ1vD9c79fzib7LDpe9QMGoOD0rDXRNn5fLZZuOXCgUsLW1ha2tLXsIb19fH9ra2lAqlWp4kesm+psO6SK5UalU7Io6p4He4W1x8YlrvOXzPmedfmt9QXIC0DMpNeeVP9/S0oJ8Po+1tTWsra2hXC7bVfSBgQEbqIhbEZb34nQh9WEURbbPeV/SmUvr6+t4/vy5/foTOaC03ZOcYs3+88Flz8o+MuZ1lsHLly+xurqK9vZ2XL9+He+++y7Gx8dRLBaxs7ODbDYbFByVY0C8trW1heXlZRweHmJ6ehoTExPo6+sDgDN2Rnt7O1paWmwK/scff4zZ2Vl0dnbi7t27ePfdd3Hr1i309/db3qlWq5afKRNhaGgIg4ODyGQyODw8xP7+vk1BpyAK0UxyNZfLYWNjA+vr6zDmZL877cnnc4MOmDPmJNV9dXUVuVwO165dw40bNzAwMGBtqC9D/l0KJ106coA7FVEKS5dh4bpHcKU4SWdge3sbn3/+OYrFIr7+9a9jcnLSBhJ4xEeLLPpSynj0kU8W/g6fzNyxls66vC+h0cENqxBDqlwu4+DgAIVCAf39/ejr68P6+jo+//xzFAoF3L17F9evX4cxBrlczgo1DldfafCNa9w1LQjDy6X7SaLF8jkewabIXdwE5uPADQBep4tuXjdPfZSfHONlAbVOadxKKjcQpaMun9OMZV4HdxxdSBJgoOcB3eDmtPF7UsFJx5/TLq/F0X/Z4DMik7zP54YroGeMwcHBAV69eoVSqYSrV69iYGCgpixfQIecPh+SOkjnVaIh/cSDZiQTS6USBgcH7UoYGUCtra3Y3t62e+n6+vrwzjvvYGJiAlEU2f1tZCBoKYOu/uPPkCwBavlVO6tAlsP7TJvvZJxoqyWpVMoGGvgeUE4b31ZF5YVmdGjQAoPES6HlSj6mv0PT27Vn+Gd84uj3yfdGIs7+0XhOvif56qskD0MRNyZJdZTsM27HkbO5sbGBvb09dHR0YHh42H5/WZYlt09wh6K7u9tm7xwfH9sDsDh4FpDkT5K/2tzRMiukbeqT35pdyYN9IQF8qo+2S+7u7mJ+fh57e3vo7e2126vo4E0KeGq8GqcbtQUJ+s2/0EHy7OjoyB6cls1msbm5ic8//xyPHj3CwcEBhoaGAJysMgOwgdzu7m4AZ+0jri/jsiDpPf53pVLB/v4+5ufnsbm5ib6+PnzrW9/Cu+++izt37qBSqWBpacnyAJd5wNngG40f2bfyk2kbGxtobW3FlStXcPXqVXR3d9d8g538IzrJfXFxEZ9++ilevnwJYwxu3ryJ9957D3fu3LGfzaP36EsnxM9tbW3o7+/H0NAQ1tbWsL+/j93dXRwfH9tV+lKpdMauLxaL2NjYwP7+Prq6umwwgbaKUH+T7Z7JZLC6uord3V10dHRgZmbGnhMhv7bgsotd4xXyrAuXwknnAkyLYAJnJ5x2PbThcUYPcCIYjo+PsbCwgLm5OQwNDeH999/H4OAgjo+P0dnZif7+frtaTJNLTjreLmm40j3+js/xSJJhECdAqT7Zr1rkjqJ0+/v7KJVKGBgYQHt7Ox4/foxXr15hZGQEb731Fvr7+3F8fIwoimzE0be66hKioQaB9r4UQnysubMhnTJXQIRDU3BUXhzNGr/Rs9qKqKyfR6KpPOIXChhIulxRajlntOekkuUBAu1ZrR6f8aOBt0ELXGkGo0/Za/Ocp4TL1b5GG8kXDXIqXI6FDGoAYXJBvsPL48E3+oQKnZhK+7yAE6OEZAEvN0R+aWnIIenDmlNKf8eNrSuwKw1TXma5XMbR0REAYGBgwBrMNH/L5TLm5+fxgx/8ANlsFt/61rdw7949a9AQ3aT8ubx0zUmNRjLm+UprEl6WjjrVwVcPeMC1VCpZ+a7xHpdrGq0S3BnxwRd8d8kZSZ8MOsl3Qxx07VpS51UGlEJkkeuZehxnbrPIQA/d5+PiauNXyWnnNpdczdTshqTwyRA+n+nTa9lsFkNDQxgbG7NfhpC0ctB84841jRPfn84P1JLt08p00S/7Q3PU5VYmKe/5HAvJrJFBEXqnWCxia2sLKysrKJfLuHbtGqampuxBe5rtIcFlozb+/G/JI9wmOTw8tH7B5uYmcrmcDVhvbGwAeP199v39fQAnDmMqlUJPT491XLku1frNF1jg/USp21tbW5ibm0OxWMSDBw/w8OFD3Lt3DwDw/PlzlEolpNNpu7rtsw/5fQpQlMtlW8f+/j76+vrsONDXn0ivUdYV8HpLLG0RvnfvHr72ta/hzp076Onpsfar9JH4+Pf29tpV8MPDQ+uk876SAVsKpBQKBYyNjWF8fLxmLzrnMdrLT3vRJyYmMDMzYwPv/FNzGogGl08j+TrJYsKlcNKB2kihpiy40+6LTsQZJ3HPkBBKpVLY2NjA06dPUSgU8ODBA1y/ft3SNzAwgJGREStcNedctg84m+LJozMueqWB6mqDy7nUUuq4s6WVR0xPgq1YLGJ/fx8tLS3o6+uznxPKZrP44IMPcOPGDRt5I6PO1Q9alFVrdwg02imiR4IipCwpHOQ9ApVLETyawFRnyB5X3v8uo9o16V1CQNLnQ72pwy5FX29ZSRwJaZi6DFrtby1DItSp/ypBW0l2OR0yRTm0/JaWkwNxMpkM5ufnkclkMDMzg5GRkZoMk+PjYxQKhaBAUSNBq7oSroBNKB1chvJVyGw2i9bWVhuwpX5ta2vDwcEBvvjiCywsLGB4eBjvvvsupqamUC6XcXx8XGNwU9+SfnGNGzmdGt2uLBzOEyHtpWd4Fk4Unaz8ZzIZey5JX1+fpRmoNfJDjBCf0c4dENd9vmrjW00PWR1PCl5mXAaHa5Wd3kuSBUDgfaM5UBxSL/F+52P1VZd/cfDpPWkfNQJcxxF/lkoluxIYRRHGx8cxPj5unSBa4SOeplU+zt/knOzt7WF7e9t+ApI7OtLGjFv8kQ4659dQe8EX5Oe/iU7ffeB1inUURXY/9d7env3ONa1W809oSTrqBc88oIPP6Nves7Oz9tve29vbyOVyKBaLdp/0+Pg4bt68ibGxMVSrVfuJMdqjzh1zLUWfz02X3qQ+pD6qVqvY29vD5uYmWltb8fDhQ/zyX/7LMTw8jOfPn1untre3Fz09PWqgioPTQnUeHx9jfX0dy8vLOD4+xvXr1zE5OWkzHUqlks0Mo6yrw8NDvHjxAk+ePMHh4SGmpqbw3nvv4e7du+jt7UWlUkEmk6mxi2lLFWUuGGPQ0dGBwcFBdHZ2olAo2LNg+HhRX7S0tKBQKGBnZwd7e3sATk60HxwctOfAAK8DCcYYZDIZLCwsYHFxEalUyp4uT/OKnpf9I8dL3vf5g6Fy5tI46QQtCgecXSkFalOGfYztinBqq3W83IWFBbx48QIDAwN455137N4XiuzQQQcSriAD/eaCUKNX0nJepSGVuG+VVt4jpich1NHRgc7OTszPz+PVq1cYGBjAW2+9hcHBQSssqf+0FCqCjCBKo0NCY3ZXv/AAg+Zgu/pI+587evQ37QnjY0t9SIaXNqauycoVuVxJc0Hel0JX9qc8MI3PJ9kOeo7TI5U+1Sn7iJeZBCGpdHKeu8rhAl8zWnx9q61AXGZ8GfukWlpasLOzg/n5eaRSKVy7dg19fX01kfBcLmcPRUuyQqBd4zyr8VajxkiW68omoOdyuRxyuRza2trQ29trVxOMOdnqtLCwgOfPnwMA3nrrLdy8eROdnZ3IZDIol8s1p9PG0UKIc945fTwjoV4eISPp8PAQGxsb2N3dRT6fR09Pj/30ER3aFEXRmRVZ6jNfm4D6P9+mIS4IT4Y3fz7UkXf1Jek+6gNXW319IOUeX02i+1RHKFyy+CIc8nrk/puCT2/4HHRpr4XqDuJnHugy5mQr4M7ODg4PD+3nw0ZGRmDMyYnvXE+To8JpOj4+xvb2tt07Oz8/j1wuZ7/hLLNGXGPCeYo/Q3SH6GPJq9oKJQfZF9qXGHg5VCft4c/lctjc3MT29jYAYHR0FBMTE+jq6rJp/tRf0q7RdIUrmCD1Pg+UAMDm5iY+/vhjPH78GFtbW8jn81YHlEoldHV14fr163j48KE9u4o+3Uyp8fR5MnKsqa1afxF90n+Q96nvaSW7v7/f7qWmT6SurKygtbUVw8PD6O3trdE7ms2rOaH5fB6bm5vY2tpCKpXC6OgoBgYGat4rl8vo6uqyX8WanZ3Fo0ePsLm5abOR33rrLbs1jn9D3hW0McYgnU7bbbakg/j2Dm6bAyfbETY3N5HNZtHZ2Ynh4WF7ZgwFtSgIQBkCCwsL2Nvbw/Xr13H9+nUMDQ3ZviUecMlNre+kD1SvbLx0TrqEy4hJshoYp5BkBC+VSuHo6AgvXrzA9vY2PvjgA9y8edNOrLa2NntyMd8Dw8vgipozYdxAaQ66pF8zaLhwdU12V59pQoJfo9SRQqFg9069evUK+/v7+OCDD3Dt2jU7Tjz66XI6NaFI1+McWQ1UHgl/zi/8RM1QI9GXak2Hf1DKTaVSQV9fH7q6us44ynyMXA6GC9o4yjHk5dE9WsmUp+rHHcCl8ZikhxShPFGTgzvISYSSlkon6XCV6XKsXU4WX3mTvKjNt8sOye8E4gFtJS9EFrn6u1QqWcU/PDyM69evI51OW6VZLpetEtWMXBmkpL990AwH7Z04Z1TrHyqPQxqqHDTPstms3RdHew2jKLKZBs+ePcPq6iqmp6fx3nvvYXR0tCbLR2u3Ftzk9zgN0rjR9n+7IB141xwyxpz55E6pVEJHRweKxSK6u7sxMDBgnXQJTqMMnhG04HkIf8p6+Ko+rVBpQQP+fJJ5To685CHSMTzgWU9AQssekGmn9SIuUCmdmjidq5X/ZR2sdF6EBohC5pXkW+pXWpGj1e9KpYKBgQGMjY2hu7vb6lO+GiizAOkgrKWlJXvw3ObmJkqlkn3HJz+0dnJ96Mss0uxNOU99gVSSpzyQ6wN3dOg71wcHB+jp6bF7i3l7Q1bReZlEr9T30o6mIMn+/j6++OILfOc738HLly+RTqcxMjKCzs5Oe4hqV1cXpqamcPfuXbz99tv2U8UrKytYXV21NnRnZ+cZ3Sr7UvahFmTithit5nd2dmJychIjIyNIpVJYXl7GkydPsLGxgRs3btjzDyhYojn9NF58nKMosl8koG0aIyMj6OrqOvM8T3P//PPP8erVK7S3t+Ptt9/Ge++9h6mpKUsz8PpLMZwGbsNRZu7AwAB6e3uxv7+P4+PjmoO7eZ8Ui0Xs7u5iY2PDbs8dHBxEOp22hyxSmcYYmx2xvr6OVCqFiYkJjI2Noa2tzQYRyIaSOpLrNMlrITweouMupZOuOb1x0JxA1zOuzuMR9uXlZczOziKVSlnmpjQJ/t1vX1ncENOEt68t2gmYHCGpW5qTpzmsPA2Y6iNh1dLSYvdeRlGEnp4eFItFrK6uoqOjA2+//TZGR0fPOIeyPT4DWzqbce/6nChunPFoNldCrnd9fcrT+ClC+PTpU5TLZdy5cwd37961hjpwlm9lnfI+d6p5hFXb/qGVJ8ENRp5V4BojTWEQH/AvLlB0v1KpWAEmgzHS0NOMT6ozrh0uJRJalitbRpbly7L4KsNlNMfJSAm+N7VQKGBlZQVHR0e4f/8+rly5YvswlUpZ3iA5pq0OhoIrQHkCtxzzehwEn0HJy6WIOrWpUqng6OjIfiOd5j6Vtbm5iWfPnuH4+BjvvPMO7t27h3Q6XWOY8LpcDppPF/L28uCktqff9Z6rz2jbQEvLyadz5ubmsLi4iFKphFQqhUwmAwCYnJzE4OCgOq7cYeBGqIsHXEETPj+5HHOh3gMHfavpcensHJx/uG6VKedaQF6DSwaGziXXnA6Rvb6Dkr6KCAn0NaIOmo+kb1taWuy30ff29tDW1oaRkRH09PTYPm5vb685gDaKIhSLRWQyGZvKvL6+jr29PatXadUSeL0gETJWUm+TjeDSgUkXGAB9DnM7gdt20tmnv7PZLNbW1rC0tGRTrMmB4tk7mq3LgwZJA07A64xJOpn8+9//vrX5rly5grfeegudnZ1YX1/H4uIi8vk89vb2sLe3Z23O6elpDA4OWic9m83ak9CpjXLBQHPO+W+ua40xto8ODg7sKnp/fz8ymQyePHmCFy9e4Pj4GIODgxgZGbEBdZlqL3UN0USZtPzAtu7ubgwODtZs06BglDEGpVIJS0tLePnyJXK5HO7du4f3338fV69etXOBdInMFiFdy/m5ra0NPT09NlW/WCzWpLtzlEol7OzsYHt7Gy0tLRgdHUV/f789C4DzJ2UavHr1CrlcDpOTk5iZmUFnZyfK5bLdssfT3mnMqJ8IZCf4xk/2bwguhZPOJ5RL2fNntagFv58U0tArFAp4/vw51tbWMDExgWvXrqGjowPZbNbWXyqVbPSKCzqN2TndcSlBLrrOA+mwUTt94EZGsVjEwcEBjDlJOzk4OEAmk8H4+DiuXbtmPytC7dZWbTVBGWJUS0OP/ucRWe5skWBNpVI2BQhwO2SyP7RADg+y0KR+9uwZXr16ZY3Z0dFRdHV1obW11R4Kwt/3QVtV08ZM4xUXvUkCJlw5yOwNUt6UouVb2eHl8rkg+SCkT3xCjJehOe1EPzeQtXp5G38YHfXQgA5BO12cGw/kyOzt7WF1dRWpVAozMzN2qws5sKS0KVUwxPlIYjDzuXEeGamt/PlW0Ok+yYGDgwNrsNChcTT/Z2dnsby8jIGBARvIpH7R5lGc8+lqJ5e5tDLCdUySlHc5BvQd3aWlJSwsLKBSqdiUQ3Ia1tbWcPXq1TPBU5eDLulOqv98fSTnb5L5HLeNwNV/dJ1OcaaVGn4ysXyXt8F1urJLfmsImQNyLFx963IKQsEz1y4TJD/6Vs+1QHMSSOeHgtvFYhHb29s4OjpCT08PxsbG0NnZaYMhcmEmk8lge3vbfpN6fX0dBwcHaGtrw82bNzE+Pm6/fy0zPKhMTotsr7ShuFPEs680fcvrcel07iBzuSrtC8mTfHz29/exsrKCra0t9PT02FVi4HWqtCZb4vwA1/jyPuIHpH7yySd49OgR8vk8bt26hQ8//BAPHjxAOp3G0tIS2tra7OFo9DWMX/bLfhkAoKOjoyZ4Lec8t7u0fnTJTeKXg4MDLC4uYnd3FyMjI5iamkJnZydevnyJL774Aru7uxgfH685DT+fz9fYtZwPeH0UqKU93gcHB4iiqGa7L1+dTqfTqFarWFtbw8uXL7G9vY3+/n688847uH37tg2u8G/O8zbL35xHurq67Mp9oVBAsVi07/DFgOPjY/stdcq8GBgYsPe5LUt70VdWVpBOp3Hnzh1MT0/DGGO3Dxhj1M9ta7Ty/qO5r/FWEtTtpBtj7gH46+zSTQD/EYABAP8GgK3T6/9BFEX/IKA8AGERuzjFEeLsayBBeXBwgJcvX6JUKuH+/fuYnJy0QoaMTjpEJ5fLxSomV4SSD7Z835ey5INL+UjjRotgau8Qs+7v79s9Qru7uwCAK1eu2FRHeUIwGYuyrT6lR4arFnRxpUDy3zTx6AAnEojktPPviPoMOGkwk/MBnHwG5OnTp9jc3MTo6KhVpisrKxgaGkJfX5+N1rn2SGmrKNr48D7kjrdm0IcaHUCt8+Wba7zv6TCQQqGAbDZro/5RdPaQK1mfNt5a4IG3gb/vcvI1IUnvynd8WS/yHc4b9QT9PHU0VGYmqDdW9vnkLlfg5XIZa2tr2N3dxfDwMCYnJ+3+MxlYon1f3CHlNGngp5RLGrTfPLjbCOfAJTvligN97aJSqaCnpwcdHR2Wh0h/5HI53L9/H1NTUzWKntPq4y8ZJPHd42NE2S8y8CQzEVwg2mg/6Pz8PLa3t3H16lVcv34do6OjWFpawqeffmo/iTM0NIQoiqyxFoc42aM5+3IVjq+gac+Q/PTxdRKQnJO6g6dOUuYZlU0yOzQVXOodzUBPApe+5A5RXD+E1NtIOcnKvFB5SfOEw9UXcfOVrssFG34vn89jd3cXxWIRIyMjGBsbQ09Pjy2DVt4LhYJNi19bW8PKygrW19dxdHQEYwwmJydx9epV3L59G+3t7ZidnbUrixSo421zjTG3tSS/Et0+uyIuCMz7hPcHOZg0j7iTzg8npf7a3NxEsVjE5OQkxsbG0N/fbwNhPOBJMkXKFs2e1Gjl/UGru0dHR5idnbWHr42OjuL999/HN7/5Tdy6dQsA0NPTg+PjY5t9u7W1ZeXOyMgIcrkcUqlUzcnqZDNTf0ha+dyXjjTJdlqIovNCcrkcenp6kE6n7eeRFxYWkE6ncfPmTVy9etWmfLvA+45ngWQyGXtwnzEG/f396O/vt7qfAhOtra22zxYWFmCMwY0bN3D//n27JzyXy8EYYzOSqS7p/PJ7ra2t6OrqssHwfD6PTCZjeYBvsy0Wizg8PES1WkV/fz9GR0fR0dFhA6ednZ3o7OxELpfDwsICZmdnkc/ncfXqVdy4cQNDQ0OW5ymIJjMdZKCJ5i7vR6m7610AqttJj6LoGYD3TwlqBbAC4G8D+F0A/lQURX88aZkyoiOvh7zP4XP6uAAlpiWmWVtbw9raGgYGBnD//n309/fbyA9fmaCVdI02vurL6ZdCT4u8cKefHzARB16nhFzZJAHJDVz5P00cOk2RaNne3kZ7ezsmJibQ2dmpOt6yzzXHMhTSodQcOaA28rm5uYn29naMjo6is7OzJn1G67M4pNNpFItFLC4u4tmzZ0in0/jggw/Q3t6OL774wu497e/vr3lP8rGsj+91kQanHC8S0HyvWpxzxWng5UnhIZ1Y/jcX1PRJC9qLSlFJbX+TdJ44H8g+kvOD91VIgIe3JQ6cl7R6+O9GGp+NlJkhAcdGgurL5/NYWVlBNpvFvXv3MDw8bI0w6kt6lgI7WipiPXA5mHwsz+Ooa7JBk1eUXUTByr6+PmvU0SrC7Ows0uk07t69a7dK0aFBJOPlPKxHNpJMMMbYFRsAdrVCIi4oR+UR/9ABVQBw48YN3LlzByMjI2hvb8f8/DwODg6wvb2NoaEhm0Ug+8o1jxoRVCG6Nb2qwRX0SArSnzwwTfKOgsQyQ4fGXI4z305RDw/Uy/eNmjcE33aBetBoG5M7onwcfJkZ58lmIL6ksc/lcjg8PLQZKePj4/bgYVoI2dvbw8bGBjY2Nuyqez6fB3ByYNrQ0BCuXLmCW7duYWxsDFtbW9ahLRaL6pwPGVvNHpaZiyFtl3URT5PtxQNrsp9IZpHOKJfLODw8RCaTQVtbGwYGBmzaMv/cF6fVNQ4hgSiiNZVKWeeTDv/c3d3F4OAg7t69i3v37mFmZsa+OzIygtu3b9uTz1++fInvfve7aGlpwbVr13B4eIgoitDX11dzwKhcndUCC3KOcrucZHU2m8XR0ZGlnb4n//3vfx97e3u4efMm7t+/j/HxcbS0tFgZLQMaWiCK6tnf37cB2a6uLhuYpjGmMYiiCFtbW3j58iV2dnYwMjKCe/fuYWJiAgBscIWCFfx9gnR4oyiyTnpvb68NHu/v7+Po6MjyBPFMJpOxn7wbHBy02wsodZ3OBNjY2MDjx4+xtraGnp4eXL16FcPDw3bsaSEqTl9QkJa2+PG+cyGJzG1UuvuvBvAqiqKFehSgNL65wktSHncCZXRKRqi051KpFLa3t/H06VNks1k8fPjQMhelPQAnTEWRMOl4aZFrLXrNHTEJoo/TKSFXUX2QDhh3+KSBIwMbxpysGtH3gEulEvb29tDT04Ph4WHrMGrtluXI52Taj7bSHwJO++7uLn7xF38RH3/8Me7cuYPf8Bt+g53UtJeajyWHy0inqGU2m8X8/Dw2Nzfx9ttvY3p6Gr29vdjb28OTJ0+wtbWF6enpMxF614TkK1zA6+it6xCmEMQ57PQMp4nzA2838Hps9vb28PLlS+zt7aG7u9tGJicnJ2uMMxmM4UZqCG3aPZ8MCHHcXavonDcb5TAkwLlkZhLIYI92X46RTNMinqH9bwBw7do1m0kD1KZWV6tVpNNpu8LsogvQeVaeUhziXHEZz+F7j4Je8j15FoQ0kCha397eblMIASCTydjv5165cgW3b99GZ2enPbmZ9o/GtSuUH0kP0UGmBFplkQfsxM0n6nc6NGdtbQ2ZTAYjIyO4ceMGxsfHYYzB2NgYpqamsLKyYoMVxF/csZFZKVrgUCJ0Pki+1fhb4/dGBHO48Vwul5HNZlGtVtHZ2YmOjg50dXXVHJ54nro43S7I4DvvX64fuTOiHbYVxx8+GBP26b060VB5yQMoHCEyJokeI6e0VCohk8mgUCjYQ7BoVZA+L7a6umr/p5XR1tZWDA4OYnp62n7yamhoCKOjo9ZWo/lVKpWso6DNL84f1Af0jLQh+dzi7/J+Cg0okc3F+VBb3Ze2YrlctpmqPT09GBgYsAtplD6u2b6a/5DEYaKg2f7+Pl68eIHFxUV0d3fj5s2bePvtt2s+o0Y29PT0NL7+9a/j4OAAxWIRa2tr+Pjjj7G2toa2tjbr/NE37Il+lyySjrJcyOB8VSwW7R7zw8NDPH36FI8ePcLs7CwGBgZw+/Zt3LhxA729vTXBW+m3cP+G90Mul8PW1hbW1taQy+UwODiI3t5eOxYU1G1paUE2m8Xi4iIWFhZQLpft6jR/lhxfmV0hfQbOc6lUCp2dnejr60NHR4c98X93dxc9PT02qzObzeLw8NDOHTovhuQSLSrl83ksLS1hbm4OURTh5s2buHHjBrq7u+188H2+me/pp7q57avxpctHikOjnPQfB/DX2O/fa4z5VwF8H8AfiKJoT75gjPlJAD8JADMzM2eUt2yoT6nT89Jgl44IQRqg/Nra2hqeP3+O7u5u3L9/3352jafmcPpo9UIThoB7RUtLcXHdd13zKQx+nZwobsRKp91XBn3zuKWlxTrsIyMjdiVVOr0uwcj7LsRB0iK0vExyhimCeHx8jKdPn+Lv/b2/h5/5mZ/Bj/3Yj+HX/tpfi87OTrtfh6e9u+qSkWTq5+PjY+zs7FgjNZ1OI51Oo6+vz+43o9M7ydF2HdImV5ioLh780d7TUtFczpV8TutDLlxkf0RRhI6ODhwfH+P58+f4zne+g7a2Nty7dw/ZbBbFYtHuUdW2E3AaZB/7AksuPo8z8l2GqWy/q26f03gBOLfMjIMWmAHOfrnBBd7fJOPo8Jje3l5cuXLFnvJN5dHYkzJOp9POTA1ff2urciHjQjS79vpqh6rFOSZyxS2KIuTzeezv7yOdTtfIwY2NDbx8+RKVSsV+a5WMVJ65xMuOO8jRBz4+ErTSy/sjFKlUCgcHB/bsATqwiejq7OzElStXsLOzg1wudyYzKwSujCi6JuUFN4JkH4Zk0GireIDOE3wvukYzyXZjTjLNNjY27IndIyMj6OjosEFh2S7fvONzQjrXcaCy+W9X+dq10Kwyraw3IDMbIi+T0Cn7PTSww8eXgnJ0+FupVLIOZzqdxt7eHp4/f47Z2Vlsbm7i8PDQfjWivb0dQ0NDmJmZwZ07d3Dr1i27MELgtkK5XLZng0j7UtoHkg9lv3C7WfKFtmqt6RY+X3mWCLd9+HySi16VSgXFYhEtLS3o6+uz6dUAar6hzVfqfQEUl5wxpjZ7gOzcjY0NzM3NIZPJ4Pr163jvvffswgxl0JZKJbS1taGzsxO3b9/G8fExisUi/uk//afY29uzi0PV6klaej6ftwFVWpSRtrkGvnhGqd0A7KdO6WC3Fy9eoFgsYmlpCalUCrdv38a9e/dsUIeCJfwTwrIfeKAWONniScHYarWKnp4emz1Gz6bTaUTRySr6/Pw8dnZ2MDAwYAO7pDN5uZJftLHhz1BAvK+vDwcHB1hfX8f6+jrGx8dtH1O2Sjabrcl+TqVS6O7urlntX1lZQbVaxY0bN/C1r30N165ds8EE4gHS3cfHx7afC4UCCoWCDU5Qf3R3d9t+DdVJITi3k26MaQfw6wD8odNL/zWA/xRAdPr/nwDwr8n3oij6KQA/BQBf//rXI59TG+egE2iShzwvo4ly/92tW7dw9+5du4eDK3huGJERqik6qTBdAQSNNi7gZFn1rDjHGeQcvM5KpYJ8Po9CoWAZmL4J2d/fb+kkB5IY1Ee/FJbailJIuyja2traio6ODrx69Qo/93M/h+9+97uYn5/H4uIinj59iuHhYezv76NarVpHnZx7OZHImZB8ROlqR0dH9jMX9CmLfD6Pw8ND59YHF+1cGFarJ9sIDg4O0N3djaGhIbS1tdV8A5T3nRaJlisoMgjAgwbccfLR3Nraiv39fXz88cd4+fIlHjx4gIGBARwdHWFnZwfLy8u4efMmOjo6avjLtXrNaaXnqF2hYy5/h8yjJPzPcZ4VNxcaJTNd5UsZKgNbQO1pvnI1kgfZqP3t7e3I5/NYX19HPp/H9PS0DWDKoBIpejq51dX3fOzp/XpX4s4zTnILiQbJp/l8Hvl83s5VSmFcXFzE4uIiBgYGcPfuXbtVyhgTlDrngvYez/KhFQ864LO/v9/upwPOfp5Ng5SFR0dH2NjYQE9PD2ZmZtDe3m73vnZ1dWFwcBAdHR1q0FODDAxzvuOrX7zNScY1zgGOe5dDOux0jXQi1VWpVKwRS6mn5XIZ4+Pj1jjkOkUi1AEPoZ/Xoc150gGy3xtpUF4EGiUvNfsiLljsCmC7HD66T31Kwbu9vT3s7u7CGGNXIrPZLJ49e4Zf+qVfwsLCgnWA6FvW/f39GB4exvj4OCYnJzE8PHxGPpITQnyvyVTeXk4n/y3tSxkE4/XxNvJ+or+l40/6gGdkcXC6aaUzik6+Z00BQHLKyVHi7SbZobWd2zfauMk5QTYuffZta2sLHR0duHfvHt577z10dnbWfJudt6+zsxO3bt1CJpNBuVzG559/bs9vSafTePXqFa5evWpPKqe+1AKsoaCzsY6OjrC6uor19XW0tp58gefOnTv4+te/juvXr9c41HwlXnPSq9WqXXyk85ZWV1eRz+eRTqfR2dlZcx4R1ZfL5bCysoLl5WUAwMTEBKanp9HV1WUdXbIJ+HgRD0jfiQdgKJhNQdDl5WVsbm5iY2MD+Xwevb29NmhCjjT5LSSvKTiwsbFhP0s3PDyMd999135GFjjxb/hJ/ZlMBtls1v7L5/P2ZPnW1lb09/fj1q1buHXrFvr7+88EpFwI1W2NWEn/XwL4OIqijdOKN+iGMebPAfj7IYW4VvToHv0vFQwAZyRNW02T18nIaW1txebmJubm5pBKpXD37l2Mj4/XrIKwdtX8LWnRaJc08QPA6LrPYSTIFSC6xgWtjJDxsug9SZfLwKlUKigUCtYxpyheT08Purq6LENqkVhZlqtveORJ9i1/TltFpUgmADx79gw//dM/jUwmg69//esYGBjAz/7sz2JkZATd3d3IZDI1Jy1LunwrrOVy2Z7k397ebg/o2NnZwezsLPb29uxeJt6/fFw5/9JKTblcRjqdRqFQwJMnT7C8vIy7d+9iZGSkRgFJPiPH0xVs0MC3FchVTReiKMLa2hoePXpkP7k3MzODg4MDfPHFF3jx4gV6e3vtCc/c+JF8wXlZM3z4WHD4Vugkn0ke1iL0ce/7ZFGD0BCZ6YJrFRmIP71cA/FaNpvF6uoqjDGYmZmpUUi8LjJa0ul0jWPKeTjpym5c9gOHq2xZt5z3LjnLQedykLKmz7u0tJyc2fDixQvs7+/j3Xffxc2bN63zToE2X99r8leTi/QsGYqU/vf8+XO8evUKLS0tuHHjBmZmZqwxKJ24EN7OZrPY3d3F9PS0XQ2hT6+RLqBzB3zQ2qCtuElwWdIIR5aXed4yyEE4PDzE2toa1tfX0dLSgqOjIxwcHKBSqWBqasoGWsmY1VbmubPsCsZoPCoRIrOknK0noPEl4MLkpas/SVbRP77i63ue5AuNGc3Tvb09HBwcIJ1O26Ae7d2dm5vD/v4+BgcHMT4+jlu3bmFqagpDQ0M2XZfkKKU2d3V1oaWlpSZbierVdCWf/zxQq/GV62wB10KR7APZf9yG4adw83LpHv3LZDLY2NjAzs6OXRjZ3NxEFEX2AGM6Ybyzs7Nm4YW3hzvw0iklcPooqLK5uYnV1VWUy2VMTEzYAzMB2BPOyW+oVk8O+0un0+jv78fbb79t6QSApaUlbG9v4/Hjx+jp6UGpVMKNGzdqzjKpR76RU7y6uoqtrS1sb2/b73zfunUL3/jGN/D222/bYDotaPH2awF5Ci4BJ+c7vXr1Cpubm3ZfeEtLi3WEqe8B4PDw0G716u7uxszMDIaGhmwfawsyMrjEF0OlviCHmL6KQOeh0BecAFgbnPTu7u4u9vf37V52sls/+eQTZDIZu1efFmMPDw9xcHCAw8NDrK+vY2NjAwcHB8jlcshms9YXAl7bV/39/ejp6bELF0TvpVlJB/DbwNKQjDGTURStnf78DQA+DynEFbmT0Xf5jubAaVFlLVLP3zs+PsbCwgLW1tYwNTWF27dvo6urq+aYf374hUabFiTggiEuoq7RxRGiULlTLldbQwwUEvb09/HxMXK5HKIosqdTcidVi8TzviLhGxeNlqvALmirMSQkHj9+jE8++QQPHjzAb/pNvwnFYhEfffQRenp6cO/ePRSLRQwPD6O/v98KVxnNo4APd5AJqVQK/f39lvZCoYCXL1/i2bNnaG1txfDwsP0GJecTvmItgyaktHZ2dvDZZ59hfX0dY2Nj9j5vn6tfNCWk9ReP/AK1Tpw2t2jebG9vY2NjA9/+9rfx3nvv2QNclpaW8OTJE4yOjmJ0dNRGa+VcdDnHsj5X+7S2afOYG1NyhU6rX/IbDxZdoIMONEhmapAGFm+j7DPtOXqWg8Yxk8lgfX0dXV1dNd8Sle/yLSg8aKUF3VzGJG+LJhs1h1quSPhW5V2ylGSVK1hEso1SUimjqFKpYHV1FfPz8wBgD8txrR7xDAZqk4smGdjjspIOWVpbW8P3vvc9/OAHP0ClUsG7776LDz/8EDdv3rTyzsUXLuRyORQKBfT29qKnp8c6CLRvj07Q5d965jo3zrGkNvE5qs1JghZQc8kNPla8H/k9Dpcu58/yPqQgO2UTZTIZdHd3Y3d3F+vr6zDGoK+vD0NDQ2rafBIkCVJoz0nnyZVt4LJNQuvUxqxBaKi8bLRs1+Y37wv6EkShULCpsblczm4VIWdzenoat27dwo0bNzA6Ooru7u6acum7zaVSyTrm0kkne1XSJ+UNv+eaPz55pEHqWh58Al4fsCVXTOnrO1Tn4eEhFhcX8fLlS6yuruLw8NDupZ6fn7e21eDgIK5du4br169jaGjIvi99Ahf93EHkbSqXy9je3sb29jba2tpskJK3kxx64PWn4IrFIjo7OzEyMoJ33nnH7qnP5/PY3Ny0tB8eHmJ5eRnj4+Po6+uz51hQ8IHbnlyO0aFrNM7b29t48eIFnj59iq2tLRhzcvL/gwcP8PDhQ7z11lsYGRlBa2urXWDSyqc+of7iTvf8/DxmZ2eRy+XQ3d2NUqlkz1C4ceMGOjo6bIbDysqK3R4wMzODK1eu2E+m8bpdiJPPxhh0dXVhbGwMfX19ODo6wt7eHrLZrOU3CpT09fXZryO8fPnS8v7CwgJ+6Zd+CU+ePLF79Hd3d21m3NHREQ4PD2ucdTpPhvqHtiuQbdPR0VHTj3I+aDaY5je5cC4n3RjTDeDXAPg32eX/whjzPk5SkebFPSc0YnkjQhxUrQxfJ/COPzo6wtzcHHK5HL72ta9hamrK+R7vfFedLnrlOz5jge5zJ1cbcBcddE86TlpaEFDbx3SPPrnV2tpqlQalt1CkkEe/NMQ5jqEOOtHI91lS5LVQKODVq1fIZrP44IMP8Bt/42/E8+fP8fHHH9vviNKe0dHRUUxOTqJSOfluJQktecAJKRkyJnt7ezE+Pm5TYTY3N/ELv/AL2N7exsOHDzE5OXkm6q61FYB15Lu6umCMwfLyMubn5220ktqoOU/S+dTGnytfPs4afwFno+R8TCjNaXp6GoODgwBgT87//PPPsby8jBs3bmB6errGQZNzgM9l10qab75zZa9BmyPcSZJ9ovWVRKMNzkbKTAnZL/xQNCDMONWyEmg1aGtrC7u7u7hy5QomJiZsv/GU3mr19WFltMoq6+UGAeczbRxkm1xtcPGEz0GM0yly/pHso60vlUrFnnRbKBRseuTg4CBu3Lhhg7xchofwU5zO43Onra0NR0dH+Pzzz/HZZ5/h+fPn2NraQi6Xw+joKAYHB+3qB39PC97KYMfR0RHK5XLN6klbWxt6e3txdHRk9/TRtie+EiwdQy0Qxk+61+ZoKJLOUSnfpAPtCuwBJ3xGmXWVSgVLS0tYWVnBwMAA+vr6bPr76uoqZmZmMDAwYN9xBWwuqp1x7zXSUb8oNEpeckfV55gCZzPNfIENqVs1nXx8fGwdiYGBAfT09FiHoLe3F++++y6Gh4cxMTGB4eFhezgWL5cHeri9RbaYMQalUqnm0Flup2o2gpbtxtvlkr3S4dcCkFrghvQBP7CQnF1jjD2Ze2lpCY8fP8azZ8+wvb1t99pnMhlEUWRPse/u7sadO3cQRScndpN96rK75LjLttPf9OWOo6Mj9PX1YXJy0h7yR0FpHlylv2lraE9PD0ZGRnD16lUsLy9ja2urpm10uOj4+DiGh4ctT3R0dCCdTtcsytBYl8tl60gWCgVkMhlsb29jcXER8/PzKBaLuHLlCj788EN88MEHuHbtGvr6+ixfuDKyqA7S3bQIl8vlsLi4iNnZWZuu39XVhZ2dHbuf+/Dw0H5TnFbc19fX0d7ejsnJSft5Vv4pZBkEl/TI7DZ6hsaUDuEbHR3F+vo6Dg4OsLGxgenpafT09KCnpwdjY2OYnJzExsYGNjc38emnn2J3dxelUgkvX77E559/jkwmg9bWVmxsbFj+ojR2OvATOAmC07h0dnait7fXnjJPi1LGGHswoLRj5dyR8yQE53LSoyjKAhgW136inrI0J4JHG+IaRIymCRxurAO1h8LQ32tra1hcXER7e7tNRaHv/8lVCO5kyNUbTqeMlvjawAWIFmHhK69SuGgMoU1IaSBIBaPdI2VC6UUUNaRnpOKSApJPSB7pJONeaz9/l+7x3wRKFQeAhYUFbG9vY3p6Gt/4xjdw9epVVKtVPHjwwH4+o6urC5ubm1hfX7fp2XSwB+9LOdEoEEAT9ujoCM+fP7ef55iensa7775r0+hl/0uFQaBV9K2tLTx79gx7e3v29FCe0aC1XUZCedRaM8LrMWRbW08+qZRKpTA1NYXh4WFEUWRTu4aGhtDf34+trS1sbm5iZmbGviPLIhrj6Ag10on3pEEl69XuER2SL98EGikzJfiqs4sPkrSTn5mQy+WwurqKYrGI0dFRDAwMWBnK66HtMbT/jAJ5rqixdBy5IcqdPA38efrNoRkk/Hkpq+l/mfFEc5Hma7FYtAZjd3c3uru77eoInWg7NjZmg35k8Mq+r2f/PT+gkWTf/Pw8vve972FnZwcdHR3WYNrY2MDu7q5NwfNt++Ago5BWsGgMoyiy37rd29vD8vKyXRmkvtWMXvmbr6pQH1G9SSANT8nfIavX2jNUDh8fjXfoO7tbW1s2SNnV1WXnwObmJkZHR+2WA9k/nIa4FSaXQ6QFHeU9Ds7TjZJ5Lv3WoLIvTF6elgUgLGgrV2plYEmTX6VSyabKAiefa+zp6cHR0RHa2tpw5coVTE5OYnx8vOZgK5oXZE+QM0sZHEQvyVgKpGpfhvEF6X2QgXt5z+Xca4sLJAPlamoURTZDYH9/H5ubm3j+/Lndz23Myeop7WOm9tFCSbFYtJ+DvXr1qj3gNElGHT1HdNE2HzoYlw7ro33VtGhjjLF6IZVKWeeO0srT6TR6enowMTGB9vZ2uzqbyWTswWfcQecrtESzdNJJt1J/UUB2eHgY77zzDj788EO8/fbb6O7utvv3yW+QW2z5eJEtRbJ+Z2cHz549w+rqKrq7u9HV1WUzqw4ODuwn39rb21EqlbC8vGwXOaempmyA0hhj+8y1996X2cP5j7a2joyMYGJiwn7mbXZ2FlNTU3bv/dDQEK5fv4719XU8efIEX3zxBWZnZ1EqlbCysmK/UFStVrGzs4P9/X2bgUL809bWhv7+fus30GGPNF70hSNa6GttbbWfoyYdK/0/bZ6EoFGnu58bLkcidIU2VDlw4VKtnhyQkM/nMTs7i/39fczMzNhTbGmycWVN13lETQrvEPD2ctrlKhMxJ3+OK3xNkLoiprwNsl7+LLXNGGMFSktLC/r7+7G/v2+jTaSQtFUZrZ0SxMChaR9EHxcs7e3tKJfLePbsGQqFAj744AM8fPgQwEnU+lvf+hY2NjbsZ5BWV1cxMjJiAx08LZ8ftATUfr+W0mLW1tbw4sULm/I6ODiI999/Hzdv3kQ6na75ViKPYlN/cwO7tbUVBwcHePHiBebm5lAqlTAxMYGRkRFbrxYBlkqIR3IpLUryRtzBWASpZMvlMjo7O+2pprT9AYAVXLTnikdlNZBCk/AJM06Xy1CtxwD5YcV5DG+5gkuOCgWSFhcX0dbWZveEkQHAjVVaZeZOuiYf4hxo1zN0nf6WAVTXfnxePr0j99FLOU/PcvoptS+bzcIYg56eHrtfcnt7Gx0dHbh+/XqN46oZJ5qxJANuLvAAcSaTwWeffYZPP/0UY2NjuHbtGl6+fIlsNmtPus3n8+js7LTOoJxn/GA0Gu9CoYCjoyNEUWRlFRmelUoFm5ub2Nvbw8jICPr7++37fIVJtleCVsdaWlpsWqTLsfT1h2/+y2AmBz+bINTO4HXmcjksLy/j6OgI4+PjuHbtGkZGRtDZ2YnFxUV7WBh9Akhz0n0LC1J/uGhpFORWijjQuPjOwLjM0LKGfIsFLnAHnTvUFNA7OjpCsVi0WXL0rWxjjM3O6+npseWRDpefLSPIBRrqd/55LRedst38OskgLv9Jn9cbiKF+IR6R/EwrzJubm1hcXLQZhaurq6hWq/bQvN7e3ho7Z3d3F7Ozszg4OMCzZ88wNjZm+5IcQx5A4TJC2szUhxRI3d3dxd7eHqrVKvr6+qyTTt/Z5uW6+jiKIvvJvb6+PkxNTdlvmM/OzmJtbQ2lUgmHh4fY39+3c4/vqZZ0Ej/QghHZmr29vbh9+zYePHiAmzdvoqenB9Vq1fa7T37wvuFnFi0vL+PFixd2/3xHRweePn1qz9vo6OhAb28vjDn5VB21ifQfBSz5gqYMlrgyxmRghS+qdnZ2or+/3/LE4uIinj17hitXrmBsbMxmAgwPD2NsbAwvXrzA7OwsMpmMpaWrqwtDQ0Po6emxY9nV1WXb1NnZaQ9wpMNRKVODnHPKXiH6KTNWCwYl8W80XBonnSCdCx+D8YmiGe7c6NH2RdPEJCaLogi3bt2y+8gossQFOO3voJQ3eTASEH+yNRd+LgODD6yLqWWkSVP48l0OLYIlhQ8Zem1tbRgYGLBRvK2tLWSzWZvix9tPglD2g5yw9KxvHCVtkm4yVF+9eoVUKoUPP/yw5nMr77zzjv1U0Pz8PPb393F4eGijX1wQ0FhzVKsnh4Jsb2/j0aNH+OSTT/Ds2TP09vbi3r17+Na3voUPPvgAfX19dqJS3VpbuFKgcxDm5uZqthTQae/auJEjRPekwia+5Y4T1UuGAe8/F59yhU7RSUonIxra29uts0ZbCqQCoznDAzohwTiNN7UAAH9O8m6S4NmbXE1vFFwH/ACoMWhCjWctGAScpGvSybGDg4P2AB1usJDzR6vMxWLR7jVspGOh8U49zgHNBSDeCKeAGb1TLBaRzWZrnEv6BE5vby9mZmaQTqdrMp6SBnDjeJHm/vr6Oj7++GNsbGzgR37kR/Dw4UN8+umn2NzcrAnY0Sn71Hbg7CoyrXCTjuOBCBrLarWK/f19rK+vo62tDYODg7atcvXZ1TZKE6TAxvDwsN3n7krLjAPnQ65nZJ9xB4T/T/1CMozzB3fmOc8XCgXs7OygUqlgbGzMbi+gvZubm5vY2trCxMSE/ZSlpOMikWS1plH1XWbwuejq/3r7i+tLWlklHqFvZ6dSKesIdHV1obOz057zQ3qbPsHKV2tpPrjsS5rXfOWdt1drs6+dkj/5u775zRdPuKNFDpa0/arVkwM419fXMTs7i7m5Oayvr+Pw8BAtLS0YHR3FrVu3cPPmTYyOjtqDSFOpFHZ2dvDxxx/jo48+wsbGBl68eIGrV69ieHjYZkZy25IHvSQNwOuzPTKZDHZ2dmzwcGBgwB46JvtbBj0oOEMO/c7Ojs1ueuuttzA1NYWDgwNMT0/j1atXdi/0/v6+DeTQliLiIS7LqOy+vj4MDg6iWCxap/T27du4efMment7Ua2+3nJG46DZhFxWUoDAGIOtrS17ANzVq1fx9ttvI5/P4wc/+AGOjo4wOjpqnWIAWF1dxcuXL3F4eIiZmRncunXLHnzMgwSag879NPIbtOAKf7+zsxPj4+MYHx/Hq1ev7Er61NQUWltPvoF+cHBgFxuLxSIODw/R0dGByclJTE1NYWRkxAbYOzs77dkytG2pv78fvb29NkBN/aPZoDTuxOOuueVaXIrDpXLS5aCENEI6G/wdLli4wuKrMOVyGSsrK1hcXERXVxeuXLmCVCplD1qg/Rx85Zq+kwf402l89GtOuDSQKSpKgomEOJXtWoHUUl1dkUQOTg8J10wmg0wmYw/Boe9jr6ysYGdnxwY0KBVFWyGSkBOPnD7NOHOVx4XN4eEhlpaW0Nvbi/fee88eCFGpVDA0NISBgQG0tbVhfX0dAGzaEh18R8+WSqWa8aSUIvqsxOeff44vvvgC+/v7uHLlCt5//31861vfwtTUlE1DkkEmHlghBU5G7crKCl69eoVCoYDu7m5ks9kzn2nyRdCB1+cqUL3t7e12PxuPsFMAgQtoGSDRxoie4YqDKywybOlTF64Ve64QKDgWahBxvtDkgystj/qE5ow2z+LwJo3ci0Kooy5XQqn/8vk8FhcXcXh4iLfffhvj4+M1yog7LpTeSSvpMpDgU2C+oMN52uWCK2BEcJWdy+WQyWTQ3t5uVwuy2SwymQxGRkasgUL70aku/r8MZsVBPk+6iw6u7OrqwsOHD/HgwQPcunWr5hNBJBO4TqFy+CoXnzuUWkmHZQKwn5JaWFjA3t4exsfHMTY2Zo0xPk+lzG5pabFOakdHB7LZLJ4/f461tTU8ePAAU1NTNX0T50TIQCCXh9rzBO0APZeO0vQk5xkKWKdSKRusSaVSGBkZsYFhMsQ7OzvPlMcdB81plI5ZPcELqoeX6UPSVR9tFf2HQWYmgdZeMtopE7FSqaC3t9emM/OVOEqZ5ecWkL6l9GM5btzZIX1MB4u56IuTd9KRP8/qH6+TZIy0kSuVCnZ2djA3N4e5uTlsb28DgD3cl1KYyfmm/dotLS32/J+DgwM8evTIfpLr1q1bSKfTTpucg8sQCibTHudsNouOjg709fXZuU3v0Iq79D34WBSLRZsW3tvbi8nJSVy7dg3lctnum97d3cXh4aFduS8UCjZ7l8aftj2Q3UirxCMjIzg8PMTTp09RrVbt98Np8Sefz9uAKKXqk77kgR/SCdS3R0dHePXqFRYWFpBKpXDjxg3cuHEDL168wMHBAUqlEkZGRnDz5k309fUhk8ng5cuXWFlZQSqVwvXr1+1qvlzJ9+l+bo9qth7nq9bWVoyNjeHmzZt4/vw55ubm8OjRI/T09GBxcRH5fB47Ozs1n2fr6urCxMQE7ty5gytXrtjAc0dHB3p6euzhqPSPeEirn/xBotd1ZlijcKmcdIKrc1z3eSRLi1LLd0mx0P69Fy9e4PDw0H5moVQq1Rwoxhm8paXF7s3gjpBrUDQHmq5LZ5WukwHMvwFORh830uRqAC+PTw5N2GqGkExvIuMzn89jYmLCfh87lUphYWHBHhgmaeB9TDTwVQruHPL/pYHgUig0QUiBkZAbGhrCrVu3kEql7B4w4CS1fHBw0B7KQoKUTzaKtuXzeQAnRur29jZWV1dt6uL6+jr29vYwPT2Nb3/72/jwww/tSew8eMLBo9yUJtTW1oaFhQV8+umn2N/fx/j4uF2N5sa4dJj42NM4URtoxZufCEvP8/1cLr6Tzi83eulEUXqX6iZnm4wM2r9O5XLDUjN6NR7UDG+XPNAMF5dhIQNaUib43r2MSGqsy/20WqonlUtOF/EZBapaWlrsp9fIoCReoHGm7RDlctkaVDzDJK4tJE/jgnvUHpejzg0SeldLb+eKNs6ABU5kBn03lRQ8bX0pFotIp9Po7u6271CGgcbn0gkLcZAoENbW1obt7W08efIEh4eHuHv3Lt555x2MjY3hzp07yOVyVj5yg4KydOTKt5xPtJ8RgN2ysL+/j7m5OczPz6NcLuP+/fs1X6KQckWuqPF7Ozs7ePToEba3t3Ht2rWaw9V8hwDygDv1n/wn+xjw76EFap1Mzb5wOdgUGKW+zuVy6Orqsic37+zs2G1RfKypHu6oa3QlgSsoL9tRT9lxuAjjtNGQtPn0C4erbTLgBryWS2Sv0Sf5jDHo7++v2XdOkKvM0gbT6uS2AJ3uTiuxviwNPm+0sZK8yPVwyNhqjrHLWa5UKjg6OrJZmbR9jr4WMzIyYhdZZJCro6MD165dw927d7G4uIhMJoP9/f0zdhjV7Wor7w/KEtre3kalUrGf1pJ2mEvO8cUHOuQNgM2aAE7Gi1K1yY+gAC+dgcVXtcnRJZlPe6X7+vrs/mpyRvP5vCpzSU75smZJ/tE3xA8ODnDlyhXcv3/fOuMHBwdobW3FxMQEJicnAQDLy8t4/vw5Dg4OrIM+OTmJ1tZWa4NTn2jZoVqf8vEjUBnUP319fbh7965d8V9aWgJwcuYDHaxH9ujMzIz9YteNGzcwNDRkF8PIv6IsDX6woQTpTNJT1Nc8S0HyHrXXdS8El9JJJyRpiC9KKI1z7vSsr69jYWEB/f39uH//PkZGRuxzfFWTolsUYTHG2H0KPDWFHyjhW7H2GQw08KT8oyiqOcSHmIhPPLmaqDlfsr9cKc/c0aa95xRpGhkZwejoKL744gs8fvwY77zzDoaHh9X9LwSNXhdtIZFc7nxWKhWsr68jl8vh1q1bdk8ScGJcUsZDd3e3jTZS0IOPw/HxMXZ2drC6umqFJh0yt7e3Z5VgW1sb7t69ix/90R/FzZs37cqhMaYmtVczvslpoX3oS0tLmJycxJ07d+zJkzJdRguk8DR9ALZcfkgXZUAYY9Dd3W1TwCillRwx1ziQci4UCjZ4wcemWq3WfCOZMk40gUvluQwD7VkJ3q8av7qUsDR+Quri1y+z0UlKRq4eutKZ6R5vk5bRQDxI+49XV1exvb2NgYEBjI+P23Ro/jw59MVi0Z5ZILePxI1/vc4Dl/2+1XjuFAG1Dj5XoiSnNEe/UqnYw3+6u7utk/7/b+9PYyRLtjQx7LvuEeHu4e4R7uGx72tGbpVVlVWvqrrf0g8iRj3ToNAUIBDkD2lIDdAgQALDH4LYgxFASr9ICSIggQKBFqbR08JghgKaEmc05Ey/6fde19vq1V6VWblGZMa+75vH6lc/Io/l8ZPH7F6PiMz0yL4fEIgI93vNjm1ns2PHiE/yHCZh2xM0x4hX0bO0ficnJzE+Po6GhgZ88MEH6OrqQjwex8DAAIrFImpra7G+vo7Z2VmkUik0NTWVGZc86oXzVM/zyrLdUiZ7yvZLIZu9vb1oaGgwO+SS52ltpFDQqakpPHr0qEyRsSnTfOzk/zRX6bf2vpS3YSI2eASU6xlS8Kj+7e1txGIxk2xpfn4eu7u7hu/yJHmuKMBKYeN/Whtc9ZzFURm0UVGN4A5n4MWNDptBbvuMl8cd87SbWldXZ5JQ+b5vzpwTD+fvyTq0MHW+nlKplLnlgRyk/HmXE4ivP+oH7nSlZ4PWp9Yvsk4yZHndZIAWCgUUCgV0d3ejra0N+XzetIui4ShKoKamBnV1deasdz6fx8zMDHZ3d1+INOU/0vmgyT26fsvzTq9QzGazL7SL2qLpQwDKEotms1k0NjaWRTvE4/EyO4PPB6JTjgfNEdIzSW43NDSYKILFxUW0tbWZMG3iy3wMeVvIeU5jQhFzdI0oGbUnJydYXl7G9vY2EokEWlpa0NDQgGKxiEePHmFiYgK1tbXo7+9HT08PksmkkQFcnvK+cvEZzdnI5x/t/Pf29uKtt97CwsICHj9+jKWlJaytrZmolGQyie7ubty4cQM3b97EwMCAOQ7By+X10pwkx5m2ASrXjHT22PTXs/L3qjXSXcLaBS74+LParl6xWMTk5CQ2NjZw5coV3Lx50yRdoGtnNJBXi5KAyCsTbJPQJfA5SNmjMJu5uTnMzMwgm82ir6/PhONz41eCMyHXorAxsHg8bhQ1OntIZ5OvXr2KBw8e4Ouvv8b7779vJj6F6wTdh2gThJrTQRpn5PGkHQwKl/J9H+3t7eZMDimz3HgEnl9ZQsyfJ0Sqq6vD4eEhFhcXsbe3Z7J7tre3I51OY3JyEvv7++YKN887Pe9CofO8bXwn2vd9k2xiY2MD9+7dw9OnT5FOpzE0NITu7m5MTk7C909D7LmHTvM0kifP931zLpy+39jYwNTUFKamprCysoJEIoHBwUEMDQ2Z0FxtDsi1Qv1D5/E3NzfLmC45ZGRYFi9DK78S49dlrPNy+Wd8/kiHR1DZ9P7L2m16WXAZ5fI5qfTZQMJ7e3sbExMTKBaLGB4eRqFwmmhZOiTpnf39fXP+Uh7d0BQj6fUPctDw/6lNYRNXccOOQEpiUF8QKIHk3t6e2REhhYfTyPkNL0fOr0oMdHqeQhofP36M1dVVjI6O4vbt2+bc8+DgIGKxGGZmZjA5OWmcCsPDw2hoaDDhthqfpv8pFwndlXt4eIhHjx5hfX0dDQ0N5jpGzpeBFw10+pyiwurq6rC8vIxHjx6ZM490Hl1zTsp+4ryQ+pPzSS43tF35SpQlyT+4okjyhXb46DwwyQPiyycnz6/rk1FGGk3ajlcQP5LGuG0d8HrD6iIucIPxPEroq4Lm6NUcvvIdrW02I57PT7ofnV+HSMdOeO4YboBp0OYEORFra2uRyWRQW1tr8kgERS5p7ZR6C1/Prr6h35zvaYYK6VncSI/H48jlciYas6mpCa2traafSLaQgU43C9H41dbWmjPFFInD264Ze5xGiVKpZORXXV0dGhsbkUwmXyiL/rfJsr29PWxubpo20fVcFIZOfJDTdZZjW4lEwjgRlpeXMT09ja6uLqRSKXPcgreZ+t7zPNNXnne62VgqlbCwsICpqSns7e2hra0N/f39Zkd8fX0dR0dHxjFdKp0e13z06BE2NjbQ39+Pq1evmnw1Uh7yfuM6PO9LzenF6af5QHy5vr4eIyMj2NraQiaTwcrKStnVaTS3rl+/jpGREeTzeacdRGXTnJP6N3+X08c3ZLls0vRTrS+CUHVGurawXAocTe6wQoeEazweN/eZxmIxXLlyBR0dHWWeE5tBQ6El/PwlZX7kgtimcGrKg+3Z3d1dPHz4ELOzsxgZGXkheYE26TQvvbbjbgMJDZqsyWQSjY2NiMdP7wq/efMmPvvsMzx9+hSffPIJenp60NXVVXZfsk0QBu1QyMlOC4C3l/ft+vo6pqenkUwmzd32PESIBAONFXkyaReJvLKxWAxtbW3Y3t7Gzs6OSSbR1NSE3t5eJJNJ/OIXvzBhvzSOJCw0+jnNtMs4OTmJO3fu4OjoCDdu3MDQ0JDJ7Hp0dGRCnqThwssijys/s1YqlbC3t4cHDx7gm2++wcTEBNbX13F8fIyVlRW0tbWhsbHRHJngwk6CPiNjgJLtyfNusn5tTLlHm48rV+5dCkUY5SiMQmIT0pqB76q/mqDND/ofeNGADeprmrv89+7uLmZnZ1FbW2vOoZEzktMAnPYf7b7Kc5e2+mw8ns8NLV9FUEi05rA4i7DkQpqvh8PDQ5NM0eX4CJpfEq41BDzvM57s9Pbt2xgZGTHtJkVtc3MTn3/+uUlOdHh4iM7OzrIrZIj/0Q43RRltbGyYHzKoyVHc399fFqJug4xWIj5Mu+gnJyfo6ekxVzue1dDju3+yDC6DuAwMcmzxnXleHvFf4Lmznhyxsr1UJ90TTFFxskz5t3RWS57JETT3tO9sn1FdrogoCb7Wqtm5KeVEGCdZkAGvlU1zi+QxJamlrNR0Gw3XFYEX9TPe//S3dLKQ7kFXeJFDiMKspZzTDHObIav1me0ZWT6X+Zx/kj5GbaypqUFraysKhQJisRgSiYQJOyZ9ghtltDa4bsgdHWTEBekTtrnt+77Z1KE7sfn1k3wctDq4g3NzcxO+7yOfz5vkmnwsyECW9AQ547gjjvKFpNNprKysYHJyEp2dnWhoaDDOWG7PaA5O4vebm5smcV86nUZfX5/JN0Ih+ScnJ6ivr0dtbS1WV1cxPT2Nubk5JBIJjIyMYHh4GJlMBgcHBya/U6VzRT4r+4T4E20GtrW14fbt22hubsbS0pLZIMhkMsjn8yahJ90OQHOKl8t1eV4PPw4nx5n3JXd+8PZom6NnkXFVZ6QTKm1ImOd56EipVMLS0hJWV1dNtsS9vT1sbGyY0DQe8kAeupOTE4yNjeHx48fY3d3FV199ZSZwKpVCLpdDfX19mecwbAiZFJAbGxu4f/8+Hj58iEQiYXbWwyRXkjuJ1O4gRZ0mFilgtGNPZ51jsRh6e3tx+/ZtTE9P45NPPjFeqvr6enM2WXqebO2VC0OjTZvsNN6rq6tYWlpCU1MT2tvbTVsJZEgWi0XjZeZnuoHnWTMLhQJKpdNjBqVSCel0Gq2treju7sbh4SHGxsaQTCZNv9D5L0pAx9tA86Wurg6JRAL7+/uYnJzE/fv3sbu7i/7+frOzxZnF/v5+Wf9RueQw8TyvbCesVCphc3MTS0tLmJiYwIMHD8x9zYlEAlNTU4jH4/jxj39clseAnBSacODzkJw1lJvA9/2yq2FofACUCTRepqZwupQD/rlNmZIKqO0IiG2t0HMuR0W1KpwaSKhUCm39Ef87OjrC/Pw8VlZWjLOKR6cA5Rn3STEtFosmMQsvm4PvEEsDKkhxlGHoGs7SF5w2rgxzoUzJoDzPM8KfFFAy4CoJ7QsCn//c0Jubm8P8/Dzy+Txu3bqFhoYG7O7uwvd9o7g9fPjQRNbE43FjuGcyGTQ2NppwUs6jaFdqcnLS7EwsLS2ZHC2UsKe5udnsxtgiEaRhEY+fXjk5NjaG6elpE0nEb1ORTlrZD9QX1B8ATP2ac1ozVM8TLcP5RV1dnTn6QXOSZ5bmNNgcapXUGxbn5V1n7R/iG5eJb7qgtUNzAPG/iU8cHx9jd3cX+/v7iMfj5n500qtshqLkF7Z1wKMF6WgF6Q/8akzOYzkvsc0RbmjQ/1xOBhmRBDl/SKekCD16tqGhoSzRG+k5Mku9lG/Ei2lDQ0YFyf6VbdLWIen5JycnRt/mxwRd84Hk2cnJiTnyVVNTg3w+j8bGRqMbkVOLb5ZoDggJKpv4LfEeOn5KV9jReX4ypklW01FMrk/SeHieh5WVFXPLUHd3N4aHh41soySiAEy+lenpaTx8+NBEbo2Ojpqrq0n31fRBzhNlH8q/CdQ/vJ/I2E4mk+jt7UVTU5NJbFdXV2cc0bRRQA4snkuHzwNpcPONN0mLXFsuBK3nMKgqI72S3V6g/GwAN0jl/1LRAU69XRMTE1hbW0NbWxv29vbw7bffYnp62nhpyAPueZ5hfoeHh5ifn8fDhw/Nwl1aWkJ9fT1aW1tNJkpKEOYKr7AZIXV1dSgWi7h79y4++eQTlEolvP/+++js7DSMSe7Y8slAf2u7XRzcC64tFIoQIC9nLHaaBCqXy+F73/seHjx4gC+++AK//OUvMTAwgGvXrr2gtMv6NKVJTniu1MkJTouEPl9fXzdGL53zofZzxa9UKpkrhSiEieYIjSNd0ZDP5wGcziMKjSemSh5MTiv3VlJ5fHfB933Mz8/jm2++wfz8PLq6unDjxo2yZELEdOXNAVw4UFvII10qnSY6efjwIe7du4fx8XFzVvbatWvmXvuFhQVsbGwYYUY0a4aOnJOkyJORTqD+pR32dDqNVCpl2i93qng/S2FOkAxcE6RBXnJZJm+fXCPyXZvntxpRSb+4YNuFq62txcbGBiYnJ3F4eIiuri40Nzfj4OAAxWKxLKKHrwG6n5vfBSzBeRP/TIPk4XxNkwIpEcYQqsSIp/rI+VYsFlFXV4fm5mZzhISEOt3yIHeRuGyyOaq0sFauVFE9e3t7GB8fx/b2NkZHR9HT02OMRTKSkskkmpubjXN1f38f8/Pz2NnZQSKRMCGyxE9SqRSOj4/NuD18+BDr6+vmPGVDQwPa29vNdUg1NTUv5KmQShRXvMnxubi4iKdPn2J7exuDg4PmPl0uh2xjR/3GnUTkYKC5QE5iaSBXohzRmMndFaA8hwMfc+KNfF7Rrh6NiZzLEnw90f/SsJLvu6J/uGFjyxcjIWV32HV52ZyaNsjxDjLU5VomnWV3dxfb29s4Ojoyu7J0JI4b2PSuNuaSHi6baa7IkG+KxiMdSZOFfC7xeqh8abxwPdLWP0F6BM1FmeNDPid/pKHPnXCkz1BuHJeRrtEoP+dJcmtqakzG8yDwCBoywMmApKR3wHM5wvVO3h7eXjnHeHJBiuSJx0+znHd1dWFsbAzz8/N48OABOjs70dbWhlwuV/Y8rzsef56QulgsGqdvbW0tBgYG0NfXZ6I+dnZ2jJOWIjampqYwOzuLfD6P27dvY3h4+IVIWq6v87bIdsq5p0GTp+TsoogCCsPneWGo3ylxs5w/XE4ErXWN/9r4X9BcC6OjEKrKSNfAG8LDHiVjA54rOrJjJSP1vNNd6rt372JiYgINDQ1mx+jRo0fmDlxaVHV1deZMTDwex/LyMlZXV5FOp3F4eGjuuOZZdF0TztVOon9tbQ1ffvklnjx5gnfffRdXrlxBPp83uyU8dM6maFN/BO28a/1DXlm6Sok8bnTebmhoCB9++CEmJibw3Xff4Re/+AUymQy6urrM2UieGMUVnir7gKCd9ZBjTmGc7e3tyOfzZUo8d8pQptX6+nrkcrkyQ5qHBKdSKRN+Tle1FYvFsjAy7smUChPVTWe1yUC/f/8+Zmdn0dDQgKtXr6Kvr8/sPNbX1xuvLdVFdJHnlI8BKQGrq6sYHx/Ho0ePMDU1hd3dXTQ3N6O3txcfffQRWlpacOfOHfzyl7/E/Py8CeOiTKLEcOVd1tRvdK1eTU0Ntra2sL29DQDGcUH5ADzPQ3Nzs2HqND58XmqGyUVCCjfpsONjJB1cGqrZQJeQIW0EWnv8+IcNnK/S2qH7Uuvq6tDT02P4HZ0v1tYrzV+X0yOs4svbQG2TTkDuEAoLnthNG2cbPwVOb304ODgwR2Fot4KU5O3tbWxvbxtFyFWW1l7pYCZ6uLKztbWFsbExeJ6HgYEBowRSH1F4baFQQEdHh7mdAzi9CYN2G8jpQFeIxWIx5PN51NbWYmJiAvv7++jv70dXVxdGRkbMmVFKKMjXUtA6isfj2NnZMdl4a2tr0dTUhIaGBuP8JWVXK0s6O3ikj1T6Zf1nMdJledqOCPHjvb09kxyOH/8hZ00ymbQ6xHk9muOQK7pBhrO2JiX4Oic6tc81OoHKdsAuI1ztd80jHoEInG4CER/IZrMm/JjzQNnfLgOdP0N8j77njipyIvJoo7AyTq4Vbe1o/cPrkLomN3ypf/iaoiN0pKdSOVInoec5XZTIme+WSh3ctv61z4+Pj81mHBmkxI8054RmfPIjsNls1uzmEm3UNpsNw8uTugzJFKI7kUiYCLfW1lZMTk7i6dOnePToEQYGBtDQ0GD4PIHqofu/Dw4OMDExgSdPnuDw8BAdHR3o7e1FY2Oj4W17e3tl/G93dxcbGxs4OTlBf38/bt68aSKrSOfnfayBt4naq/WrHC/ZV1zf5M4S7gQhWaXZIUF8S+rFmnNSe5brPzSHNAdMGD2zqo10KUio4zWlTBNc0oACYDKsTk9P4+7du5icnER/f7+5emFpaQkbGxsATj3l6XTanMPMZDImm22xWMTAwADee+89tLe3m6Rqzc3NJtSTvKqa4iVB9JECtLi4aLLyXr9+He3t7YYBBRnnsg/4pOX9JBkqZ1y+75vw5vr6euMFJg9WOp3G7du3MTU1hb/+67/GT3/6U6RSKfz+7/8+2tvbzYIlxkz18l0OGh9tV02Gm3KaaQEcHh4apTOfzyOdTpedF+QMg4zM1tZWNDc3m8UrPW78DDx537gnk4wGrkxSH3PFlRSzxcVFfPvttxgbG0Mmk8GNGzeMl5KOSfi+j3Q6jWw2i+3tbayvrxumTnctE1MtlUpYW1vDkydP8ODBA0xOTqJYLKKxsRHXrl1Df38/8vk8BgYGkEgk0NPTA8/zMDY2hq2tLeTzefi+b5wv1G7JdEiAkkChq2QoFOzk5MQkDslms+jq6iqbx2EgPZl8TnAPq+1dOU9sz3KHG3ekUL1BXs9qBdHOeVuY52nOc57AeQSdvZ6ZmcHc3Bza29vR3d1dxgO4o4PPHTJieQZaiSAj3fYd1SsdcEHvu+rhc1AqTgTf943SSAoY3a1KICfb1tYWVldXjULFdz1kiJ2khyuVfGy5sAdgzgPS+XBStijKh4x0uo+3pqYG3d3dJgnk3t4efP/02kmK2qHoMUoiRAmOuru7MTIygtHR0bIztVSfzeAEnjtRqO/oSM7JyQmamprMmU8+71xKmoywot+0e8h5gBaVwCO5eLQZ1y9kW7RyqB7avaMzqMfHxyZigBR+4DRElKKxCFq5HEG7l9IJaRsL2S7pyNCcqdIx/iZAtlvrU+0d2/OueijUnZKHNTQ0mFuALtJxLaNJiA8QjyLHG9/ddDnAqEzbfNH6g8tpzrs4uGNX7njzsHYqTzsiyvUEWn+0200h6XRtJNXFy9RAdfHM65RrKh6Pl5Vt6y+O4+Njc2R2Z2enzEin6B8uAyQ43+cyWXNWUB+kUilzQ9CTJ08wPT2N8fFxTE9Pm/Pp3EHIjwUcHR3h6dOn+OKLLzA5OYlsNovBwUG0traa/uPXUVP01NraGuLxOHp6ejA6Ooru7m6zwSRzbwT1XZBTkD+j8S1yhkoDnfRnrrNzZ7+cv7Y6Je1BtPLvNR1J/r50RroW+qr9Lz0qmpdMhrVy79P6+jomJibMzir9NDc3o7u725y7SCaTyOfzyOVyiMViaGpqQlNTkzFa33vvPfze7/0empubTUgfefW48s93urgRJOknuukKh7q6OgwMDODq1asm/FQLFXX1o+wXbqzwfiHQpKYwl1KpVJblki+C7u5u/OhHP8LCwgI+++wz/OxnP0OhUMD3v/99k8yEG1GVQFMeuNIHANvb21hbWzOOBGm0Ac+N9e3tbZRKJbS2tpadgeS7asDz0MVY7HmCIDrfIxks3+GifuTXklFm7LGxMRwfH2NkZATXr183yTV4pADdD/ro0SPMzc3hxo0bJjswvwd1eXkZY2NjuHfvnsm63NHRgbfeegs3b95ER0eHeQcAenp6kM/ncffuXXz33Xf4/ve/b3beeAZQbvBwQVFfX4+GhgacnJxgY2MD+/v7qK+vx/b2Nu7cuYPV1VV89NFH6O7uLnNyyDUZxlPM6+ZjYoOct1q9BOnYk84frexqV1JlGzSHAzfKObjRQ23lTrWNjQ3DI999913j2EomkyYCg98XCjzfSSdBLR1XLjqDnCU0t0gZ5dfL2N4JIwBtChDw3DtP/eL7p1dsHR8fo76+3mRqBmCy3i4tLWFubs5EHJHxyxWXMHRJPkPj6Ps+FhcXsbGxgatXr6K7u9s43Ui55Xyprq4OfX19uHHjBvb29rCysmKuKuI7wLRr1NHRgbq6Oty/fx+Hh4fo7e1FX18fWlpaypwjNqOaxtHzPJNbg5LSTU9PY3l5GZlMxiTmtO2cyzHiO2QUyeN5p+clFxcXze58S0uLCfOUtMn5pRnfgP0YGNFCP7W1tWYtrK6uolgsoqGhAcfHx9jY2MD29raJUqA+0HQCWb4Ep1Pjo9zpZltbNnBlkn8WFpqedlaj82WjUiNdPutql3SaULh7LBZDNpstu4GFnjsLiJfynVky0gGYDO/cSOdjohkp/DMuFzRHtpTZtvGnz09OTsyxUc1Id8lsWb5GK5VJDmJKDsyvmSW9Whtz7hA4PDx00moz/LlBu76+jtXVVRNdy3fj+ZETzifpf+LbnFapX/J6KTquqakJV65cwfj4OBYWFjAzM4PHjx9jaGjIOIeoz6g9JyenV6t++eWX+PLLLwEAIyMj5h3Op2ijiHKKbG1tYWhoCENDQxgcHDRyjm+KuRxC2thqTkmbHqiVzectL0OzETVb0kVnmM9dz7mM+zDlVZWRboNN+PBB1LxOsnNI2SNFqqurCx0dHbh16xZ6enpwfHyM3t5e7O7uAjg10rPZrEnYRgb62toa9vf3MTg4aLLl8nr5tV+SeVN7iBY5OeknmUxicHAQ/f39ZeHZ5BHi74bxzkqDhkPbhSRvsO/7Zfds813mRCKB0dFR/PCHPzTZJf/qr/4KiUQCH3zwAXK5nIk64MabphhIyDA8AjFmz/PMfeYAjJCith4eHhpPI2Xjb2pqQktLC+rq6sxukvRu0y4I330lRZM7CjjDI29wIpEwBjBlXx4bG4Pv+xgaGsKVK1eQzWbL7vwk5PN59PX14c6dO2W749TvOzs7ePToEe7evYupqSlsbW0hmUxiZGQEg4ODGBkZMbvmlNwrHj+9M3loaAg//elP8fOf/xzXr183Ybq0W85pkZ70RCKB9vZ2pFIpLC8vY2lpCalUCl988QW+/vprE76fz+dNWBsZZwRNELv+1xiXdHzxsqVjxrUj54rSCGvYVRPCRtPY2iXXISkcdB1LTU0NOjs7jZOQwjbJs85zZPC1QzxDE5x8HDWhHNQW3h5XqHtY5Y+DG7icN5NjYHNzE4eHh+baSVIO0uk0CoUCvvvuO0xMTGBzcxNtbW2qcutySEi6SdGkpGTb29uYnZ0FAHR2dppkl0Qj0U0GbLFYRGtrK0ZGRnB0dGSSZx4fHxullpwqJyenmeFra2tx9+5dHB8fo6Ojw2RfpvHVFEZtjpFD1fM8s/tfKpXQ3NxsnBhchmm7Z5oDgNY3OQ4fPnyIx48fI5fL4Z133kEulzN8nWQNV9akA5jPIW0+2Ryz8XgcjY2NKJVKmJubw+7uLhobGwGcrp/NzU3U19cbpz85Nnj9UrbJucH1B41HautI9mHQZzYlWDMY+DhXs0HuQljFXHOq2f7m7x4fH2Nrawu7u7vmPm9y6HG+wt+V+oYN0tnp+6dRPpQDicKtKYpDczhxWSodgeSk5e2T/DnIacE/Jx2DDEot3JgMai2CKWj+Usg76YMU0cJ3WrV1wx0SVB7Xy6gffP95xnd6juikZ+mWjO3tbSwsLGB1dRWlUslkq6f6bBE7fJ5Ju8E2B7kzmSImr169isePH2NmZgYPHz7E4OAgGhsbzTFQijA4Pj7G4uIivvrqK3z55ZeYm5vDyMgI+vv70d7ebhzTFAFFeZJoHH3fR2dnJ65evWrC3MmQD3K6ch4i54k2vraxo/9pjGQ/cZ3dVj9HJY7JsHDRXgmqzkiXAoovMs7MZAIK+s0HSSo7tBs5OzuLnZ0dvPfee/jwww9NNkSudALPM4MTo0smkzg6OkIymTQ7jKTccKNE7kpK2l1Cgoyc9vZ2cz85P1NK7ebMnMrlCix9J40lm1IvHR7cSM9ms2X3OtJCpHM3H374Iba2tvAv/+W/xLfffotkMomGhgbcvHnTnNXU6pUeW/4ZFyJyslPbKZEfCSkAhkEDz5Oxzc/PY3NzE52dnWW76Lxsqo8LEtpJJ8FKO+Q8KRyVQWFTpdJptvXJyUmMjY1he3sbfX19uHXrFlpaWowg4ONHZ1r7+vpQX1+P6elpzM/PG2Xz4OAA4+Pj+PTTT3H37l1zBv/tt9/G22+/jdbWVhO1wHc4a2tr0d3djbfffhs/+9nP8Nvf/ha3bt3C7/3e7yGdThtDi68b6hve/01NTUgmk5ibm8ODBw+QSCTw29/+Fuvr6/jhD3+IoaEhQyefZ1LhvAjvZJDhrT2v8QJb3ZoAuSxwGX9S8HMjgRtK5OCanJzEwsKCOYe8sbGBubk5dHZ2orOzs8x5BTx33lFEUT6fN7tH/IfzdG4Ea7yAQDyRdkwopPFlCFbqB95vRNfJyQnW19dxeHhoQpipzclkEt3d3fA8D0+ePMHS0hI6OzvNbRBE71nmFRm7sVgMq6ur5pqczs5Oc96R5JvvP8+qu7W1hc3NTSQSCbMTzp1odFUOGQf7+/vGsdDW1oalpSWzC3hycmIconSzBODe+Y3FThOOFotFTExMYGVlxVwPtLGx4UzMRP3KDXPOmyl0f2JiAo8ePcL9+/dN5nmq27YebPOmEocP8Ve6pujp06dGxuzv7+Px48fY2tpCV1eXuf0jaL5qvIraIj93OZm0qCFZhyxH6lLye1d9hEpzQ7wOhOHtQUq8dKZwHgHARCHu7+8jm82isbERiUSizLCicnj5sv8056XNgUPHW+hedroSmB/xkO2RZXme94LjjCdp5LJR60OpT2nQ6pSyQHuenpVOjLq6OmSzWSSTSezt7ZkNNMp1QfyOR0x63vPNFtKtSceXcoh4ENej6RkyTGnneWdnB3Nzc9jZ2UFLS4vZDCFw2m39I/tBzjU+5nTePx4/vT1gYGAAAwMD5s70b775BplMBv39/SaSp1gsYnV1FWNjY/j2228xMzODhoYGDA0NoaenB6lUymxw8SNe29vb2N3dRTabRT6fR1dXF9ra2lBbW4udnR0j96WeoY251n7N+aXxwiBotgLvRxvC8ufz0HbWMqrOSNfAF6gWpq0NPJ/MZLiRkjMzM4O6ujrcvHkTb7/9tplYYYQMvweYzu/RlTwuYwAIDrcipgjAJNWhHRzOaCRzDxKkRAvvL2mkcvrISCeljDIBy+fI29bR0YHvf//7WF9fx7/5N/8GX375pTGab968iUwmY8KeJNMn8POrYY0kUi7JkQI8Z5wUlruzs4N79+5heXkZv/M7v4NsNmuMSU1g8DnABVI8Hlf7gepKJBI4Pj7GzMwMxsfHzR3l7e3tGB4eRkdHB2KxWNnOFTkvKEFbW1sbent78e233+JXv/oVgFMvLRn809PTiMfj6O3txfXr1/H2229jYGDAzDNKCMfbkclkcP36dbzzzju4e/cu/tW/+lc4OTnB9evXzVEOCh3l7abQL1LeT05OMDk5iV/+8pfI5/NYX19Hf3+/uaNSCrGzGCMuRulSDjj4jpnkB2GUCEKYHepqh+SR1GZtx4IQj8fNdYHb29u4desWGhsbMT09jc8++wzt7e24du0aCoUCcrkckslkGW+mCJt8Pm++o3mu9bmmQEqQkZpIJLCzs2OiSMgJoCkyZxWgQDlf4A45Om5yfHxclgjq+PjYXAWTy+UwOzuLiYkJ3Lx50xho5Ey0KeK8rZIOchJ6nofFxUUsLy+jUCigvb0d8XjcyAySIUTX5uYm9vf3y9Y31c+djgRKmATAjB3vB373rdbX9JsUX55gcnx8HMfHx+jv78f29rY5NsPPfHIFme9WkbOclMC9vT2zWzQ/P4/l5WWsrKyY8/gcmmLP69P4RRgeQ8+QI+bRo0dYXl7G1atXsbq6igcPHiAWi5l8NVq0WiXgc4Kv5TA8U/5N/SGdYy7jndd1VmdTNSAM3Zpu5uoH0g9o3u7t7WFnZ8fwBdIbtJ1dFw1adIlNsaeoz52dnbIrszTYHFdSNkqdlstgjWfzM7+yXPpMc4DysjU6pb7L36ONrFwuh+XlZSwvL2N7exvNzc0V5WmQbeOOZNlmvlFI435ycoKlpSUsLi4CADo6OtDc3Fy2VoLWjm1ecP4q+S3RRfrjlStXMDMzg6mpKdy7dw91dXVYW1tDKpXCwcEB1tfXMTs7i6dPn2JxcRH19fW4evUqbty4gUKhYBwS3Hl6dHRknE5dXV3o6ekxuU40x4ZmgNtsH1t/8HF26WyawavZgdrcOquOysuo5L0wPFtDKCPd87w/BfBvA1jyff/ms8+aAPx3APoBTAD4d33fX/dOa/+/AfgDAHsA/gPf978MKL9soWi7KrZwGHqfZ/nj4KGApVIJs7OzWFpaQnNzMzo6OowRTB2nTTAeRru7u4uDgwNjpPNdbBlSx9tHZQXtphNjprK1RaD1gQ3amQxiQiSYtXIpaz15CuWOBynfFELT09ODH//4x9ja2sLPf/5zfPzxx/C8092v0dFRc3c8jRPvD0kr7x/tjDP1Bylu/FwRtYuSm83MzBhmRWfrNzc3XzDG6TcfI8Lx8TFqa2uRy+WMw4GMYcp+7vs+NjY28N133+H+/fvI5XIYHh5Gd3e3ScTBQ6l4m2k8Ghsbcf36dTx+/BhffPEFTk5OkE6nTdK3QqGAt956C1euXEFnZ6e5ck5mDuV9cXx8jJ6eHvz+7/8+9vb2cP/+fRwdHWFhYQHXr1/HwMAAcrlc2X2gpGisr6+bUM7j42PMz8/j008/xbVr10zSxOHhYWPAyH6zzS3e75pA52Min7etBT7PwwjDl6lovmx+KUG7AJrSIx1zHNLLTOtsd3cXc3Nz8DwP/f39qK+vx/z8PL7++mskEgmsrKyY4xVkqNNOBt1MQAYVr+dZP7wgzG3OV/mM7/vY2trCysoK2trakE6nnXxbKkg2yO9sYde0ewuc5pDgd8/GYjF0dXWhq6sLk5OTuHPnDt577z309vZacwLY6NY+A07X5uLiInZ2dnDt2jU0NzeX0cp3jYrFouFzPNyaaNWUlqOjIxOeSU5VflRJS+hkg+/7Jlna9PQ0Zmdn0dzcjL6+Pnz++efY2dlBJpMpO6bE+4X/zQ1tOv99//59fPXVV2V3TvMoKs0RLKHVo60TWQbJsVKpZKKz7t69i7m5ORwdHWFubg4LCwsYGBgwO+0kL6g8ucNp40XcSJBrmmQdp19z5NP/mkOI/y0TSkoaNKPR1qeV4FXxyyDjyGYkyv81g502gY6OjsyuIwCT74h4NDeAwsgfLTJCA13ztri4aHJNSN4neQ7/nsaYcuUAMEaoy8kqwfVhDt9/nojXhrAymesJdXV1aGtrQ1tbGxYWFrCwsIDl5WV0d3eX6aykd/L1Fos9v2KXQHyPvpe3KHFHBH+XjntubGygra0N3d3daGpqMjqY1GGl44N/Jv+WbeZzjvS1UqmEbDaL4eFhs5u/traGb7/9FouLiyYaamtry1xbTAb6O++8g/7+fiQSCdN27swlWV5TU4PW1lYMDAygqakJvu+bvCOcLwStI/5ZkNMkLD+RzhuNDu2dMPqBLI+vI5e+6nK6XLiRDuDPAPw3AP6cffbHAP7K9/3/0vO8P372/38G4O8AGHn28yGA//bZbys0AcLhefp9uDzxlq1c4Llysru7a8LS6GwuKSIATNIIeYaHJi1dRXV4eGjOm1D9xKQ5zZwGLuS4UioXppw0Ng83/S2NVxdDl14nTZGn35TpMhaLqUnZiHlTsqhUKoWrV69ia2sLa2tr5rxLfX09Dg8PMTw8jMbGRnOvcNAZFFu7ON2pVMrsnlAZlCgjFothdnYWn3/+OdbX13Ht2jXU19e/MNc0oSGVlJOTE6RSKZNBnhgdZTTf39/HxsYGxsfHMTY2hoODAxQKBQwNDaGjowOe55VdiyLbRc6YmpoaXLlyBVevXsWnn36Kx48fo76+HhsbG8jlcrh+/To++OAD9Pb2Gs88nRXiApX6iAROJpPBhx9+iLW1NfzlX/4l5ufn8dVXX2F3d9fsypGwof7Z2dnB6uqqOYdbX19vjoq88847+N73vodbt26Z8QXKw9w1A1ybi2FBY0LlSoXRxfR5GRodmkCktoQ1SgT+DC+RX2rQ1j1X4m3HAagvabeazqutr68jl8uZuXZ4eIitrS2zU7G6uoqlpSW0tbUhk8mgsbER6+vrWFxcxO7uLra2trCzs1OmKElHCv1tE3A0jygh597eHpaWlrCzs4O2trYXnH6VwCYktfEmWnZ3d7G2tmaS9fDzcABQKBQwPDyML7/8Evfv38edO3dQKBRMpA2XLbwe2zyjcSNad3d3sbS0hOPjY3R1dZmEjlQeD4unq+AaGxtNFvrt7W0Tmi+dOhTlQwY9hXnSNZwU3s/7Q/Yj5+skG5eXl/Hw4UPs7e2hu7sbLS0t5gaAhoYGY6STXOTrXPK0/f19rK+vGz67uLiItrY2FAoFzM7Omqsqife5oDn9beBKKOkclFG+UChgcHAQn3zyibkCaW5uDjU1NWhpaSnLQRJ0+4KmvEknm7YJYeNRtnVP0Jyq9B4vn//mZQP2M88V4s/wkvllkI7JnwNe3L2k76SxRL9p/u7t7WFrawv7+/uIx0+vdOU3GHDYeF/QuGnv1NXVmcii3d1dc22WBJeh1Ce0bkjW07W22WwWzc3NSKVSTpqk40jqqMBzflJplJ3NmKU1Ho/H0dTUhI6ODjx8+BBra2uYnp7GyMiIyc5Oer2clzwCE3gezcmPAtHY8mNdNAfos/39fTx69AiTk5MAgPb2dhNBQ+VQHhfZ97KdNp1Je4c7JOlaze7ubty8eRPb29umPzY2NsyxRs873Vjq7OxEf38/3nrrLXNzB+ebVHdNTQ1yuRyam5uxv7+Pnp4edHZ2IpVKmXxGWg4g1+4670MNNj1NQyVGfKWfu+ZpWF5ic0K46pYIZaT7vv+x53n94uM/BPDjZ3//YwA/xykT/UMAf+6fUvWJ53k5z/M6fN+fd9VhEzZylwWA1dCRTIQYAp0VpuQ1AEwWdwrl1Xa4ubeEFjAZW3SGPWgwg5RByfzCeHUls9LqdC0Y7jmVddHnFO5M5701RwkX4BTaRVmEU6kUHjx4gF//+tfm7PI777yD5ubmFxI6kIdVC3eUbabna2trTbgkGQW+7xtDfGNjA59++im+/PJLtLS04K233kIikSjb0QgCPUfzo6GhAY2NjZiZmcGTJ08wNDSEUqmEJ0+e4N69e4ZJX716FdeuXTOKPDF7l4AnIdLS0oLvfe97ODg4wMrKChKJBK5fv46hoSFcu3YN3d3dxrNNuzkazcBzBcr3fbS0tOBHP/oRamtr8c0335hr3JaXl8uyVFPZdK6NvKfDw8N4+vQp9vf30dnZaZwudPURrTGNjjMobWUI48SzrQUpJFzeTykcbGGyIeh96fxSwiXwbH3HnZjER+ku6/39fQwNDZmwwVwuh87OTnN3OhmMbW1t5oohus0AAGZmZtDe3o5cLmd4pc2YkJ54STcpubRDyY+dcLnBx++sc447aAj0/87ODnZ2dozSwo8iAae7ZleuXEFvby+ePHmCX/3qV+ju7sb169eRSqVMAh5S6F2yQyrRnueZzMF1dXXo7Ow0jjOikRumGxsb2N3dRVtbm8l2TgnjqK+4DIjFYuYKo5qaGnPunOQjHyNppPP/6QhUIpHA3t4eHj58iPHxcaTTafT395vriOrq6sxVpfJMPdHIb0uh854TExMYHx/H6uoqGhsbMTw8jKamJoyPj7/QprDjbIvOcc2nw8NDlEolFAoF3LhxA0NDQ3j69Cn+6q/+CsfHx+jr60N/fz9isdPjQtxhptHA+9O1K0VwRRW62qz9rynFQXXx6MLz4nXwS1F/2d+V8A4+d0g/3NraMnlmOK/SDE1NH9D62yWzgOdGeiwWK0sIyeuSMpDXRfRvbGyYyL22tjaj//F5GhRpItvDr7J1QeqjNkON1gcZv9lsFh0dHWhpacHjx48xOTmJ8fFxJJNJE21FGwl09Id0en6jCd3WAACbm5tYWlpCR0eH4VNcfyP96+joCI8ePcI333yDlZUVdHZ2oqenB9ls1hi9XPfT7As5xpruROMn+S7nYWRQDw8PY29vD7FYDFNTU9jc3ESpdBoS39DQgLa2NgwODuLq1asmMTWXH9wJQjdmXLlyBfl83vBbz/NekAvauEmdl/638SJtToRdk5U4fyqFHLewPEKjvVLd5Dxn0tsYY1wA0Pbs7y4A0+y5mWefVcxEeWO0HQgAZjLZdrJLpdPrZQ4ODjA1NYW1tTW0tbWZUEG+KwzA7FAC5feqkoHH7z7l3jUZwqwhaKddtpcUOS7cg4yRIMhdfM50OSMhJYRCWeVzfMGRF/bk5AS5XA4fffQR0uk0EokEPv/8c9y9e9cIquHhYeRyOZNQTobcUvkuhZ6era+vRy6Xw8HBAR4+fGh2djc3N/HFF1/gt7/9LYrFIq5fv46rV68apdp2tl8aaMT8qO319fXo6OjA2NgYvvrqK3R1daGurg5ffPEFHj9+jJOTE9y4cQPvvvsuurq64HmeySIvFS8+P3miumQyiWvXrsHzTu82r6mpMZk3c7kcfL88JI284ORE0UKaDw4OkEgkMDg4iEwmg+bmZnz33XdYWVnBwcGBOSMKPDeIyBFC93DmcjmsrKzg6dOnZePGlX5qZ9AOlUuhDFJK5dywMTwt5E6WT4qzJizPa+wpeGn8MsgR6PqO90c8Hsf6+jqePHmCmpoaDA0NmbwYvb29eO+997Czs4Px8XEzd9bX18191zs7O5ifn0cqlTIGNSGTyRhaNQckrTHtWA1wugtMUVBtbW1lxzP4GJ5XKNKzfB6TA2p7exuHh4fI5XLI5/Nl9fv+aXj3wMAAbt68ifHxcXz55ZcmNLC7u7vM6SNpkpFVXD5QW5eXl7G1tYXGxkZzJpDuM6fniZdsbm7i6OgIg4ODJvkoOUp4VBLfWaNyKP8G5dmQu6m2CBbeXwBMWPr6+jpu376Nnp4eE4JPMkDKEikDPO80DH9lZQWPHj3C48ePsbq6imQyib6+Prz//vsATs/kkqNWzm05R2x8XtMt5FhxeUztpds1PvnkE8zPz+P69ev4/ve/j/7+fgDlsvwsiqRN3nOag6J++LyuZD1Ifu6ipVIDNwAXyi8rMRD5s0HOYf73ycmJyTDu+z4aGxuRyWScydt4nba+1fiZ1B9qa2uNQ4DkuYwmkbJNo6NYLGJhYcGETDc1NZkkoNIRyNtlcyzR98Tbw46DhGawU7m1tbVobm5Gf38/lpeXsbCwgHv37iGfz2NwcNDo9LFYrOx4zfHxsbnCN5/PI5FIoLm5Gel0Guvr63j48KFJvJbJZAwNdKXv7u6uiUp89OgRMpkMBgYG0NPTYxJKkx5ik3n8f5sjJqhfuOyjCJ4bN26Y5KIrKys4OjpCfX098vk82tvb0dPTg+7ubjQ0NACAydwOPHf4+v5pNFNLSwveeecd7OzsoLu7u2xThztXOa0yUZ+ce7Lt/N0L5CEXBi7nwjhEOWxtDYsLSRzn+77veV5F0sfzvD8C8EfA6V3OElLxClq8fPBl2Hdtba25Gz0WixnFhU80fgaDmA8JHxLMJycnZXdfkkHDjXRuHIRhwpzZcjr47paEzYvt8vBQf8pwFgI3sviZa7rTltMoy+XGbF1dHZqamvD2228bxXV8fByzs7P45JNPzA5boVAwdwuTwqY5EHjbaPETQ0kkEuju7jZXgnV2dqKrq8vs4O/s7ODtt982yevonJi2o0GfA+Uh8NSndF5zcHAQX3/9Ne7du4eamhqkUinMzs6itrYWw8PDeOutt4wH+vDwsOw8khRyvO/52DY0NGB0dBS5XA6e56Gjo8OErMowLO5NlWPEI1AODg6QTqfR3t6O27dvI5/PY2lpCVtbW9jY2MDOzo4J66I2U+TAwMAA8vm8CX2dnJzExMSEiYqghID8XVu4qctLLpUPrX80o5rPSZtxzsdTlhlWMbgonIVfAjrP1BTzICFiMxiOj49NZthsNouBgQGj1HR3d6NUKqFYLKKmpgZra2umLN8/PR6ztbWFYrFobhqgecGjZBxtK/ub87j9/X08efIEMzMzSKfTJocCn+tB/PU8oB0X2pHI5XJoaGgwzizqA9/30drairfeegtffPEFHj16hE8++cSEB1IyPX4lkVy/RLPcITk6OsLS0pIJG6fsxTT/5Xze29szST2z2SxKpZLpM56kk8aGjnMRTZlMBslk0jhfqVypdFG7ZRl7e3sYHx/H9PQ0UqmUyX2xubmJVCplznNSG+koQCz2PBGo53kmD8CTJ08wMTGBtbU11NbWoqenBzdv3kRvby/29vbM9VOU7JJ2ujhPI8h5IyMx+HjQZ6S0Aqdznt9BTWNLV7s2NjYil8uZTPkkG3lOEm1eSt4nnfOcZllOkJM+LE/kPFiTL/ScfL9S478SXBS/1BRsLkfEu7z+F4whpS4Tgba1tQXP85DL5ZDNZl8YR1m/5F2uvpSf0/qhyJRkMom1tTUUi8UXHOi8DJfBdHJygr29PWxubmJnZ8cYeHweaOvH1o+8Hrp9Rj4XVh5LvkMh79lsFoODg1hcXMTdu3fx8OFDtLa2oqWlxSTH5c614+Njk0Sa+E8mk0F3dzfa29sxMTGBe/fumVtrKJM5RcYsLS2Z+8ifPHmCk5MTjIyMmJ3mUqlkoqZcYy11GU0v0vpE62cam0QiYY5D9fb2lh1zymazSKfTSKfTxknKHbFSd4zFYsjlcrh69arRuWOxWFkuEKrfNmbab9kWzQh2lfuycRZdQvKMSt+34TxG+qL3LMzI87wOAEvPPp8FwK3u7meflcH3/T8B8CcAcPv2bdMiuej55y7wgebvU/juysoKFhYWUCgUcOXKFZNIwcasuaeOhCydiQNgdpi4sRQ0uWyKpPacVBTot2RmUrnVnpM7/Zoywp0Rx8fHJtSZrreg/qAzfxK0e0KCoaGhAe+++y4aGhrw5Zdf4tGjR1haWsLGxoY5S5jNZo1Bm0gk1LMttr7kuxhDQ0O4f/8+Pv74Y/T09ODu3bt4+vQp3nnnHXz/+99Hd3e3iQygvrB5/jVvdywWMwky+vv7MTQ0hPn5edy5c8c4Gq5fv44PP/wQfX19ZoeLnAqa4UnjwndxSHgAMM4RPiYk3Mg5RH1FbaF+k84Uqp9CWclBcnBwgGKxiJ2dHezt7ZUpW+SZr6urM3dev//++xgbG8Onn36K3/zmN+jt7UV7e7sxVrgyww0BbU6GYVhyDtvek+Oo1UtGhG2dSuH/EoTDufjlMxrLeGaQYizbyseHviMeSM4WOo9+69Ytc6XY8fExstks+vv7zVni5eVlY7DTNWOxWAwrKyvI5/Po6OhAPp8vM7hckGuejNiamhpMT0/jq6++wsbGBnp6eky4ne0atqBdRV6fbT7xdRmPx7G9vY319XXU1NQYY5sMXNppJ0VoZGQE77//PpaXl/H48WN8/PHHqK+vx+3bt83ZP66o2gx1Ts/R0REWFxdxfHxszrnTc1xB8zzPOAczmQwKhYIJW+dOYGojl7e8zyi3B52vpX6VyeOoLWQo0FyYn5/H48ePcXx8jNHRUfT09Ji1lUqlzN3GpLQT3+OyYGdnB9PT03j69CmmpqbMGfv29nZzZVAikTAOVLo2lBvFdKWUdITyPg76za+lpGSlFJVwcHBgjKKDgwOj+G9vb5v2UFJFnthO8qKw81hT4sMadPIdTfGX77hkr5QxF8w3L5Rfvvfee76mKz17zqqb2fQ1aVjRGqQjMbFYzBwD4utT1q3RoX3HIQ0a3/fLriIjZ0GxWERjY+MLu528rXJzKZvNor293Tj1ibdptIXR1UgX8DzPRO3t7u6anWmpJ7jaK8eJ+pXWeU9PD5aXlzE1NYWFhQU8ePAAra2tuHr1qgk/p6ORq6urmJ+fx8rKClKplNmQ6O7uxuDgINbW1rC8vIxvvvnGRG9R2P/+/r5xZlNS3f7+foyMjKCjowO1tbXmiAvxCdtaC7NmguYg1y9JbqZSKdTX16NQKJTxVplMj44rAi8a6FQ+HRvg/a0ldHa1pxL7rVrhcqa8TJzHSP/nAP4ugP/y2e//gX3+n3ie989wmtBj0w9xXsi2I8QNSiC8N4JnpN3Z2cHU1BT29/cxPDyM3t5eADCZyW2CkhQZwv7+Pra2tlBTU4PGxsayrJfyWV4G0cPbKp0KGrOTYXvcIJNw9QvvW2mYy3djsdOzibQTI68dk8/LXX1SupLJpMlWTjsN09PT2NraMspNLBbD7u6uYSJhx5Z7RLu6uvA7v/M7Jrvm1tYWtra20N/fjw8//BBXr141IWBcYGj1UVv4WRuuQMfjcRQKBdy6dcskWKEdx3fffRcDAwNIpVLY29sz5/lJQPKzSbI+Ap0hpyv+aBeTH7Ooqakp8wpL41f2E3cAUDKb+vp6ZDIZE4JMjJf3CT9DTHV0d3fjxo0b+Pzzz/HJJ5+gu7sbf+tv/S1zNp3fr1mJ4CGBHwZcKXIxTS5w+Lhqicw4uOJzwbhQfkm0AuHPYmmKFn1G0Ubz8/MolUom2oUcRzU1NUin0xgZGUFLSwt2d3dNSCXdhV1TU4PV1VV0d3cbw4yMN81pZGsL54ux2GkCyAcPHqCjowNdXV1Ip9NqpmTutKpkTklIPuB5ngljTaVSJsJF8nySOa2trfjwww8xOzuLX/3qV/j888+Ry+XQ2tqKdDr9ws6tDTzyhgxA2snnu+hk7JIDlcK+m5qayjK7y/XM+b9U5Ovr6+F5HtbW1sx5Tk3R1GT07u4uxsfHMT8/j+bmZrz11ltobm429PL7dCUfIL5DkQMPHz7E2NgYdnd3TVTP0NCQye5P40O3blBoJzkxOK18TtAOHP9MOhm1hGjkpCDH6fLysrlyM5/Po7m52SRtohwiLkVdk8Ecctdf+47PI2k4SeePjLTS1qVrTtocrS9Bab1wfsnprNRokAaudLABMDvQZBxns1lzBSP1tYsvSSNHGqRc3sm1TPxZGulA+SaNNHQ57bFYDPl8HleuXEGhUEA8Hje5N/gc0pzDvF28j+LxuMlptL29jZWVFWxsbKBQKKCuru4FHqL1jdYHgQW99AAAZ0tJREFUfI2S84v4w8DAAFZXV/HkyROTE6W/vx/Hx8eYmpoyvIkSm3Z0dBiHb3NzM65du4a1tTUTzr62tmaiFACY/qVz3wMDA3jnnXcwMjJSlhjZ1hY5f3gbbY6aMDKe5AC3faRhzmmgvgOe6+9yHDU+rY2VZr/wNsnvtH6x/X9W3qLZdec1sLVxcvUD4Tx1hr2C7Z/iNIlHs+d5MwD+c5wyz/+353l/D8AkgH/32eP/I06vxxjD6RUZ/2HIOl74jJ81l57IMF5PendhYQFPnjxBKpVCf38/stmsCeMjQc3DAKXRSnVS4h8KdyRlQiprtgXoai/3hvEwdnkWn5d9FkVUest4/bSwj46OjJFOSqVk0lQG9ZcUQicnJ8bD2dfXh1wuh9XVVSwvL2NnZ8e8l8vlTAhNGI8qf+bg4ACNjY344IMPsLa2hq+//hqlUgmjo6O4ffs23nvvPZOwiQQG0cbboWXzJ/pIQFHdtbW1uHLlCmpra7G5uYmGhgZ0d3ebc7I0H+RVaIQwijl5RKksGTLP55urz0jppWdoXpEDgRtDUmBy45boSCQSuHHjBm7duoVf/OIX+MlPfoK2tjZ88MEHqKurcyayk8pBEGgeuRxfmqGuGfH8ey485TjwsdHqDYtXwS9tcM0vl1DxPA9LS0uYnZ1FOp1GV1cXksmkMcTJoZnP55HP543xTsYhJZJ79OgRuru70dvbi+bmZuzu7pZl6HbRTb/lzs3W1ha2t7dx48YNtLe3m/BvotsmC8Io4rb+4H/TDtnW1hYaGhrMeXTtzCcljBodHcX777+PqakpTE1N4euvvzYhiHQtF+f12rrhtNBdtbQOiS/ROPj+6W7ayckJFhcXcXR0ZBRhHqrNIQ00zuez2SxqampM7gFqL/FR3naKlojFYsYhTgkEh4eHMTQ0ZI5MEf/i4xeLxYwyWVNTg4ODAywuLuLBgwd48uQJNjY2kE6njfOnt7fX8HVypBQKBXieh6mpKWxtbSGbzRqexq9f4vyT81P6XpP/XMmlRHfFYtFkmn/69ClKpRJu3ryJQqGA9fV1fPvtt2hvb8fv/u7vor293RhPxCM5TdzQs42RpktwJ6wNclxdZXO+yQ0x3h/n4YsOGl8Jv5TGRdj1H0Zm+75vrq09Pj4ui0DjUTlhDBSiycXXeBtoxzaVSpmox2KxiN3d3ReSMmpGMXci0G58R0eHWesyKSy1w8ZTuA4Ri8WQTCYRj59eX7y+vl52rWOQTLaB5ig5y6iu1tZWjI6OYmFhAePj43jw4AGy2aw5CvPo0SM8fPjQ8JSuri7DK2Kx06uP+/r6zDVljx8/xsbGhtlcIpoTiQSy2Sy6urpw8+ZN3Lx5Ex0dHQBgnJr8zL7ULcMYkDYnjdYXsv/p2A930ADPeRx3otB7vF4+N8jw15wHkg7ZTkkfp5O/J9sp9cVK7RyXfXhRhnoQXeepgyNsdvd/3/LVv6U86wP4jyslJOj+RIJNIElhRUyF7mldWlpCX18furq6jOCWAsxmSNCOxs7ODk5OTsy5DprA3DjgkMKft4UbWtIRwQ0KV19wJ4N8huqzGfe8Hg5upCeTSWQymbKdYA2c4fOwdzqnnEwmUV9fj9bWVnR3d2Nzc9MoWDyURtIj6+MKBNVB10787u/+rsn0fvXqVdy+fRuFQqEsSzmVycdFtkH2Hx8j+qxQKCCTyZizWplMxghG2nXUrl3RmJg2HqQEk3OB5gcPkdTGjs9n6cDhYa7Hx8dl92HynR4SeLwO7pnt7OzE97//fUxMTGBsbAw//elPkc1mTcQEjTunQUYvuAx1zbAOckRoQspl3PPvZV6HsE4EF14Fv3z27gvrhYf102cEOc+o7yih4tTUFBYXF80VMsTfeH+Rc4cn2wRgrqVMp9NoampCMpk068BlhLhA87Curs4ku6G1FjROLuOFr23X+PM+ojDNpqYmc0csj0jiZdJu961bt0xkwuLiIn7zm9+gsbERH374ocm4buPBkgYemsiNRh5RQJFJdF93U1OTMSql3JH8QcrChoYGJJPJsqSS5DzkO2uUCT4WO80qPTExgbt372JtbQ0dHR24cuUKGhsbDV8EYJR0zltra2vNufL5+Xl8/fXXZge9qakJPT09GB4eRkdHhzkGRDoD8aVUKoXp6WksLCygs7PThMCTwsrpls44PtfpO3qHR4L4/mkG7MnJSYyNjWFhYQHb29toa2vDrVu3sLGxgc8//xyzs7P46U9/CgD43d/9XfT09JgxIjnB+T2HK+rEpvhpCrHUA2wOVDkXbPVwHYLLw/Mqo6+CX2qKv2YUBZXBnyP+QZs1dO0kUH4/Om0Iua7gk/xM0ijlItHBj2IkEomya2l3d3dxeHhowrR5IjP+w+U9rcP6+noAzyMj5SZZGJBsSSQShg/RvJe82WU4uXg9d0CcnJyY/BcLCwtYW1vD2tqa4UdHR0dYWFjA+vo6kskkOjs7MTg4iN7eXpNAzfd9NDQ0YGhoCMfHx0in02bXnfgN5V1qb29HX18fRkZG0NnZaa5c4/qSpvvzTSKbIWsz1m3PyDlBuhx/jstNcjZoUY+SH1Df0nsyes02TpUYynJd8mfCGsW2Omy22VkN/0reC3KuhCnrQhLHXRQk0dLAlCDBI7/nCtru7i5mZmbMuZFCoVCWeIsLL66UcXri8bhJpEHeRp4F3tXR5xVkrgEGXgzhJWiC1wYeVlkqnSaHorvPGxoaXpjotjA5/j9nnLQL53me8dRy76cMxeJ0ufrA8zzjCBgYGDB3dre0tKCpqckYjHw8baH1NmEtnRvEgCmMlAxqYozSy2ybo6Qsc2+yDF3k9fL3SFG2QQtvkmGTnHFzQ4x+eLtp7A4PD1FXV4e33noLP/7xj/Ev/sW/wCeffIJUKoV0Oo3h4WGjaMt5rxmNnD7eZzbGLPuMz0spiOTOxVkUgDDfv07w9SMdE9Q3/BnpMKL5SkeCJiYmsLW1hXfeeQctLS1lc5jqOzo6emFHKBY7Pb6ys7NjjlNwBYWPF9VtGw85bicnJygUCrh+/brJkE75IbQ1wB0CQfNK0kJ/0/u833Z2drC/v28SoMk1xUFXA3V3d+MHP/gBjo+P8fHHH+Pu3btobGw0uzf8vCffFZUGJNFGRjK1hbeZ5NHy8jJmZ2eRy+XMeVTiWbwcOSZcYScnQy6XQ7FYxMbGBgCURQrR83w3a2lpCQ8ePMD4+DgSiYTZ9fb908SVlKWeroiiRJ7Erygx69jYGO7cuYP19XVj6I+MjKCtrQ2pVMr0A/EuSiDa1NSEBw8e4PHjx7hy5Qqy2SyKxeILoac22cjXBPUPP4NfKp1m+J+ZmcG3336LO3fuwPd9dHZ2YnR0FKOjoygWiyZ/wJ07d1BTU4OGhgZks1lzRE7usHGngEaTS9Hj84TTGeQU44aSyyDXPpOykNNpe7cawOmy6W58PWiRFfJ/Gs+9vT1sbGyYJIbZbLYs4a7GgzTDQdKp/U/vyv6m21hqa2txfHxs8iRQ/gc5fvSu1I/kLqfUi4Mg+4eSRNJ6SiQSZhMjrKEi5TwHrSe6kaZQKGB0dNTcLrG4uIiVlRVDW6FQwODgIK5du2Ycv2Sskmxpbm5GbW0tWltbsbq6avi/7/tIJpNoampCa2srmpqa0NDQgJqaGhNZRvVo48j7WvIlW3vpPa2vuA7Eyw/Sb7W1ajO4uUwMWuNBc0RbSzZ920VfWLjmV6WGethnbWMk6w6LqjHStUkYhulrHuJSqWRC3ebm5rC0tGTCkpPJJIrFomEYXEHi9dIiqqmpMaE6m5ubSCQSZYtS0q8Zr7x8KTz5/5I5yjZxg1Y748xhmyjaQubM4uTkBFtbW9jb20NLS4vJYiwZChdymjFNwovOWBOtFBpJ5xJJ4XJFUsj+4n1JYUzkQfX95zuDcucpSDBLhw3vG/4OdzCQ59TzPDNX6D1NUeKKFB8L+SxX5vjYBe0Qa58TiCZuxMtyaTypzXK39OjoCC0tLfjBD36AxcVF/Ot//a/xq1/9Cq2trSZags7hUbmkTNtCJbX5I5U+/q4r5JLXKUO9eB9ofEPS5BKi1YIgGrnRx9skDfjNzU3MzMzA8zxzPIX4G5UhoztojCgPA11nQ8dXyOBzOZQIkrfwyI6WlhakUim0tLSgVHqetdumOIYxOlzrmyvq1A66fi2fz5vzz9Q38j3iD5lMBteuXcP+/j4WFxfxy1/+Enfu3MFbb72FgYEBs8NMPMtmpHFaePk0fykR29bWFh4+fGjur6dz5cQDOb/RxoXaenJygnQ6bbKTz87O4vDwEOl0uuw4D/Xb4eGhMdAnJiZQKpXQ0dGBwcFBZLNZ7O7uGuUXOJUxq6urWFpawsjICBKJBHZ3d81d6OPj41hbW0MqlUJvb6/Jb0BJ4sjwpn6Jx+NobW1Fb28vvvvuO9y7dw83btzAtWvXkEwmTU4V6jM+n/nY0XMkm+iH8m2QgT42NobHjx9jeXkZ7e3t6O7uxvDwMPr6+nB8fIyVlRWMj4/j888/x6NHj/DZZ58hnU7j6tWr5ngXOVU4X+TRajZjjs9JOW4ufsbf4+uLzzH6m0cXSFq0cvm71QxtjYd5h8tf+R7Npf39fayurpoIRH77D4erj2Q/u5wD/Ht6h5Iu0q417aTTu9pmlBx7ioIDnic3tBl1so80Q5DrfFQm0ag5qsI4pbQxoHl9fHxsspvfuHEDJycnmJ6exvb2NmpqatDa2orh4WFcv37dHH31PM8kryQndCKRQHt7O5qamnBwcGDyAvm+X+aEoXZQtITUOYJklMv5YNPrtLKk7q05VjSDXq5xje+QI1+jJQxfCIMwhm0lZbkcGmdFGF53Uc4Fjqox0m0TNQykkCIFhO703d7eNskw+PfEuDShxAc6Fothe3vbJA6izO58V1YaETwRA9Go0U3Ckiu+vF7uhXXthobpO9sk5fUfHh4aYUNh/ZpCytsglX5OH30nzzBS+ySTqGQR8Xppd5n67OjoyCjz3DDmtEmDX/ahSyCRcsXr1oxi+W5QW+Sz/LdLCbPB1p/cMJYOEvpOnleiXTky5H74wx9icXERX331FX76058ikUjgBz/4ATo7O43Ce3R0hIODAzNOcheP2iU9tdJos7WJzxkpePi81gS7dIpxh4nmvLsskE4XG+i4ycnJCWZnZ7G+vo5cLoeuri7U1dVhb2/vBeORG8nEdxKJhMncWyqVzJnpShRUoPyMLedtjY2NaGxsNLuoQTuFGp/TeLLrfe7AODw8NGGsdF0kj5zhZXJD1PdPQyevXr2KxcVFzMzMYGZmBg8fPsT777+PxsZGwz/I2LQZA3QshRRpztvIqJyensa3336Lg4MD5HK5sgz01Jdyd57TTDKNdqTa29uRyWQwMTGBpaUlkwSNR/KUSiUsLCyYaymLxSJ6enpw5cqVF44FAM+znW9ubmJychJvv/02PM/D3Nwcnjx5gunpaSwuLqKpqQn9/f0YHR01Z7qpLHJs8B34TCaDoaEhNDU14dGjR/jtb3+LQqGA7u5uYyzxu4AlyMEq5/vR0RGWl5cxPz+P+fl5zM7OYn5+Htvb22hpaTG7/K2trSZUeGhoCB999BH29vYwMTGBb775Bp7nYW9vDzdv3kRXV5fhj9TftAun8RvpNOKgtSI/1/ioBm1OcAerZnhxeSDLOq9C+jLhMtJtsl4aMvJd4lnkpDw4ODC7qzLhLq8ryICSn9v+5yADuK6uDvv7++aon63tfKy5LkXl87DtIN1Fzg2u99LaIn7FcwPxORPGQHfVz3WMTCZj7khvbW3F5uam4Wm9vb1mB90mK8hxSscWAFgdqsRXXAZ3EO30t9SBtfVHfSWfkZ9pNoJmaGrOOK4LuXAeI10zom3PVNKvlTjCtOfPQrssr1Ldx4WqMdIB/QoAzaCSkAYtlbO8vIwHDx6gVCphYGDAnGfk5ymlca2FgJVKJXNnZFdXlylHPsdpDmqbS2AEfS7Ls9Gi0WNjSqQkbm1tmfM7lPiEdqRdUQBavVQ3eVL5joGMXODv2dovmQn3XB4dHZXt1gBQPdmyL+TuglYfbw+AMmcAKc+SGWrRGRrDtY0ZrzuIUcox1YQdp4crZlr/yJ1tmh+UsIvC3m/evGnO4Y2Pj+PnP/854vE43nvvPbS0tJhzyYlEosyhIdsqDXXp8NHaq/0toYVoBe02ybLD7AK/bmjrWXNMSGXe9093BSjUfX9/H6OjoybUnXZgaS6RgkVl07yIxWImvNLzPHMGkuoMA5fAJqOf2mbz6geVKXkhlxlSWeLPHB8fmzDWTCaDeDxukqlJJyXw/NpPMmabmprw3nvvYWpqCqurq3j8+DGmp6fR399f5hDidPK/ySAlo5uudyTl1/NOd3vpzl7KwE8OBm50cbkh+5I7GACgtbUVHR0dmJubw4MHD9DZ2fkCnRSe/vXXX2NhYQFDQ0O4efMmhoeHzZlw4h3kwKFM75OTk1hYWDC03717F6urq8axQQYtHY8iucGdLb7vm9wkdD3mxx9/jK+++gpDQ0PmaiVt7nPDiPcl9dXR0RHW1tYwPj6OsbExzMzMYG1tDScnJ2hoaMCVK1dw69Yt9PX1IZlM4uDgAJ53Gk770Ucfwfd9/OxnP8OTJ0/w2WefGcdKIpEw+QI4fwlSLl2wyQAXNH4o5778TnNKcTkRJKteFzR5K525NnC9g97nehxF2qyvr5u5QXyC1x80PppBLv/m78k5HYudJmlLpVLY2dnB5uamuVpVo4W3W/IvLotdui4vUzMMgeeOufr6eqMT8DqlvmGbt9oYcbrpPTpe2dLSgnQ6jc7OTuzv75tkfpSpXeokxIdp7XP5x+0QcvhpfFXKEOmEoHGSMlqbl5rR7oKtDPmZHHvNyJcIo69zyHkq+a2rDUHzwAWX/aDVZSvjLHXL+s9jmHNUjZGuKZUEvhClIJCKBxmFe3t7RrD29/eb+6uPjo7KPIN8wXDFhXcwJQU5OjpCQ0ND2U4KQS5K10DbnAH0Pi+Hdi+JVt5fvO7zeH/IceF5HnZ2dlAsFk1CNKIXwAv9Ituk0UJt4P0rFQPpqZVlSaOcP8vPS/OsmtwxIBlSWCOP+sZlXEuhJAWnDSQ4OePn4Dv8koagZIFybtNnfAebt4+e5WXx73i7aD7S3dm3b9/GxsYGSqUSZmZm8NOf/hTLy8u4evUqenp60NnZiWw2W1YfCUb6kU45GjMt8kH2O98Rtyk19JsnwJHzybZez8qsXyU0xwOPFgLsgt/zPGxtbWFqago1NTUYHh42R1wI9I7sa564i8KQyUgnRSxI4bL1uTaf+e51pQa67BM+3lKm0NwjxZZ2pOrq6syuCqdTKtdUB823RCKBnp4efPDBB7hz5465Bui9995DQ0NDmZIo6yaQg+D4+BhbW1sAnp/l3tjYwOzsLB49eoTj42N0dXWZDPwkE8MowJKXNTc3Y2hoCL/4xS/wzTffYGRkBPl83jgfKN/LgwcPsLCwUGYo5/N5w5PJKU590d3djXw+j5WVFdy/fx+5XA5jY2NYXFxELBZDR0cHrl+/jsHBQSSTSRwdHZl7h8lRRCBeVFNTg5aWFty4cQP37t0zu/vpdBqDg4PmKlHpUOXtJwckXUG6sbGBubk5jI2NYXp6Gjs7O/A8D/l8HkNDQ3j77bfNtUsHBwfmSqZ0Oo2+vj5jvO3t7WF+fh537941juORkREUCgVzhriuri4w+oR4mMvJSvMZeFGnkkYZN8akTHOVKw0LaahXK8IYf5w/uvQqkq3EB7e3t801r3T9GuczMjrIJr/lOrUZUDa6MpkMcrkclpeXsba2ZuYsQXPKaAY68VjXsUrNwJT6DzkTm5qa0NXVhaamprLz6Lw/whhvNuOT6uWRSXV1dcjn80aeyahKOr4HPA/ppu/JKUhJJ7m+RryCb27ZjivZeK/NQHe11WaAhjFMbWvaRoOrLF6eLFfOcY1XVIqL1sGCygvLJ8LUcx6HA6FqjHTuWZK7kJoSLw11/n1NTQ3m5uZM+F1XVxeam5sBPM8Izp/XdlB5/Xt7e9je3kY8HjdnykhY8nL4IAZ5laURpnnMJB0EzWjUUMmk4swplUqVGelB73NDT1NaeftsDoogjyFXAjTjlsI+pfJN9Whl83flbjqnWbZFExBUj83ZJBmvFjLI54SLVpfi4IJ8T84PWz/xcmlHjHbImpqa8MMf/hCe5+EnP/kJnjx5guXlZTx58gQ3b97ErVu3zP3xfLeK/ubZ5OUuH28vn1uyvyW4Y4Yb/NwxQO0nwW0TsG8CuNJJ/9M6Ojk5vVt6ZmYG2WwWg4ODSCQSRtFxCRq+FsmQqqurMzvpYRR2uZ40w4LveLyMnTpth5XTQmeq6+vrkUgkyp6TfSLLIgMymUxieHgYo6OjePz4MZ4+fYrNzU00NTWZHBpyjHgdtbW1xvBeWVkxc5iiWL766itMT0+jt7cXw8PDSCaTxmlJMlPSyeUm9TPVf3R0hEwmg9HRUXz99dd48OABfvGLX2B4eBipVAqHh4eYn5/H1NQUZmdnkUqlcOXKFYyOjprM9TRulNWckpx2d3djcHAQd+7cwd27d1FfX4/19XWkUin09PTg2rVrZgedDAVbYk6uNCcSCYyMjODdd9/FV199hXv37uHk5ARra2sYHBxEc3MzMpmMSaTFnT+U+HBjYwNra2tYWVnB0tKSyRJ9fHxs7rrv7OxEf38/ent7kclkyvgNha5TW95//30cHBzgs88+w/LyMr788ktsbW1hYWEBV65cQW9vrzmaYAuPlvPh8PDwBUemfI4b4VJ+Ac+jPchpwXmgTf7wTOKyPD6vqpVvuhwgBD63gowichbRJg4dEczn8yaxrJbo0UabpkfydzV6pFOhsbERra2tmJiYwPr6uon8ICOUjx+XtzZ6XP1l0yeknCEHGvA8672cR7Z28jbSd0HGIzfWqZ2SJqlraVEjch5QP/IIMhukXqh95tITZZ/IZ7T6bN/Z4HIShClLWxNSftFnNt2+UmeDBl7PWZ0AYfovaP5rn2nOlkpprBojHXhu2HKmwReKrSMlczs5OcHMzAyePHmCfD6PgYEBEzJH78sJxBct98aRN/zg4ADpdNqcR6dwR+n9thlwrjbztod5Nowg1AQN/e8KcaOdDrpOSXrPNWUvDA2S6fPddf5dWE+8bBcZj3I8tTYSNKPYNQc5E9AUlaAFzgWTjaHY+lM6OMLCxSB5n2vGEb3PPyMD+/DwEPv7+0ilUujs7MTv/M7voFgs4te//jVmZmZw//59bGxsYHl5GUNDQ2htbUVjY6PJdJxOp835ORuDl84o3g/0w890kiJJXm5S7snTzY+5eJ5nIi7ChPZVI1xKFoEbYPJ5OrtIiXX6+vrQ3d0NACaBjq1MWSdddUXGBs07mzJj45lyDkgH7FnHRRql/HObYCUDZ2dnxxz/ISPd1hbeL/Q+JSSirMN//dd/jbm5OczOzqKjowOx2GlYOq0tGQHj+6fX0FEI++LiIjY3N5FOpzE1NYVPP/0Un3/+ORoaGkxSOrpvXEaNSYcIp5srrCTv+vv70d/fj88++wyfffYZdnd30dLSgu3tbUxMTGBlZQW1tbUYGRnB+++/j97eXuO0IUORy454PG76YW5uDsvLy4jFYsZBdOvWLQwODiKdTpc58GRYuJx/tM47OzvNefBvvvkGX3/9tUn81NPTg+bmZtTX15eF3NIu+OrqKhYXF7GwsPDCTmR7e7s5f97Z2YnGxkaTi4F4ESWDo2i92tpaXLlyxRjLv/nNbzAzM4PNzU1z93KxWDTRRtls1iTVko5Dmvv8zmobX9eip+RcJccP1SMdoHwd8PpoPKQcPKsC+rrg2vywGYWkD3K+dnJygr29PXNFV319PRobG8scTPSuSxYTwuiMmgFNzsBsNovOzk6k02nMzc1hbm4O6+vraG1tLdO5+Fhzw5bratJxoBmbQXQCMGs+nU6bKxtlTg+t3+kzDpshz5/nfJc2E6T+wB1TvD95ObajbvK4jUZDmDZoZdie1+YNd9DYxsT2uRxTTQaHhdYPNv3RVT5vh03X1t65CFRiT52Hx53l3aoy0oEXz4gTgrwxJMgpDO/p06fY3t7Ghx9+iMHBQcMw+cQGXhT41ImUPOfk5ATr6+s4OjoyHlK+0CUTsw0C36W4iP6p1NNEz9syyBJ9jY2NJuEGRQy4jBibcOe/pYAihVAz3jm9GuMI2vGkerjQkTRKJw2Vyx0mnG5ets2Q5O3QIkJkn9C7Ujl2tU32jwuu+aitI5sDgCvYfBypbTQ/2tvb8aMf/Qj5fB6fffYZHj9+jPn5eayvr+PBgwdobm5Gc3MzOjo60NPTg/b29rIdJH7WmdNMSi83yimTKp2DpnBk2hGjXUnq+0wmg0wmg3Q6jfr6eiOck8nkpVEqNUja+Xzja5bAHVCx2GlCH4p68DwPPT09yOfzhlfyXWP+W1Nw+VWLfEfQ1b9a5IrtOdqRof8rGbcwvEPWTbRRKOvx8TGam5uRTCbLnnMpCaTM0c5nfX09+vv70dPTg9XVVXMlG13H1tjYaGiiujmPaGtrQzabxcLCAu7evYv19XV8+eWXuHv3LjY2NjA6OoobN24gn8+bME6trbb/Od8j3tnc3Ixr165hamrK3A9eLBaxs7OD1dVVAEBnZyeuX7+OkZERpNNpswZrampeCC/3fR/19fUYHBzE7OwsHj58aEL0r127hpGREeRyOZRKJZNNmYxTSSfnccQbKIv62toaFhcXMTc3h8nJScTjcayvr5cZ6cTLDg8PUSwWsbq6iuXlZWxsbBh+Ul9fj1wuh+HhYdy4cQNDQ0PIZDKIxU7zoOzt7RkDnfQFuqM6lUohl8thdHQUR0dHJtv20tISJiYmjIHX0dGBfD5vQnPT6TSSyaTJxUD8qqamxshlV1Iy2TcauEzkxjePWuE/3OCnXVltrrvWcbVDGiw2RyLJP4oE29nZMUcdSM7EYjETMi2Pp9n0JRsNmsEi36ExSqVSaGtrQ3NzM6ampjAzM4OJiQlzHpzLRZpDVL6MUrH1RVjHDNeLeQI2Xocmp2wIGhcC102krsvr5fqG3ECRu+9Audzjoe98/Wg0afqaS365+lOWexYE2SuVOmFsBrr8LGjcwhjjYR0YLxth1q/mBAlyVGioKiPd1gCpXPH/uTFGnmEKw6uvr8fo6CgKhYJhmJQh1waqm+7fpitVuJJGi196qaUyKI0NabzJdnCBKYWgjeZKPDuaIkp00neUWANAmZAByg18oDzBCJVf6QInBC02z/NUDyY3Im1hW3yh2EJbbXVKZwSfb5UgrJNBOo04zhrqazNEZJ+HDU8mWkgppTDnvr4+k6ipqanJhL4vLy9jdXUVU1NTKBQKmJqaQltbG3K5nDGc6RyzPCdJSbvI8CYlmHbM6YfmKs/AStlu4/G4ubOWlCtK+MedA2dhoNUA3l98p0SbSzR36bm5uTk8ffoU+Xwevb29qKmpMRmBbaGyHNRXFApLxgQ97zIUJMJEigQJehfCPM8VL9rh3tjYMPlIyHFhE9I20K5wa2srrl+/jl//+tf49ttvUVNTg66uLnR3d5edY+V1EA9ubm42oay//vWv0dDQgMePH2N1dRXd3d24deuWSe5W6dEAGT1ERkY8Hsfo6ChWVlbw4MED+L5vsvg3NTWhUCjg6tWrxnj1ff8F5Zj3EfVrS0sLbt68ifr6ehweHqKrqwv9/f3mbndyzNFa5mOjhezyzxsbG3H16lWsr6/j7t272N7extzcHFZXV000BOcz5Ajc29szxlZDQwOampqQy+VQKBTQ09OD3t5eNDQ0mD6yJUAlWqgf0uk0hoaGsLu7i0QiYe5uXlhYwN7eHp48eWLOEjc2NiKfzxveSNFGtbW1SKfTaG5uRmNjY5nT4qwgfkpn8WnncX9/H/v7+4bPkm5FV/2Rk4AbOS4HXjUgjG7i+p5/R/pZLBbD/v4+tra2jAyknEX0HFC+SSH1xTBOFc1Q5+uLjHRyFuXzeXR0dCCTyWBtbQ1jY2Noa2tDb28vYrEY9vb2XqjDZURqxpjtPQ3cIST7RSs/bD3SAJdzUTqtuXOXbxK5xpzXL6NbbA4pKlNzZgTJCtuzLnlj6zc5n2w02crSbButrZqRHsahEKZNtndt5bwKhJH9F6lLVpWRzhWkShQ74FRgplIpHBwcYHx8HAsLC+jq6kJfX59JJMfrIHCFlYME1uHhIVZWVuD7vsnIarsPkf/N/9eufbEpUHKXQCtbhinKcrU+1KISNEWKjGHbtWuasCGEGTfOwDjzlmNiqyeofFsIO/+MlFiqiz/D65d9LelwtUF7XhOyYY0SacDIMlxMPahsmv9a31Hd8h3eHjKOk8kkCoUC3nrrLeRyOVy5csVcO7W8vIzt7W2srq5ia2sL4+PjZlcolUohmUya5EkEmod7e3vGYKB6SQGm90lpqq2tRTKZRDKZNMdTcrmcCbFPpVJmXGVGZ96uSvnQ64K2PlxzivgdJXt7+vQplpaW8O6776Knp6fMQLXNZ5tDw/M8k5wLcIeUAm7nq/xMKng2J6ZtvLT1aVPy+DsnJyeqka5ByhFaszTHSqUSstksrl69ahxY9+7dM+edNWWLeBUZn319fbhz5w4ePHgAANjd3UVbWxu+973v4datWyaJmeYEdkH2G82PmpoadHZ24sMPP0R9fT1mZ2fNXcTNzc0YHBxEf38/crmccZTR+xpPIiM+lUpheHgYzc3NODk5QTabNZEEFHnAd7uoXzQlkvNg4hNdXV346KOPkMlk8OjRIxPVs7q6auYO0cgN9traWhQKBQwMDKC/vx+tra0mFJ1faUft4Dvd9LkMpY/H42hsbMStW7fQ1NSElpYWfPvtt5iYmDDn3+kWjHQ6jVwuh6amprJjQbW1tWhsbER3d7dx6MgkX3LuSAWa6yHcOC8Wiy9EJ9ERDxoHoov6je8O09yudlRipNsMYim3Dw4OsLm5iYODA6RSKZOgUL77MtpCNPH+9/3TSBVy/M3MzGBxcRFra2vGSAfKbwWSbePt1+oLSxv/32ZAVmqYS11V+5z+p3lK9XP9IczY8I016WgIam8YgzyovbJNrjpl3VLfpPLC6u1hx/ss81vSodkiZy37ZeM8+uBZ9cmqMdKlgsMHjQtsDfRsPB5HsVjE2NgY9vf3jRIQ5O2Qn9HnR0dHWF9fx8bGBlKplPHyU8ZHLhzlotAWmM0IkvTw35oDQQ60S0BKZiFDsPmCJu8/3yGQSrW2M2djSHLBcU9mmMUfxCi4Iqo9w41PV0g5P4ulKeryWfo86FmNHl6GfMd2hy+vWwsPO68xSYadNo+ClC9+NRbdq93Y2IhMJoP+/n5sbGxgZmYGT58+NXdxb21tmav+SKmtq6t74TwuN26A0zPU9EN9X19fbxRoyoCdyWTMeqWdDVJ0XREqmhCrRkFBcBmkGmgNUj9QqPvJyQkGBgbQ0tJidnyJt4WZV/zYA0VEhHEYhVk7rrlZ6by3rWVKqKQ5wU5OTrC5uYlSqWTuPrY5H2xzhWd7r62txeDgIK5du1bmKNSyA8td4mQyiaGhIQwPD+PJkyfY399HPp/HjRs38P7776OrqwulUslcBcbzpQQpl/J7yjtxdHSEbDaL/v5+eJ6HdDqNnZ0dZDIZs/tN9w0Xi0VzNpaHP8s+on4gPkHtB06NHsqHwHMbyL7lvJSHX5P8ymQy5mw+JTOcn59HsVgsi/qIx+PmezKyOjo6MDQ0hIGBATQ0NJTxJaKPZDOvm5wpvO3FYhE1NTVIpVJobm5GKpUy/CiVSmF6etoYecVi0RjIGxsbqK+vN/yupqbGOEnm5+dNVB8/UkDzhOsPXNZz+UIbELRrzucgfU5HTOrq6pBKpV7QF6rdganBpvNpPM/mHKLvaHw3NjZwcHCAbDZrrl6T605z+lZi+Eo66H/+Luk68Xgc7e3tGB4exsHBgXEWyQhNzXCWkDqtJh9tBhf/jM89zYEXVL/r7yCE0SW1cm2bcLay+XMuveG868bmqAgy5l3yko+vNtddtASVq5WhOROrjadott1ZnQja+g+LqjHSSRnji1kyIIL0BpKiXyqVsLi4iJmZGdTX12N4eBiZTMacz9MSQUhmwe9iLRaLWFhYwP7+PlpbW815Vk4DlWFjXhqDIIHAPXUuhUmGxwdNaO4M0Lxz1M+asOX974oU4O0gmrTn+Oe2drjKl0KFfyc/tzk0KjVmtPpc78qjCi5nDG+vNAokbOOn0X5Wjyb95sawq19kn3ieZ46FkPOKFFEylJuamtDe3o6lpSVsbGyYhHJra2tlodXUh7QGSUGk854UaklnSmtqasxOORnhtIueSCTM31S2VMKkUyRISahm2NYfXxPUv8QrJyYmMDs7i4aGBvT09CCRSKBYLALQeaUGz/PMrhwA4ywheoJ29TnNNsWNflwh3JUqvNq73IlIn+/v72N7exsAjDHK17dmPGq76bz8lpYWvP322yZpYldXl3EAS6cuzV06qtXf34/3338fyWQSe3t76O7uxu3bt9Hf328SAdKzvD+0viX5KXmR7JtS6fTqtM7OTtTU1Jjz1oVCwYTo81sTghRVziN52DZ3ELvmjXR28vBjzoeJZgBobGzE4uIidnZ2TGg3ABPGTfc4U3bu9vZ2NDU1ldFB0XUkOzktUlnnERDUNzU1NchkMujt7QUANDQ0YHp6Gqurq9jc3MTm5iZ2dnZMlNDu7q6JAKTyJycnMT4+jqamJqTTacMbyTDk48B39+mHr+vj42NjvCUSCWQyGaPjlEolY5xnMhlz93cqlTIRTzJSgzsEqhEuAx0IPm7DnSDEB/b29rC+vo6DgwOTM8LlCNbkZxhDio8hf5e+o/4nJxnlFiKHSyKRKFsnGoKMMa5L2YwOaeC55gJ/xqbXaJ9VYkgSnbYQew1BBqdGB/2v6adBZYdxHATRG2Sgh8FZnEhB+mgYPYDel06CaoF0TmqOKMDuRLKt27CoGiNdghpCwkfbwQWed0AqlcL29jYePHiAzc1NjIyMoLu725wb4glseB1aZ1PY1/LyMhYWFpBMJtHS0mIYnY2JasarbI/2ftCk9LzyXREOW/+4yqbJphmBVCa9axMa2i51mMknjXq5AGy7Zrb2aPVL54LNWOaCT6OhUsVfPueaszZh4VKaZeSGBpvg1ASMVr406IIYE5VPO1+lUsmEq5JCkM1mkUql0NHRYc48bm1tYWNjA3t7e0Yxpx+e+ZWUZ8p6zM9EUiIlLUuxVNj5by0aQUM1G+i2ucbP7xI4jyCnyt7enkmuOTIygo6ODlOO5kSjMqUhQgba/v6+2bVxOcYIRI+NT2qw8Sve/iBlQJbHDUaii3+3u7uLnZ0dE/Ibi8Wsme9t8kTygVQqZe4cpx24QqFQxuPlO2QYtrS04Pbt22hsbMTBwQF6e3sxMDCAbDaLg4ODshBsPteJPg7O+2R0DzfoDg4OzE5uV1dXWfZy3/dfyF3iUrRIlhGfoDGVhjvvC5tCzo9lUTsoTwYZn7W1teju7kahUDDXZPGz1nQ9Xl1dndm5pnvLyeiheo+OjkwdQLnzXNvB5s/Su8TT+vr6UCgUMDg4aK7KWllZwcrKCjY3N00yTMq3cXR0ZI4Lzc3NlRnMxANpnshEb3yHnwx6zhMo+omM8rq6OuMM5QY6OT85r7U5B6sR3OkVFryNMoquVCqZqAc6spFOp8tCrDlsupT8PqxCLw1CWvMnJyeoq6tDe3s7AKBYLJqEoDQvwzphNRpcuoD8XvIxTf+z1aOVy5+Vzg1bGZrhKcsIY/S76g9DP9f5XOXb6A1Tj822CDvnbU6HMHWFhaQprGF+UXzlrAZz2Pnpmm9nQdUY6byB9LcMi3F57jzPw/z8PO7cuYN4PI4rV64gn88D0M/U8r+1XfrNzU0Titbe3m6UWEmD9KRzxsnPwMi6NQOOh86F8dRIRdz2noScTDJ0kAsh2r2STpMw5fLPpUAhBCnVGhN1OUlcYZbSMLAxB848gozZIMhnbXNA7qrz8Dv5fJCxLvuIz3ObAUZlhQnxknURTZ7nlSVw4+GkpPgRWlpaTNI3aaTz3QraHZf3+QYZbPQjd74AlBkUtrZWq6IZBhqfkHfG7uzsYGFhAXV1dSajNqA7jagcm3Lm+765Z5rCiamuMAgSZJwGm3Orkrr4+pZlcGcHKeHFYhGNjY1Ip9OmL4P4rdztJZDhWCgUkM/njaHKzzHL5/kuWSqVQm9vL+rr6+H7PgqFAurr682uKDlhXO2m/zXaJX+g8Ofj42PjLONZ/yn8G4BxlgUp8bTLTNeYSjnGx5KMCl4mp1E6Fuk7oplH1WSz2bIz5dyRSLyKjxsZyQQqX44VN9Bl31Hb6Kw3JbOk3fvGxkZ0dnZie3sba2trWFtbM0eCuKG+v7+PtbU1zM3NmfB43/fNLimNCRnkNA+4kU7PUBvIGZJIJNDU1ISmpiZzBIFyetAPJdvTdLKg8a52BO0s8/Zy3eHk5ARbW1vY3t5GLBYz14vS/HaVLVGp0SrXMs03MtLJOU439NCcpSvJeBlBupV8Vuq6tuelk5A+t/Hws8LmKOJOD+6Qdenl9L/U/WxyMQhUTlBfV1KebKvtu0qdCJU86+q7sA4czbF3HpovGnwOAZU5iTRnW5DTw4aqMdJdkJOPhycBp4L98PAQY2NjGB8fR29vL0ZHR5FIJKy7HrwDuaAngb2xsYHFxUXE43H09PSgUCiU7RzLDiejltMpy9c+5+2QdPHPNMVbTiJX30khwBUITfkJ45GzKaqcOWrChz9DYc2cXmlEa33Cd1Fs7XYtKv6+1tZKDHHePjmXqD2aIsdpo+e4kiWNeI0eotXmcNDaLqGF+doUettc489IA5hCS3lbaEeJolMkPZx26X3nRrymJFIfav3Fx0I6QXgdl9FID7NLRIkvV1ZWzPVPw8PD5tYK/j7ndaT8UT30PfCc9+3t7WF7e9vsGvIyJFwKCudtrjnt+t8Fjb/JOVZbW4vj42OTNI5uIXDx3CDlhH5Tn5DzSkaQuPgOhSa3trYaJxbwfM5rBq5Gi/zOFQ1Fz5PjjfqAO9SkkzEsXEaJJjuIbo12G820e0yGaRjQjjTvJ2l4S9gUM863AJhIBD4HKKy8UChgZ2fHRKaQs+Hw8NBsHCwuLppz5L7vGwcodyBxg5pfz0XHUaheHuZP4e6UUZ5+yPliQ9CcrRa42uDiJ5IXkXyj8+h7e3vm+jxynsmbcLQ6JKQjNYhOPrekIUh6Fd3U4/u+yaVgW+PSILHxaM1It8lNm6FyXgPd9r7WvrD1SeeTdEwE1R9GRwqiNYg+G70u3lmJwa3NpzB0helfrR+D9ICXjaB5XIltJf+Wz561PVVlpHteeWZxPtG4QUgCgTyGNTU1WFpawqNHj7C3t4ehoSH09vaiVCpZjXQJbkjT3/F4HK2trWhvb0cqlUKxWDSDSh3OQ8rk57Y2uoweW9hmJZOHew25Q4EriHLS2BiI3LXgbXBN0iCFNUw/yf8lw5e7+nxswgoBbfFQH0nFNahMPnaa0qLRxfs4SDl3OQ6kgOF009+upDE2ozUMuBJK9XDDrlQqmfBTqkdGjfDdcals8OuYghwG8nuehZhndeb9EqZt1Q6XYsd5pud5WF9fx/T0NGKxGAYGBtDV1YVY7PRYkOYQsa1RHlJNya14uG1Q32rz2eZw4nxTKzesALTNHamc1tXVYWtrC8vLyyiVSsjlckYB5/RwuqRzjn5kng9SmLmzWYbd2/rq4ODAnG+OxWLmnDTtlmnKWpDCz3mdfIc7UelYg+QrvN4wxhrNGcqNUCmf5XVLBZPepbJ93zd5Fuhz3l7uFCVwhypPgiejm1wOBrmOOB+iXXp+jh6AMaJzuZyZM0QL3XIxODiIxcVFbG9vl4X0UzJN3kaeeDMWi5mEdTJZHr+TnUcTyD6R4d7UvstgoHNo8ytIGad1TI6e4+NjE/lQKpWQyWSQzWbNcQu5AWAzBOS8lfRoc0zOV5s+Rw4bOWdl2bx+mw7h0j8l/S5DXYNNDw3DD+T6D/NOkAyR7bHRFNYwDYOzOi5c73F9+KINXpcxqn0v51iYOcLlKy/7vJB9Juvh9FTqqLC18Ty0Bxrpnuf9KYB/G8CS7/s3n332fwHwvwBwCGAcwH/o+/6G53n9AO4DePjs9U983/+Pzkqc3EkkgUP/c+P96dOnmJycREtLC0ZGRpBOp03oZV1dXUX1xmIxZDIZ9PT0oLOz09yN6upo17VlHHwgyRFA73JDhMoE9GRutkkt6eThPbJeDtmvXIGzCTWbIh02pF0qh7wc+b9LsNjAlS0bo7IJTy00nLdZGhi2v20ODBs9QW3SFCitL8K022aI2RxFnHZZnyyDlAQb6HtJg6SV7y5qgliOiyYk5BlB/o7LsD0rXgfPdAlizk+Oj4/x9OlTPHr0CJlMBleuXEFjY2PZuVVpMNLf1F9ybVBoZXt7OxoaGsrmQZATTjPUXeNyXtiinYgWPi/29vYwPz+PePz0jnJK9GbjezbINvq+j8PDQ3XMgtrNrzmLxU5D0SlknuScHDsbn+Vt5u2Qa4k7EbnxQYY2N2LDwvO8MiOVG7AaDVIeuXgndxaWSiVzBh2AyWNB7/Mz55w27kik9mvn5LV28d8EKs9/5qDhZ9SpHjIANX3F90+v4Mvlcujo6DC77Twqg+olI132G+2K0zMUYWCbHzTeFJEgHQ5hDZUgvCp+KWWmdKrR5673qK92d3exuLiIjY0Ncx1hNps1ZZBBX4mSr30WVn+xyUA6AiPXss0Itc1vXrbUCTXDROvrsBECQd9rOoCNDv6+K1rIVo/te82panMwhzX4XDp1WJptdFeCs8hejc4w8yoIF8FfNJzVKRJUlrYOz6vLhNlJ/zMA/w2AP2ef/QTAP/B9/9jzvP8KwD8A8J89+27c9/13zkOUtpsuvdj0XF1dHYrFIh4/foytrS3cvn0bAwMDAMq95GEMOl5foVBAJpNBPp8vuxvdVQ7fGdQGRgsrlkzGVr5mFNkWJykosg8JYSILwniCzjrRuXISREMY2sJ+x+sHns8zTYkOs7CkMcLDsMPCJbhcO+yyHpoPlYxHEENxMV0OSZ92tZRUNrjCz9e4jU7tWhvZd3ytS0eD1tagPjkH/gyvmGdK8LbyENhisYiJiQlMT0/j1q1bGBgYQF1dnTkfzN8Pa0B6nodCoYCrV6+ira3NhHDzd8KsizDKsuSZWrvDrD/+HF/HvI5isYj19XVkMhm0tLSYneugcrhSbOOhtkgbDZoTjRLEEc/hkVOcNu19rrDKNtDztsRSF60Q8vrPWhaNl+Yc1RR3ep7/EPi4uZTuIKeMfJ7KlIordyTTZ3KHnd6Nx+PmvHgmkynTb/jzUm5QeXw3PyjyhgxNboxoUTUXtIv+Z3jJ/JKvSTlX6DN6xuYA8v3n0WY7OztYXFzE3t4empqa0NHRURbqTnVy3cLlWJLPavOL0wiUOxy1OcxlrLz9oNK1ZqtDtkP+76qHl1mp3uKqO8gRYBtjeZTGNgb0LMEV4SjfC6NTh/ksDDTdrRJniA02GSv71SXDw8DlJKkEtnK0OX1WGRQ0586DQCPd9/2PvVPvJf/sL9m/nwD4X52bkmegjqKJz5mK3CEgobO2toapqSkkEgncunULra2tZRmmXR1P33EjKxaLobGxEZ7nmd0TzSgmOjSBKsvnCoFUuMhgDbrCxiVEXO1zhawSXIZqpUZNGKblmtQ2hq99pnkzXUJIKp+u+RFWiLgMQE0oSkFL80ca/TycWLZVU7I1x4qmIGrKH/8s6KpCl6DXdrxlm2W5Whna81IJDdql1coPWjtSmT8LXjXPBOzzjiMej5ss0ScnJ2hrayvLtUF9TrzIZfDy4xee56GpqQk3b94099JrNGk0a+viIgw/G4hmLcxags7ot7W1oaWlBYB+7SSHbZ5LZV2ejQ5yLtC7/D1yMNKtCprhAejrmXiLjP5y8XIy9GR7z2KoSb7qKkPKoaD5wXkT9Q8/6sJ5r2wP3zWX9dl0Efm+lP9cD7FFNvi+/0KUhGZU8mRvRJPk/dz4J6OfvqPyeZST5OV8bOQ60eZ30NwNwqvil7x/bPpOkCHteadOz7W1NSwuLqJUKqGjowNdXV3mLnlN9tno4J9JI9plDEna5PeusQrDX+W7rjaENbSDdGTtc5e+K+t2PWvTi+R65mtFGyf+tytiLKzj4KIRVO8FrFVnOWHnlmt+y3ronbPSq/WJbb64dHlXHbKMi8RFnEn/3wL479j/A57nfQVgC8D/wff9X4QtSA6a9CxyY6RUKqG+vh4HBwd4+vQpVlZW0NbWhsHBQdTU1GB7e7tsFy9Mx/EdP0rE4hLIBM0Itimb3FDnDMKlMAZ5Y13gCgnwosLGJ6TcOZCCP4gBasa1DLXXdnps7eL9z5WWIKeDrdwgR4UU4i6lUDMwpEIrjQ4bY5CGus0hxGmRfSIVCe09W7+4hCcfd9lmrnC61ohNEbe1VRrhNq+1JoC0ujn9LsXjZRqHAhfKM+m3S3njbW9oaEBvby86OjoQj8fNLnrYs/pUFzfUs9kshoeHTbIpV1/KMQH0sOtK2h/2Hd6uIL5eU1OD9vZ2FAoFc07YttMl26M9Q9AMMJfizukkY0/ukHHaJGz80kar3HXnn0v+fZ41E9YQke/Qb67sEX28D2jOa44FcnDQe/w7m4wihHEoaHTLnW2inZ8/1+YX/7y2ttZcgyZlK39WRippc4Qb80S7lNO0znnbpIF2XsU/BC6EX3LlnPokDKSDbHd3F0tLS9jc3EQikUBnZydaW1vNWXXpGAnbNzQn+NhpOpnLIORt5I7+Soxz7W9bO7iO49KXXPxHM4qC5pTWJqlvBdHO9W/JT2x9zNdHGF5vw0WvF5tRK/931VuJ3A0DrTyXDaHN4/NAc66E6fdKxkbr96oy0j3P+4cAjgH8k2cfzQPo9X1/1fO89wD8fz3Pu+H7/pby7h8B+CMA6OnpsRouMos3CQ3yTm9tbeHBgwfwfR/Dw8Noamoy7/OzWY42WCcDF46u0GONbr7oeV0SmhEkFQWCKwRRKycoAzqnib/PnRUu2oO+CzNZXQy60skulS1t7tjq5OOrCaowioimEHIhwMvgOytaGZqA5NEWvHzt/yCDRzPqwggdW3kyHF2j3/aeDXweB9Flq0OO5UULokpxkTyTzylbf0sFvra2FgMDA2htbUVrayuAcIaujf/ReqGs0dpuK5XN6wrCWQRlWGjONN5XJGPq6+sxOjpqogNIAZfHNzRIY9FGNzegpUOaG5H8GkFp4HOHoA02/sWNMZuCx6PMLhKy/WGNdRnNYItmo/9txwC08rTvqTyXoaP1L+fvtigHG6Tc4f/z/DVy3KlOGVlBkTFScdWMEqlP8M9lFODL5qUXxS97e3v559Y2ivfLom4oKdzm5iZWV1dxfHyMlpYWtLa2mizqYa9ekw4Olw6q6RQ2XZLo5r/5dy7YeAjvrzAGcBjdUdOxbM9K8L4LoytKXUhrB39G08d5u4J0K60dlbaxEkhDUX6u1VuJ0VrJs1p9LhvItQZd+noQrVo5/O+LGINKbKTz4MxGuud5/wFOk338W/4zan3fPwBw8OzvLzzPGwdwBcDn8n3f9/8EwJ8AwHvvveezz80zNgFOi6xUKmF5eRlTU1NobGzE0NCQuTqHzmDKMvn/NiYmvdnSmLOFHdvolsaLVAg5bAPNlRKX4SHfl8nn+Pu2CABJd1jwd4J2hIkW6aXXFjSVRcarFmZkM6bpXZfQ5IyZ0+3qV415S7r5d3zMOc0y/NYlcIKiKaRDibdNOpzk+LrWiO07be4E9bOsS1vv8jmuyNiOZPA66D3N2WGDjaaLVEJfBs/UlDgJntirrq4OQ0NDxrA+PDwseybMutfWAiW+onoqMcaD6HeB5kQlZdgUJjJWSqXTM9/pdNpEB1BeEqnEueDa2XbBpkTydcvrlnyB87ygulwKtGa0nyW0PQh8/IIUMhuPCVLUwzjXCdrOe9hyCEFJM2kc5fllm8OCzwn6TfkR5Lhr7eLzRhtfm9NYOpBs/JbKDrs7HQYvg1/aZLpt7nD+EoudJmqkayYbGhrQ3t6OXC5nHGk8YRzvF16eaKNqqIdZu5JuTXeSvMT1vDY3bOW66NDA556r3119Zas3jIEeVB6PZJT02fQMm6wM6uOXAakr8c81XmJDkPwPS79LX7bNbZe+fVa7JKx9dV4E9fl5cCYj3fO8vw3gfw/g93zf32OftwBY833/xPO8QQAjAJ6ELNPKpPjf/LP9/X1zBcbg4KC5dk0T+lp9LpBCpp0f40qQZGo2IeVa7FqbNQS9r9V3FlzEBOMCW6NDM/zCMHoJaYBrgkYyXnrORbuLCYc1YmguSgWLz09uqLvAQxW5YcMFfNjx5g4P6TA6r1HqYqb8O02ZpL7SjGubgWCbN1SGZvBrZVQqzCrFy+CZSh1WAw+ASSBH932XSiUUi8WKnBkSrjV+HrrD0MPnBLUtDIKii4BTA6iurg7pdBql0vNrALUQYxddhLCRWFI5dj0vs6pzJTOsks+htYv3K3denhda2ypVvjSnXVjYnOtA+fzgfNY1bzifCeO88TxP3XXVogII1F7OK6lul6yybXbI+eLSL2z9LI3Ri1JOXwa/DDI+NONK9jGNGUXXdHV1ob6+HoDdkaEZ4WFo0zZmOJ0uw4D/bzPeZfu1z11GaBjdOqyhXcnn8pmwsoJ+u+jWynK1h+v1moHp0jvks+fFWXXoi3jWBskXtf66CKeADWfhS2H0kKC+uUhDPcwVbP8UwI8BNHueNwPgP8dpps0EgJ88I4SuwfgRgP+T53lHAEoA/iPf99fCECKNBSkc6DsScPF4HLu7uzg4OEBXVxeuXLmCpqYmc55Heoa5sNWUci70+cDajG6XMc7rsS166ZDgf2sOCbkLyvvNBaKB+kO2Wfs7qCz5GX/fJizCKLXSWNCUTLlbrBm99LnGNLUFa2PcfPfZ1YagyArtfSl4bTsopBhQUiGZpTWMYJZt1egP2kmthOmEFcyaQULjIxNr2SJBAKi7cLY1YhOkpMjyM3xnxavimQTavVHoUD/jCqfkU0GGIUELjyXHpiviQxrkQQqQDfQs5422fqgE3Jim+SBDhyVs0UDaGWmb8SyNLlkO/5xDfiaNrYvc2bwIaHykUhptBiz9DutM0OiQEQg254+UyYB+LRPRZJObRAdfd9xQl/LNRb/2XVgZ71p7Nl6o9cFZ8Cr45Vl4Oo2bdLBlMhl0d3cjHo8jn8+jrq7OONE1Z4fLCHXJWskHbLqLrMdmSPKyg/Qx2/hrctv2nWaghdUhNP1GIoyupZUh2xbmuJAsW45JmP50GfhB7QgD2YYgPTdMvTaZVKkB6tLJwr4f5j3bHNTqDTN2Yet5mQiT3f3fVz7+R5Zn/wLAX1RKhI2BagoNLSoKPUomkxgdHUVfXx/q6upM+CYQftdC2w3iTEWjLewg2Z7RHAQEjfnYGFJYGmztof7kZbkYnNaOIONVu0dXUzo0WqgOcjJo/cAZR9gQT0lzEPPRGK1WDg/x5/TIcqXipTEx+oyfgdXa4RoDTeBzBZ4nUJK0VMKEJB0uBwKnXdbJlSIO2Y+aAWSrV8Kl5LvKCotXwTPPCt/3TaI4ap92vMMF6STixgT/39Z/tnqksyvMu3yNVWoo2OrgxjndEsJho93Ft3k9cu5W6hQJ+4wW8RUE23Nhji+dB9xRFlZZ5tDGiDta5DMa/wXKw15t46KFxNL/NgcMryvMWMqda76LH7RxwB0N0vGtOfxda1WCP8f7LGy7LGW+En55VmWc5C/Jymw2i/r6+rIkflqiN8045HpGkG6o8VIum2zGoqzHZSBqfST5upwfkgatDBvvrgQuIzKMjLfpapp8D2Oka2vcdvSG0+Wi9aL4qc04lzpZJQ6TSvhCEG22PtCMb23dVFqfhos2ql+WLJS4iOzuFwbuiSRI5YB+0y5QPp9HMplELpczZ7Rot5HvinOGohmLJNRdxprmNQ4yUPlzVKZ257MNmpIX1lMk6bDtltoMm0oEt6aw8+953/KQURJwXKkKEl7aOAJ6wjv+vK0Ptb95220KuGbo24SfZrCS0NcYlSxDeujlszziRNKrGcja59p4V8LYpCJZiaEu+1cKE5dg1BQIG7T22ZTxV8WELwJB40RrlNYhKfBhFWupkNNnvI8qNQhd9FdidJMibZu7/HOZSFIqv/x5OmMqP5PGjTZ/giKtpBGoKdyuiAQg+HYF6hdOr+yXsEYalXURkPLdZbBUCmms8M+1Pudjb1N0ZZi7NLr5OWQJzpd5PS5ezyHHRguNlzRzo1l7xuUk0ozMShx3YY6SvG6Ekbfa86SHJhKJshwc/LrK88iMSnQ8rk/JMlw8TZuDQUYkPcujSnj5Uh+zreeXYaCGmZtSl7C1MUw5ms7Hy5HQPrtoY9FGi2agnxWvUhcKkkVhbac3BVVjpLt2E7iHmIex19bWoqmpCalUymTe9DxP9ZDbFCmX1wtA2U4jD32Uu8PaDjBBE7JhJhh/ltMZxBhknTYjXD6v/R/GALIpiVJYaMxRGraVGOhS2aTv+edaedx5EwSpnNpo5X/LM4C2Xd8gpZe3Re5W2Iz4sO2RQtplEPAdGblOpIB29at8Vxrp1AbbXNR2Cm00hx1fGy6bAJAKFFDeB1J55nNQ8hPXLqKtr10Kn015CeJjYcawknGqREnR+B/BFn5Mz4cJAeZ8hfiRzZkW1EYpx2guuHhv2KMBvOyLWE+agc7LdfUtB+cJ0pEid4uDxkGWeRanQaXKuwyR5xsLkj45Nzh9tuNfWjtpbrjo1r7THKSyrMvCL21rwrb26Dv+rLxCT5YfVL+sW35vM74J3NEqnZM2ninXWRi9Tr7LZYVWnizbpf9JR9BZYJM7lYAb70F10W+XM0XOIc3B8jIQxi6Qc8v2fFCbzkunVo623sKOSViawjpMqo2XVY2Rrgko6QWWu651dXVIJpNlhjtXPOS5dBn+pi0gybxshoHLY8wFpy1EMAyz1v6WdUiPGS/T9321X21Gj6w/7GLh5fJFbVNONO8/72uXwk/jz+vj74XpT0lzpc+HCU/VyuF/ayHmNocCfS93UWQ5XEnVjCC6ks7GkG3QaJX/87Jdu6m2+vg8k+GYfE7JpE424VQpo9UMW6KhWiENatv5WWkY0btaX2nz0OakkrTYEv7ZxsL2eVCfawpemPGu5HqkIFrCzBNXZIHGt2X91KdhYDPCXCD5QH/zNp1X+Q1CGMXY9p7LmNZ2j/m7/LmwxrsG2c9y7dmMdtv92bZw9qAjBtyQjsfjgdGAHFokmuSzUv8iSH55GXbQATevC9J1+LPcMRTW0NPKc+lY2jhyA1173mUUS4RpK2+bje8HzTeuS7qcCJVAlhdWTz2rruDi1VyfDiqrUt2rUrj6N8xcvwhdykVbpc+/KidHNaNqjHQbNIFLTEPeg+4aUJd3yPa+Bj7ZNdo0wRe2vLPA1kZefk1NTcV1VLow5fECrd2xmH6Hso25SebPGTOnkwsB7X2tTa7IB5ugc/VhkAEe1ijXmLhUnrkxzhEUpUFzgSPIm+r6TO6+82Mc8l0ZZupq66tG0I58NUPSrBkL2npx8cqwa18+51pTlSJsZEhYhGmfXGecv9uUYhkhUwnNmrPL5iySz5FTLAg2Xql9H1TGeZS1sP1yFqeYzWFSiTPVVV7Y78OMBxndleoFYQw5nlyTl+N6h6AZ6Pw76SyQ/PplOXMuGppOoMlZ7R3JGwC8wGsr6QfizUGROdrzgDs3Am9bJYaOpkuFMdRl+UHrRzoBtHKC3pfj5mqXpl/I/jrvXHY5MXif8HEJ20/8Pf6/i17eHv6ePD4cxnli65vz9Jk2Ztr/Qbq4rV+qCS6dNwhVb6QD9vOJ3Fjggi8Ms5SGn/wceHFH0sbA5Tsu5UCb5GdRRrkiohm5klmfpWyiLyxcdWqhjdq7Nm+lxpDCGr9nrZc/oylgLocEf0YrL4g5aTTyv8PeK+yCzYmhrQdNUeHl2MYHsCvLXLiGCRHmkPkVeFlnFRiSfqKx2iF5jjTUed/yvrKtC5rTrt0a+Tx9Jz/j74X5TpYbpDycFTYa6DffKXPRF8TvNf4sZY8tdFajk0MrVzPe5Xyw8U0NvKzzZs531UP9EGZc+Zq3HWM7iyNCu3rN9izRe1HQjBYOzkvlEYSg9mll8nXFowpcuQ04nbayqh2SftmusHJYHi3i5Qf1BTcyXcfEpPEp551moLv0wKD28eelTNXK459r0YyaYc91KRk+fx5IWjUjlNNsM9B5WRJae2RdGl3SmWB7tlLY2hLG2HbNNxd9tr4Ja3O5+HJYXUvafZcZYdpc1Ua6zTDnZ/joM6l40HecCfLvJOMDXvSKyve0/21001mzIAPOVp70INmYr6181+R1Ga1UX5hy+PNBizRMW+Rzsg5SQkm4cSeKTUC5xsv1nXaGnM8T7eygrUzXHNIEC39GC3GX72mw9Z+rfk2QBUEa4jbBFwQtrFIbU5ezTmujTQnT5txlNNBdxhU32CjMlvgS/ywI0jCoVCkP24+cXjkvz+N4qRR87oQxgoLA+8/Fo7gSqBnS8j1OL5/DfFxtZ5ClwyYMzmOMuXjKWZRXG98kxY36geMiQrK1hF2agSudN2c16GUb+Trk0WthIZ04YUN0bevgotr5OsENOa5LuIwr/ozURc8KWYZLP9R4sWucKgHnQVqdrve03xJSP74oQ4v3n80Ilf+7ngl6X+oaL1N/sOlVWp/LeRNkwLvqOgt9Qc+56LuoOs9a/kU5jcLU41rfHFVjpLsSFWlCkRtq/O5ogsv45YLcxtSCFqBU/jWDnNOo0REWQRNHY6b0owlxrZ/CGuM2JasSnEfZA5579ispQyoTQQauLVkOoBuknDatbJmnALDv1tiMaELQOVX5vExkp9Fse1crO+xcsUFzDNies70Xpv6gte0q8zIY6ARp0IVNvgXYnUq2/CAuZxTRon0fls/ICJFXJTT5PHDlEqHv6fmghKc8H0ol58td0AwJG7hR5lImz7PWXjZsClclc8MVCXVWeuSakOMdVIbmCNZotRkTtugjrghLXitll3R2n+WIgOvIYTXCZQTL/gnSEyo10KUzIOiImvYdvW8Le3fVHaZs+lzqPdzJaJMbYXTEMO2uVM4Hfcbh4p0uXZl/T21w2Rlav10EpDNJo1ubkzani+2ZMPSftV1aP/MxCdJTXXSfFa9a3oWtr6rcnpLZa5OIGJLL8NUEmGQ4MjPpRTA5vkvlKsPl5bIxBSkQbJOZT3YeRRDWa8PL1ui2ta9UKpUldbPRVUmdtudkn1RSDu8LW79IY96WeI8/H5Z+bQfe1jdybtmMf21MuLIYpg2yPptiwN8NYu62ec7p5nRqNPIy5N9hxzroeZficRmUTuD5PIrFYhVn7daEvoZKFXhbn2s8UFsHNG/PeraYw6Y4anQA5Y4wLms0h7BWh82h4eI7Gl+R6z4Mn5G0SedAGOX0onFWRdVFF813GYUTVA89I+VVkBPFxed50kxOu++HD4sPeq6S4wAuo15DpePv6q9q5pkyooWvw7BOfK1/XXLcBZfs5/ovp9tlrLiMxkpQySZIGIeGq78q7bMg2V9JmS4Z5XouzJq+CJ561j4KW55L9r5MED+qVLaFLftNQtXspIf1xtqEgxbCKXcvg0L8bN4d/r9cqK4zXNxA4s+GPUctv3MZETYlO8iot30m+4josL1vC0MOWjBhnuE08eR0hPMkrLKNSdBZU1tfhIWc70Fjy39zGmRZlSCMYabVKZWcsMyd2kmKaxiHlkYbf0/uvGp18e8lrba203eXMXwTCF5XnEcGJS5yzRPO3zQD+7xhvvz/8yoqtnOkGuQzrvkqzwjz6898P1zGdb6ebNcdcvAxkYqOy3nGjz8AeOF//uyrhmst2uYoVzC1awapHWET7fE6wr4TJn9BmHql3kJlan+HgVYeUO6k0L53lWdbh2GjRKoBmm4FlK/xsONYqQHF6+bQjMUw+qdN9mq8QYONj0h6wyCMzJE6zXmNaVv5/D1Zj0sH0OwQXobmdLPVcVGGNa8j6POzyDb6TM6foGfOgyAbL6i+MO+7vrfN9TB6+FmgOanC6kZVY6RLY1RjPlrSFG1RaoMUxiiw0SXLD2Nc8PeDzhZKJYsUkqBJGsa4CrPwwiIM49GeOS+z4k4OF7Ny1cPzGEjjQTJZl8PIJmRsSmRYI1cba9eujYwQcYHPQSlwuDGqhfi6GBMXnFo/ye9kWRrtfGyk4032kc1Ad/0f5Lm97F7YSpUf7V3+O6yxzOd/GMWQxjlo/pKhdBFGupzznJ4gXsqNbw4teZvNMVSJ48L2rE0mVDpvZTI5fre65lh4FUZY2HEgyGdtORbCKpfaczT/bIZzJeWFmcM2+i/SWXiWiJiLNDheN2xObyDceemzGA42OjT+qhnbWr3yO2nAu+jlz3PdwLZpYaNf8lGXzOffhdFdtXIlzmLk28oPeyxV6ig2fn/RRrqtf6VOdxYHgc1euGh9SNIq66T/X0bdkgYNr5LPha2rKoz0IEOIoBka0ivMn5U72VpdBBvDCTI4edm2JF9hoSlHYWHzqPLvK1EuLuJz13e8b12GYZgzfmES9HEEJduTwksLUefGbRjYnERScLmUOnomKOqEP+NyRnDws3iyv2T/hjXkg+YcX8+xWKws/NRmwPE1L+t2OQokvdp5Pm7EES4i1Pplg+iVmbi584VAxqYLUgFxrVWNDq2eSpQp/o7v+1bj67xwKQpBDk1NNvDPuLLEz/wCL2bb184JV4Ig5ZfTxXeHbbLG9nk1GGphnILyWQ3k6AyS75wfyXUko+MkX+FOT/pbnmHX6g+zoUDrSzOseL1axJY8BleJA8Cmm/HyL6ujk/eZrf81Q+ks9YR1GtkcgPSd7HPX+Mh2hIXNSaPxOtv7NkNWlqXB5aTQPneVoelyrueDwO0MuZa4nnjR0MZe04XOW7eUkRfZFk5/NciWakVVGOlhoBlQMrkX94DK9+Q7fNdHm9y2iaktiLCTzOUo0M5nuBhZNU/qoP44z6K8SKbDGZlNGMp3L6J+CVd/8OtKJH2cnrMoRlLIyvKD3nEpakEIOh7h2smodAwkTfLIxJskJPixHs/znOcs6RluBHPnk3RkcP4Vdr65nnXt2lyUkhEGF7lrzHcBJJ+5iEiuSp8Nq2AFOUJe5/rgBqmrHWFlsGbAuurm72pzVnOSyefDQFsnrnPfQWtQOiBt4DoTNzYq3UkOqud1gvMvQD8CAJTrl5reR3/bdDOX01iWJd/RDC9ZjqafymeJ//PvbY7tsDI2rE7nmpdS5vI282c0yHZJOuX4aG0gaGvY1l5evnwvDB8JWg9h5ov2HafNppNpbSJofXleOuUzrjUh+/dV840g/bbSsl4m/VVx4FIqNPyHQ35nW2TcWKcfnoDItqhoIfIfCnULWgBUbyXtdRk69JxsdxhoRmeYesPQHFSnVr72nouRu6DtsEoBxH/k7ofsS9f5IvlMkEEs281pDdpF5zTKz3g7gtaG9j/NY/pcMyBswo8gd1+0uqlsGQIm14+cJ3KcXNETmuC00caZp01o8GffBLjWqe/rkTqa4hdUB/0+y66vHOtKz4G+boSlk49FkPKpIYwCHWYMNCeEPHstv5d4HWNzUYqULEcmjQ1CGKeNNgZyE4E+s/Gfk5OTF0LrbTjreATpMDY9w9WHlwFheZVN/kq5ppUflg5ZbljIZ6WupRllNhmqweWA0uon3h2mDVq7w+iJGu2aDnQWHVfTU2w0y/81XSssXzqrDi7f53WfpQwN2ryXelolOv5Z2nje/glT/lnocZX1MuVjVe2k2yaczePi6rggD43NCAFeNNzkeWPN8OJ1amUEGQj0ubyrXbbjVXuczgvNOJMGpwu2fnTtUgR5SqW3V4aj2ujwvPJjFdSWs54XtNVJnwcZ4mFxHgZCRoRLwdGeoTUT1EdEG73PPbxBR1T4M5wWm/DmnwX1yVn7+nWAt0c6Zwh83srzyFo5cg1pO0s82iFI+ZfQeOhZ+1tbKzacZ0ypHptD2Oa4tR05kfKC80dbeZW0I2iOn+U4wsuAth4rUfzD0G5Lkuaqh483HRMIcvATtONG3Dmp8XYbPM8rk5k2yLbZ1qek2wXt3ctmoBNsRquMEJJRBRdVN/9b8svzrD+uGwbJwzD0SWjyW0ajaeWElQlhjfMgcONObkZwSF2FP2Pj19yRLO2BMNDG/7zjzttJcDkM+LNheCfvPz7WNucj/1/2u8tuO4/clzivHKtEprwqVJ2RDlQWAsKftWVjdRkacuJygRiGRvm/awG7FLAgI5xoc+3MEsI8E8ZbfhZojMBWdhhm5VJmXApTpUo7Z0i8/1yKjsa4uMB37QjzRE1BRmgYxVI7MxmWEfNngsaMPtcMNk6L9rmkhZcj17ztTLpWDi9LM9Ble/g5sjcF3Hl13nKC+kXjY5Xwaf65i95K1vFZwQ0w/pl85jxzpRI+TPRo350VUh4FKXBan7xsnNchYXvP98+W5+W8vIEr9Wd1dF4Eghw+nBe61rLGpy8beF/YnP9SfmhyIsgQqgS8LM2BZ6tD4xvSMHXxVmmIyqNN2rMuWoLWr0uvDYoSrBQ2g5CXf561dlYZ63L6hGlzGIM6yLkbBpq8s5XpsqmCIpdd5QYhrG5aSZ1n4W2vwpivinB3QA+z4OBeMvpfvqeVdV5wY4EvcsnoXZ4i+izIG+4yOumHhxjZJhUPIdVQ6SStZPK6mKwM5ZNtCePVt9UT9D6vQ/NqhmmjLQJAC9XmY+WiyUUr1SXPB2ptce1I8jlsM8plmZx+7mwIG5rMjUZNyAc54sIKLZdRzuvS+klzIlxmBBljNA5BO6gu58p5+4wMwKDx1fh/0N9BZbhAfVJJqDfvC6nMazKCfx6E88qwsxpTtvd4UsfXhbMq8C8rM70cc5vOQs+6YFtXF9HnXMbS30G0B0FbL2Hl6OuCzUAPAjeYzzIHX1afSH30vHCdw+f/h3H+v2poTnqbHKOfeDzuPJeu4TxGpSYfzlLmeRxE0oC+aFzknKim+fU6UTVG+lnhMni5YsmZcxhDV9ahGXe23TjtjKzm+aTfGmO0LUSNDtszr0Ng2nbMZH/LJC7yvbBMRDOEgwSx7BttBzqMESrHhytkYc+/hWVE0kjSjGWbx5+/r4V5ueZLpXNJKg42JUJbg9wbHBZa+ZoT46ze1csMUkS0/11zLyiKIQg2HqDVSZ/JOUDnc3l5lczDSh2LQOXJ08I42QixWEy9izwMnWEdiLZdDddYa/yDfgc5LF7WmrkoxwtQPrZhjfWw/a3xW3qf92WYIx2uOrmzVKtTy9GiXYdo45GabOD/83bZIk4uQwh8pQY6N/xccka+cx7dy/Wua71pRqDr2SDdQ+pHUt+Q/SHnkk0/Pq9eGvQ+jbHcRAni63wzxPUcp+OsOI+BLhFkL9AzkrdzWrTn6Due14s/a8sNReXYoj/DzNGwbbloVKsOWFXh7gSutAF6CINLwaTvbQxEq087c8PLsU1yWa9rp9HGAKh+eR5GhuXalF8bODMOY6zw785iPHI6ZVmxWCxU9lu+wDWlmPeVDWHva7a1xfY/nbHW3uNnHl2JoIjuSnYTNaZVqRElha42321hbdx41kJxw/wt6aC+kE4DcujIM52aMcEFnU1hknyA2mqj76KE5+uA1vdnWdOAPe+GFuZ+lnUmFboghZ9fmXVycoKamprA+vlzFw1NEdFCi6WjpNIwy5elkMiy6W+Zr0Be2aZFa7xMGjW4ZLkGuf4vkg5evu2ZsLqLDWFkXpgygNP5d3x8XMaHaU3xzyott9ohjbdKHEGaLsm/o9/S8aGtDfm+/LsSJxjV4zK8bG2T81LKWW2u2Y60STkb1G6b3JVj43KKSvkRBtIZJR0NLl6mrYmwfOii+I6tTzXnERDsVCYZZntOK5O3WeNLsg7tfL9GWxhIB1iQoylMeRznLe9loap20rXJXOkE13YUtDLC7qRrXiia3NyAlvXKUGGtXP63FjYZ5tysjekHORUuCrY+tAmioLJc/9NnYUOubaGoQQLIVm5YJ4nt/TDzMqjeMGskTP3ybz6ntfd4X54VLtrl77DHIDRjiX8eZv0E0XhZ8KoMutf5vDTgL7LN1SSgw7Trosc77G7oWXh7pQgjm18lwmZd53D1U1i5HqbOMM/YFPSLKPuy4CLX90XOzUrm+kXtMLr64mWO+UUaWUE4iyPvZdAjnbYvq66zOP+C3nFtbNrwMkPped9Vk7x+mfCqQRB6nrcMYBfAyuum5ZxoRtSGasGb0I6oDdWBPt/3W143ERye520DePi66bgAvAnzI2pDdeBNaANw+dtRjfwy0jGrB1EbqgdvQjvehDZYeWZVGOkA4Hne577vv/+66TgPojZUD96EdkRtiGDDm9Kvb0I7ojZUB96ENgBvTjuqDW9Cv0ZtqA68CW0A3ox2vAltcKGqwt0jRIgQIUKECBEiRIgQIUKEv8mIjPQIESJEiBAhQoQIESJEiBChSlBNRvqfvG4CLgBRG6oHb0I7ojZEsOFN6dc3oR1RG6oDb0IbgDenHdWGN6FfozZUB96ENgBvRjvehDZYUTVn0iNEiBAhQoQIESJEiBAhQoS/6aimnfQIESJEiBAhQoQIESJEiBDhbzReu5Hued7f9jzvoed5Y57n/fHrpqcSeJ434XneHc/zvvY87/NnnzV5nvcTz/MeP/udf910cnie96ee5y15nneXfabS7J3i//5sbL71PO/266P8OSxt+C88z5t9NhZfe573B+y7f/CsDQ89z/v910N1OTzP6/E872ee593zPO87z/P+/rPPL9tY2NpxqcbjMuGy8syIX74+RDyzOsYj4pevHhG/fLV4E3hmxC+rYywifgnA9/3X9gMgDmAcwCCAOgDfALj+OmmqkP4JAM3is/8zgD9+9vcfA/ivXjedgr4fAbgN4G4QzQD+AMD/BMAD8BGA375u+h1t+C8A/O+UZ68/m1cJAAPP5lu8CtrQAeD2s7+zAB49o/WyjYWtHZdqPC7Lz2XmmRG/rLp2XKo1+ibwzIhfvvL+jvjlq6f70vPMiF9Wx1hE/NJ/7TvpHwAY833/ie/7hwD+GYA/fM00nRd/COAfP/v7HwP4d14fKS/C9/2PAayJj200/yGAP/dP8QmAnOd5Ha+EUAcsbbDhDwH8M9/3D3zffwpgDKfz7rXC9/153/e/fPb3NoD7ALpw+cbC1g4bqnI8LhHeNJ4Z8ctXgIhnVsd4RPzylSPil68YbwLPjPhldYxFxC9ff7h7F4Bp9v8M3ANQbfAB/KXneV94nvdHzz5r831//tnfCwDaXg9pFcFG82Ubn//kWZjOn7IwsKpvg+d5/QDeBfBbXOKxEO0ALul4VDkuc/9F/LL6cCnX6JvAMyN++UpwmfvvTeGXwCVdowou5RqN+OXlxes20i87fuD7/m0AfwfAf+x53o/4l77v+zhltJcGl5HmZ/hvAQwBeAfAPID/62ulJiQ8z8sA+AsA/6nv+1v8u8s0Fko7LuV4RHipiPhldeFSrtE3gWdG/DJCCLxx/BK4vHTjkq7RiF9ebrxuI30WQA/7v/vZZ5cCvu/PPvu9BOD/g9OwikUKEXn2e+n1URgaNpovzfj4vr/o+/6J7/slAP9PPA9xqdo2eJ5Xi1PG80983//vn3186cZCa8dlHI9LgkvbfxG/rC5cxjX6JvDMiF++Ulza/nuD+CVwydaohsu4RiN+WR1tOA9et5H+GYARz/MGPM+rA/DvAfjnr5mmUPA8L+15Xpb+BvA/B3AXp/T/3WeP/V0A/8ProbAi2Gj+5wD+N8+yPn4EYJOFyVQVxNmZ/yVOxwI4bcO/53lewvO8AQAjAD591fRJeJ7nAfhHAO77vv9fs68u1VjY2nHZxuMS4VLyzIhfVh8u2xp9E3hmxC9fOSJ+WR24NGvUhsu2RiN+WT1jcS74rz973x/gNGPfOIB/+LrpqYDuQZxmEfwGwHdEO4ACgL8C8BjAvwHQ9LppFXT/U5yGhxzh9LzG37PRjNMsj/+PZ2NzB8D7r5t+Rxv+X89o/BanC7WDPf8Pn7XhIYC/87rpf0bTD3AaZvQtgK+f/fzBJRwLWzsu1Xhcpp/LyDMjflmV7bhUa/RN4JkRv3wtfR7xy1dL+6XnmRG/rI6xiPilD+9ZoyJEiBAhQoQIESJEiBAhQoQIrxmvO9w9QoQIESJEiBAhQoQIESJEiPAMkZEeIUKECBEiRIgQIUKECBEiVAkiIz1ChAgRIkSIECFChAgRIkSoEkRGeoQIESJEiBAhQoQIESJEiFAliIz0CBEiRIgQIUKECBEiRIgQoUoQGekR3hh4nvennucteZ53N/jpCBEiRPibC8/zejzP+5nnefc8z/vO87y//7ppihAhQoRqhed5Sc/zPvU875tnPPP/+LppivBmI7qCLcIbA8/zfgRgB8Cf+75/83XTEyFChAjVCs/zOnB6v+yXnudlAXwB4N/xff/eayYtQoQIEaoOnud5ANK+7+94nlcL4JcA/r7v+5+8ZtIivKGIdtIjvDHwff9jAGuvm44IESJEqHb4vj/v+/6Xz/7eBnAfQNfrpSpChAgRqhP+KXae/Vv77Cfa6Yzw0hAZ6REiRIgQIcLfYHie1w/gXQC/fc2kRIgQIULVwvO8uOd5XwNYAvAT3/cjnhnhpSEy0iNEiBAhQoS/ofA8LwPgLwD8p77vb71ueiJEiBChWuH7/onv++8A6Abwged50dHKCC8NkZEeIUKECBEi/A3Es3OVfwHgn/i+/9+/bnoiRIgQ4TLA9/0NAD8D8LdfMykR3mBERnqECBEiRIjwNwzPkiD9IwD3fd//r183PREiRIhQzfA8r8XzvNyzv1MA/haAB6+VqAhvNCIjPcIbA8/z/imA3wAY9TxvxvO8v/e6aYoQIUKEKsX3AfyvAfzPPM/7+tnPH7xuoiJEiBChStEB4Gee530L4DOcnkn//71mmiK8wYiuYIsQIUKECBEiRIgQIUKECBGqBNFOeoQIESJEiBAhQoQIESJEiFAliIz0CBEiRIgQIUKECBEiRIgQoUoQGekRIkSIECFChAgRIkSIECFClSAy0iNEiBAhQoQIESJEiBAhQoQqQWSkR4gQIUKECBEiRIgQIUKECFWCyEiPECFChAgRIkSIECFChAgRqgSRkR4hQoQIESJEiBAhQoQIESJUCSIjPUKECBEiRIgQIUKECBEiRKgS/P8BIR6eH8OqeLQAAAAASUVORK5CYII=\n","text/plain":["<Figure size 1008x504 with 3 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"YEQ2q46GxD9t","executionInfo":{"elapsed":1691,"status":"ok","timestamp":1620789383033,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"fd3569d3-d279-4cbe-d6b5-b14a02ce16a7"},"source":["# list(itertools.combinations(orig_groups[0], 2)) \n","len(list(itertools.combinations(orig_groups[0], 2)))"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["10"]},"metadata":{"tags":[]},"execution_count":602}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"xOyrL0Qz44k4","executionInfo":{"elapsed":3820,"status":"ok","timestamp":1620789385204,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"71e91882-be42-48b1-bfe2-a1757a29cb65"},"source":["# list(itertools.combinations(orig_groups[2], 2)) \n","len(list(itertools.combinations(orig_groups[2], 2)))"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["10"]},"metadata":{"tags":[]},"execution_count":603}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"WVzHOZtK46vg","executionInfo":{"elapsed":3795,"status":"ok","timestamp":1620789385205,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"e7edc68f-ad5f-41b8-f7d2-54567616588a"},"source":["# list(itertools.combinations(orig_groups[5], 2))\n","len(list(itertools.combinations(orig_groups[5], 2)))"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["10"]},"metadata":{"tags":[]},"execution_count":604}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"z67dDFt8mTsw","executionInfo":{"elapsed":625,"status":"ok","timestamp":1620789780611,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"e5fd06b5-ea02-4a90-f4c9-4aea0aff1802"},"source":["orig_groups[0][0:1]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['/content/kaggle30/1/g (1).png',\n"," '/content/kaggle30/1/g (2).png',\n"," '/content/kaggle30/1/g (3).png',\n"," '/content/kaggle30/1/g (4).png',\n"," '/content/kaggle30/1/g (5).png']"]},"metadata":{"tags":[]},"execution_count":629}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"D0pXjVWEk1CO","executionInfo":{"elapsed":520,"status":"ok","timestamp":1620790116051,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"e9ea7022-cbe3-4fd0-db08-097b4fa762fd"},"source":["i = 16\n","img_num=0\n","list(itertools.product(orig_groups[i][img_num:img_num+1], random.sample(forg_groups[i], len(forg_groups[i]))))"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["[('/content/dutch/05/13_020.PNG', '/content/dutch/05/05_020.png'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/04_0105020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/01_0117020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/02_0127020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/04_020.png'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/01_020.png'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/03_0105020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/03_0213020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/03_0117020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/04_0213020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/02_0213020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/02_020.png'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/02_0101020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/03_0101020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/03_0127020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/01_0213020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/02_0105020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/02_0117020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/04_0101020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/03_020.png'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/04_0117020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/01_0127020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/04_0127020.PNG'),\n"," ('/content/dutch/05/13_020.PNG', '/content/dutch/05/01_0105020.PNG')]"]},"metadata":{"tags":[]},"execution_count":670}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"RVLll3_YlG36","executionInfo":{"elapsed":624,"status":"ok","timestamp":1620789464078,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"2729e8fb-1e6a-496a-b8b6-0ba062d175bc"},"source":["random.sample(forg_groups[0], 5)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['/content/kaggle30/1/f (2).png',\n"," '/content/kaggle30/1/f (3).png',\n"," '/content/kaggle30/1/f (5).png',\n"," '/content/kaggle30/1/f (1).png',\n"," '/content/kaggle30/1/f (4).png']"]},"metadata":{"tags":[]},"execution_count":609}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"gn9RaeKCluqF","executionInfo":{"elapsed":819,"status":"ok","timestamp":1620790134700,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"f463afe7-430a-44c9-efb3-d0535309a4fb"},"source":["random.sample(forg_groups[0],len(forg_groups[0]))"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['/content/BHSig260/Hindi/035/H-S-035-F-08.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-11.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-14.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-02.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-18.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-26.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-28.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-09.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-19.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-22.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-06.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-13.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-01.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-24.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-15.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-10.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-05.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-12.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-16.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-20.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-23.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-25.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-04.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-27.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-07.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-03.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-17.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-29.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-30.tif',\n"," '/content/BHSig260/Hindi/035/H-S-035-F-21.tif']"]},"metadata":{"tags":[]},"execution_count":671}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"MsDp2iGAlL1q","executionInfo":{"elapsed":633,"status":"ok","timestamp":1620789581496,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"eb029f90-9d0f-4ebf-acbb-499bf3842b32"},"source":["print(np.random.randint(0,3))\n","print(random.randint(0,3))"],"execution_count":null,"outputs":[{"output_type":"stream","text":["2\n","3\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"_eGvVRUXBbCw"},"source":["kernel = np.ones((9,9),np.uint8) # default\n","def preprocessor_img(path, image_shape):\n","  image = cv2.imread(path,0)\n","  blured = cv2.GaussianBlur(image, (9,9), 0)\n","  threshold, binary = cv2.threshold(blured, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU)\n","  closing = cv2.morphologyEx(binary, cv2.MORPH_CLOSE, kernel, iterations=30)\n","  contours, hierarchies = cv2.findContours(closing, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n","  the_biggest_contour_by_area = max(contours, key=cv2.contourArea) \n","  x,y,w,h = cv2.boundingRect(the_biggest_contour_by_area)\n","  cropped = image[y:y+h, x:x+w]\n","  resized = cv2.resize(cropped, image_shape, interpolation=cv2.INTER_LANCZOS4)\n","  # resized_blured = cv2.GaussianBlur(resized, (9,9), 0)\n","  threshold, resized_binary = cv2.threshold(resized, 0, 255, cv2.THRESH_BINARY + cv2.THRESH_OTSU)\n","  return resized_binary"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"yI-DbbNdAmF7"},"source":["num_samples = 0"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"ZrU6LMmdwnVM"},"source":["def generate_batch(orig_data, forg_data, batch_size = 32):\n","\n","    global num_samples\n","\n","    while True:\n","        orig_pairs = []\n","        forg_pairs = []\n","        gen_gen_labels = []\n","        gen_for_labels = []\n","        all_pairs = []\n","        all_labels = []\n","\n","        # Here we create pairs of Genuine-Genuine image names and Genuine-Forged image names\n","        # For every person we have 24 genuine signatures, hence we have \n","        # 24 choose 2 = 276 Genuine-Genuine image pairs for one person.\n","        # To make Genuine-Forged pairs, we pair every Genuine signature of a person\n","        # with 12 randomly sampled Forged signatures of the same person.\n","        # Thus we make 24 * 12 = 288 Genuine-Forged image pairs for one person.\n","        # In all we have 120 person's data in the training data.\n","        # Total no. of Genuine-Genuine pairs = 160 * 276 = 44160\n","        # Total number of Genuine-Forged pairs = 160 * 288 = 46080\n","        # Total no. of data points = 44160 + 46080 = 90240\n","\n","        for orig, forg in zip(orig_data, forg_data):\n","            orig_pairs.extend(list(itertools.combinations(orig, 2)))\n","            for i in range(len(forg)):\n","              forg_pairs.extend(list(itertools.product(orig[i:i+1], random.sample(forg, len(forg)))))\n","        \n","        # Label for Genuine-Genuine pairs is 1\n","        # Label for Genuine-Forged pairs is 0\n","        gen_gen_labels = [1]*len(orig_pairs)\n","        gen_for_labels = [0]*len(forg_pairs)\n","        \n","        # Concatenate all the pairs together along with their labels and shuffle them\n","        all_pairs = orig_pairs + forg_pairs\n","        all_labels = gen_gen_labels + gen_for_labels\n","        del orig_pairs, forg_pairs, gen_gen_labels, gen_for_labels\n","        all_pairs, all_labels = shuffle(all_pairs, all_labels)\n","\n","        # print(len(all_pairs))\n","        num_samples = len(all_pairs) \n","        # pairss = all_pairs\n","\n","        k = 0\n","        pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","        targets=np.zeros((batch_size,))\n","\n","        for ix, pair in enumerate(all_pairs):\n","            img1 = preprocessor_img(pair[0], (img_w, img_h))\n","            img2 = preprocessor_img(pair[1], (img_w, img_h))\n","            # img1 = cv2.imread(pair[0],0)\n","            # img2 = cv2.imread(pair[1],0)\n","            # img1 = cv2.resize(img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            # img2 = cv2.resize(img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            img1 = img1.astype('float32')\n","            img2 = img2.astype('float32')\n","            img1 /= 255\n","            img2 /= 255\n","            img1 = np.atleast_3d(img1)\n","            img2 = np.atleast_3d(img2)\n","            # img2 = img2[...,np.newaxis]\n","            pairs[0][k, :, :, :] = img1\n","            pairs[1][k, :, :, :] = img2\n","            targets[k] = all_labels[ix]\n","\n","            k += 1\n","            if k == batch_size:\n","                # yield np.array(pairs), np.array(targets)\n","                yield pairs, targets\n","                k = 0\n","                pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","                targets=np.zeros((batch_size,))"],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"9kJi2NEhuvkN"},"source":["### visualize generate_batch"]},{"cell_type":"code","metadata":{"id":"gHO-5HIXOhDE"},"source":["ff = generate_batch(orig_groups, forg_groups, batch_size = 32)\n","# ff = generate_batch(orig_train, forg_train, batch_size = 32)\n","# ff = generate_batch(orig_val, forg_val, batch_size = 32)\n","\n","\n","pairs, targets = next(ff)\n","pairs, targets = np.array(pairs), np.array(targets)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"8RY-phMzBNju","executionInfo":{"elapsed":681,"status":"ok","timestamp":1620794906443,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"461edf48-91e1-454d-fb33-2684ac8d599e"},"source":["num_samples"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["1050"]},"metadata":{"tags":[]},"execution_count":873}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"I9qhGNo5IwxJ","executionInfo":{"elapsed":677,"status":"ok","timestamp":1620790197530,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"5c55ab2c-00e5-4142-a0e3-a8f24dba1fc7"},"source":["num_samples"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["12504"]},"metadata":{"tags":[]},"execution_count":681}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"vxfZ5FxNN3uh","executionInfo":{"elapsed":7370,"status":"ok","timestamp":1620794918194,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"deaaf8fe-c7bb-4620-f849-db39fd11e46f"},"source":["print(pairs.shape)\n","print(targets.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(2, 32, 150, 300, 1)\n","(32,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"_pePMqyfxjCs","executionInfo":{"elapsed":9160,"status":"ok","timestamp":1620794920344,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"1a73eab5-e96e-483c-ede0-0d15f96403ee"},"source":["print(pairs[0].shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(32, 150, 300, 1)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"H-j8ul__xjAj","executionInfo":{"elapsed":8810,"status":"ok","timestamp":1620794920345,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"52a6c6c8-7f5d-4f2e-f205-34d25f8b97bf"},"source":["print(targets)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[1. 0. 1. 0. 1. 0. 0. 1. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 1. 0. 0. 0. 0. 0.\n"," 0. 0. 1. 1. 1. 0. 0. 0.]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":228},"id":"2U_NaA_Exi-Q","executionInfo":{"elapsed":4829,"status":"ok","timestamp":1620794930102,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"9105522f-4f8a-40a7-f35b-981381299106"},"source":["i = 1\n","\n","print(targets[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs[0][i],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs[1][i],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["0.0\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1080x720 with 2 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"3bnZZJnIxi7x"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"LQd0MqDOuy3e"},"source":["### evaluate"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"ohaocMfoN3sF","executionInfo":{"elapsed":751,"status":"ok","timestamp":1620794945274,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"5d73659b-f73a-4acb-effd-5421723513f8"},"source":["batch_sz = 32\n","\n","size = len(orig_groups)\n","\n","num_test_samples = 10*30 + 25*30\n","num_test_samples = 1050\n","\n","num_test_samples, num_test_samples//batch_sz, size, batch_sz"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(1050, 32, 30, 32)"]},"metadata":{"tags":[]},"execution_count":879}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"QICk2BAeN3pP","executionInfo":{"elapsed":65707,"status":"ok","timestamp":1620795011286,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"3c30c09e-2bb8-4a82-b703-ea71aeec680d"},"source":["# kaggle30\n","ev = siamese_net.evaluate(\n","                            generate_batch(orig_groups, forg_groups, batch_size = batch_sz), \n","                            steps = num_test_samples//batch_sz,\n","                            )\n","ev"],"execution_count":null,"outputs":[{"output_type":"stream","text":["32/32 [==============================] - 59s 2s/step - loss: 0.2600 - accuracy: 0.8994\n"],"name":"stdout"},{"output_type":"execute_result","data":{"text/plain":["[0.2599816620349884, 0.8994140625]"]},"metadata":{"tags":[]},"execution_count":880}]},{"cell_type":"markdown","metadata":{"id":"3qcwlHAwBF00"},"source":["# Model"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"yP-VkDtmBF01","executionInfo":{"elapsed":6271,"status":"ok","timestamp":1620608593544,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"f9e7bbbd-fbf0-4877-9aed-46abb6d0f358"},"source":["# image_shape = (pairs.shape[2], pairs.shape[3], pairs.shape[4])\n","image_shape = (img_h, img_w, img_ch)\n","image_shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(150, 300, 1)"]},"metadata":{"tags":[]},"execution_count":49}]},{"cell_type":"code","metadata":{"id":"J4Sf1suDBF01"},"source":["from tensorflow.keras.applications import DenseNet201\n","\n","base_network = DenseNet201(weights=None, include_top=False, input_shape=image_shape)\n","base_network.summary()"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"2w5Om4hgBF01"},"source":["base_network.trainable = True"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"-csgmqeEBF01"},"source":["# tf.keras.utils.plot_model(  base_network, \n","#                             to_file=r\"/content/drive/MyDrive/graduation project (ML)/model_5/base_network.png\", \n","#                             show_shapes=True, \n","#                             show_layer_names=True, \n","#                             show_dtype=True)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"ZRfB6T0K_-lv"},"source":["# Define the tensors for the two input images\n","left_input = Input(image_shape)\n","right_input = Input(image_shape)\n","# Convolutional Neural Network\n","model = Sequential()\n","model.add(base_network)\n","model.add(Flatten())\n","# Generate the encodings (feature vectors) for the two images\n","encoded_l = model(left_input)\n","encoded_r = model(right_input)\n","# Add a customized layer to compute the absolute difference between the encodings\n","merge_layer = Lambda(lambda tensors:K.abs(tensors[0] - tensors[1]))([encoded_l, encoded_r])\n","# Add a dense layer with a sigmoid unit to generate the similarity score\n","prediction = Dense(1,activation='sigmoid')(merge_layer)\n","# Connect the inputs with the outputs\n","siamese_net = Model(inputs=[left_input,right_input],outputs=prediction)\n","siamese_net.summary()"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"nFHQHU1Ie3Bt"},"source":["# tf.keras.utils.plot_model(siamese_net,\n","#                           to_file=r\"/content/drive/MyDrive/graduation project (ML)/model_5/siamese_net.png\", \n","#                           show_shapes=True, \n","#                           show_layer_names=True, \n","#                           show_dtype=True)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"6sZo0S0bBF02"},"source":["callbacks = [\n","  EarlyStopping(patience=15, restore_best_weights=True),\n","  CSVLogger(r\"/content/drive/MyDrive/graduation project (ML)/model_5/model_history_log.csv\", append=True),\n","  # ReduceLROnPlateau(factor=0.1, patience=5, min_lr=0.000001),\n","  ModelCheckpoint(r\"/content/drive/MyDrive/graduation project (ML)/model_5/signet-{epoch:003d}.h5\"),\n","  # ModelCheckpoint(r\"/content/drive/MyDrive/graduation project (ML)/model_5/signet_Best_Model.h5\", save_best_only=True)\n","]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"rcD9OoPNBF02","executionInfo":{"elapsed":1639,"status":"ok","timestamp":1620701575739,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"8e883889-ba00-4be1-c3b5-5ad251198f60"},"source":["batch_sz = 32\n","num_train_samples = 276*120 + 288*120\n","num_val_samples = num_test_samples = 276*20 + 288*20\n","\n","num_train_samples, num_val_samples, num_test_samples, num_train_samples//batch_sz"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(67680, 11280, 11280, 2115)"]},"metadata":{"tags":[]},"execution_count":843}]},{"cell_type":"code","metadata":{"id":"c0wLF3FIvhbL"},"source":["# rms = RMSprop(lr=1e-4, rho=0.9, epsilon=1e-08)\n","adam = Adam(lr=1e-6)\n","# rms = RMSprop()\n","# adam = Adam()\n","\n","siamese_net.compile(loss = \"binary_crossentropy\", optimizer='adam', metrics=[\"accuracy\"])"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"xjZr29qlBF03"},"source":["new_history = siamese_net.fit(  generate_batch(orig_train, forg_train, batch_sz),\n","                                steps_per_epoch = num_train_samples//batch_sz,\n","                                epochs=3,\n","                                validation_data = generate_batch(orig_val, forg_val, batch_sz),\n","                                validation_steps = num_val_samples//batch_sz,\n","                                callbacks = callbacks\n","                                )"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"FT3Sg8zXBF03"},"source":["siamese_net.save(r\"/content/drive/MyDrive/graduation project (ML)/model_5/model_3epoch\")"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"9lDDDjKY75Zn"},"source":["siamese_net.save(r\"/content/drive/MyDrive/graduation project (ML)/model_5/model_3epoch.h5\")"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"VraOuE5mvUIM"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"cVOcJu3efS3p"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"Ln8Z6KX7vT92"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"F4w5kTSzzSWQ"},"source":["siamese_net = keras.models.load_model(r\"/content/drive/MyDrive/graduation project (ML)/model_5/Train 11/model_34.h5\")"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"uojdXDpZBF04","executionInfo":{"elapsed":5769,"status":"ok","timestamp":1620792462702,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"9679b693-0df1-43f0-8d40-58d8ec66bf38"},"source":["siamese_net.summary()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["Model: \"model\"\n","__________________________________________________________________________________________________\n","Layer (type)                    Output Shape         Param #     Connected to                     \n","==================================================================================================\n","input_2 (InputLayer)            [(None, 150, 300, 1) 0                                            \n","__________________________________________________________________________________________________\n","input_3 (InputLayer)            [(None, 150, 300, 1) 0                                            \n","__________________________________________________________________________________________________\n","sequential (Sequential)         (None, 69120)        18315712    input_2[0][0]                    \n","                                                                 input_3[0][0]                    \n","__________________________________________________________________________________________________\n","lambda (Lambda)                 (None, 69120)        0           sequential[0][0]                 \n","                                                                 sequential[1][0]                 \n","__________________________________________________________________________________________________\n","dense (Dense)                   (None, 1)            69121       lambda[0][0]                     \n","==================================================================================================\n","Total params: 18,384,833\n","Trainable params: 18,155,777\n","Non-trainable params: 229,056\n","__________________________________________________________________________________________________\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"ffSbEqrFx1E-"},"source":["callbacks = [\n","  EarlyStopping(patience=15, restore_best_weights=True),\n","  CSVLogger(r\"/content/drive/MyDrive/graduation project (ML)/model_5/model_history_log.csv\", append=True),\n","  ModelCheckpoint(r\"/content/drive/MyDrive/graduation project (ML)/model_5/signet-{epoch:003d}.h5\"),\n","  # ReduceLROnPlateau(factor=0.1, patience=5, min_lr=0.000001),\n","  # ModelCheckpoint(r\"/content/drive/MyDrive/graduation project (ML)/model_5/signet_Best_Model.h5\", save_best_only=True)\n","]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"JgjhVKsNSu3G","executionInfo":{"elapsed":486,"status":"ok","timestamp":1620520480013,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"da7903a0-cc06-433f-9aa0-9ad2715973c6"},"source":["batch_sz = 32\n","num_train_samples = 276*len(orig_train) + 288*len(orig_train)\n","num_val_samples = num_test_samples = 276*len(orig_val) + 288*len(orig_val)\n","num_train_samples, num_val_samples, num_test_samples, num_train_samples//batch_sz, num_val_samples//batch_sz, len(orig_train), len(orig_val)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(14100, 2820, 2820, 440, 88, 25, 5)"]},"metadata":{"tags":[]},"execution_count":82}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"J0or-aySzOke","executionInfo":{"elapsed":595,"status":"ok","timestamp":1620611793944,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"812282ab-46ad-4e74-8786-9b0a5ac019a0"},"source":["# kaggle\n","batch_sz = 32\n","num_train_samples = 10*len(orig_train) + 25*len(orig_train)\n","num_val_samples = num_test_samples = 10*len(orig_val) + 25*len(orig_val)\n","\n","num_train_samples, num_val_samples, num_test_samples, num_train_samples//batch_sz"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(875, 175, 175, 27)"]},"metadata":{"tags":[]},"execution_count":139}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"DxI6-DPK5hiR","executionInfo":{"elapsed":688,"status":"ok","timestamp":1620612498313,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"ee463ff1-bee8-409a-cfa7-606e3f62ebe7"},"source":["# kaggle + dutch + cedar\n","batch_sz = 32\n","num_train_samples = 4221\n","num_val_samples = num_test_samples = 1349\n","\n","num_train_samples, num_val_samples, num_test_samples, num_train_samples//batch_sz"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(4221, 1349, 1349, 131)"]},"metadata":{"tags":[]},"execution_count":170}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"apxUIPs_HJ1B","executionInfo":{"elapsed":603,"status":"ok","timestamp":1620790283489,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"04cf61a8-bd54-4983-e734-1224973863fd"},"source":["# kaggle + dutch + cedar + ban + hindi\n","batch_sz = 32\n","num_train_samples = 57486\n","num_val_samples = num_test_samples = 12504\n","\n","num_train_samples, num_val_samples, num_train_samples//batch_sz, num_val_samples//batch_sz"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(57486, 12504, 1796, 390)"]},"metadata":{"tags":[]},"execution_count":692}]},{"cell_type":"code","metadata":{"id":"C5xdOSH8x28l"},"source":["adam = Adam(lr=1e-6)\n","siamese_net.compile(loss = \"binary_crossentropy\", optimizer='adam', metrics=[\"accuracy\"])"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"2uiFdL5xBF05","executionInfo":{"elapsed":374784,"status":"ok","timestamp":1620792406637,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"c6dc175b-de79-4896-a77d-3a0738446a72"},"source":["new_history = siamese_net.fit(  generate_batch(orig_train, forg_train, batch_sz),\n","                                steps_per_epoch = num_train_samples//batch_sz,\n","                                epochs=1,\n","                                validation_data = generate_batch(orig_val, forg_val, batch_sz),\n","                                validation_steps = num_val_samples//batch_sz,\n","                                callbacks = callbacks\n","                                )"],"execution_count":null,"outputs":[{"output_type":"stream","text":["1796/1796 [==============================] - 2112s 1s/step - loss: 0.0727 - accuracy: 0.9743 - val_loss: 0.5458 - val_accuracy: 0.8080\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"dTzCnA_bOh60"},"source":["siamese_net.save(r\"/content/drive/MyDrive/graduation project (ML)/model_5/model_30epoch.h5\")"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"GmRLCtPYBF05","executionInfo":{"elapsed":120450,"status":"ok","timestamp":1620511367689,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"bca6b3cf-4c3e-491b-d777-865d49df5837"},"source":["siamese_net.save(r\"/content/drive/MyDrive/graduation project (ML)/model_5/model_30epoch\")"],"execution_count":null,"outputs":[{"output_type":"stream","text":["INFO:tensorflow:Assets written to: /content/drive/MyDrive/graduation project (ML)/model_5/model_16epoch/assets\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"7zu_I8lbBF05"},"source":["# keras.backend.clear_session()\n","# del siamese_net"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"1zoAyU9FBF05"},"source":["history = new_history"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"mRrUFXO0BF06","executionInfo":{"elapsed":507,"status":"ok","timestamp":1620046156596,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"d917dba1-529d-4a46-b444-302e0c14e04e"},"source":["print(siamese_net.metrics_names)\n","print(history.params)\n","print(history.history.keys())"],"execution_count":null,"outputs":[{"output_type":"stream","text":["['loss', 'accuracy']\n","{'verbose': 1, 'epochs': 3, 'steps': 2115}\n","dict_keys(['loss', 'accuracy', 'val_loss', 'val_accuracy'])\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":320},"id":"2l3mIXSKBF06","executionInfo":{"elapsed":1453,"status":"ok","timestamp":1620046159329,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"a4643e32-f62b-4693-8a0f-8deafe48947c"},"source":["pd.DataFrame(history.history).plot(figsize=(10, 5))\n","plt.grid(True)\n","# plt.gca().set_ylim(0, 1)\n","plt.gca()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 720x360 with 1 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":306},"id":"Dawai54gBF06","executionInfo":{"elapsed":1907,"status":"ok","timestamp":1620046165582,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"2a0607bc-9ff9-4610-b079-72c3320a88cb"},"source":["pd.DataFrame(history.history).plot(figsize=(16, 16), layout=(4,4), subplots=True)\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1152x1152 with 16 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"markdown","metadata":{"id":"PP_0fTU9BF06"},"source":["# ADD history"]},{"cell_type":"code","metadata":{"id":"MCRsJFIcBF06"},"source":["history = {'loss':[],'accuracy':[],'val_loss':[], 'val_accuracy':[]}"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"VfgVUqTzBF07"},"source":["from copy import copy\n","def addNewHistory(old_history,new_history):\n","    history = copy(old_history)\n","    for i in old_history.keys():\n","        # print(i)\n","        history[i]+=new_history.history[i]\n","    return history"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"mn3Ie1QMBF07"},"source":["history = addNewHistory(history,new_history)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"xQsmvVrhBF07"},"source":["pickle.dump((history), open(r\"/content/drive/MyDrive/graduation project (ML)/model_5/history_3epoch.pickle\", \"wb\") )"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"9z9wuC5xBF07"},"source":["history = pickle.load(open(r\"/content/drive/MyDrive/graduation project (ML)/model_5/history_3epoch.pickle\", \"rb\"))"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":320},"id":"gtdEHPzoBF07","executionInfo":{"elapsed":730,"status":"ok","timestamp":1620046199079,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"8da02957-3221-4f0e-8974-ca3a7888813b"},"source":["pd.DataFrame(history).plot(figsize=(10, 5))\n","plt.grid(True)\n","# plt.gca().set_ylim(0, 1)\n","plt.gca()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 720x360 with 1 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":302},"id":"B7uEEtFfBF08","executionInfo":{"elapsed":1798,"status":"ok","timestamp":1620046203039,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"9b74c121-07d4-46b7-b1a9-6e93b0e41a9f"},"source":["pd.DataFrame(history).plot(figsize=(16, 16), layout=(4,4), subplots=True)\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1152x1152 with 16 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"IBaz-UF8BF08"},"source":[""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"G3wNUoLYBF08"},"source":["history = pickle.load(open(r\"/content/drive/MyDrive/graduation project (ML)/model_5/history.pickle\", \"rb\"))"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"3YB_8TVhBF08"},"source":["history = addNewHistory(history,new_history)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"tpCrWa3gBF08"},"source":["pickle.dump((history), open(r\"/content/drive/MyDrive/graduation project (ML)/model_5/history_10epoch.pickle\", \"wb\") )"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":320},"id":"jmyU-7PmBF08","executionInfo":{"elapsed":922,"status":"ok","timestamp":1620351333900,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"a3432af4-3b3a-4028-ef49-b10c552ef391"},"source":["pd.DataFrame(history).plot(figsize=(10, 5))\n","plt.grid(True)\n","plt.gca()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 720x360 with 1 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":305},"id":"ycMlrcR7BF09","executionInfo":{"elapsed":13261,"status":"ok","timestamp":1620351351686,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"c799754b-e548-4924-ce8d-3bea943c08dd"},"source":["pd.DataFrame(history).plot(figsize=(16, 16), layout=(4,4), subplots=True)\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1152x1152 with 16 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"markdown","metadata":{"id":"Li6iPB4oBF09"},"source":["# Load Model for Test"]},{"cell_type":"code","metadata":{"id":"AyR-kcD1BF09"},"source":["siamese_net = keras.models.load_model(\"models/model_3/model_3_5epoch_rms.h5\")"],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"EVP08ChvBF09"},"source":["# Test 1"]},{"cell_type":"code","metadata":{"id":"KeDr72ZxBF09","outputId":"6ac8ab5d-f788-448c-f924-97955d428ec3"},"source":["# ev = siamese_net.evaluate([pairs_test[:,0], pairs_test[:,1]], labels_test[:], steps=50)\n","ev = siamese_net.evaluate([pairs_train[:,0], pairs_train[:,1]], labels_train[:])\n","ev"],"execution_count":null,"outputs":[{"output_type":"stream","text":["540/540 [==============================] - 128s 226ms/step - loss: 0.1745 - accuracy: 0.9545\n"],"name":"stdout"},{"output_type":"execute_result","data":{"text/plain":["[0.17453065514564514, 0.9545139074325562]"]},"metadata":{"tags":[]},"execution_count":38}]},{"cell_type":"code","metadata":{"id":"rFZLd5uVBF0-"},"source":["path = \"dataset/test/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"0z_qQA3lBF0-","outputId":"c998e149-3282-4d8f-ba8a-60994ed18161"},"source":["X,y,c=loadimgs(path,limit=True,limit_number=7)"],"execution_count":null,"outputs":[{"output_type":"error","ename":"NameError","evalue":"name 'loadimgs' is not defined","traceback":["\u001b[1;31m---------------------------------------------------------------------------\u001b[0m","\u001b[1;31mNameError\u001b[0m                                 Traceback (most recent call last)","\u001b[1;32m<ipython-input-28-7eefae8635c8>\u001b[0m in \u001b[0;36m<module>\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mX\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0my\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mloadimgs\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mpath\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mlimit\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mTrue\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mlimit_number\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m7\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m","\u001b[1;31mNameError\u001b[0m: name 'loadimgs' is not defined"]}]},{"cell_type":"code","metadata":{"id":"8HGf67OUBF0-","outputId":"0660d431-96fe-4079-9c27-1a04f971032e"},"source":["print(X.shape) \n","print(y.shape) "],"execution_count":null,"outputs":[{"output_type":"stream","text":["(7, 54, 100, 200, 3)\n","(378,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"nXhztBwZBF0-"},"source":["pairs_test, labels_test = make_pairs(X, y)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"Q57iQgtFBF0-","outputId":"5bec9737-b78b-4e60-da65-eec9a4c6c462"},"source":["print(pairs_test.shape)\n","print(labels_test.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(756, 2, 100, 200, 3)\n","(756,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"hfFArJJ-BF0_","outputId":"4db237ee-e90c-46a5-c29e-8b7a0d2f2f03"},"source":["ev = siamese_net.evaluate([pairs_test[:,0], pairs_test[:,1]], labels_test[:])\n","ev"],"execution_count":null,"outputs":[{"output_type":"stream","text":["24/24 [==============================] - 6s 227ms/step - loss: 0.7266 - accuracy: 0.7222\n"],"name":"stdout"},{"output_type":"execute_result","data":{"text/plain":["[0.7266002297401428, 0.7222222089767456]"]},"metadata":{"tags":[]},"execution_count":118}]},{"cell_type":"code","metadata":{"id":"yHn4RJu4BF0_","outputId":"e5475fda-a814-4087-a040-d01cb7e9a5be"},"source":["i = 266\n","\n","print(labels_test[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs_test[i][0],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs_test[i][1],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["1\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"IOby2mIcBF1A","outputId":"99f676a3-70d6-4fae-c8d7-ff13d03945c8"},"source":["img_1 = pairs_test[i][0].copy()\n","img_1 = img_1.reshape(1,pairs_test[i][0].shape[0],pairs_test[i][0].shape[1],3)\n","img_1.shape\n","img_2 = pairs_test[i][1].copy()\n","img_2 = img_2.reshape(1,pairs_test[i][1].shape[0],pairs_test[i][1].shape[1],3)\n","img_2.shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(1, 100, 200, 3)"]},"metadata":{"tags":[]},"execution_count":114}]},{"cell_type":"code","metadata":{"id":"lP7KlpTuBF1A","outputId":"009a837b-3e15-416e-b55d-df4d1414a03f"},"source":["prediction_prob = siamese_net.predict([img_1, img_2])\n","print(prediction_prob)\n","print(prediction_prob.round())"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[[0.5346107]]\n","[[1.]]\n"],"name":"stdout"}]},{"cell_type":"markdown","metadata":{"id":"LADcCz-sBF1A"},"source":["# Test 2"]},{"cell_type":"markdown","metadata":{"id":"RGv3iudiUk5k"},"source":["## Test 2"]},{"cell_type":"code","metadata":{"id":"vlAOeHdaBF1B"},"source":["path = \"dataset/test/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"ke5Shpt2BF1B","outputId":"c5adf034-65ca-47ba-e339-c85c0d73ac50"},"source":["dir_list = os.listdir(path)\n","len(dir_list)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["100"]},"metadata":{"tags":[]},"execution_count":10}]},{"cell_type":"code","metadata":{"id":"TcfuyG9oBF1B"},"source":["data = []\n","for directory in dir_list:\n","    images = os.listdir(path+directory)\n","    images = [path+directory+'/'+x for x in images]\n","    data.append(images[30:])"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"Nb-XfVN-BF1B","outputId":"e34c2183-1322-4bdb-a24d-3400b6493e8e"},"source":["len(data[0]) "],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["24"]},"metadata":{"tags":[]},"execution_count":12}]},{"cell_type":"code","metadata":{"id":"4iHPTn2gBF1C","outputId":"4e7c139e-49d0-415a-c27b-68eb17e18d24"},"source":["data[6][:]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['dataset/test/007/B-S-7-G-01.tif',\n"," 'dataset/test/007/B-S-7-G-02.tif',\n"," 'dataset/test/007/B-S-7-G-03.tif',\n"," 'dataset/test/007/B-S-7-G-04.tif',\n"," 'dataset/test/007/B-S-7-G-05.tif',\n"," 'dataset/test/007/B-S-7-G-06.tif',\n"," 'dataset/test/007/B-S-7-G-07.tif',\n"," 'dataset/test/007/B-S-7-G-08.tif',\n"," 'dataset/test/007/B-S-7-G-09.tif',\n"," 'dataset/test/007/B-S-7-G-10.tif',\n"," 'dataset/test/007/B-S-7-G-11.tif',\n"," 'dataset/test/007/B-S-7-G-12.tif',\n"," 'dataset/test/007/B-S-7-G-13.tif',\n"," 'dataset/test/007/B-S-7-G-14.tif',\n"," 'dataset/test/007/B-S-7-G-15.tif',\n"," 'dataset/test/007/B-S-7-G-16.tif',\n"," 'dataset/test/007/B-S-7-G-17.tif',\n"," 'dataset/test/007/B-S-7-G-18.tif',\n"," 'dataset/test/007/B-S-7-G-19.tif',\n"," 'dataset/test/007/B-S-7-G-20.tif',\n"," 'dataset/test/007/B-S-7-G-21.tif',\n"," 'dataset/test/007/B-S-7-G-22.tif',\n"," 'dataset/test/007/B-S-7-G-23.tif',\n"," 'dataset/test/007/B-S-7-G-24.tif']"]},"metadata":{"tags":[]},"execution_count":13}]},{"cell_type":"code","metadata":{"id":"Y_DY5qHXBF1C"},"source":["img_h, img_w, img_ch = 100, 200 , 3"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"ycC-zJcaBF1C","outputId":"5596b97f-a4d0-4d18-86b5-a6dab96cae63"},"source":["visualize_sample_signature(choose=True,idx=15)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["15\n","['dataset/test/016/B-S-16-G-05.tif', 'dataset/test/016/B-S-16-G-03.tif', 'dataset/test/016/B-S-16-G-20.tif']\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAABDAAAADgCAYAAAD15ZYqAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/Il7ecAAAACXBIWXMAAAsTAAALEwEAmpwYAACx4ElEQVR4nOydd3gV1dbG3zm9pveekAYJCSGh9y69qCBYEMSK6NWLgqj3U1HEiyjYELAhRZQqIkVAQFogIUCoISGQ3ntOL/P9gXvuOannpECE/XseH/XkzMyeOTNr1l57rXcxLMuCQqFQKBQKhUKhUCgUCqUjw7vbA6BQKBQKhUKhUCgUCoVCaQ4awKBQKBQKhUKhUCgUCoXS4aEBDAqFQqFQKBQKhUKhUCgdHhrAoFAoFAqFQqFQKBQKhdLhoQEMCoVCoVAoFAqFQqFQKB0eGsCgUCgUCoVCoVAoFAqF0uGhAQwKhUKhUCgUCoVCoVAoHR4awKDcVzAM48IwzA6GYVQMw2QxDDPjbo+JQqFQ7kcYhnmRYZhkhmF0DMP8cLfHQ6FQKPcrDMOIGYb59m/fuIZhmPMMw4y+2+OiUBpCcLcHQKHcYb4EoAfgCaAbgN8ZhrnAsuzluzoqCoVCuf/IB/A+gFEApHd5LBQKhXI/IwCQA2AQgGwAYwD8wjBMV5Zlb93NgVEodWFYlr3bY6BQ7ggMw8gBVACIZln2+t+frQeQx7Lswrs6OAqFQrlPYRjmfQB+LMs+ebfHQqFQKJTbMAyTCuBdlmW33e2xUCiW0BISyv1EOAAjCV78zQUAUXdpPBQKhUKhUCgUSoeCYRhP3PabaYYypcNBAxiU+wkFgOo6n1UBUN6FsVAoFAqFQqFQKB0KhmGEADYCWMey7LW7PR4KpS40gEG5n6gF4FDnMwcANXdhLBQKhUKhUCgUSoeBYRgegPW4rRf34l0eDoXSIDSAQbmfuA5AwDBMmMVnsaDpcRQKhUKhUCiU+xiGYRgA3+K20P2DLMsa7vKQKJQGoQEMyn0Dy7IqANsBvMcwjJxhmH4AJuJ2pJlCoVAodxCGYQQMw0gA8AHwGYaRMAxDu6NRKBTK3WEVgM4AxrMsq7nbg6FQGoMGMCj3Gy/gdru+YgA/AXietlClUCiUu8JbADQAFgJ47O//fuuujohCoVDuQxiGCQTwLIBuAAoZhqn9+59H7+7IKJT60DaqFAqFQqFQKBQKhUKhUDo8NAODQqFQKBQKhUKhUCgUSoeHBjAoFAqFQqFQKBQKhUKhdHhaFcBgGOYBhmHSGIbJYBhmYVsNikKhUCj2Q20yhUKhdAyoPaZQKJT2ocUaGAzD8HG7LeUIALkAkgBMZ1n2StsNj0KhUCi2QG0yhUKhdAyoPaZQKJT2ozUZGD0BZLAsm8myrB7AZtxuSUmhUCiUOw+1yRQKhdIxoPaYQqFQ2onW9Fv3BZBj8f+5AHo1tYGbmxsbFBTUikNSKBTKvcXZs2dLWZZ1b4Nd2WWTqT2mUCgUa+6WPQaoTaZQKJS6NGaTWxPAsAmGYZ4B8AwABAQEIDk5ub0PSaFQKP8YGIbJuoPHovaYQqFQGuFO2uO/j0dtMoVCoTRCYza5NSUkeQD8Lf7f7+/PrGBZdg3Lsgksyya4u7dFUJtCoVAoDdCsTab2mEKhUO4I1EemUCiUdqI1AYwkAGEMwwQzDCMC8AiAXW0zLAqFQqHYCbXJFAqF0jGg9phCoVDaiRaXkLAsa2QY5kUA+wHwAXzHsuzlNhsZhUKhUGyG2mQKhULpGFB7TKFQKO1HqzQwWJbdA2BPG42FQqFQKK2A2mQKhULpGFB7TKFQKO1Da0pIKBQKhUKhUCgUCoVCoVDuCDSAQaFQKBQKhUKhUCgUCqXDQwMYFAqFQqFQKBQKhUKhUDo8NIBBoVAoFAqFQqFQKBQKpcNDAxgUCoVCoVAoFAqFQqFQOjw0gEGhUCgUCoVCoVAoFAqlw0MDGBQKhUKhUCgUCoVCoVA6PDSAQaFQKBQKhUKhUCgUCqXDQwMYFAqFQqFQKBQKhUKhUDo8NIBBoVAoFAqFQqFQKBQKpcNDAxgUCoVCoVAoFAqFQqFQOjw0gEGhUCgUCoVCoVAoFAqlw0MDGBQKhUKhUCgUCoVCoVA6PDSAQaFQKBQKhUKhUCgUCqXDQwMYFAqFQqFQKBQKhUKhUDo8NIBBoVAoFAqFQqFQKBQKpcNDAxgUCoVCoVAoFAqFQqFQOjw0gEGhUCgUCoVCoVAoFAqlw0MDGBQKhUKhUCgUCoVCoVA6PDSAQaFQKBQKhUKhUCgUCqXDQwMYFAqFQqFQKBQKhUKhUDo8NIBBoVAoFAqFQqFQKBQKpcNDAxgUCoVCoVAoFAqFQqFQOjyCuz0Ain2YTCaYTCYIhUKo1Wrk5eXBbDaDz+cjODgYAgH9SSkUCoVCoVAoFAqFcu/R7GyXYRh/AD8C8ATAAljDsuxKhmFcAPwMIAjALQBTWZataL+h3t+wLAuTyYTKykpUVlZCIpGgpqYGaWlpMJvNEAgEEAgEcHBwgIODA/h8PhiGAQDu3xQK5Z8NtccUCoXScaA2mUKhUO48tizXGwH8m2XZFIZhlADOMgxzAMCTAA6xLLuUYZiFABYCWNB+Q72/MRqNKCoqwldffYXVq1fDwcEBZrMZlZWVAG4HKWQyGUaMGIGFCxfC29sbcrmcZmRQKPcW1B5TKBRKx4HaZAqFQrnDNDu7ZVm2AEDB3/9dwzDMVQC+ACYCGPz319YBOAJqnNuNiooKbN68GadPn0ZVVRXGjx8PJycnqFQq8Pl86PV6HDx4EBkZGfjpp5/g5OQEDw8PTJs2DUKh8G4Pn0KhtAHUHt89WJaF2WyGVquFVqtFUVER3N3d4e7ufreHRqFQ7hLUJv+zYFkWLMty/88wDPR6PbRardXnUqkUYrH4bgyRQqHYgF3L8wzDBAGIA3AagOffhhsACnE7fa6hbZ4B8AwABAQEtHig9yPEmLIsi8LCQixevBhqtRpisRivvfYaIiMjYTAYIBAIUF1djYkTJyIzMxNLliyB2WxGWFgYJk+eDIFAQMtIKJR7DGqP7ywmkwkGgwEVFRUoLS1FYmIi4uPj4erqamVfqa2lUO5PqE3umFgGJsxmM0wmE/eZQCBAbW0tysvLYTKZANy24e7u7hAKhfXsObXvFErHwOYABsMwCgDbAPyLZdlqy4eYZVmWYRi2oe1Yll0DYA0AJCQkNPgdSsMQ3YvXXnsNBQUF2LFjBxiGAcuyCAwMBI/Hg0gkAsMwUCqV+Oyzz6DRaKDX67Fw4UKUl5dDr9dDLBbTUhIK5R6C2uM7z549e/Dxxx+Dz+fDaDSivLwcCoUCjo6OmDp1KiIjI9GvX7+7PUwKhXIXoDa542I2m2E0GlFVVYXTp09j3bp1qKqqgl6vB8MwMBqNMBgMAG773QzDQCqVwsnJCe+99x58fX3h5OQEHo82bqRQOgo2zWoZhhHitmHeyLLs9r8/LmIYxptl2QKGYbwBFLfXIO9XysrKkJWVhRMnTkCn06Fv374QCoWcaCfDMFw0WCgUIi4uDsBtA9y9e3dkZGTg8uXL8Pf3h4+PD83EoFDuAag9vnOYzWYYDAakp6fjwoULSE1NhaOjIyQSCZRKJcrKynDr1i2EhITAZDKha9eukEqlEIlEd3voFArlDkFtcseElP1lZ2ejpKQElZWVSEpKwvHjx+Hs7MzZacsMDYLRaITZbMbFixdRWloKNzc3BAYGwtHR8U6fBoVCaQBbupAwAL4FcJVl2U8s/rQLwEwAS//+96/tMsL7mJ07d+LFF1+EwWBAdHQ0AIDH49kUBV6+fDnS0tIwZMgQPPnkk1i4cCFcXFyoHgaF8g+G2uM7i8FgQE5ODkaMGAGFQoFhw4YhMjISwcHBmDFjBn799Vds27YNW7duRXJyMvz8/BATEwN/f/+7PXQKhXIHoDa540I0iz744AOsX7/eKlCxdu1ajBw5kisnqRvE4PP5qKmpQd++fVFUVARHR0esXr0aY8eOvdOnQaFQGsCWDIx+AB4HcJFhmPN/f7YIt43yLwzDPAUgC8DUdhnhfQgpHTEYDNDr9Zg9ezZ69+5tVwaFSCSCr68v3njjDVRXV2P58uV46aWX4Ofn186jp1Ao7Qi1x3eQ48eP4+zZs6ipqUHXrl0xY8YMuLi4wMnJCRKJBN26dYNQKIRIJEJNTQ02bNiARx99FEqlEg4ODjTlmEK596E2uYOSmZmJb775BmfPnoVYLMYzzzwDR0dHCAQCdOnSBSKRyEprzhKS4fzSSy/h7Nmz+P3332E2m+/GaVAolAawpQvJcQCNzZqHte1wKMBtQ6rRaGAymSAWi/H4449j8ODBNm/PMAz4fD7c3d3x+uuvY9myZXjnnXcwZcoUeHh4NChMRKFQOj7UHt8ZiDObmJiIffv2gcfjISIiAlOmTLESeuvcuTPCwsKgUqmQlJSE9evXo1u3bggPD4dcLrcq86NQKPce1CZ3PFiWhVarRUZGBr744gvw+Xx4eHhg3rx58PHxscpEbso+i8VizJ07F3v27MGBAwdgMBig0WggkUia3ZZCobQvdHmoA1JbW4s1a9aguroa7777LoKDg1u1P5PJBK1Wi3fffRdLlixpsN6PQqFQKNakp6cjJycHO3fuxPz58wHcTi3m8/ncd/h8PsaOHYsFCxYgMTER2dnZeOyxx1BcXMwFOygUCoVyZ9DpdJg6dSq+++47HDt2DCdPnsTevXvh7e1tt6A9j8fDwIEDceDAAfz2228YO3YsSkpKYDQa22n0FArFFmhrig6I0WjkxDd79eoFpVLZqv0FBwdj2LBhKC4uRmZmJoxGIwQCAU1vplAolEYwm83Q6XQwGAwIDw+Hh4dHoytuTk5OcHJy4jqU3Lp1CxcvXoROp0NISMgdHjmFQqHcn2RmZiI9PR0ODg7w9fVFly5dIBQKrYLOtkLsvVKpREREBIKDg1FTU4OjR48iMjISXbt2bevhUzoolgu/NPOmY0BnsB0QnU6HU6dOQa1WY9iwYXB2dm7V/qZOnYrffvsNUqkUOTk5UKvVNHpMoVAojUB0iEjNs1QqbVIAmWRlMAwDsVgMAPjiiy/w22+/3ZHxUigUCgXYvHkznnjiCbz55pv46KOPIBaLW71YR8qy3377bXz88cd45plnsHbt2jYaMYVCaQk0A6ODYTAYoNVqUV1dDY1G0yaRPoZhIBQK8cYbbyAzMxPz5s3D448/jpEjR7bBiCkUCuXeIjU1FZ9++ik6d+6MUaNGQSaTNWqL634+Y8YMREdH4/PPP+cy3mztHkWhUCgU22FZFjqdDrm5ufj000/h6+uLFStWwMfHp81Wyi33wzAMWJaF0WiETqeDUCiktv0ehHSmycrKwieffAKtVguj0QiGYRAbG4uXXnqJZmLcZehT18EwmUwwmUxt7vDyeDyMHTsWcXFx2LRpE9LS0tps3xQKhXIvUVhYiF9//RWBgYGYNGkSl1VhC71798aDDz4IhmFQXV2NwsJC6PX6dhwthUKh3L+Ulpbixo0b+OOPPyCXyzF9+nQ4OTm1y7F4PB5XLlheXk6zme9hysvLkZ6ejo0bN+LHH3/EDz/8gB9++AF79uxBSUkJtFrt3R7ifQ0NYHRAZDIZZs2ahUGDBt3toVAoFMp9R3R0ND777DMMHDgQjo6Odq+0ODs749ChQ+jfvz8SEhJw4sSJdhophUKh3L+wLIt58+Zh8eLF+PPPP/HUU0+16/FcXV3x5ZdfIjQ0FIsXL0ZOTk67Ho9ydzCZTJg5cyamT5+OyspKbhFCIBDg1KlT6NGjB/bv33+XR3l/Q0tIOiA8Hg/Ozs6QyWRtvm8PDw889thjqKqqwqZNmzBhwgSu3R+FQqFQgJqaGly6dAldu3ZtUSYcj8eDu7s7JBIJysrKoNFoYDAYIBAIqK2lUCj3PCzLchpClvB4vDa3gUKhEFKpFB4eHnZly7X0WKGhocjMzMSFCxegUqna9XiUO8+1a9eQnJwMf39/KJVK7p5iWRZCoRB5eXn4888/UVNTA71eD6FQSN/rdwEawOiAMAwDqVQKkUjU5vsODQ3F2rVr8corr2D58uXo27cv5HI5WJalDyCFQqEAyMrKwpo1a9CzZ0/ExcW1eD88Hg9isRh6vR4ajabVHaUoFAqlI2HZnaEuRqOx3t/r+rWt8TvJvjt16oTq6uo74sMKBAIEBwfDaDTi9OnTqK2tbfdjUuyjJR1DLLc5ePAg3nzzTWzevBk9e/aEi4sLzGYzWJYFn8/H77//jv3790Oj0UCtVsPBwYHOn+4CNIDRAVGpVPjhhx8watQoDBs2rE33zTAMBAIB4uPjoVarIZfLuc8pFAqFAsTHx2Pr1q2Ijo5u1X4GDx6MHTt2YO/evThy5Aj++9//QiKRtNEoKRQK5e5iNpthMpkgEAhQXFyMpUuXQqvVwmw2Iz8/30r/h8fjwdvbGz169MDMmTMhFoshELR8GrJ//36sWrUKjz76KDp37tyqfdmDQCCATCbjtDAoHYemAmpNbaPT6VBQUIDXXnsNkZGR2LZtG2JjY7lFBx6PZxUwW7BgAQ4cOICDBw9i7dq1cHBwaNPzoDQPDWB0QIxGI9LT0xEbG9vm+2YYBgzDIDAwENXV1cjNzYVer4evr2+bH4tCoVD+SRDlcTc3NwwbNqzVgV1vb294eXnhm2++wa1bt7gVSRowplAo9wJVVVXIycmBUChEUVERUlJSANzOtCguLq4XwNDpdPDz84NGo0FRUREMBgNEIhEcHR3h4uJi17ELCgpw9OhRvPLKK+jSpcsdsavEh5bL5fDy8mqXTGlKyyCdYcrKyqDT6SAQCODk5ARnZ+dmt83Ly8OVK1dw4MABBAQEYPjw4fW+Q+4vFxcX9O/fH6dOncKNGzeg1+vpe/0uQAMY9yn9+vVDZGQkhg4dioSEBGzYsIE+fBQK5b5Hr9eDYZg2dUxra2tRWVkJjUYDkUhEnV4KhXJPsGfPHjzzzDNgGAYODg4YNmwYevbsib59+yI4ONgq48xsNiM3NxcGgwE5OTl44403cPr0aURGRmL69Ol46aWX7Dq2UqlEcHAw5HL5HW9lGhkZicceewzu7u539LiUxikpKcGVK1fw6aef4tq1a3B3d8fMmTPx3HPPNbvt+++/j927d6OmpqZB7RZL3N3d8cADD2Djxo1cAMNoNEIoFLbVqVBsgAYwOhhkBbAlaVD2QESPfH194erq2q7HolAolPuZkSNHIiIiAufOnUOnTp3QqVOnuz0kCoVCaRGHDx/G1atXUV1djfLyckyaNAmenp5wdnZGREQEAgMD4efnBwcHB6tJndlshqenJ4xGIwwGAyZPnozu3bvD29sb3bp1s3sc4eHheOKJJ+Dl5XXHF+B8fHzQr18/ZGdno7y8HNHR0Xc8iEK5jdlsRllZGc6fP48tW7YgPT0d5eXlUKvV+OOPP6DT6TBmzBh4eHhwpR7kfjGZTNDr9dDpdJDJZHjssccwdOjQJo/HMIyVGC2fz6e//V2ABjA6IO0dvABup/KJRCJ06dIFAQEBnEI+fQgpFMo/gYbsZFs5sSzL1usa0pp9T5gwAQUFBTh06BB4PB5CQkLadLwUCoXSXhBby7IsTCYT9u7di61bt6KwsBBDhw7Fv//9b8TExHBih2SCVxcej8eVibAsi9mzZ3OdHewVWzQajQgPD0doaKhNnUfa+n3h4+MDLy8vbNy4ESaTCVFRUS3e170OEcBsbH5BfoeWim+aTCbk5eUhKSkJGzZsgFgsBsMwKCsrw6FDh3DmzBkEBgaCz+dDqVSCYRjuWAaDAVVVVWAYBt7e3njzzTfh5ORk03HJed1J2tPv+adBZ6sdDJFIBKlUekduSKlUildeeQU+Pj4YOnQo/vrrr3Y/JoVCoXRkRCIRUlJSMHr0aBw+fLhN9unj4wNHR0f88MMPSExMbDZFlUKhUDoSarUaycnJmDNnDo4dOwZHR0f8/vvvWLFiBRISEuDo6AjA9japRFDeXuFNs9mMkpISzJo1C99++y3EYrHNC29kpZ2IjLYFxcXFKCoqapN93atcvHgR33zzDXJycjhNFIPBAI1GYzUhNxgM0Ol0du2biG/OnTsX165dw08//YT9+/fjr7/+QmJiIo4ePYpdu3Zh/fr1+PDDD+ttf+TIEYwcORLDhw/HDz/8YLMwK7nPa2pq8PHHH+P333+3a9wtxWw2Q6vVQqfTwWAw3JFjdlRoBkYb0VAkriX9rnk8HqRSKXr27InAwECuZrolSsd1+3BbjodEyAMCApCTkwO5XA6TyQSNRgOJRHLfRvQoFMo/A41Gg3PnzsFkMoHH4yE2NhYKhQJAy1ckiEBbTU0NUlJScOrUKSgUCsTFxbW41zvDMBCLxZBIJJySORGuo3aWQqF0dMxmM1JSUrh/vL29ERUVhbi4OJtWqxuD2NuWbCOVSiESiRoMXpBV+draWmRnZ3Mr7qWlpZyvHhcXBzc3txaPnZR6FxYWNtgulvK/TMbc3FycOXMGAwYMgIODA27duoWKigpUV1dDoVBwcxO1Wg2WZeHh4QFXV1d4e3s3ewytVova2lrw+Xx4eHggPj4enp6ekEql3HcMBgO8vLyg1+tx/PhxdOrUCV5eXjAajdBqtaiuroaPjw8iIyNtOi9yz0ZGRiIvLw8XL16Ev79/yy6SjZD7q6SkBKmpqeDxeBAKhQgMDISDgwMcHR2t5nf3g29BAxhthMFgqBcNk0gkLWrr5Obmhp9//hlarRYFBQXw9va2ehhthWVZaDQa7v+lUmm9QIhAIMCgQYMwYMAA5OfnIzc3FyEhIbQ1FIVC6dBkZ2fjgQcegFqthkgkwvHjxxEXF9cmL26DwYDKykr85z//werVq5GcnAw3N7dW2UWlUonJkycjPDwc1dXVcHZ2piV7FAqlw6PT6fDcc88hLS0NfD4fr7zyCh577LG7IlrIMAzc3NywevXqJr+nUqlw/vx5vPPOOxCJRDCbzTh58iS3wr97926MHj26VWMxmUw4efIk9Ho9zaprAJPJhMrKSiQlJWH9+vV46qmnwOfz8eGHHyIpKQlpaWlwcnLiyterqqoAAEOHDsW4cePw7LPPNnuM4uJilJWV4T//+Q+8vLwQGBhY7zsCgQCff/45jh8/jmHDhmH58uWYM2cOampq4O7ujqeeeqrB7Zrj7bffxuzZsxEXF4egoCC7t7cXk8mEv/76C9OnTwcAODo64oUXXkCfPn0wZMgQTovjTrUTvtvcH2fZDpDIYmFhIfbt24esrCwUFxdbfeeFF15AXFycXfslzrdUKsXp06fx448/Ij4+HiEhIRg7dmyjDrRWq8WOHTu4gAXDMNBqtbhw4QK3Qtm9e3colUqwLIuEhARERERw2/P5fGzduhWZmZl4//33oVAoWpz1YTAYwLIsXWGkUChtAsuyMBqNOHPmDDZu3AjgdqnH+++/Dz6fD6FQiICAgDazN9HR0fjiiy9w4cIFFBcX4+233+acLFtElhUKBd58800urZp8NmbMGFy8eBFvvfUW3nzzzRY5TRQKhXKnOHPmDE6fPo3KykpERETg2WefRa9eve7aJOn7779HRkYGFi1axGXcWXL+/HmcP38eZ8+eRXZ2Nq5fv46hQ4ciPDwcvr6+uHHjBpKSkrBmzRqkpKRg/vz5NmloNISt74P7FbVajf379+PatWsAgOXLl0MqlSI1NRV+fn7o0aMHevToAZlMBoZhcPnyZeTk5CAlJQVarRY3b95ESEgI/Pz8MGrUqAbnJH/88QeSk5OxYMECeHp6NugDkIwEgUAAuVyOgwcPoqCgAMXFxQgKCsLIkSPh4eFh9/mR3/5O6QeSTBWz2QyhUAiTyYTDhw/j4sWL+PXXXyGVSiGTyTiB2e7duwO4PT+sqKiAo6Mjtxh+L8zNaACjFVRUVODWrVv4888/ceXKFeTm5loZskmTJtkdwABu31hCoRC5ubnYvXs3KisrUVxcjN69e3MvjbqGs7a2FsePH0d1dTX399raWhw4cABGoxE8Hg+VlZVwcnKCRqOBQqHg0qz4fD4EAgHOnz+PlJQU1NTUQCwWt3i1sbKyEiaTCV5eXi3ankKhUCwhKuMXLlzApk2bwDAMwsLC8O6777Y42NoUgYGBeOGFF7B7924kJSXh22+/hVarBY/Ha1K4i5TtOTs7Y/bs2ZygnVwuh0QiQY8ePXDs2DGsX78ezz77LAICAgDcG87E/QIJpjEMw9139Pej3GsQG3f16lX8/vvv4PP56Ny5M5566im7dCfamgMHDuCvv/7Cq6++CrlcDuB2hojRaIRer8fFixexb98+nDx5ErW1tWBZFj4+PoiPj0dwcDBcXFxw8+ZNHDp0CDdu3MC//vWvFgUw6j7zxB+ntuB/6HQ6JCYmIisrCwCwb98+CAQCKJVK9O3bF0OGDMGYMWOgVCoBACdPnsSFCxdw/PhxLpjRuXNndOnSBQMGDIBUKuXmQOT+PH/+PA4ePIiPPvqIE4htDJFIBG9vb1y5cgWpqanIzc3F5MmTsWDBghYF5MxmM8xmMxdYIGNqj3uABGHEYjGcnZ25a5GTk4P09HSo1WoIBAIoFAqEh4dDqVQiJCQELMuitrYWubm56NSp0z0lEUADGC3EYDBg5syZqKysxPTp0/H8888jODgYWq2Wu4l9fHxadYyJEyciISEBR44cQVpaGnr27AmTyQSGYeDs7Ayz2YyqqiqwLMu1/wkNDeW2N5vNiI2NhclkgtFohLOzM/Ly8rBp0yYcOXIEHh4e+Pe//43IyEh069YNy5cvR0VFBU6dOoWQkBDEx8fbPWaWZfHSSy+huLgYe/bsseoBTqFQKC2hoqICY8aMQUxMDI4ePQq5XA6pVMopircXw4YNQ//+/TFnzhwATTsmREOopKQE+fn5eOihh2A0GuHi4oLly5ejd+/enNNBWrfp9XqIRKJ2Gz+l7TEYDDh9+jScnJwQFhYGoVBISy4p9xxmsxlqtRppaWk4ffo0Nm/ejKioqDsmMt8UZFKmUCggFouxfv16nD17Fvv27eOCFlu2bEFISAgMBgOcnZ0hk8lgNpsxduxYvPrqq5g9ezby8/PbZDxEb4OMh3IbjUaDI0eOoKCgAGazGS+88AK6deuGgQMHQiaTQSKRWJXHd+/eHdHR0Rg+fDj4fD5EIhGeeOIJ/PLLL3B3d0e/fv3Qo0cPALfvT/Lb+vv722SDo6OjsWfPHnzwwQfYvHkzt8DQ0lIoorWi1+thMBhgNBrB5/Pb9fkYPnw4Lly4YHWMGzdu4Pz58/juu++QnZ2Nc+fO4datW1i5ciVUKhUMBgP0ej2WLVuGiRMnQiaTtdv47iQ0gGEHZrMZer0eN27cwLVr1xAYGIjw8HBERUWhU6dO8PX1hV6v5wIYra0PVCqVCA4ORklJCaRSKYqKirgHztHREWazmcu4kEgkiI6OrndjkgihyWSCSCSCu7s7Ro4cCYlEArFYjKSkJBQVFcFgMKBTp05wc3PDtWvXIBaLERsba9fDSM47KioKvr6+tL77H4TRaITRaMSNGzeg1+s5gVdnZ+e7PTTKfQpZ0UpOTkZaWhq6du2KuLg4BAcHc5lj7SVWZVnKJ5VKOYGs5gIYer0eTk5OcHJyQu/evZGeno6rV69i//79qKqqwvDhw9G5c2c89NBDcHFxoTayEVrSTs+efdbFnnecTqfDsWPHIBAIcOHCBQwdOrTVixUUSkejqqqK66wwbtw4hIeHcyn6dzuAodFosHv3bjg5OUEoFKKkpIRbfQ4ICICPjw9CQ0Ph5+fHTSotJ7jOzs4YPnw4MjIysGvXLkRFRSE6Otruc2MYBl26dIFOp4NQKKT2/G9IKblarUZlZSV3fSIiIhAdHQ0/P78GrzOZl5AMHz6fjwEDBuDKlSs4ffo0goKCuACGyWSCSqXigmq2BI5EIhH8/Pzg4eEBFxcXKBQKODk5tfh+JmMkv7vJZGr3YHZNTQ2uXr2K2NhYeHp6cuPg8XgoKChAUVERjEYjV9ZCyndcXFzg5uZ2T92jNIBhB2azGZWVldi6dSu+/PJL7N+/HzExMVbdPdoy+ioUCiEUCjF06FAMGjQIjzzyCGdgJRIJWJaFVqvlvi+VSpu9OY1GI6ZMmQKxWAy1Wo3u3buDZVmcO3cOc+fOhZ+fH/766y+IRCIMHz7crlISMuF46623uHSqtkips0zLas8UrfsZvV6P6upqbNu2DRUVFeDz+Xj00UetFMbpNafcScjqxldffYV9+/bh/Pnzd7wszVLVuzn4fD4X8PD29sY333yDDRs24PHHH8fixYsRERGBpKQkTJo0CZMmTaK2rBHuRj25re8ps9mMmpoafP311ygoKIDRaMTevXtpAINyz5GTk4M5c+bgP//5D3788ccOY6cYhkFlZSXmzZvH/f9rr72Grl27wtnZGf369UP//v05f7ihDDeGYfD666/j+vXrSEhIwAsvvIAPPvjA7sknwzCYMmUKzGYzFAqF3Yt9lvuxlX+KP1xbW4vKykpUV1fDaDRCLpejW7duiI2NbXI7UiYB3D7XN998E6mpqRg4cCC6du2KSZMmAbidCVdWVoZJkyZZaU01BZnoe3l5ITw8HABa1T1EIBBAKBRy3XAsAwftAcuyuHjxIhYsWIBly5ZxAQwfHx/4+PhgwIABVt/X6/X48ccfIRaL0a9fP7i7u99TWfE0gGEHBQUFmDdvHqKjo/HDDz8gODj4jkWzeDye1Y1nWQ9l+Vlz8Pl8SCQS8Pl8yGQyfP7550hMTMS6devw8MMPIzo6Gu+88w6uXbuGRYsW4aWXXkJISIjd4y0qKsJXX32FAQMGYPjw4XZvTygrK8Phw4cRExODsLAwGAwGToynIxrtfyqbN2/G1q1bkZuby9V3X7p0CV5eXtyqcUtKiiiUlpKamorFixcjNjYWn376qc1OSkdi0KBB2L59O95//32oVCruc6PRiAULFkAkEuGDDz64p1ZFWgPLsli8eDHKy8vx0UcftUt5TXJyMpYvXw6DwQAnJycsXbqUW8ltji+//BInT57EkiVLkJSUhNWrV9PfjnJPY6m11hF8rpdffhkPPPAAdu/ejaCgIPTt2xdhYWGQyWTQaDRwdXXlWlY3BjkfpVKJadOmITo6GhqNBjKZzK4gBsMw6N69O7RaLdLT0+Hm5gZXV9cmtyHHNpvNXGaCrdnaZrMZWq2WmzgbjUYA6JD+8JkzZ5CcnMyVVmi12hZ1ahEIBODz+fW0p65evYo33ngD8+fPx8iRI+3aZ15eHlJTUwGg1d1DyHwEuB1Uaa8SIvIcmkwm6HQ6m66lQCDA8OHDwePx4Orqes+VN9EAhh2oVCocOHAAXbp0wZgxY+7osS0fEkvsFZ6xrPcSCoUYPnw4DAYDvv32W7AsC7FYjL59++LmzZs4ePAgnnjiiRa9vGpra3Ho0CH4+Pg0G8AgDyYx6Gq1GiqViuuxffr0aU5oVKfTQaFQwM/Pr9kxkP3q9XowDHNHuqLUVaTuCOmWDUGut16vR2FhIS5cuIDExES4urpCIBCAZVlcuXIFaWlpUCqV4PF4CA0NhVwuv29aNFHuDmazGfn5+bh48SJ+++03DB48GCNGjPhHvnz9/f3h5+eHNWvWICMjA7W1tZyzmZqaymXSNUdD3+mIdqU1EJt06tQp5Ofnc+WSBK1Wi8LCQri4uHCib/auXObl5SEjIwOpqalcuU9GRgYCAwObzKIgY0tJScGff/6JZcuWgWVZ/Pjjj5ygtr3joVA6IizLoqioCKWlpQgMDOxwgeOEhASEh4ejtLQUnTt3bnErVJZlIZFI0KtXL/j7+zcpztwUHh4eqKysxIkTJ7iJoi3o9XpkZmbC3d2dW0lvDoPBgMzMTAgEAkgkEhgMBohEIq5k295gqk6ng06nQ3V1NYRCITw8PNrMht24cQOXLl3i9keCLfZA/GdLG0v+XVZWhoMHD2LGjBmcJorJZALLslAoFNw8x/J8iB3XaDSoqqqCXq9HTU1Na0/VaqyNibuSII5EImlxYJ4EMLRaLUwmU7Pf5/F4d6S9693C5pkIwzB8AMkA8liWHccwTDCAzQBcAZwF8DjLsvr2GSalvRAKhejVqxe+/fZbxMXFcYaioqIC169fR3V1tc1Cc5YPr1arxfnz523OvtBqtaiurkZiYiL++OMP/Prrr1Cr1TAajTAYDFi1ahX4fD5YlsX48eOxYcOGZvdpMplgMBhw8eJFSKVSREdH2zSW1kCEr4Db14O0h+qI1NTU4Ny5c5g2bRri4+Px4osvYvbs2ZyS8y+//ILExERs2bIF169fR1VVFSZMmABfX9+7PHLKvWyPtVotJk+ejCtXrsBgMEAul8PFxaXDPke2olKpsHfvXnTr1g0xMTF49dVX7Uo3JU4Q0Hp9pY4IcfCAhgPz586dw9SpU/Huu+/i0UcftdsJVKlUXC1/YmIidDodcnNzMXHiRDz44IP49NNPmxxbTU0NFwwXCoVwdnbmVn4plHvFJrMsi+effx5lZWU4evQop//TUeDxeHB0dMQLL7zQKr0BhmHg5OSEJ554gvNdW7I/jUaDGzdu4J133sGLL76IsLAwm7a7desWhg4dipdffhlvvvmmTdvk5uZi5MiR0Ov1XHl3165dsWbNGjg5OXFdWWzl8uXLOHfuHFatWoWoqCj88MMPdm3fFIcPH8bvv/8OpVIJjUZj1eCgpTRWlq7VarF582ZUVVVBo9Fg+vTp6NSpU73vGY1G1NbWwt3dHdHR0bh06VKrxkPGVFtbC7PZDAcHhwafFZVKhcLCQpw4cQJ9+/blylfshWEYqNVqZGVlcfOM+xl7llJfBnAVgMPf//8RgE9Zlt3MMMzXAJ4CsKqNx9chYFkWO3fuREZGBp599ln07dv3ro6FZVmkp6dDIBAgJCSkVS8XhmGgVCoRHh5u1VM7KioKTz31FLKzs8Hn89GvXz/u+41x+fJlHDx4EJMnT+aEQy2j2g1tS1pf/fbbb0hLS0NmZibXUUWtVnNdV8j2AoEADg4OWLt2LQYPHozg4OBG0+dOnTrFreaFhoa2SQCDnMuePXtQVlaGhx9+2KqlWFFRETZs2ACz2QyxWIxZs2ZZ6Ui0NUSk1VJs1Wg0cr2pG/u9WJbFjh07kJqaCk9PT8TExGDAgAFwd3fnXoLdunWDo6MjPDw8UFZWhgMHDqB///40gNExuKftcW1tLdzc3DBp0iRERUX949P0J06ciOjoaOh0Om4SHBoaCq1WiytXrsDb27vZFnAAsHXrVphMJsyYMcMuZ5us3ADgVrRa8t5oj0wQss+qqipkZWWhpqbGarWO9LpPTExEaWkp9u3bB7VajZkzZ3KZGM1hNputghBKpRJSqRQ1NTWora2FRqNp8j1VWlqKw4cPo3PnzggODoZMJoNWq0VxcTH0+g4/J6XcGe4Zm6xSqaDRaODg4ACxWNzmAQzyrB06dAg3b96ESqWCn58fwsPD0alTpyYn4pY6cC3F0qcUi8Utzr4Abpdlm0wmFBQUoLa21qZttm/fjqSkJNTW1tqUmcCyLHbv3o3U1FT4+PhwPp9KpUJlZSXWrl2LoUOHIiEhodnyGUsyMzNx5MgR5ObmwtfXt00yycgcxWAwQCKRYObMmTh37hyOHj3a4n2SDOqG3nnHjh2DVqvFn3/+CY1GA5PJhNGjRzc63ygvL0d4eDhGjx6NvLw88Pl8aLXaVnWTItetoetuNBqxefNm3Lx5Ezdu3ACfz4fRaOQ6WNlDRwokdgRsCmAwDOMHYCyADwC8yty+ikMBzPj7K+sAvIN/iHFuCatXr8atW7dw9uzZNltxaanSuslk4sbRlD6FZcpV3Umu5TEVCoVV8IJhGPTt2xddu3bFZ599hvT0dPTu3bvZ0oHTp0/jtddeQ1RUFJcSR45d98EmYzMYDKiqqsJ3332HgwcPgmEY/Pvf/8bSpUuhUqmsVH0ZhoFUKsX+/fvx9NNPw8nJCV5eXlAqlVZRWbLvvXv3YunSpWBZFqNGjcLcuXObv7g2wLIs1q1bh0uXLmHMmDEQCoWcoFJWVhYWLVoEk8kEpVKJsWPHciUY5BzaEqPRCJ1OZ9XbmfREb6zFJPlN1q5di/T0dIwePRqDBg3CiBEjrL6XkJCA+Ph4PPTQQ1izZg2ef/55TjiLcve4H+wxn89Hly5d8Mknn/zjgheWdpc8f3PmzEFFRQW2bt3KacyEhYWhqKgIe/bsQa9evZoMYBCH8IsvvoBer8fDDz9sUxDCsjxPq9VywQt7tZPuBGVlZTh37hyqqqqsPjeZTPjll1+QkpICg8GA7du34/Dhwxg/fnyzNeuW9eYmk8kqzZqIr5EsmKaEPPPz87Fhwwa89NJLGDZsGAQCAdRqNXJzc6HRaBp8x90p7Jl4NfU+AMBdB8uJzD/t+bsb3Cs2mdwLltm07WUfzGYzfvnlF+zbtw8FBQUYOHAgHnzwQXh4eNidSdBaWnOPE7+4pKTEplVxlmWxatUqHD58mNOjsyVw8P333+PEiROYPHkyBAIBzGYzsrOzUVRUhPfee48Lint4eDR7PuR4169fxx9//IGysjLodLo2E90n9sTFxQULFy7EN99806IAhqUtkkgkDXZ62b17N/78808UFBQAuG3Xy8vLOZtseU4GgwFFRUWIiYlB165d8fvvv0MkEqGmpgYODg7t0kHEaDRi5cqVuHLlCvh8PsRiMUwmEwIDA+0KYJBzIJ1POrqI653A1gyMFQBeB0CWO1wBVLIsS0KHuQDu6WVZhUIBBweH5r9oB0TcxnLyacs2KpUK27dvh7u7OyZOnNjk941GIzZu3Ihvv/0Wa9euRWRkpE3HEYlEcHBwQGlpKQwGg01O0pAhQ7Bp0yZER0ejtLQUwP9aCzYUxTcajTh06BDeffddjBkzBo8++ii8vLy4mi2pVFrPoDIMg969e2Pnzp2cyv+GDRvqrcSZTCZERERg9OjRSEpKanPlXb1eD71eb2VI9u7di9OnT3PXSq1W45FHHsGgQYPwn//8B3K5vM1F6TZt2oSvv/4ajo6OnHGvrq6GQCDAxo0bG6yt1Gg0qKyshIuLC7p3745FixY1WYPJsiw36aHObIdgBe5heywWi7FhwwZO2fufBhHZOnfuHFxcXNC5c2fw+Xw4OTlh0qRJVs55YWEh1qxZA7lcji5dujS6z23btuGTTz7B5cuX4ejoiJUrV2LIkCHo2bNns+P5448/cPnyZWzfvp1rp/3+++8jLCzsjnd1aYrU1FR89NFHmD9/Pnr06MHZSpZlcfXqVUgkEuzfvx9arRZVVVV4+umn0atXLyxevLjRfZLAD5/Ph1wuxwsvvGBl69zd3bF9+3a4ublxQf6GqKqqQmJiIh599FHuOyNGjMD+/fvx559/4tixY/i///u/u6LTQs6xOXg8XoMOs9FoxAsvvACxWIyVK1di06ZNOHDgAAQCARISEvD888/ftw6yHazAPWCTs7OzcenSJbz11ltwdHS0yze1h8rKSty8eRPPPfccnn76adTU1ODAgQP49NNP0bt37w5ll5qDtGi19ToxDAM/Pz8EBAQgJycHBoPBpgCoSCSCp6cn5s2bB6lUCuD2YtWNGzfw8ccfY+/evTh8+DA2bdpkU1cklmXx+OOPY8CAAXjyySftOofm9mswGMDj8Tix0dYEBo4fP47k5GTU1tZa2TnS9Wvo0KHo0aOHVTvV1atX47vvvsO3337LtVwHbmd2njt3Dn379kVERAR++OEHJCYmYsyYMVi2bBkGDx7c2tNvlLCwMDz//PM4cuQIvv76a4wZM6ZFgTonJyfExcW1a2b3P4VmAxgMw4wDUMyy7FmGYQbbewCGYZ4B8AwABAQE2Lv5Xae0tBSZmZnw9PSEo6NjmzrUOTk5yM/PR3h4OORyOdf2qSkjYjAYoNFo4OjoCJlMhpKSEi4dtqlzuHbtGqqrq6HT6WwSsyTOjo+PDyorK3H27Nlmhc48PDzQu3dvODk5obS0lDtGQ2q5JpMJN27cQFpaGq5fv45nnnmGe3GRYEdjRs/Z2RkJCQn4/PPPkZmZ2aiYja+vL+Lj462EhNoCErAgwRXy/1evXkV2dja6devGnffVq1chlUqRlJSEmJgYznlu6XjIcXU6HdLS0nDp0iWkpaUhOjoacrkcfD4fubm5qKmpQXJyMsLCwuDv7281GSwsLMSlS5fg7+8PBwcHhIaGNptd4+7ujoSEBOTn5+PSpUvo0qVLh55ckutUN7WvbiCuo4qsNsa9bo/z8vJQVFSEzp07N2nTWgKxQ+31m5N7Kzs7G3l5eUhOTkZoaCg6d+4M4PZKnaenp9WxjUYjKioqoNPpGt0nETeura1FaGgoJBIJkpKSEBERYdO4rl27htTUVE5jQqVS4eLFi1CpVAgICIC3tzf3bmvuuqhUKly9epU7ny5durTJpF2v16O8vBw3btxAUFAQYmNjwePxuMwJJycnKJVK9O7dG1qtFkVFRbh06RIkEgmys7Ph5ubWYGakSqVCamoqV04XGBgIDw8P7u9CoRDdu3dv1JaxLMutqoaGhsLBwYH7rpubG3r27IlNmzahqKioRQr7bYFGo8H58+ebXWQgLSXJe4usTur1epw+fRpisRhnz55FUlISzpw5Ax6P1+aLNvci95JNLi4uRlJSEmbOnMktJLWHrSwvL0dSUhJGjhyJwMBAaLVaZGdnc6K6UqkUkZGRNmeYEe70+9xyVZzYmLoZLJaUlJTg5s2b8PLyQlRUFHJycpq1GyRg6+/vD7FYjJCQEKt3o1QqRc+ePfHnn3/iwoUL0Ov1NmdS+Pr6wtnZGVKptN2uG7E1LQmQEL/6xo0biI2NhZeXl1XWAZ/PR1BQEOLi4tC9e3dIpVIIhUK88847uHXrVr3yHI1Gg7S0NMTExEAmkyE2NhZpaWlISUlBZWVlm2c05OXl4datW/D19YWjoyN69eqFrKws7r0UEhJid5dHR0dHxMTEQKlU3tXMv46ALRkY/QBMYBhmDAAJbtf3rQTgxDCM4O8Isx+AvIY2Zll2DYA1AJCQkHDnG7y3kj179mDOnDnYuXMnRo4c2aYpRmvWrMFXX32FTz/9FFFRUYiOjubSpBqjpqYGZWVlWLlyJcrLy7F7927069evUWdWIBAgICAAvXr1Qm1tLYqLi23q4AHcfogXLFiAs2fPYtiwYXjvvfcwf/78Rr8vl8u5iCKfz+dq1hp6wFQqFf7v//4PpaWliI+PR3R0tM3iR4Tw8HCwLNvg9eLz+Rg4cCC6deuGn3/+GRqNxq59Nwdx9olRNpvN2Lt3L4xGI3bv3g2xWAyNRoMRI0YgJSUFY8eOxYYNGzB16tRWH9tkMiEzMxPjx4+Hs7MzBgwYgGXLlnGGcMmSJfjpp5/w0EMPYfjw4fj444/h4+PDlQn99ttvWLBgAfbu3YtevXo1e08zDIMJEyZg9OjRGDNmDCoqKnDy5MkO3U+aCLgSDRWZTAaTycTpgxCEQuE/ravKPW2Pv/nmG3z++ec4fvy4zdlitkAmamazuc0DI3VZuXIl1q9fj9raWjzyyCMYPXo0Zy/qOkZyuRzdunWDm5tbo+PWaDQYMmQIYmJi4OPjg6tXr2L48OE2ZV+wLIs9e/agoKAAJ0+eRHFxMTIyMjB//nyUlZUhMDAQr7zyCsaNG2fTauulS5cwZMgQmM1mODs74/Tp0wgMDLT94jSAyWRCfn4+KioquGwv8s4gXanmzp0LiUQCmUzGBSp4PB7S0tKwYsUKzJ49u0GNoytXrmD48OFgWRZKpRKrV6+Gu7t7veM3FjAnQWhXV1ecOHGi3ndYlkV+fj5yc3PvWgAjMzMTo0aNajQIRiDnSK6xTCaDXq+HTqfj2pMPGTLEKkjeVFYQheOesckpKSn44IMPMHjw4HbtXpCSkoK5c+di69atCAoKglQqxSOPPIKxY8fioYceAgAcPHiw2RR7om1DnuG75ZMIBAK4uLhAKBRynSYasqW//fYbnnvuOezcuRMPPfQQDh061Oy+s7OzcejQITz33HMIDAysZ4MCAwOxZMkSLFiwADk5OdznzQUxiN9quQDYFhN3Ho8HiUTC/TbAbT9LJpO1aLL9yy+/oKKiAseOHav3+wqFQkRHR2Pw4MFWC6aW71pLf6+4uBgbN25EbGwsBgwYAOB/mRztEQj45ptvsGzZMvz444+IjY1FcHAwevTogZKSEvTs2RNDhw7FunXr7NpnREQEFixYAGdnZ+j1+g7th7c3zXruLMu+AeANAPg7ujyfZdlHGYbZAuAh3FZZngng1/Yb5p3HcgWX+Vs8srUTHZJaVVBQgI0bNyItLQ0+Pj7YuXMnDh8+DDc3N8yYMQNxcXGcrkJdUlJScOjQIfzrX/9CcXExfvnlF/j4+DQYwCDbx8bGYubMmdi9ezc8PDzw+uuv22yoBAIBAgMDsXjxYnTu3Bk3btzgVvQbOx45V1LrXfdcyN+ysrLg7e2N6dOnIzAw0G7jOWzYMAQHB+PDDz9Ez549uXIash+BQNDmrVMtsy+IYczLy0NmZiYeeeQRKBQKODo6QiAQQCwWY968eTh16hTWr1/fagVmwvfff48bN25g/vz5cHBwgJOTEzw9PbmX/ciRI+Hu7o6vvvoKRUVF+OSTT/Dcc8+hW7dunJNNavGaWz21vHakvaot7ZvuBHWvJxFIJB1w9u7dyz2/MpkMBoOhXqr1oEGDEB0djaCgoH9EIONet8dE06UtnhWtVosNGzaguLgYFRUVMJlMEAgEiIiIQNeuXW0KAAC3g8Y//vgjwsPD6+nEWELse//+/SEQCHD69GkEBQU1GrwAbmetPfbYYygsLMSqVavw6KOPWq1619bW4ueff0ZgYCC6d+8OpVIJkUhkk+gcCeINGTIENTU1EIvFcHd3h0AgwCuvvILy8nKo1WqcPXsWFy5cwOuvv95sy0SSBUFawjYn0mwLKpUKn3/+OZKTkwH8T5iYrGrKZDL4+PhYtcWTyWRYuHAhrl27hlOnTmHixIlWjivLsrh+/TrKysowffp0JCUlIT09HT/++CMGDBiATp06WWkrnT59Gvv27cMzzzxjtSJGBNhcXV0RExNjdY6krM7SJtqy8kmyaqqrq7Fjxw5ERERwwuD2XEOWZbF69Wpcu3aNC0CR4BzZz5EjR3Dz5k1MnToVcrmcuzYikQjBwcEoKytDQUEBdu7cidLSUmi1WkyaNAn9+vWDVqu1OcvnfuZes8ktFfi1BZLR1KlTJ7zzzjvo3LkzdyyhUAiFQgFPT09otVrk5ubC1dW1XhaQpd27efMmkpKScPXqVSgUCrzyyitNipdb7oO03LTl+83h4uKCRx55BNHR0Q367qR1Z6dOnTBv3jyEhITYLP6bk5ODbdu2IS4uDp06dar3dzI/GT16NFxdXbF+/XpERERwgaCGzo0Exi3bk1rurzXk5+fj7NmzCAgIgKenJwQCAZf9d+XKFcjlcpuya8xmM1e+Ts6RBGBJcKSu/hD57lNPPYWMjAwsXrwYQ4cOxdixY7m/k+YClschWSsthQSs1Go11x0G+F/Wm5eXF9zc3MAwDJeFUzc7xPKeBNAm9+W9Tms89gUANjMM8z6AcwC+bZshdRzMZjMEAgEUCkWbZV7U1NTg5s2b2LBhA5ydnRESEoLTp0+jtrYWOp2Oy0RwcnKqN+kHbq8o7dy5E08++SRKSkrwxx9/cIaqMSIiIhAcHIylS5dCKpXitddes2msxBn09vbGq6++iuvXryMzMxNeXl5WkfHGDCRx6upODMnfqqurERsbi4cfftjqHG19aHv37g0fHx+8+uqrqK2txYQJE+qJj7WHKI/lWIHbBvv06dN49NFHrUpshEIhHnvsMbi5uWHHjh0A0GxLWksBQMtjWBro7du3WwnK1r1effr0QVRUFA4fPozr169j8+bNGD58OEJDQzmj6eLiYmVo/6nodDpuwlNdXQ21Wo2qqir89ddfWLFiBQBwq42k4w2BpOaLRCJ4e3u3qI96B+KesMckc6stXtw6nQ6//PILbty4gaKiIm6Frnv37jAYDIiLi2vUSbB89tRqNTZu3IiRI0c2GcAgDlfPnj0RFBQEhmHg7+8PlUoFqVTaYIDMxcUF48aNw9KlS7F7925MnDjRSnyXqKsPHjwYI0eOBACrrC+DwdDoOZC/9+/fH0ajEXw+Hw4ODnBwcMDs2bNRWVmJy5cvY+XKlTh9+jRmz54NsVjc5IqOQqFAz549UVNTg5qamsYvvh1otVrs2LGDE2GzDGCQDKm6wnQSiQRPP/00duzYgQ0bNqCqqgpGo5F7L7Esi7S0NFRWVmLKlCkoLy/HpUuXcODAATAMw3UwIZON1NRULF++HKNHj7YKYJhMJvzxxx/w9/evN27L7EJ7uxio1WoUFhbil19+wdixY1vU2YxlWe7+fvfdd+Hu7s4FoMi7u6SkBFVVVXjwwQetRGKlUim6deuGvLw8XL9+HUlJSVybwxEjRuDZZ5/lJjiUFvOPscnk3hWLxXBycmq3yZPZbEZ5eTm8vLzw8ssvW2XDEdvv5+eHyspK3Lp1i+s6ZzlGyy5r2dnZ2Lt3L/744w94eHhg3rx5zS5EkP2QAKyzs3Orz8vJyQkTJkxodCHEbDajtLQUPj4+mD17Nvz8/HDr1i2bxllYWMgtWjZFv3790LlzZ0ybNg25ubmYMmVKg+L5Wq0Wer0e1dXVUCgUbf47FxYWYv/+/fD394evry+nESIUCnHr1i24ubkhIiKi2ePqdDrU1NRAJBJxwVcCyRzRarUNZpA8+OCDSEtLQ3x8PEQiEcaMGQPgti9Y911MFh5aKmDKMAzns9TtZiIQCCCRSODs7MzZ5qKiIty8eRN8Pp8TYyXv86qqKu53J89hXerODe5n7ApgsCx7BMCRv/87E4BtS1j/UPh8PmJiYrBgwQIEBwe3en9msxnPPvss1Go1du3axekSVFZW4syZM1iyZAl27NiBS5cu4YMPPrDqDALcNtzV1dUoLi7mHhp7hO7kcnmr0o2uXLmCY8eOITY2FlKplHOK7Z0EMwwDFxcX7Nmzp9Xp3KRERqlUorq6GiqVCnw+36rOub1JSUnB559/juHDh9fTCJHL5XjggQeQkpKCxMRErFmzBnPmzGnyvPV6PWpqargXnEAgQFhYGNeuy3K1rzEUCgVWrlyJ/Px8pKam4ocffsCiRYvAsiwmT56Mo0eP2iT0ZIll9klHwGAwYN26dbhy5QqOHz8OrVYLo9EIg8FgNbkSiUTo1KmT1XNSU1ODjIwMbNq0CX/++SdWrlyJsLAwu+sR7yb3oj0eP348goOD20TEzWw249atW4iKisKvv/4KoVCIgoICTJs2DY6OjggICECfPn0adGDJqoxIJILJZEJ2djbKysqaPB6fz+cCig4ODnj99dexb98+dO/eHd988w0GDRrU6LZFRUVIT0/nMoSIM+Xi4oJPPvmkQXtx+fJl7N69G8OHD2+wnahAIIBcLkd8fDyA+kr7SqUS3bt3x4oVK1BYWIjnn3++WVFMUjd88eJF3Lhxg3P4WuMEu7q64tChQ/j555+xaNGiBrNVHB0d630mFAoRERGBOXPmQCwWIzc3lwscmc1mrFu3DizL4vvvv8f+/fshl8uxfft25Ofno3fv3lixYgXGjh3L1U03ZNd4PB4iIiKaFDkmwXJ7rgG5N4qLixETE2PzdnVxdHSEv78/l4FR91388ccfQ6VSwd/f38oZJmP29vaGq6srfv31Vy6DzdvbGwA4X4GuAtrOP9kmGwwGTJgwAQMGDLDbN7CV2tpaPP3004iJicHSpUvr3Vs8Hg8LFy7EhQsXMHv2bCxYsADPPfcc93eWZXHy5Enk5+ejT58+uHDhAnbu3Am1Wg03Nzeo1WouENIYRqMRarUaL7/8MvLz8/Hrr7+2urOgXC5HQkICeDwejEZjvYlneXk5HnzwQQwdOhSLFy/mAqfN6ULY42+JxWK4urpi4cKFEAqFyMzMhLe3NxQKBZetUFtbi5dffhkXLlyA0WjE/Pnz8cQTT1j5la3l1q1b2LRpE9asWYNRo0ZBKBRixowZGDp0KNRqdYOLbg2xY8cO/N///R8++ugj9OjRo9lF07qQ62YwGFBbWwuZTIawsDCsWbPGqtxQKBQ2GiywFRJUq5t9o9PpUF1dbZXxcfPmTVy+fBmjRo1CTEwMCgsL4eLigvz8fEycOBEajQYCgQBbt25tsCzS8vzuVtliR6Hj50zfJYxGI9LT06FWq9G9e/dWi1mRrIO8vDwYjUYEBgZyD4y7uzt0Oh1GjBiBjIwMXLt2rV56UW1tLU6dOoUbN27AYDCgpKSEaxVE9g80/WCTla2W4urqiuDgYAiFQhQXF+PUqVOIj49vUHhKLpejb9++8Pf35wIdZGwXL15Ebm4u3N3dYTAYkJKSAg8PDzg6OnI1frYGZSQSCQYPHgyZTIZ9+/ZBrVbD2dkZ48ePt2qh1J5OmFqtRklJSb3yBHJcpVIJpVKJXbt24cqVK9BqtQ32tCZpcUePHkVRURG3Isnn85Geng4+nw+z2YyQkBB06tSpSYPL4/Hg4+PDpbatX78eGRkZAG4bdHsDciR40atXL+Tn5+Pw4cOIiIi44xN+YrSvX7+O69evIzExkROD9fHxgbOzM9zd3TkBQLPZDJFIhJCQEKtJhkql4jRXSLq/Xq//RwUw7kW8vLzqtflsKQKBAAMGDEBYWBjXc93R0REDBgyAq6srbty4gbi4OKttyP1VWFiIxMRErl1mREREs9pBarUaWVlZcHd3h1Kp5CbdGRkZzbbX8/f3R0xMDHg8Htc6OjMzE2q1GpGRkVbPuqOjI8aMGYPg4OAGnU7yriGT1MauJan9lUqlUCqVCAsLA8uy2L9/P6Kjo+Hm5lYvG0YoFMLV1ZWb3BKdmdY4fwKBACEhIQ0GnckzTFqgEohtdXFxQXx8PLKyslBUVAQ/Pz+ryQuPx4NcLuc6NAUFBaG2thY3btxAbW0tt5+G3g95eXnIyclBTExMkwE1YhtJ+m9T75qCggJcuHABFy5c4ALUGRkZOHjwIHr06GG3sjz5/ZVKZYO/s6+vL8xmc6MlqUKhEEKhEHK5nHv/kHc1DVzcP2i1Whw6dAi+vr6cCHl7YDabkZWVBU9PzwZ9PIZh4OHhgYCAAHTu3BmOjo6cv1RcXIwzZ84gJSUFZWVlMJvNuHnzJsRiMXx8fBAeHm5z5gifz0dVVRXKy8vbZEGGYRguiFpcXIzo6Ggu6MyyLPh8PgIDA+Hp6Wn3u41kojV3XuR7YWFhKCgowIEDB7gAQnJyMsrLy1FaWoqLFy9ywsdpaWk4dOgQVCpVi8+9LkajETU1NRAIBNw1cHZ2hlKpRHFxcbO+vdlsRm1tLYqKinDjxg24uLhYZcCZTCYcPXoUZ86caXI/IpEIQUFBcHV15Y4pk8nQpUsXq2w0b29vjB49Gu7u7vXmKvZg+S7R6/UoKCiAu7s7Ro4cabUY7ebmhpCQEPj7+0MoFOLw4cMYPHgw9Ho9MjMzYTQaIZfLcfToUdTU1KBnz54NBsjbM8P8nwINYDSCRqPBd999h6ioKDz55JOt3h9xDixLBID/pR91794dX331FWbMmIFjx47Vc0xzc3Mxd+5clJSUgGVZTjWXOJC2nlNrGDBgACd8s2fPHkyZMgXr16/HY489Vu+7Xl5e+Oijj+Di4gKNRgOZTMY9bF988QXWrVuH0aNHo6ysDCkpKRg/fjzi4+PxzDPP2CX24+zsjI8++girVq3CY489BpPJhG7dumHMmDGcY0lq59qLur9tYyQnJ+P48eOorq62qlcmmEwm1NTU4KWXXkJaWlqj+9m7dy9GjRpl09icnZ3h7OzcJi2XGIbBO++8gytXrmDy5Ml46aWX8O9//7vV+7UHku73/fffY8WKFVZBo8GDB2PYsGGYOHEi5yQQPYW6mUeWdY+lpaXo3bs3hgwZgvHjx9/R86FY4+Pj02arfwqFAt98843VZx4eHvjxxx9x8OBBbN26FQ888EC97fR6PRITE7nSPFdXV3z11VfNChrm5+fj+++/x0MPPWSzvgZh3LhxiI+Ph1Qq5dp+7tq1C5mZmfjwww+tAgShoaHYsWMHMjMzkZeX16CwpFar5XR4yH3eVNaXQqHAF198gW3btuHRRx/FZ599hqFDh8LDw6NeAMPHx4eb8KrVami12nopvm0FacNdU1PDBVws8fX1xYQJEzBt2jRcvXoVkydP5oIu4eHh9SbijWUMNjRhP3LkCH777Td8+OGHDZaQWEJEYo1GY5Orv4mJiZg1a5bVhGH//v04ffo0fv31VyQkJDR5nLrU1NSgurq60XePPRmSDMM0K5pIuTcpKyvDzJkz8fDDD+Orr75qVw2M2tpaaLXaJr/XqVMnrF+/nuvS5OrqijNnznA6ZwKBAH/88QccHBwQFxeHgQMHIjIyEgqFolnfkejZkYB0W5RJkXLUw4cP49ChQ/jvf/9rZascHR3x2Wef1bNfzfmM5JlUKBQ2BYl5PB7Cw8Nx+fJlvPjii/jll1+gUCjwzjvvICMjA1lZWQBuly4OGTIEiYmJ+PHHH1FdXd1mgr0kE5F0TFQqlZwWBLnmTd1fRB+vtLS0wb/r9Xq8+OKLuHbtWoN/J36/UqnE+PHjERsby2XYSCSSeotUvXr1wsaNG6HVaqHT6VqVjUNsbU1NDfbt24eePXvihRdesPpO//790a9fP2g0Gmzfvh2vvPIKfvrpJ+7aODk5wcvLC2+99Ra6deuGPXv2NLjgKRQK70rb7o4EDWA0gl6vx/HjxwGgyTpjWyGBivfee4+bVFv+jTB37lwMHz4cr776Kvr06YPHHnsMy5cvx9mzZ6HRaDBq1Cj07t0bBw4cQEFBARddVKvVTbZC4vP5mDlzJkpKSvDll19i0KBBiI2NtXnsdYmNjcUPP/zQaO0uOd9Tp04hLS0NL7zwAreKJZfL4eDggHPnzgG4/cCmpKQgLS0NZ86cwYQJEzBjxgyb0nLJ3y1XwLKysvDMM89AoVBAIpFgxIgRbdrRoC5kotDci7Bnz55cDXpDTu6uXbuwc+dOLupKDF9tbS0+/fRTlJSUoLq6GoDtab3EmMfFxUGv10OhUNRbdbYHjUYDnU4HBweHu6J+nJWVhffeew/JyckQCAT48MMP4enpCZPJhIiICHh7e3OrFSSlj2B5zcgLtbq6GrW1tXBxcWlWwJDSfpSWlmLLli3o0aOH3ZO4piAOouWzKRKJEBcXB0dHR/zwww9QKBR4/fXXwePxoNFosHDhQlRXV2PBggW4ceMGzGYzunXrhsuXL+O///0vFi5c2KCz5+XlhRkzZjQ42SUpuo3ZNC8vL8hkMhw/fhzu7u7o27cv0tLSkJqaWi9ATbY/dOgQdu3aha+//trK6aqqqsL8+fM5QbG5c+dyrVwbg+yzZ8+eWL16NQ4fPoy//voLS5Ys4d4rIpEI2dnZeOONN3D58mUAt7UUSNvr9sAyhbqhY5AME5Jtx7Isdu/ejZ9++gmTJ0+uVzpmiV6vh0ajgUQi4TJvLCcUeXl5OHv2LAwGQ5O2nWwjEomanWSQuu1//etfiIuLg9FoxJEjR7Br164WZUf6+vo2mZJtz+9CMy7ub4gGVHveBwxzW4C3uYkXj8eDQqHAxo0bsX//fsyZMweZmZkAgBdeeAH9+vWDUqnEsWPHsH79eiQkJKCyshLr1q1DXFxckz4OWXAaP348MjMz8fLLL2PUqFF48MEHW3xexJ/Iy8vj9GTqnjfJBLMHjUYDlUoFlUoFnU7XbIYA+bxHjx7YtGkTEhMTuS4eAwYMwJtvvomSkhJIJBL07t0bNTU1KC0txeuvv96yE28EywxAy3HZQnV1NT744AN4eHjg+++/t/LdSSc5W+cFAoGAy2p8++23IZFI8Pbbb9fL5mNZFl988QVu3bqFZcuW2RzEIELZlg0LeDweysvLsW7dOpjNZnTt2tUqk5H8m7w3a2trsWTJEgQHB+Pzzz+HUqmEVCrFRx99hJKSEjz55JOYNWsWt9hiuZ/73WZThaZGIHXPxcXFdgt0NYRKpUJhYSEGDhyIkSNHNnrz9e3bFw888ACSk5Nx7tw55OTk4OTJk0hOToabmxsSEhIwbtw43Lx5E7du3eLUjHNzc5vMxGAYBn369EFERAT+/PNPq3ZLBOIAGo1GrjVVY+ft7e2NadOmNdlCj8/nIzs7G0ePHrVacZLL5XB0dIRKpQKPx0NwcDDYv9vRbdu2DcnJyVCpVNx1b+raW3YEId9TqVQ4deoUDhw4gH379iEsLAyhoaGoqKhottVcS3BwcEBAQECTK2/A7bav3bp1Q0VFRYMCeJcvX8auXbvg4OCA2NhYTJs2DdOmTcODDz6Izp07t0rXw83NDf7+/ggODoarq2uLjR9J6bY1za6h36clkEyJW7duITExETU1NfD19cXEiRPxyCOPYNq0aejRo4dVmzFSY9rQWMnfyPkEBQU1WedOaV9UKhUSExORm5vbpvute98xzG01cx8fH/Ts2RO3bt1CcnIycnNzUVNTA6PRiD179iAtLQ0PPPCA1XOXkZGBn3/+GcXFxQ0eS6lUIi4uDq6urtxnpJMGcZIaw8HBAa6urrh06RJX6lVSUtJge04y2c7IyMDRo0etylOIuvyuXbuwZcsW/PLLL0hPT7fqcd8UXl5eGDp0KDIyMrBv3z5kZWUhJycH2dnZ0Ov1qKysxL59+1BWVgYPDw8YDAab1fSbozEtCZa1bq1qCUmjJaUQAHDt2jX88ssv8PX15fQlyPcY5raQq4+PD1iWrZe9YBnIqKqqQl5eXpOBJ+B2lpubmxvnyDaE2WxGUVER1Go1PDw8MHz4cEyfPh3Tpk1DbGwsJyJnr50MCAjgygE7ijYR5Z+JZQp8e0yMSHmVn59fo22jCSQwmZ+fj+TkZFy4cAGFhYXw8fHB0KFDMXXqVIwdOxZdu3blVvwB4OzZs8jPz292HGRi2blzZ+zatQsXL15s1bmR90p1dTVyc3O555mIlhYWFkIgENgVwCDZpsTGFhcXo6CgwKbn3M/PD4888giys7O5RTE3Nzf06dMHo0aNwsiRI9G7d2+MHDkSkyZNgoODQ5v/5i0RRS8vL0dOTg4uXboEqVSKqVOn1mt7bavYv+X7xGw2Y//+/Th48GC9+RyxuSdOnMDevXvrlYI3BfEf63YO0Wg0SElJQW5uboPZ2eR+AcBl7hw7dgwTJ07EpEmTMGrUKHTp0gUikQhbtmxBenp6vWO3hV/9T4dmYDQCj8fjlGPbIk1n48aN+M9//oPt27cjISGh0X0yDAMvLy8cPHgQO3bswJgxY/DKK6/gzTffRFRUFJeC5u3tjaioKKxZswaLFi3CJ598gmPHjjVaq8swDLp16waNRoM//viDU7S3hESmiUgo6W3d0MTcljp1SyV5S2MTHByMfv36ITIyEpGRkRg8eDCMRiMyMzMxbNgwZGZmYu/evRg2bJjVZKAx6rZFCg8Pxx9//IFly5Zh1apV0Ol0SEtLw+bNm/Hkk0+2SPG9KaZPn869BJpi+PDhyM3N5V4aH3/8sdXfSQry999/j6ioKO76uru748cff8SmTZvw4osvtmiMZ86cwd69e7n6+nHjxrVoP87OzlAoFEhPT29W1JBAAmutKeMxm814/vnnodFocOTIEe6l5Obm1iIhWQJ5xjdu3PiPaKN6r0LKHhqbALZmv42t3EskEnz22Wc4d+4cevbsibfffhszZ87ktBX69u2Lb775Btu2bcMvv/zCrYDZ4zAoFAqEhITY1MlKp9Nhw4YN6N69O5544olGv2c2m7mOEXVtK1kRIv+t1Wrx5Zdf4tSpU1i+fHmzQdaLFy9i/fr1yMrKQkVFBaZOnQqdTgedToe9e/dy33vuuefwyCOP4LfffkNgYCAeeeSRVjvAIpEITk5O9YSpeTwenJycmnSGAwICoNfrra6xpQOtVCrh6ekJPp+PgQMH4vTp0zh//jwOHjyIBx98kHtPGQwGaLVabtXOFpYvX46KigocOXIE4eHh6Nq1a73vVFdXY8KECejatSvOnTvHia4KhUKrUpzmulRZwjAMFi1axDnRll1YKBR7qetHtTU6nQ58Ph9btmyx+R5/5ZVX8Pjjj2PcuHEICQlBSkoKHBwcuOf84YcfxpgxYyCRSFBUVITz5883u0/iL3h6eqK6uprzu9oaYqcXLlyIkydP4ujRo5DL5Xbvg/wmr7zyCiIjI3H48OF6Av+NbUsWJDMzM7F69WqsX78eW7duRVRUlJV2D+n21Bbw+XzI5XLIZDK7RfoXLlyIxMRE7Nq1Cx4eHvWyfMmCAJm4NxVYbiirjpT6iMVi7nxJmWJL7v3mMgRtgei0icViq3F9/PHHOHnyJCZOnGj17rMUJyXncr9CPfYGIE6gTqeDwWBok8gkqeMlgj6NQaKGzs7O4PF4KCoq4gR4rly5goSEBHTp0oVTWlYoFNzKWFMPIElvIilVlpAH4sCBA8jIyOCyA/h8PhQKBby8vDBhwgSrlezmrgmfz4eLiwtMJhMKCwutXhAymQxubm6IiYlBUFAQnJycOEP76KOPQqfTYf/+/fDz80NISEijQRmWZVFTU4MtW7YgJSUFbm5uGDBgAOLi4uDm5gaxWMw5ocRwtccLmgjhNQfR4qiurrbSIykrK8P27dvB5/Mxe/ZsBAYGWnUV0Ol02LVrFyoqKjBr1iykpqaiqqoKU6ZMsdlh7dSpE7p06YLTp09zrafsTRe1XJ1pKjuHcP36dRw+fBhmsxmOjo54+OGHW+RgazQaTslZJBLBxcWFSxlvqeASgUxyaPnI3cVgMCA/P7/NWnMSGltNJM6bo6MjgoKCMGHCBJSWluKHH36AUCiEs7MzhEIhvL29ER4eDl9fX+Tm5nKlE80dkxAUFITp06dDr9cjPT0doaGhVn+3FE4UCoUYOnQogoKCoNVqMWjQIISEhNRz9i0zi8i7hDyLRPCSZVk4ODjAy8sLZWVluHz5Mk6cOIGQkJB6WXPE0cvLy8O1a9eQnJyMnj17wsnJCUKhkOugZGk7FQoFp2/UWm0lgmWWBLlGxGFtTti5W7duXCkZybKwtG+kHptlWYhEIri7u6OkpARZWVmcLSS2SavVorCwECEhIZg5c2aztsHZ2RlmsxnZ2dn1VguB220Fs7KyUFhYiNDQUCsBOYa5LfLs6+vLjdlWGIaBQqFAaWkpNm7ciPj4eLu1VyiUOwWxVQqFgpvcW7acbAzyDAuFQri5uXEl01u2bEFQUBD69esHPp8PlmVx7dq1ZksQyf5IG0uSfVBTU2Ol1dYQZMLa2HslICAAPXv2hEQiQWlpKZKSkuDr64tRo0bZXWqn0+mwZcsWFBQU4JlnnsG+fftszqQjYp0lJSWQy+V48MEHuTIGLy8vztalpqbi3LlzqKyshL+/f6sm4yQYQjrBNSdoXHdbs9mM6upqVFZWwtHRscEgTVJSEs6cOQOxWIxu3bqhd+/eCA8Pr7cv4LYdT01NRadOnew+F1sh76yWNkggQXutVsu1UyXXTKlUIjQ0FHPmzEFlZSWnr0W+Q0U8aQCjQYxGI9eDuDmxIVshirxisdjmSZzRaIRWq8XPP/8MhmFgMBjw9ttvcz2USYqZPQ8On8+HUqms5xSbzWasXbsW27dvr2d0unfvjgceeABisdjmB0YoFMLX1xdGoxEZGRlWpRtyuRzu7u5ISEiAk5MT90B6eHhgyZIl+OKLL/D+++8jKioKZrOZS+2vOy6TyYSSkhLMnz8fAoEAgYGBWLRoEbp161ZvJY5c/7v5wJN0QOKQE0Obm5uLF198EW+//TY+++yzetvV1NRgwYIFGDZsGL7++mtMmTIFOTk5GDduXLPaLOQYffv2hUQiwenTpznhV3tTRW15cVqK1CYmJnIt0MLDwzFhwoQWacnU1NQgOzsbTk5OXLS5vWt1KXcWnU6H69evo7y8vE3215D2RV1IlllwcDA++eQTvPXWW1i8eLFV14kuXbqAZVkMGzYMBw4cwJUrV6z239w9GBMTg5iYGPz66684deoUgoODueAbcNuGEf0iiUSCl19+GTweDzU1NZg5cyaEQmGDq1ASiYSrt7XEskbY09MTffr0wYEDB5CamorNmzdj/PjxXNcoy7EbDAZcvHgRSUlJOHnyJBYuXMhlaa1cuZJb2bS8rgKBoE3b75HAjKVdsgzSNHWthw4dCo1Gw527o6Ojla1Xq9WoqKjgghUCgQA3b97EpUuXuKw0qVTKTY7Onj2L7t2749FHH202OE00ODIyMhosqczIyEBSUhJqa2u5DB7Lc3Rzc0N0dDQcHBxatAqan5+PV155BYsWLaIBDEqHxVJMnXSqcHBwaFInoaqqCgUFBVAoFFbfraysxPz58zFx4kQkJCRAIpFApVLh+PHjGDhwoF1jIplZJSUl8PX1tbIbDZWXAeD8t7pj7tq1K0wmE2QyGW7evIl169bh6aefRr9+/ewWh1SpVHjvvfcwePBgrF+/HhMnTkRaWppVEKUuZLzZ2dlYv349cnJy4OrqimXLlnELhZbvjUOHDuGrr75CYWEh965rjV+l1+u5jD175iUk+GFZklG39BMAfv31VyxduhS9e/fGwIEDsWTJEgDgJv8Ek8mE6upqHDp0qMlWpGTfLT1nIgjbWPZSc/uVSqXw9fVFVlZWg6UrnTp1whdffIF58+Zh2bJlGDp0KJeVbm9J0r0IDWA0QENOY2uRy+VWkc+mKC0txVNPPQWFQoF3330XMTExcHR0BMuyCAoKAp/PR2lpKfh8PhcQsXUl2mQyobKy0iqgkJWVhT///BO5ubnw9fXFqlWruCj5/PnzcfPmTYwePRrPPfccpk+f3qrrANyeTMfGxsLZ2dnKYePxeHBwcMATTzyBfv36YcWKFUhJSUHPnj0bbCP1/vvvY//+/aitrcXkyZPx+uuvIzw8vF6Qor1TI21FJBJBJBJx2T0kDZysYDb3+5EgDPm99Xq9VcpZQ9y8eROHDh1CQkICRo0ahVOnTqFLly4tFqW1bGnY0PZ6vR7l5eWcSjRpZ8qyLJfuZq/RPXr0KFasWIGXXnoJ0dHR933U+V6EtE5rKz0FvV4Pk8nEtRFuCh6PxwUQZDIZhg0bhqCgIOzevRthYWGIi4uDn58f0tPTuZR/MultDuKY7du3D7m5uVwWktlsxs8//4wrV67gr7/+wgsvvICJEyfC19cXFy9exMqVKzFr1qwmhZYbqn8ViURwdXXFzJkzIZPJEBISgpEjR6K4uBgrVqyAn58f+vTpA0dHRyu7odVqsXbtWnh5eeH3339HfHw897cpU6YgNjYWK1aswNWrV2EymSCVSrlU7vYMJFqmCjeFu7s71y503LhxCA0NbbJVNI/HQ25uLtey/IEHHkBYWBi6dOmCwsJCfPzxx3juuecQFxdn0/mpVCrs27evwVa7hw4dws6dO7Fy5Up06dKl3v7i4uLw8ssvA7gdjGirLjwUij205N1sDz///DOSk5OxaNEipKamYvHixXjppZfQs2dPeHp6Nvic7dy5Exs3bsTVq1fh6ekJnU7HTTh79uzJZbS11AZ5enpi5cqVOHToEGbNmoU1a9YgIiKC+zvLsigpKUFiYiI+++wzODs7w8/PD++//36D5SCdO3eGk5MT5s6dC+C2r0uyq+zFwcEBP/30E5ydnQHc9nczMjK4kuWnn366we00Gg2ys7Oxb98+zJ07FwMGDICTkxNn7y2vVXV1NQoKCuDg4NAmWahkYVWn09kV2CaLCQ4ODjCZTHj44YcxadIkvPTSS/W+KxQK8fLLL3PvxuXLl+PMmTP48ssv4ejoCLPZjLfeegvHjx+HQCCo11a7oY4ebQ3DMDYdp0+fPvj222/xyiuv2FSSzbIszpw5gzfffBNLlizBkCFD2mrI/0hoAKMByAqNh4dHs7oGzUEcTFdXV3Tt2hVSqbReqlBd9Ho9Tp06hT59+qBv377o3r07Z8RIrbiPjw/c3d3tdiBFIhG8vb1hMBiQm5sLLy8vlJeXIykpCQqFAjExMRg8eDCUSiVMJhPi4uKg0+lw7NgxjBkzxuaVR0uBGcs0XpVKBaVS2aCIEylzCQ4Ohp+fH9544w1kZ2cjNTUVgYGB9UQsL1++jLNnz3LimHVTByUSCRwdHa1WPO8mlulmZOWysLAQZWVliIqKqteysC5khTIoKMjmAAT5bePj4+Hp6QkvLy9IJBLU1tZCJpPZveLX2O9PfuucnBykp6fj6NGjMJvNiImJwc2bNzlRPJFIZLeTVFJSgvPnz8Pb2xthYWHtJjJGuXuQErK2DDSSwBlxqlQqFfR6PfR6PfcsKpVKbmVQJBJBLpcjPDwcHh4e0Ol0cHd3h7e3NxQKhdUKmj32hAgUZ2dng2VZqNVq1NTUICUlBefOncPx48c5Z7xz584wmUwoKCiATqdrtvtF3etFMgkSEhIgEong4eEBb29vZGdno7CwEOnp6bh48SISEhK4FN28vDzk5OTAbDbDy8sLgwYNsqqr9ff3h5eXF1577TVcu3YN0dHRnP1WqVRtlqXYHI3ZHlIyQsp0iMK+ZQoy0cCwtJtqtZoT8fT29oa3tzeA29cjLy8PtbW1Nju6RDuqtrbWarxEvDM7O5sTGa47fjc3NwiFQty6dQu1tbXw9vbm7lnLc6Y2j9JeiEQiREVFwdfXt92OkZ2djQsXLkCv18NgMKC6uhoZGRlwcHDgSkPqkp+fj0uXLsHb2xsODg5IS0uDr68vhEIhYmJiEBAQYJXB0VCJdFNIJBLEx8fjzz//xOnTp6FSqayeOZPJhMuXL+PMmTM4evQoXF1dERgYiPT0dPj6+tbzSYm/Sfyr0NDQetlgljSVSSoUCjm9NoZhEBMTA5lMhpMnTzaoswP8T+y8srISABAVFYU+ffo0uAAIgNP8aWn2V0PnA8Du9zixb0FBQejUqRMSExPh6emJIUOGcBpSlscIDw/nAtQqlQolJSW4cuUKFAoFjEYjTpw4gZSUFAQGBtabw7Vl9q5Wq4VGo+E6Hlqejy1zMzc3N7i6usLR0bHJAIaPjw8iIyORlZWF1NRUJCYm2qxBdy9DAxiNIJVKMXPmTISGhrZ6X2azGaNGjcKIESO4spCm0lIZhoFUKkVgYCAGDx5sZZBJCuqnn37KTQQt656bIygoCMuWLcPly5exdOlSvPPOO8jJycHGjRvx5ZdfYuzYsVxkmcfj4fPPP0dycjKGDx/O1WvbauiI7gV5kMvLy3H06FHEx8fbXJd26dIlDBgwAMuWLcO8efPqXScvLy8cOnSoQbHP0NBQDB06FHK5vM1WdtsKYtjWrl0LtVqNv/76y+Yo/XvvvQej0WiTcnR2djZ++uknjBw5Eq6urjAajcjNzcWJEyfQu3dvLjDWWkhN69KlS7F+/Xro9XpMnz4d3333HaZNm4bLly8jKSkJ0dHRiIqKsmvfJKDYkuAH5f6E6P0YjUbu/klKSsLNmzeRk5MDqVQKR0dHjBkzBp6enhAKhXByckJAQABGjBhhVWZBnjGTycQFFWy1gSQoS8oSgdtdMk6cOIFt27YhOzsbwO0yjR9//BH79++Hs7MzHnzwQfj5+TX5fJN3SV27L5VKuVpZMgaNRgOGYbBp0yb8+uuvOHHiBJdau2TJEu4zX1/fJs+ta9euOHToEAwGA0pLS5GcnNwunZ0I5PrbEjjPz8/HAw88gJkzZ+K9996z+lu/fv24rJHmkMvl6N27d4PZFE2Ns242nNlshkaj4TJ8GmsfST7/6quvYDabERcXx73ztVotF6ChUNoLd3d37N692+6uEfZAysGMRiMGDhyIY8eOYdasWVi/fj3++uuvBt/tIpEIbm5u2Lp1K/Ly8vDkk09iyZIlGDVqFBYuXGiVLc3n8+Hq6mq3cCQJejSkY6BSqfDss88iKysLwO3s6OrqasybNw9Tp06tlyEgFArh4uKCbdu2NRtQIaWAdUWL637HEhLobyy7Qa/X47fffkNVVRVefPFFREZGNukzEfuq0+naxEdurY+2YMECzJgxAz179sS2bdvw22+/Ye/evfXKgiyDu4sWLcJTTz2FESNGoKCgAFqtFgaDAa6urnjiiSessgnbmlu3buHmzZtISEhok7liY8yfPx9z5szBpEmTuC5lFBrAaBQSQWsLg84wDJKSkrB//36YTCb4+vrimWeeaTAqu2XLFly6dAnPP/884uLi6n3n7NmzOHv2LEaNGtWiyadcLkd0dDTOnDmD5ORkJCUloaysDD179oSvry8UCoWVkyiRSKBUKuHt7Q2lUmnz9WgomCKXy9GlSxfk5ubixo0bGDhwYKOOGY/Hw1NPPYXo6GisW7eO0/pgGAZXr17F5s2bERUVhX79+sHR0bFBo0mUlknwpC0RCoU2K2nX3S4uLg7BwcEQCoXIzs5GTU2NXfeaXC5HWVkZvvrqK8TFxaFfv36Nfpd0IiATKeB/ae0tyUohK9d10+NUKhXS09NRWloKgUCAefPmoV+/fhCLxZgxYwauXr2KHTt2wGQy2RzAIC8po9EIvV7f6vpMSsdFLBYjIiLCpq5DtkBWv00mE7Kysjjxr5ycHJSVlUEsFkOhUCAtLQ2hoaF45pln0KVLF4wbN85K5d6ShIQEvPPOOwgODrb7PrSsV83IyMDevXsxfvx4CIVC1NTU4OTJk8jIyMCqVasQExODIUOGcPpAtmD5PeI4W+Lu7o7XX38dx44dQ0pKitX3SXDFshVpU8chWkgikQgVFRWorq629TI0u++6mWUkeGHLdSABg4Yc8ZCQEMhksiYDAcTeODo64rHHHmu2drouza24NZZFYTabodfrkZGRwU2gampqUFVVhY0bN8LDwwOPPfZYm/kjFEpdqqursWrVKkRFRWH8+PHtcgytVova2lrOFyG6bmq1ul62bl5eHr755hvOl/D29ua6p505cwZpaWmYNWsWFxAk2j/20lA2F2HPnj04c+YMHnnkEU7k96effkJaWhpu3ryJoqIi6PV6qyAFsVeWgcqGslVJowDLLMHGsGxd7+rqijfffBNarRbvvvsu5syZY5U1YzKZcPr0aTg7O3MtSJvaN7HjJPDQGv+qLXwzItS6YMECHDt2DL///jsXsKm7kEXe0UR0++mnn8bx48exY8cOdOnSBeHh4Rg4cKBVKSHxJxmGsfrNWnruR44cwblz5zBx4kR07ty51effGMR/qKysbLP37b0ADWDcARiGwZkzZ7B48WLw+XwkJCTgiSeegEQiqeco79ixA3/99RcuXLjQoDN//vx5bNq0CcOHD7e7JRNwOyARHh4OtVqN1NRUnDp1CkqlEgMGDICXl5fVpJwEcUg2CEmPs/Wc6/63QqFAdHQ0NmzYgPPnz3NqzQ3B4/Ewa9YsREZGYsOGDQBuG2eBQID09HQsW7YMGzduxJQpU+ptSyYvkZGRCA4Oxl9//dXmAQzS9qgl21kGMIqKilBeXs61wLPl+opEImg0GqxatQpPPvlkkwEMkjXTUDtbeyEOeEMBjNraWly6dAm1tbVwcXHBq6++yqVkT506FdevX0d8fDyCgoIwY8YMm49p+bLvCGVAlPZBLBYjLCzMqkNDayA2QKVS4fr169i0aRPS09NRXl4OlUoFsVgMiUSCvXv3omvXrpgxYwbCw8Ph7u7eqF2Nj49H9+7dOWfZ1vI90i2HBAcyMzNx8OBB/Pvf/0Z4eDjy8/NRW1uLjIwMfPPNN5gyZQpXQ90UtqapArdTVefPnw+JRIKMjAyudZylWKY9toGsfFZVVbVZ5xjiVNbNuLBnXI0FZv38/ODh4QGxWGw1Yai7b41GA4lEgmnTptk9ftLRqK74XENaJXXHrNfruVI7Um538+ZNfP311+jcuTMmTZoEuVzO3UM0kEtpS2pqarBs2TJMnTq13QIYZCHC8jkhWRl1J/L5+fl4//33sXjxYsydO5cTS5w8eTKWLFmCq1ev4oknnuAyJ4xGo1WL69a2tgSA/fv3Y/369Zz4slAoxOXLl3Hjxg3k5+ejpKSEK4m29Nts1aIjE/Omyi2IPSATeBcXFyxcuBDLli3DokWLMHr0aE4zh2EYGI1GnD17FrGxsejbt2+jY7EUYyaLcSR4fLdti4ODA1577TU4OTnh4MGD0Ov10Gq1XIcYEsCwDNLLZDI899xzcHR0xN69exEbG4sePXqgT58+EIlEXFCbBDAsg8HkM3Id7Dn/o0eP4q+//sKSJUuaXHxpLouQtFBtDEt/5k6VbP4ToAGMdoaINPL5fLi7u6OiogI3b97Ea6+9hilTpmD48OFW31coFHB2dm70IerRowckEgmnfwHcntBKpVKbnWmymm00GrF69WqMHDkSH3/8caMiPiEhIVi3bh2EQiGKi4vh6upqUwo1cXLlcrmVgU9OTsbvv/+Of//733Bycmpye7lcDg8PD/D5fKjVashkMgwaNAhJSUnw9/dvcDuVSoULFy5wtdsdbdXKsgYvKioKNTU1dgsLGQwG5OXldZho7K1bt/DBBx/g6aefxvLly600TohgaVv2GqfcW5AWam1V6sXn81FbW4upU6ciOzsbtbW1WLx4Mfr27QuNRsM5K5s3b0Z6ejr69++PefPm4Yknnmg2s2rv3r3QarWYMmWKTc8swzCcE2aJUqmEl5cXXF1dsXjxYsyZMwePP/44zGYz1Gp1swK9Xbt2xcSJExtsN1cXHo8HmUyGWbNmYfTo0di6dSv0ej06deoEPp+PwYMH2xWQtQxut1UferVajcLCQmg0GpjN5hbZ7cZ0VL788kvs2LEDP/30E/z8/LjJk2XGB8uymDt3LiorK7F+/XpIpVK7SoVIzbxer7crjVooFHJlJCQ1fMOGDfj+++85Dap+/fph2bJlGDNmjM37pVA6EnPmzMFDDz3ETfQYhsGyZcugVqsB3PYT6pZ/WJbrKRQKdO7cGcuXL4dOp4ODgwMKCgqQlpbGdZ4rLy/n2tTbIuBMIM8gAM72kKCK5eT+o48+wuzZs/Hggw8iOTkZS5Yswdy5cxEUFNRGV8kay0xwy3MhE3mNRsP5xQSNRtNsWR+ZB2g0GqhUKmg0mjZf5GstkyZNQrdu3bB06VKsWbMGmzdvhl6vh1qtbtDGSyQSTJ48GT179oSjoyMneG8Jj8er100xMTERn3zyCUaPHo1XX33V7m4xjUEEQ23Z38qVK6HX6xstf+oIgaWOCJ1NtDNarRbHjh2DRqPBwIEDUVVVBYPBgAsXLqB///71vt+QMJslHh4e6Ny5s5Vxbm6Fpy4kZUokEnElIk0JSIpEIgQFBeHChQu4ceMGRo0aBaVS2ewxLLHsXkFa2jV1nuSBdXR0xMCBA6HT6XDixAkMHDgQWq0WhYWFcHd3bzDoYlmPTCL9HWX1XigUIjQ0FA4ODiguLoafn59dq7nA/64tEQJtqiuIu7s7BgwYADc3t0ZbU7UEyxR9Ho8HrVaLnJwcODk5cXWXlunflil7dUVsLdNHqZG+P5FIJIiNjeVaJrcWog+RmZkJrVaLiIgIREZGokuXLtDpdJxwZ48ePcCyLH755RdUVlbalKVEHGRbbAp5BhQKBZRKJYxGI/z8/DB48GA4OTlxZRv+/v5QKBRc4O/mzZvw9/dvUhmeiBTbohFBHGF3d3colUpkZWWhqKgIJSUlcHNzQ2hoaKOBG7LvsLCwdu06QkopyMTBXuqKXlpSWFiIa9eu1WtVV/c4hYWFqKiosPmYdUtxGlpRbe56WdpGcg6lpaXIysrCtGnTUFVVhXPnzuHy5cvw9PREbGwshEKh1cph3759Gw3oUyjNIRaLMWDAACiVShw9ehSxsbFNLi61BA8PD06wFrh9r/v5+UGtVuPIkSMIDAzkxCmVSiUGDx5sJXprmQ1M4PP5XCYzyUCo21LTFgICAjBo0CAoFApUVlbi3Llz3GKZTCbjns+AgACIxWIMHjwYKpUK58+fh0qlaovLU4+GspgJ7u7uiI6ORn5+Pm7cuIGuXbvi+vXrSE9PR1xcXKMin43tPyEhwe6SuboQn7CthLidnZ0hl8tRUlKC/Px8HDt2DAUFBQ0Gpojv6Ozs3GjppbOzM0QiEcrLy+Hg4MBlf1dWVuL8+fOYPn06IiIiWhQ4J+dtuS25DmQser0eFRUVcHBwsApqMAzTYPvtuucnFArRr18/ODg44OLFi3aP8V6EBjDameLiYjz55JOYPn06vv/+e/D5fJw7dw5Dhw5Ffn5+ve+rVCpUVVU16sD5+fnVExcjSsK2OtREbd/d3R2TJk1qtnc8y7IwGAzYuHEjVq9ejbNnzzYbwCAQ4TutVgu9Xm+3GFmnTp3w3Xff4a233sKKFStw6tQpnD17Fg899BB+/vlnPPzww/W2kclk6N69O7ci1pTo0Z1GLpdjzpw5yMzMxPHjxxEfHw8nJye7S3NISjqJpIvF4gaNdp8+ffDzzz/D2dkZ1dXV3OSgNVkplroURJDWbDZzLc7qliGRQBkArhzEcqJIjD/Nzrh/8fHxwbJly9psfyqVChUVFeDz+ejevTv+85//ICIiAgxjLYg4btw4eHp6YunSpTAYDNBoNJDL5U06wEKh0G57EhYWBqlUCrVajYkTJ3LtVC33KZfLERkZCbPZjG3btuHhhx9uMoBhNpthMBg4+2ZLNggJdGZkZCA1NRW1tbVYvXp1oy35LLd7+umnrQKlzQnKdSRIZkTdDgOWaecA4OXlxWVD2JMRR9J7dTpdgwEYWyZUBoOB+z1ZloVQKMTjjz+O2tpaVFZWYteuXfj999/x66+/cpPL6upqODo64ocffmiTNoiU+xM3Nzds2bIF69atw0MPPYSdO3c2WZraEhp6v5tMJuTl5eGxxx7DrFmz8OmnnwIAwsPDsWvXrmZ9Ak9Pz3pBb0thT1uZNGkSxo0bBz6fj1OnTuGBBx7Ap59+ig8//LDes+vh4YEtW7Zg1apVWLhw4V3Jgu3duzfkcjl2796NlJQULF26FKtWrcIPP/yAlJQUBAUFNavHQ7J+JRIJ1q5di8jIyFaPi/j5bQEZG4/HQ1ZWFmbMmAGpVAo/P79mhUkb+iw2NhYajQbJycmIioriggYqlQqZmZlgGMYu3SlLSNt2y0U6jUZjpctSUVGBw4cPo2fPnjY3MbBELpdj/fr12L59e4PznvsROmNoJ1iWxbfffosTJ05wrdrEYjF4PB68vLwwe/ZsmM1mbNmyBQ888AAMBgMuX77MGdLG6rAberhmzpzJreg1B9mepJ4NHz4ckZGRzT60JKpt7wqcpVgR4fHHH8fAgQNtGi+p0TObzaisrMQbb7wBf39/rF69ukl1YTJGHo+Hbt26QSaT4cqVKzaPu72wvHZkBcLNzc2ua0pWXC1FoOpiMBhw/vx5yGQyhISEQCgUQqfTITk5mWvp25pUOXJMs9mMK1euoKioCN27d2/wXMj/k9XPukJ9mzdvxqlTp/DOO+802F6Xcu9Dutjs27cPx44dw8KFC+Hl5dXi/R06dAiJiYlYuHAhAgIC0KlTp0YDE42l6daF1CIfOXIEVVVVeOSRR2wezwMPPIC8vDzs3r0bXbt2RXx8fL0VNrFYjGeffRbJycnYvHkz+vfvjy5dujS6z/j4ePj4+MDZ2dmugCTDMFZpxrZkPjEMg06dOll9l5SltFUJiUQigZubG/eebGu0Wi0WLVqEAQMG4IUXXrD6W1FREW7evImHHnrIakXXXkhqN0lBB2AlQtwUzs7OXDbesGHD4ODgABcXF7i4uGD27NlYvnw5Ll++jJMnTyIkJAQBAQFcF5jBgwfTTiWUVsHn82EymVBTU4O1a9fi/PnzePbZZ9tsYaGh54mUcRHbazKZ8PHHH8NkMmH+/PnNBhEt9+ng4IAJEyZwgWp7IM87yWi11IhoCEsxSfJ8t1ZjzB48PDwQGxuLb775hgugEGFqW9qEkr8/8MAD8PDwaNNS67a6BmQ///73vzF48GAsX74cBoOB00yx59h8Ph9Tp07FtWvX8Pnnn+OFF16Ap6cnfvnlF/z1118AWtZelWRQ1s08USqVGDVqFHg8Ho4ePYqEhASu64w9gfG651b3n/udjiUOcI+RnJyMw4cPQyqVcgJcfD4fzs7OGDlyJEwmE1deUl1djdTUVHTr1g3Tp0+3yykcMGAAZsyYAY1GY7OgGlk9b6iXdUOQFH97Hz6ySld3vI899phNIqQM8z9ler1ej23btuHWrVuYM2eOlbpw3W0syxYCAwM5oaOOgl6v51bPWtp5gRjNhhxjk8mE1NRUZGVlcVFso9GIW7duQa/Xw8/Pr0VdVCwh6c4FBQVQq9WIiYlpUoSROELEQSCtGM+cOYPffvsNeXl5KC0tRXl5eYdre0tpX0gmUVJSEtavX8/1sW8pFy9exOHDhzF+/HiMGjWKE3BsCGInmnMIyP1+5coVXLx40a5U2djYWMTGxiIxMRG3bt1q0FkUCARc3/tz586hoqKiyfK3kJAQ9O3bFzqdzma7X9fxscUJItt4enpy7wpyzdqytbFCoUBgYKDNek6WEE0LV1fXBgOzpI3p1q1bsX//fq7rCglqlZaW4vz584iLi8OwYcPsduZ5PB4UCgUkEonVRIZhGC5TRq/X1ythITAMA29vb3h4eKCyshJhYWGYMGEC5HI5XF1dMWjQIHh6esJkMuHChQu4evUqCgoKkJqaiqtXr0IqlbbanlPuX8jzLBaLoVQqcezYMezduxelpaVcuZzlP215TPIPWZjZvXs3fvvtN6vSKlsgmbct8fVId7WKigpOiLyp9wUJeJPJdEuy0FozEXV0dERAQACqqqpQXFwMlmW5oIot+zMajaisrERERAQeeughTqC/tZPi9phUjxkzBlOmTIFSqYRcLq+nqWcLPB4PvXv3RmhoKA4dOoTc3FwYDAYcOXIEV69etQqc23MOJABX97mQyWTo3bs3eDwekpOTOV0njUbT6oxFsVgMd3f3Nls4+CdDAxjtyIsvvoh169Zh7969ePbZZ7nPHR0dMWrUKNTW1uLXX39FbW0tioqKsHv3buTl5bXoWBUVFRg1ahTeeustm7chIndvv/12ky8lhmE4sbaWRpklEkmrVoicnZ3h7++P4ODgNquTv5ucOnUKr7/+eoN12fZA6g7r/n4ajQaffPIJfv75Zy4lmaTPk5WWtoCk3cXHx+Pjjz9Gr169GvyeXC7HsGHDIJFIcOzYMVRWViIlJQX9+/eHUqnEF198gaeffhqDBg3CuHHjcOLECQD/U/an3NvweDxOwMrWcrimIBoCtjxbjT1DbQmZKO/atQuXLl1q9HuW47BlsqBWq/Hggw/iX//6l81jIc5c9+7dbd4GANduz5K2XAkaOXIk9uzZg27dutn1W5Dfz8vLC4cPH8bLL79c7ztPPvkk1q9fD09PT5SUlODQoUNISEjAs88+C4lEgtOnT2PRokW4du1ai1Te3dzc8NZbb1mJcpN7WiAQwGg04vTp07h69WqD2/N4PHz88cd4+umnMXjwYBw6dAhdunSxut6LFi3C6tWrsWrVKsyZMwf9+vXD+++/z7WnplBay4MPPoikpCQEBATg1KlTGDduHH766ScAaDIA11oss3RJFkRLaI1Gj9FoxBNPPIEVK1Zg165dmDBhQpPfNxgMUKlUEAgEdvu2pItdazWFLDV3bNGWI2RlZWHmzJnYvn27Tdlh9kAC223lt/F4PERGRiIxMREnTpzAnj17EBAQ0KJ9SaVSREZGwtnZGSaTCVeuXEFERAQuXLiAoUOH2r2/xvTb3Nzc8OKLL0Kn02HZsmUoLS1FWloa5s2bh5MnT7Zo7IRhw4bh/PnzGDZsWKv2cy9AS0iaoLURydzcXBQXF2PEiBFWmhHEsSHpemazGS4uLujfvz/c3d3tPg5JbS4sLLR55dLHxwedO3fmVr2bgxhKew1dcHAwhg0bBqVS2aprGRMTg/Hjx+PAgQNWqc/20JFSrnQ6HSoqKmAymVo0LqVSiUmTJqFr1671SjKA2/eEWq2GVqvlavPIfdJc33F7MJvNXCverl27NpqhI5PJMHToUJSVlWH//v0IDQ2Fk5MTBg4ciLi4OERERGDAgAFIS0vDuXPnoFarO9TvRWlfyKoWWdki2UUtnSDbsypmeeym0qXJWIgAaN3Wf7aMSa1WNzkJaOg5bmz/pDyvsLDQZk0icgxPT0+4u7vbPPbGvkfaFxIBs9Y8s1KpFBKJBDk5OTAajc3Wcdcdn0AggI+PT4M2yNXVFcHBwRAIBCgpKcHBgwcRExODoKAgCAQC+Pv7Y9SoUXB1dW2R402yP8h7ve61IKt9BoMBnTt3tmrjRyAZHIWFhVzXJst9uLu7g2VZDB8+nOtsBtwWFmxpWjKFYolcLodEIsGoUaMQGBgIjUaD3NxcbNmyBWq1GkKhEE5OToiJieFEY+umz5N739Znt27rUz6ff8dF14lvVFpaCqFQiODgYDg4ODS5jbe3N3r37o3s7GwolUpER0fbnNFG/t2aADDDMAgLC0NtbS0OHDgAFxcXTJkyxabMZoPBgKKiIqhUqja91kSbra0CGOTaCIVCq8yalto7V1dXTJgwAV5eXtBqtRg2bBg6derU5hnaJJvJZDKhuroaJpMJYrEYfn5+Nv0+TSGVShvtVnK/QQMYTUCc2payd+9epKWlYcqUKQ22uiMOKMuyCA0NxaJFiwDYP9G27BVtq9MeGxuLyspKrF69utkVJ5LuTwTb7DF4/fv3R0BAQIsCM5ZMnDgRgwcPxp49e+xq91S360ZHmxQLBIIWpWB7enpi+fLlkMvlDRozUlPP5/O5umqSpm82m9vM4TUYDPj666/h6enJ1Y839OJycnLCc889h48++ggrVqzAtGnT0L17d6xevZob7/Lly7Fjxw48+uijbb4qQOnYMAzD1ZOKRCIuANHa+mtb9R0EAgHEYnGTK2mWZRNkjLY+S7bY5roObXP3P+m0YjAY7FqxZBgGAQEBKCgoaNUKIGkRrtVquW4YrbGv5HzPnTsHlUqFgIAAm5xgy3LBxu4XBwcH7n66desWVq1ahfXr12PIkCEAgMGDB6NPnz4trlG2zG5r6FrodDqsXbsWZWVlmDJlCqRSab1z02q1XKoxUL/+XqFQQCaT4ZNPPuHKXyiUtoRkPBJxylOnTuHnn3/GihUrUF1dDZlMhk6dOuGdd97hxOSJQC7wP3FIezV5LP/dXPvo9sAy4C0UCuHu7t6sHejatSueffZZnDlzBtevX0eXLl3snrS3xl4yDINhw4bhypUreP/99zF37lwsWLDApmvXHgLMxOcUi8UN2rfW7rst7omgoCC8//77KCwsRHV1Nd55551WlUBaZm9avq9JuYjlYoW7uzsmT57cbi1370doAKMRJBIJxo8f36pI17PPPguVStWoUxwfH4+HHnoI27dvR3h4OKeC3BKjZu9kz9HREX5+fkhISEBYWJhN+2/JhNKeujxbaEkQgmVZFBcX4/fff29RmtjdhjjHloaWBCOamnBZZsy8//77SEtLw7p16xAREdHq8QiFQm7CR8qLmoJMdoha8+rVq9GrVy88+eSTVi+6vn37YseOHZza/hdffMFNGjta8InS9jz66KPo168f3NzcuHan7U1oaCi2bt2K0NBQm76v1+uh0+kaXEVvCsvnuKnt/P39MW3aNJsn8PbC4/EwYsQIiMVifPfdd22+/5ZCtCJ+/fVXlJaWYsqUKW32+/N4PDg4OODzzz+HTqeDTCZDbGws93dLxfuWIJPJ0LdvX9TU1ODy5cuIjIy00uJQKBT44osvwDAMPvroI8yYMaOeQKtEIkHXrl2bvBcZhmlRDTiFYi9EU8Lb2xuPPPII0tPTcfnyZWzcuBHvvfce1qxZA5lMxnVvAm4/Z0qlEg4ODlxXHIPBgOrqajz++OMYOnQoN+kj2mjOzs7YsmUL/Pz8wDAMlixZwmna3Ens9S19fX0hk8m4Eps7veDC4/EwfPhwODo64rvvvkNlZaXNdsHb2xv/93//1y6i6f8EkUlnZ2colcpW32NGo7HBjEoicP3www8jNDQUH374ISQSCfr379/gYjalZdAARgOQNpMBAQGtSu9qSkEeAAIDAxEfH4+kpCSo1Wp069YN7u7uLbrB7R0naaXq7e3dpPAiYG2Y7TXSQqEQMpkMxcXFkMlk8PDwuOOGjUyes7OzUVtbe0eP3dBY7C3F4fP5CA0NhaOjI/Ly8uDq6gqz2Yzc3Fz4+PjU6+Zi2Y+b3MsXLlzA5cuXsXr16ha326ub6klErEhKfVPnRCL+ZEwpKSkQiUR48sknrb7n6emJUaNGYdu2bbh06RLy8/NRU1PToV+GlLYjLCwMISEhuHTpEiorKxEZGWlXmQYJtLq6utqcWu/o6IgRI0bYPEa5XA6dTmd3yYRl+UlT27m4uKBXr15wdnZu8txtFR9taDsfHx94e3tzGg0txfLYbeHAsyyLnJwcFBYW2l2i0xQkCDpgwADw+XzIZLJ6YqatCQoIBAJ4eXlBo9GgoqLCSrhaKBRCoVCgX79+yMnJwc6dOxsUXRUIBHBxccHw4cOb/M3bSjSVQmkKgUAAd3d3uLu7Izo6mkt/P3jwIKqrq1FbWwulUgmtVouqqioAt30V0oqS3MN6vR4VFRWIjo5GYGAglzFGVv9FIhGGDRsGlUqFvLw8xMbG3nGBwrq2wBbkcjnEYjGqqqqg0+nuSsaoj48PJ/xrj3aPXC5Hr169uAy+toS8g1tbBtqekEyR1tKYkD6x08Rv37x5M8RiMdemm9I20ADGXaRnz56IjIzEjz/+iMTERFy4cAGvvvoqBg4caNd+WuLIEsfQ09Oz2QAGwWg02m2oPTw84OjoiBdffBHOzs7473//26qUZVJzbQ+k/KUjwLIsampq7HrZuLi4YNeuXThx4gTmz5+PhQsXwtHREa+99hqmT5+OF1980er7er2ea5PIsiykUimcnJxa3OPaErJyQtLGAdtXLixT48+dO9ekIZ81axYGDBiATz/9FBcuXLhrDgLlzqPT6TB79mz4+flh27Ztdtk2krr51FNPYdq0aW2+wsQwDMaOHQuVStXiUoPm6NSpE+bOncutbDb2nJDgsL2ZIAC4enbS+riltKXILqkbVigU7VYeQbRC2suhbuhd7OPjg4iICGRlZaGqqgq+vr605SnlHwXDMIiIiECnTp0wfvx4rsxJKpWiuLgY165d43Rw3Nzc8OOPP2LVqlXc9izL4sMPP8TKlStRWVlppZkRFBSEU6dO4fDhw/j++++xdOlSREZG3pVztAdSOmNvWXVbotPpuPIdg8EArVZrUxcngUAANzc3lJeXt7rjV11IS3S1Wt3k++t+wNHREQqFAu+88w5EIhHi4+Np9lwbQgMYDUBWitu7LRkRvNHpdHB2dsaECRO4ukJ7aIkzRhxPtVrNiWK2B2SVHmj9Cp1QKMTQoUPRqVMnu7Yj11kmk93x2sq6kDrB+Ph4vPrqq5wQVnNIJBKoVCpcvHgRNTU1kMlkyMvLQ2VlJadxQe4Dkg4dHh6O2tpafPTRRwgLC0NCQkKbRJ2J3gpxQizVyWtra2E2m6FQKKxEEUltLGm7GBUVhaioKO5vdfH394fJZMK6detQWVkJNze3u/7bUe4cPB4PWVlZ+O9//4sxY8aga9euNve3J/eJPW1O7YE8a5WVlZzwoi2Qsq/m6o5JtkBzuhmtmYQLhUL4+fnh0Ucftbl0piFIcLgtHHhyPqTlaFtzJ1YB1Wo1iouLrQLmvXv3hkwmw+7du7mAct3gV0dboaRQLCFCxwzDwMHBgXveiV4EWXHn8XiQy+UYMWKElV00m82QyWQQiUTQaDSorq5GQUEBhEIhpFIp1q5di0uXLuHq1avYt28frl69CoFAgIiICE58tz2fEXu0hyy34fF4nPbN3XiGybiJr2WrDlF7ZkWYTCbodDorH/F+hdwjQUFBnKYitfVth00zAoZhnAB8AyAaAAtgNoA0AD8DCAJwC8BUlmUr2mOQdxoirtmcMFhbYTAYEBISglmzZt2xm5sYPK1W26K2cfYiFotbpWPAsiyEQiHGjRtnc8YIYK3XIJfL7/okmGFut6Tt27cvEhIS7Jr8VFRU4PLly6iuroaLiwtKSkpQXV0No9FoNbkTCASQSqWIjY1FSkoKFi1ahO3bt2PSpEmtHj95uVuuOuj1em7CUVlZCbVaDT8/PysxLvKiJ+3DevXqhYSEhEbvBz8/P7Asi6ysLOj1eri7u9PU6b+51+0xw9xuzXvx4kW8+eabcHZ2RmhoaL20/8a2FQqF0Ov1XDCtPcZnNptRUVHBBQttgWVZ6HS6dskGsyeAQIKoQUFBmDNnTquOqdPp2jwF2dKe/NOorq5GXl6e1fgHDRqErl27olu3bnBwcMBDDz10199DlLblXrfJhIYyrpRKZb0uSGPGjMHIkSMB/G/Bg/iAAJCXl4ekpCTIZDJUVFRg4cKFKC0thUqlwo4dO+Dm5gaxWIzJkyfDw8OD032xNevN3tIFUvZgT0YZmRs0FJC8U1jOURpqc23rPtoSIvpPAxi34fF4Ni9UUuzD1rfoSgD7WJZ9iGEYEQAZgEUADrEsu5RhmIUAFgJY0E7jvKOIRCKoVCrMmTMHPXr0wPz589v1eKQu+k4SERGBgIAAxMbG2qS5QbJS7iZ8Ph+DBw9uUTTeYDCgoqKizRzj1kawBf/f3v1HR1Xf+R9/vieTTH5CfgAJPwJJBASCRVERKlgURREtgt0ee7pAq6ec7naL0HWprXvqHv/otpZqq/V8q931i1K/LVux6KqtIq12axULSAFFvwhW+VlQkPwgCYR8vn9k7nxDSMgkmZl7k3k9zslhcjMz982dmfd87vt+foTD3f6y9Pb3/PPPx+bB6GyS1OzsbJYvX87vfvc7Dh06lLCJg7wrLR1tb25u5oknnuCNN97gwQcfZMiQIWfdz+t2OXnyZC666KJzHsPS0lKeeuop1qxZwwMPPJDUnkJ9TL/Ox5FIhIceeog//OEPLFu2jJUrV7J27VrWrFlDSUlJl4/3lgxO1rCxz372szQ2NgZmWFNPlrcOsgkTJjBo0KDYLPl96WR/06ZN/OQnP2H27NmUlpbGtodCIYYMGUJ1dTVLliyhqKjIxyglCfp1Tu6u9m3a9nPZDB48mJkzZxIKhWhubmbChAmsXr2alStXsmXLllj7aOPGjdx7770sWLCACy64gLlz53bZ7tq/fz9btmyhuro67kn4N27cyO9//3tuuOEGysvL427b+T1hpbdyV0+/A5qbm89Y+SgRhgwZwsyZMykvL9eElZJUXbYMzGwgcAXwJQDn3EngpJnNA2ZG7/YY8DL9JDmHQiFaWlrYtm1br5f/jHd/qR4XlZubS05OTtwzr3vdoKZMmeLb+F3vymxPvixycnKoqKhIWELtzpK1HfG6/cV7X2i90lFZWcm+ffs4duwY48aNo6ysrMPXLxQKMWLECMaPH8/UqVO71Wsl3ng62n7kyBHef//9WHfSjuLKzMxkwIABXb4WWVlZXHDBBbzyyiuxOTeCOilUqqRDPg6FQowdO5ba2louv/xyduzYwZYtW3jttdc477zzGDFixDknn2w7gViimRmDBg2isbGR3bt3x10kMTNyc3O57LLLGDlyZMLj8oN3ZSnREzN7eS1Zr2EyeO+548ePs2/fvrMK5eFwmEsuuYSxY8cydOhQn6KUZEiHnNxdXX1Ht+0t4JyjqKgo9rnw2mlmRk1NDceOHWPLli2cPn2a8ePHU1pa2mHbwStaHz9+nIMHDzJ27Ni4CxgHDhxg8+bNzJs3jzFjxnR7GIZf7REvhq5WtmrPy1f79u1j586dlJeXJ6xdX1JSwrRp06ipqeGdd95h3LhxvvVQkf4tnksblcAR4H+b2SRgM3A7UOqcOxi9zyGgtKMHm9kSYAnQpxpuXhfhVKxa0ZNJ2BLFm2DnXAnYG9f41a9+lVtvvdW39ed78yVRWVnJv/zLvzBx4sSExNLQ0EB9fX1Cnite48ePZ+nSpTz++OM0NDTwwx/+sMslUS+++GIefvjhhA2/CIfDHZ44enMPeOMwvfGu7eXn5zN06FDC4XDcVwy8L1uva3mqZygPmLTJx5MnT+b555/ntttu47HHHuPzn/88c+bM4c4772Ts2LEdrqbjzTPhXb1PVs+EU6dOsW/fPiKRSIc9jdryipUVFRU8/fTTcXfz7enS1akSiURYuHAhgwcPTujY3i9/+cuxYZx9qYBxrvlN8vLyeOihh9K28NrPpU1OThZvuEEoFOL+++9nypQphEIhXnvtNTZu3MiPf/xjNm/ezOHDh1m8eDEXX3zxWc/R0tJCTU0NDQ0NfPLJJ0ydOjXu/e/atYtnn32Wb3/720yePDmR/7WkOn36NGbGwIEDu9Uuamlp4cSJE6xZs4af/vSnXHrppT1ena69Cy64gIkTJ7J8+XJ2797NmjVrfDtnkP4tngJGGJgMfN05t9HMfkxrV7gY55wzsw5bWs65R4BHAC655JLgtsbayczM5OKLLyYSifDcc89x6aWXdtlQ7YrXyGnbna6pqSm2YgTAm2++yf79+2MTo5lZbKb4nJycWMM8Kyur10WP7nSTA2hsbKS2trbHY/5603jrbcOvqKiIyy+/nH379rFnzx6uvPLKHp0I+3lCUVZWxsyZMykrK6O5uZnq6uqzllBtz+vxkIiGs/ccmZmZDBs2jIKCAsLhMIsXLyYcDnP48GHq6+tjjfiO9jl9+nTy8vIYNmxY3DFNnz6dH/zgB4wePbpPdSdPkrTJx96J/xe+8AXOO+887rvvPrZu3crKlSspKSmhvLycb3zjG2cNofLmpfAaTd3tKeXl1fYnz954Y4CPP/6YRx55JLbOezz/FyDuHm/tH9eVlpYWmpqayMzMTOnVLu9Kak+Wc+1MOBzmyJEjfO973+Oaa65h3rx5CXneZDtXwcl7Lwe5ICU9ljY5OVlCoRDnnXcec+fOpaysLLaSxrhx4ygsLKSkpIRdu3axYcMGhgwZwscff8xnPvOZM3L/gAEDuPHGG3n//fc5cOBAt2Po6WfTz6JkKBRi5MiR3H333Vx22WXdeqyZdTokuDe8njB1dXUcP3683+c8b04ptU1TL54jvg/Y55zbGP39SVqT89/MbKhz7qCZDQUOJytIP2RmZjJp0iTq6+t5+eWXGT16dIfDSdomr44+qN7fm5ubOXXqVGzVCG/7iRMnYhNp1tTU8Je//IUdO3bECh2hUIjCwkJaWlooLCyMTZpWWlqasl4b3tKZDQ0NnDhxokcJye/uwPn5+VRXV7N161Z27tzJ5Zdf3uMr+X4l5OLiYoqLi7nwwgu7vG/b92WivmDbTnRVUlISK2TNnj2buro6PvzwQ2pqas55wuhV53fv3h33+/eCCy5g/Pjx3e4m2U+lXT6+6qqrmDhxIqtXr+bIkSO8+OKLNDU1UVVVxaJFi86a3NNbxs3Lt93tfeT1Dmrbg8Nb4tPrsXb8+HGee+45Jk2aFPfzel19u3P/eHk9lLyZzlPBGxaTnZ2dsGFd3ol+TU0Njz76aGx1Lu9vfV1/+D/IWdIuJyeSlzvKy8uZOXMmxcXFsTxZXl7OiBEj+NSnPsWLL77Io48+yqZNm2hubmbatGlnXJzJy8vj05/+NKdPn+bgwYPn2uVZIpEIAwcO7FH7wq/2oHfcSktLWbx4cbcL48mav8P77vTOF/qznJwcCgoKyMrKUgHDB10ecefcITPba2bnO+feBWYBb0d/FgPfi/77dFIjTbG8vDzuuOMOnnzySVasWMG1117LmDFjaGhoiJ3I5ebmntVY9P4OnFGV27ZtGy+//DJr1qw5I7k656irq2Pbtm3Mnj2bAwcOUFtbG+tmbGY89dRTse75p0+fJiMjg2effbbL4QOJUlNTwx//+EfGjBlDVVVVtz+oLS0t7Nmzh0GDBp01mVOq/c///A8bNmzg9ttvP2vm7HilcyP0o48+4vDhw7Gr0c45amtreeONN1i5ciUnT55k4MCBXX6pjxo1Ku59pvKkLOjSMR+Hw2FKS0vZsGFDbLKyZcuW8frrr/PpT3/6jPeHV2z1uiT3ZMLf7OzsWEEAiBWR58yZwz/8wz+Qn59PY2MjWVlZgXhfehPmpTovZWZmcv311ydt3+mcZ6XvSMecnAwTJ05k9OjRHQ43yMrK4sorr+SNN97gnnvuYd26dSxdujRhOWLhwoXMmTOnW+0SaG2/19fX+7pqkjd8t7uPycnJIS8vj/z8/IReGPKK/d5yuf25B8Ydd9zB8ePHe3wuIb0T77v+68AT0dmV9wBfBkLAf5nZbcAHwOeTE6I/zIyioiIikQh1dXW89tprnDhxgtra2tgHsrq6OpZsQ6EQp0+fZtu2bbHhIHl5ebFK8s6dO/nzn/9MS0sLBQUFnD59mrKystjQEG/ugIqKCpqammJd6JxzvPPOO9TX15Obm8vhw4f55JNPePHFF/nggw8YNmwYw4cPT+qxOHHiBG+++SaFhYXdLpp4PS/q6urinlApmaqrqzl58iThcLjTiSbPxXtNEtllui9pbm4+oweRmVFcXExOTg4HDx4kOzubAQMGnPM5knklOk2kVT72GmjeUmTOudiVupqaGj744AN2797NyZMnaWlp4fTp012umtTZknzee9NbCs57jqNHj7Jp0yaeffZZqqqqOHLkSHL+sz3gZwMxOzs7tsJTXl5ej5bx60hBQQE33XQTgwYNYvv27YwZMyYQ3x/nkpGREVuyWz3F0k5a5eRkiEQiHfaK9b7/c3NzqaysZMqUKUQiEX77298ybty4hMxZUVhYSH5+focrunWlpxO6t+/l11M9aR+17XnhXRTw4uhte8t7/NSpUyksLOR3v/sdo0ePZvTo0f2uF+2gQYPIzMzk9ddfp7S0lLFjx/odUlqJq4DhnNsKXNLBn2YlNJqA8U5Us7OzeeCBB4DWK9DQ2lhZunQpw4YNA1orxCdPnuS73/0ux461LvVdWFhIJBLBOceJEydiS7MOHz6cpqYmrrvuOmbMmHHGPhsaGmhubo7Nwgxw3333sWfPHoYOHcof//hHXn31Vb71rW9RXl7OggULmD9/frcrx91x7Ngx1q1bx4gRI5g+fXq3HutdyTx+/HggGqBf+9rXzlinuqfJ1Ft7O914X3Rtu9aPHz+eAwcOxIo7/bniHgTpmo89Zsbtt98e+/0//uM/+NGPfsRHH31Ec3MzoVCIuro6GhsbO30Ob6LZc4lEIrEJQevq6njppZdYv3498+bNIzc3N2nLtHZXb1dE6g1v6OOBAweoqqpK2GpH5eXl/PznP2f9+vWsXr2a5cuXB+L7ozOhUIisrCxyc3MpKCjoV4106Vq65+RU8C4aff3rX2f//v1MmjSJz33uczz88MO9fu7e9GLz8m932z1t26F+OXXqFI2NjWdMopoIZsaKFSvYu3cvc+bMYf78+SxfvpwBAwb0q9yYmZlJU1MT//7v/85VV13FHXfc4XdIaSX9zsC6wcyYMWMGq1atIisri0OHDrFixYrYRIX//d//HWtUeVf0Jk+eHLuyN3fuXKqqqoD/P1nnuHHjyM3NpaWlhbKysrMSZlZWVmxcn3dCeOONN1JfX092djYzZ87k4MGDrFixgv3797N27VrMjLFjx8Ya7MlaatLrnt2dRO8NNQjKVfS2y071JibvWEjrMa2urmb16tWxE8NEzWgt0pG2n92rr76aUaNGxeYNgtaGWfvPp/cY51ynq+m0512damlpYf369Tz88MNs2rSJjIyMWI+PZOoqR2VnZ/Pggw+Sk5PjS571lgBPxr7NjF27dvH8889z8803k5eXx4ABAwLzXdKeCrgiyeV99jMyMhg6dOgZk5gfO3aM559/PnYBsafP3d3HTJ8+PVY47y6v+OFdTEt1brvooou45ZZbKCwsTGhhwcuB+fn5LFy4kA8//JDbbruNe+65h7FjxxKJRAKbx7sjLy+PvLw8du3axfjx4xPWi0XiowJGJ7w34MiRIxk2bBjhcJi//vWvVFVVUVNTw8mTJ2lqaooNF4HW4sOMGTNiw0quvvpqJkyYABBbArKrFTzaN6q94kRbjY2NPPzww9TX1/Puu+/y5ptvUldXFxuHl+h5JtoWQ7rbOGs7c38QtP0C7A1vaIzXYE23hNV+UtYhQ4Zw0003EQ6H07Z3ivijsrKSysrKM7Z5n02P9xn1TjJ7kpcaGxv5zW9+w5EjR2hqakr6yWo8RWhvEt22c3akUigU4uTJkxw6dIihQ4cm/PlPnz4d++5UwVhEoLWdPHr0aAoKCjh48CDFxcU0Njby9ttvEw6HUzIngZf7KysrY8uZdvfx7YdvpNrIkSO57LLL+OSTT8jIyOj1SovtZWdnM2XKFD7++GO2b9/O3r17KSkpifVc7+u8VbiOHj1KXV2d3+GkHZ1ldKHteP3y8nJeeOGF2CRx7YVCoTO6SLUdz5eZmdnt2fA7E4lE+PnPf84rr7zCokWL2LBhAxs2bIg1qpPBOzHtLm9W+f56gu/NV5Ko17YvaG5u5ujRozQ0NMS2hUKhLrvki6TKuU7+e5qLbr75Zq699lrmz5/Pq6++mvRJPONdJckryGRnZyctls5EIhG2bt3KF7/4RR5//HHmz5+f0OdfsmQJixYtIi8vLxATpoqI/0pKSli9ejUvvPACixcv5t5772XYsGEMHDgwZUMyvOLq8OHDe30Ry6/28eTJkxkzZgzXXHMNo0aN4sknn0zI83oXCnJycpgxYwZTp07lzjvv5Pvf/z5/+tOfuOeee5TPpddUwOiC90GE1qtdRUVFZ13da6uzSYASnaCKioqorq7mH//xH1m/fj1vvfVWUvYDrSesR44c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3)\n","(32,)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"ih0auZXkBF1D","outputId":"b332a8d0-aa1c-4f65-aaf2-2aec7bd188ce"},"source":["print(targets)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0. 1. 0.\n"," 1. 0. 1. 0. 1. 0. 1. 0.]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"Vv9_syFmBF1D","outputId":"e864b6b5-48cf-4dcc-ca6d-f30f8ef7649f"},"source":["i = 3\n","\n","print(targets[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs[0][i],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs[1][i],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["0.0\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"cFfY1i8VBF1E","outputId":"a61394ef-c55a-4bb0-932e-40946699a04e"},"source":["batch_sz = 32\n","num_test_samples = len(data) * len(data[0]) * 2\n","# steps_per_epoch = num_train_samples//batch_sz,\n","num_test_samples"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["4800"]},"metadata":{"tags":[]},"execution_count":23}]},{"cell_type":"code","metadata":{"id":"wZhXqVTJBF1E","outputId":"c1944f8f-e9f0-4ae5-ecc9-d622fc788b14"},"source":["ev = siamese_net.evaluate(generate_batch(data, batch_size = batch_sz), steps = num_test_samples//batch_sz,)\n","ev"],"execution_count":null,"outputs":[{"output_type":"stream","text":["150/150 [==============================] - 179s 1s/step - loss: 0.5094 - accuracy: 0.8050\n"],"name":"stdout"},{"output_type":"execute_result","data":{"text/plain":["[0.5094283223152161, 0.8050000071525574]"]},"metadata":{"tags":[]},"execution_count":26}]},{"cell_type":"markdown","metadata":{"id":"ZuIC69WmBF1E"},"source":["## Test 2 another way"]},{"cell_type":"code","metadata":{"id":"IFzQGcUrBF1E","outputId":"42dce88c-d32e-42f6-c204-bb95b54f2341"},"source":["i = 1\n","\n","print(targets[i])\n","\n","img_1 = pairs[0][i].copy()\n","print(img_1.shape)\n","img_1 = img_1.reshape(1, pairs[0][i].shape[0], pairs[0][i].shape[1], pairs[0][i].shape[2])\n","print(img_1.shape)\n","img_2 = pairs[1][i].copy()\n","print(img_2.shape)\n","img_2 = img_2.reshape(1, pairs[0][i].shape[0], pairs[0][i].shape[1], pairs[0][i].shape[2])\n","print(img_2.shape)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["0.0\n","(100, 200, 3)\n","(1, 100, 200, 3)\n","(100, 200, 3)\n","(1, 100, 200, 3)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"3lv4pVJaBF1F","outputId":"7b1f6dc0-319e-460f-f0fa-77c74a857e3c"},"source":["print(targets[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs[0][i],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs[1][i],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["0.0\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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0k7k7OPMYa6urp2m8iMMej1ephMJri4uLQ78CMWi+Hp6QmZTIby8nJ4eXnB0dGx3etrNBrU19e3Ow+vsrISmZmZSEtLg7e3N1588cU2a2MJCQkICgrC//t//w+hoaGoqKiAq6vrQ/fFikQi9OnTB01NTcjOzoazszO8vLzarRFWVVXh8uXLiI2N7fD/xM7ODnZ2dsjPz4dEImmVqcdoNEKj0SA7OxtisRiRkZHtnkuj0eD06dMYOHDgg71I0mNYZW5BYWEhcnNz4eHh0elpLe+//z7OnDmDSZMmITo6Gh4eHl068KFSqZCamoqysrI2H9fpdDh58iRKSkoQGhp6XzXV6upqnD17FvX19V1S1osXL6K8vBwbNmzAU0891eYx7u7uSElJQb9+/RATE4NRo0Zh7dq1Dzzwcvr0abz33ntYtWoVPv30005NSzl48CASEhJw5cqVB7rm3cRiMd566y28/vrrkEql+OCDD5CQkIDKyso2j09PT8fGjRtRXl5+z3PX1tZi/vz52LFjR6vH5s+fjx9++AGHDh1CYmLiQ78O8niwSo0xJycHpaWlQgd5Z5jnCtbW1kKr1QrJFR4Wz/M4cuQIioqKkJ+fD09PT3h7e2P69Okt+q6kUimioqJQXV2NQ4cOYfbs2QgMDGz3vKdPn8bNmzchl8tRV1eHgoICZGVlwcvLC2PGjIGDgwPs7Ozuu7yMMaSmpgrN1PbugVgsFmq2NTU1wjK5+6VUKvHPf/4TSqUSzz//PHr37i3cF5VKBZ1OB2dn5xblsLOzwyuvvILLly8jMzMTer3+vq9rieM42NnZISQkBHPnzsWlS5dQUVGBffv2ITY2FuPGjWtxvF6v7/REb/MAlTkf5t2DX7a2tpBIJHj22Weh0Wjw5ZdfIiEhAeHh4Q/9mkjPZZXAeObMGWRmZmL27NmdrnkplUqUl5cjJycHISEhD/QhbwvP81i/fj3Onz8vzJW0t7fH8OHDWwRGGxsbTJs2Ddu2bcOqVasQFxfXZmA0J5TYtWsXdu7cCVdXV+j1eqGvNCAgAF9//TV69+4tdCNY9ll1NBeO53l8//330Ov1WLp0abcmRWWMoaqqCosXL8aiRYuwbdu2Fo/X1dWhtrYWdnZ2Qpk5joObmxs++eQTbNmyBWfPnu3SZXLh4eH4/PPPsX79ehw4cAArV67EjBkzMGbMmAdejSIWixEQEAAnJyfodDooFIoWX9gymQx/+ctfcOLECUyePBlffvklwsLChNdLnjxWX/nSWV999RX++c9/dtuIdHh4OD755BN88803+OWXX9qtyfbp0wdz585tlWDWLDMzE2+//TYmT56Mn376CVKptMWqkpqaGqxcuRIzZ87EggULYGtr2yK4yeVyLFy4EH5+fl3/Iu+Dee1xbW0toqOj4ePj0+qYgwcPYv/+/bCzsxPu1+rVqzF69OhuL9/s2bMRFxeHlStX4saNG5g4cSLef/99DB8+/L7OU1lZicbGRmzfvh03btzAzJkz8dFHH2HAgAGtjh00aBBOnDgBjuNw5swZYf8XM4VCgZiYmDbvFXm8WCUwenp6IigoqFPNaJVKhaKiIhQWFqKyslIYJGlqaoKNjc1DZTJRqVSoq6uDk5MTXFxcMG7cOFy5cgXZ2dntnlcqlcLBwaFVTY3neeTn5+PmzZsoLy9HUFBQm/1/hYWF2LRpE0pLS3Ht2jX069evxZw3sViM8PBwuLm5CXMOzbUS86ofGxsbyGSyDmsrBoMBt27dglarRWRkJGxtbcHz/H3VqgoKCpCfn4/o6OgWO/OZa8VqtVpIBWYwGMDzPKZMmQJvb2+EhITA1dUVkZGRqK6uRkFBAYKCgrqshhUUFAQ3NzfExsYiKysLv/76KzIzM+Hu7o6QkJBOn6e5uRl6vR6xsbGor69HdXU18vLyYGdnh+Dg4Bb/o25ubhg/fjyOHTuGnJwcDBw4sEVglMvlGDBgANzc3NDY2Nhl3T3ECh5ZSty76PV61tzczHiev+exP//8M7OxsWErVqxg+/btY25ubmzixIns+PHjrLq6+qHK8fPPP7OFCxeyDRs2sO+++46ZTCaWlJTEPv74Y1ZXV9fmc7Zv385kMhk7depUi79rNBo2cOBANmnSJKZWq5nBYGjz+SaTiWk0GvbBBx8wBwcHdunSpRaP63Q6dujQIZaUlMSam5uZ0WgUHsvNzWV79uxhixYtYv/7v//b7jUYY6ysrIz5+fmx119/nWk0GqbVaju856+//jpzc3NjJSUljLE7maxnzJjBoqKiWG1tbYtrGY1GplarWVFRETt37hyLiYlhbm5uTKFQMIVCwcLCwlh9fT0zGAxMpVKxKVOmsHHjxjGdTtdueR8Ez/OsubmZHTx4kAUGBjInJyfWt29f1tjYyDZs2MAkEgk7f/58h+eYNWsW8/X1ZTU1NUJ5n3rqKTZkyBDW3Nzc5nPmz5/PfH19WUVFRZvluX79Ojt8+DCrr6/vqpdKHjGr1BgtR0YZY9i9ezfKysrg4+ODpqYmNDY2wmg04rfffoNWq4WHhwdCQkIgFouFtbDsPlZxKJVKFBcXIzAwUFiqVllZiYyMDIwfPx5RUVHgOA63bt3Cr7/+ihdeeKHNaR7mGuvd1zbXaGfOnAlPT88O1wmLRCLh8ebm5lb9byKRCOHh4WhoaMCxY8cwdOhQobb222+/4dChQxg/fjzCwsI6rHEzxoTzKxQK7Nq1C01NTVi0aFGnR6ZnzpyJmpoa2NnZtahBl5aWYseOHdBqtVCpVKisrERgYCCmT5+OpqYmmEwmfPnllxg4cCASEhKE47oax3FC4pElS5agoqICzc3N+Pjjj5Gamnrf55NIJBCLxfjjH/+IwsJCbNy4EWPGjMGIESNaHOfq6opevXqhpKQEHMcJadDM5TFnEiePL6smkWD/zn7MGMPOnTuF7C9lZWVCXj3GGORyOTw9PYXlX2YGgwF6vV74oHeUqbq+vh6XLl2Cra2tMM2nqqoKOTk58Pf3F7L55OXl4dSpU9BqtW2W++4RTLOioiJcuHABr7zySqdTdolEIkgkklZlFYvFiIiIwKVLl3DkyBEEBATAx8cHPM/jt99+w+HDh7F06dIO+9LM98Wc+Zoxhv3796OiogILFiy4Z2A0J6iYNWtWm03BsrIybNq0Seg31ev1GDp0KFasWIHa2loUFBRgwYIFmDlzJhISEqDX67t1O4aIiAiEh4cLk7r/+Mc/orGxscNmu/k1mncBvPvYOXPm4OrVq5g8eTLEYjEGDRoEmUwmfBF5eXmhd+/eKCwshFQqbZUf0vw/Yl59IxKJhC/Ae3WBkJ7BaoHRaDQiPz8fjo6O8PT0hJ+fH4qLi4XpHSKRCJs3b0ZYWBhcXV3h5+cn9GOZg+qaNWtgMpmwZcsWYeWGZZ+d2dWrV7F69Wph/xAAGD9+PJKSklpM2o2Pj4fBYGg3AUJwcDCef/75FgFQq9Wirq4OYrG403Mr4+LisHz5cnh6erZ6zBx4jUajkCUmPT0dGo0Gw4cPv2dyhnfffRe//vorPv/8c4SFhYHjOMybNw9qtbpTtcXjx49j5cqV2Lx5c5sDKf369cP58+ehVCpRVVWFN954A6dOncLQoUOF2QJFRUXdUkvsyNatW5GdnY1vvvkG//rXv/DVV1+1e+yvv/6KJUuWYPHixVi9enWLeyqRSBAWFoZ9+/bh6NGjSEhIwP79+xEcHAwAeOWVVzB27FgsX74co0aNQv/+/VucOzAwEG5ubli4cCEaGhowduxYXLp0CVVVVfjuu++6bTkp6TpWTSJx/vx5BAcHw9PTE/379wdjTMiE3dDQgD59+iA6OhrOzs7CkqsRI0bA3t4eeXl5uHr1Kpqbm5GcnIy6ujqUlpZCrVbD29u71dItnueFWpRYLIa7uzsCAwPRv3//Fh3oTk5O8PHxaXfwxd3dHbGxsdDr9SgoKEBRUREaGhoQFBQkNKPawhhDQ0MDdDod9Ho9bG1tMWjQINTU1MBkMsHf37/VwIi5ua7T6XDhwgU0NzdjxIgR7U5Vqq+vR25uLm7cuIHKykr07dtXGD0PDw9HfX09Tp8+jaCgIPTu3bvd90Yul8PNza3dIG9nZ4d+/fqhqakJ1dXVSEhIQGlpKVQqlfAe6HQ6FBcXIzk5GU1NTV2W7r++vh6XL1+GXC6HjY0NoqKihHLevn0bxcXFiIyMRHp6epvPNxqNyMjIwLVr14T7fvfyPfN7YGNjg379+uH69evIzs5GRkYGioqKhOOUSiXy8/Pb3C7V/H9gHoS5ePEirly5gpqaGqSkpLSoYSoUCgwZMoS2Q+hprNCvyRhj7Pbt28zNzY0tWrSI8TzPeJ5nKpWKpaens7lz5zIbGxt2/fr1FoMFPM8zk8nEvvvuOxYaGspsbW0ZAMZxnPDj5+fHZs2axUwmU4vrnT9/nr388svsww8/ZAcOHBAGIsw/ZmfOnGGff/55ux3nTU1NrLi4mB06dIitWbOGyWQytmbNmlbnscTzPDt16hTbvXs327BhA0tOTmYGg4GtW7eObdiwoVV509LS2CuvvMLS0tJYYWEhc3Z2ZosXL2Ymk6nd65w6dYqFhYWx2NhYNmXKFFZXVyccy/M8u3r1KrO1tWXvvPNOq+fePfhivs/3Ghwzv2aTycTKy8vZjz/+yEaNGsUACD8cxzGFQsGGDRvWJYMvycnJTCwWM39/fzZ69GhhAITneTZt2jQWHBzMlEplu4MvSqWSRUZGsuHDh7O9e/eywsLCDl8bz/OsqamJ9e3bt8X/GcdxDAB79dVX232+yWRiKSkpTCQStbgfd/8EBwezhoaGh74vpGtZ7WvK2dkZGzduREhIiFBLksvlCAwMxNSpU+Hh4YHNmzcjIiICb731VouEtTqdDlVVVfjP//zPFt/YJpMJmzdvRnl5OfLy8uDp6SksOezduzfmzp2LAwcOIDMzE88888wDJYKQy+VwdnZGUlISsrOzMXHixHYTYZhduXIFhw4dQ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pairs[1].copy()\n","print(img_2.shape)\n"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(2, 1, 100, 200, 3)\n","1.0\n","(1, 100, 200, 3)\n","(1, 100, 200, 3)\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"Q6vjqOJDBF1G","outputId":"aec76a86-6643-43e2-cfd9-ba4a8e609521"},"source":["print(targets[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs[0][i],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs[1][i],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["1.0\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"code","metadata":{"id":"c2s4sJcjBF1G","outputId":"7a44a850-9ff6-4270-87d8-ab1e2800b4b7"},"source":["prediction_prob = siamese_net.predict([pairs[0], pairs[1]])\n","print(prediction_prob)\n","print(prediction_prob.round())\n","print(prediction_prob[0][0].round())"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[[0.7506307]]\n","[[1.]]\n","1.0\n"],"name":"stdout"}]},{"cell_type":"markdown","metadata":{"id":"N10cV_KgBF1G"},"source":["## Test 2 another way"]},{"cell_type":"code","metadata":{"id":"8lXFoqYpBF1G"},"source":["d = generate_batch(data, batch_size = 5)\n","pairs, targets = next(d)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"TIu5sq5PBF1G","outputId":"8d0172d5-8cd1-469f-d947-11cd0a43dbad"},"source":["prediction_prob = siamese_net.predict([pairs[0], pairs[1]])\n","print(prediction_prob)\n","print(prediction_prob.round())\n","print(prediction_prob[0][0].round())\n","print(prediction_prob.round().flatten())"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[[0.86238354]\n"," [0.11163066]\n"," [0.58783156]\n"," [0.00089584]\n"," [0.8684073 ]]\n","[[1.]\n"," [0.]\n"," [1.]\n"," [0.]\n"," [1.]]\n","1.0\n","[1. 0. 1. 0. 1.]\n"],"name":"stdout"}]},{"cell_type":"markdown","metadata":{"id":"iGOAv9GHBF1H"},"source":["## Test 2 another way"]},{"cell_type":"code","metadata":{"id":"7Sck3M05BF1H","outputId":"515535b6-31c5-4434-f65a-2784615ff8b5"},"source":["num_test_samples = len(data) * len(data[0]) * 2\n","num_test_samples"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["4800"]},"metadata":{"tags":[]},"execution_count":87}]},{"cell_type":"code","metadata":{"id":"rVyR6fCTBF1H"},"source":["# test_gen = generate_batch(data, batch_size = 1)\n","test_gen = generate_batch(data, batch_size = 100)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"lbBkSBU0BF1I","outputId":"2a166740-3204-4900-e667-21a5c60b9088"},"source":["(img1, img2), label = next(test_gen)\n","print(img1.shape)\n","print(img2.shape)\n","print(label)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(1, 100, 200, 3)\n","(1, 100, 200, 3)\n","[1.]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"iTU7Gq7FBF1I"},"source":["# %%time\n","# y_true, y_pred = [], []\n","# for i in range(num_test_samples):\n","#     (img1, img2), label = next(test_gen)\n","#     y_true.append(label)\n","#     y_pred.append(siamese_net.predict([img1, img2])[0][0].round())"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"B9bQmYMUBF1I","outputId":"a8ea4845-e41d-4d81-c759-187d52df002b"},"source":["%%time\n","y_true, y_pred = [], []\n","for i in range(num_test_samples//100):\n","    (img1, img2), label = next(test_gen)\n","    y_true.extend(label.tolist())\n","    y_pred.extend(siamese_net.predict([img1, img2]).round().flatten().tolist())"],"execution_count":null,"outputs":[{"output_type":"stream","text":["Wall time: 4min 27s\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"3IH7zq7FBF1J","outputId":"688772b2-8a17-457b-b6aa-7f1caa38fe54"},"source":["CM = confusion_matrix(y_true, y_pred)\n","print(CM)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[[2230  170]\n"," [ 771 1629]]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"2HI9g7eVBF1J","outputId":"72cf9c2f-ea28-4854-dfa0-6b244c18e198"},"source":["sns.heatmap(CM, center = True, annot=True, fmt=\"d\")\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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batch_size = 1)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"PcouoWV_BF1J"},"source":["def predict_score():\n","    test_point, test_label = next(test_gen)\n","    img1, img2 = test_point[0], test_point[1]\n","    print(img1.shape)\n","    print(np.squeeze(img1).shape)\n","    fig, (ax1, ax2) = plt.subplots(1, 2, figsize = (10, 10))\n","    ax1.imshow(np.squeeze(img1), cmap='gray')\n","    ax2.imshow(np.squeeze(img2), cmap='gray')\n","\n","    ax1.set_title('Genuine')\n","    if test_label == 1:\n","        ax2.set_title('Genuine')\n","    else:\n","        ax2.set_title('Forged')\n","    ax1.axis('off')\n","    ax2.axis('off')\n","    plt.show()\n","    \n","    result = siamese_net.predict([img1, img2])\n","    diff = result[0][0]\n","    print(\"Difference Score = \", diff)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"9O9Hd00ZBF1K","outputId":"66ecd729-009d-4981-b5df-fef8e5ba85ac"},"source":["predict_score()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(1, 100, 200, 3)\n","(100, 200, 3)\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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y=\"-22.136307\"/>\r\n   </g>\r\n   <g id=\"text_2\">\r\n    <!-- Genuine -->\r\n    <g transform=\"translate(413.274631 16.318125)scale(0.12 -0.12)\">\r\n     <use xlink:href=\"#DejaVuSans-71\"/>\r\n     <use x=\"77.490234\" xlink:href=\"#DejaVuSans-101\"/>\r\n     <use x=\"139.013672\" xlink:href=\"#DejaVuSans-110\"/>\r\n     <use x=\"202.392578\" xlink:href=\"#DejaVuSans-117\"/>\r\n     <use x=\"265.771484\" xlink:href=\"#DejaVuSans-105\"/>\r\n     <use x=\"293.554688\" xlink:href=\"#DejaVuSans-110\"/>\r\n     <use x=\"356.933594\" xlink:href=\"#DejaVuSans-101\"/>\r\n    </g>\r\n   </g>\r\n  </g>\r\n </g>\r\n <defs>\r\n  <clipPath id=\"p5be6259dae\">\r\n   <rect height=\"126.818182\" width=\"253.636364\" x=\"7.2\" y=\"22.318125\"/>\r\n  </clipPath>\r\n  <clipPath id=\"pf409df1a80\">\r\n   <rect height=\"126.818182\" width=\"253.636364\" x=\"311.563636\" y=\"22.318125\"/>\r\n  </clipPath>\r\n </defs>\r\n</svg>\r\n","text/plain":["<Figure size 720x720 with 2 Axes>"]},"metadata":{"tags":[]}},{"output_type":"stream","text":["Difference Score =  0.9002534\n"],"name":"stdout"}]},{"cell_type":"markdown","metadata":{"id":"6etn1LlPBF1K"},"source":["# Test 3"]},{"cell_type":"code","metadata":{"id":"QcDnmxgLBF1K"},"source":["# siamese_net = keras.models.load_model(r\"/content/drive/MyDrive/graduation project (ML)/model_5/Train 5/signet-002.h5\")"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"7jMa2eTzVA00","executionInfo":{"elapsed":655,"status":"ok","timestamp":1620609788068,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"e69b3f2d-2b88-4266-f62e-d8067b7d2ae2"},"source":["img_h, img_w, img_ch = 150, 300, 1\n","image_shape = (img_h, img_w, img_ch)\n","image_shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(150, 300, 1)"]},"metadata":{"tags":[]},"execution_count":90}]},{"cell_type":"code","metadata":{"id":"JMZFaTqUTrtx"},"source":["path = \"/content/BHSig260/Bengali/\"\n","path = \"/content/BHSig260/Hindi/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"U60STzSWUYUs","executionInfo":{"elapsed":505,"status":"ok","timestamp":1620794305007,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"3d993a00-cb04-4834-e57c-0b81cbfa9699"},"source":["dir_list = next(os.walk(path))[1]\n","dir_list.sort(reverse=True)\n","# dir_list.sort()\n","len(dir_list)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["160"]},"metadata":{"tags":[]},"execution_count":817}]},{"cell_type":"code","metadata":{"id":"W0jZc6ZSPNgA"},"source":["dir_list = shuffle(dir_list)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"DQ7PQL5lUYQG"},"source":["orig_groups, forg_groups = [], []\n","for i,directory in enumerate(dir_list):\n","  if i==10:\n","    break\n","  images = os.listdir(path+directory)\n","  images.sort()\n","  images = [path+directory+'/'+x for x in images]\n","  forg_groups.append(images[:30]) \n","  orig_groups.append(images[30:]) "],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"KbfNLxjgUYHd","executionInfo":{"elapsed":8056,"status":"ok","timestamp":1620794315751,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"684ea9f2-eb9f-4739-b971-5b548281df45"},"source":["print(len(orig_groups))\n","print(len(forg_groups))\n","print(len(orig_groups[0]))\n","print(len(forg_groups[0]))"],"execution_count":null,"outputs":[{"output_type":"stream","text":["10\n","10\n","24\n","30\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"lLsfeRVzVKcc","executionInfo":{"elapsed":7176,"status":"ok","timestamp":1620794316077,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"9268ce44-2f05-4d8c-dc76-7cf7d300b97d"},"source":["orig_lengths = [len(x) for x in orig_groups]\n","forg_lengths = [len(x) for x in forg_groups]\n","print(orig_lengths)\n","print(forg_lengths)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[24, 24, 24, 24, 24, 24, 24, 24, 24, 24]\n","[30, 30, 30, 30, 30, 30, 30, 30, 30, 30]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"vnQPyqZxb8Lc"},"source":["kernel = np.ones((9,9),np.uint8) # default\n","def preprocessor_img(path, image_shape):\n","  image = cv2.imread(path,0)\n","  blured = cv2.GaussianBlur(image, (9,9), 0)\n","  threshold, binary = cv2.threshold(blured, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU)\n","  closing = cv2.morphologyEx(binary, cv2.MORPH_CLOSE, kernel, iterations=30)\n","  contours, hierarchies = cv2.findContours(closing, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n","  the_biggest_contour_by_area = max(contours, key=cv2.contourArea) \n","  x,y,w,h = cv2.boundingRect(the_biggest_contour_by_area)\n","  cropped = image[y:y+h, x:x+w]\n","  resized = cv2.resize(cropped, image_shape, interpolation=cv2.INTER_LANCZOS4)\n","  # resized_blured = cv2.GaussianBlur(resized, (9,9), 0)\n","  threshold, resized_binary = cv2.threshold(resized, 0, 255, cv2.THRESH_BINARY + cv2.THRESH_OTSU)\n","  return resized_binary"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"mDJEmRjTb9C0"},"source":["num_samples = 0"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"tkQEAzVCb8_4"},"source":["def generate_batch(orig_data, forg_data, batch_size = 32):\n","\n","    global num_samples\n","\n","    while True:\n","        orig_pairs = []\n","        forg_pairs = []\n","        gen_gen_labels = []\n","        gen_for_labels = []\n","        all_pairs = []\n","        all_labels = []\n","\n","        # Here we create pairs of Genuine-Genuine image names and Genuine-Forged image names\n","        # For every person we have 24 genuine signatures, hence we have \n","        # 24 choose 2 = 276 Genuine-Genuine image pairs for one person.\n","        # To make Genuine-Forged pairs, we pair every Genuine signature of a person\n","        # with 12 randomly sampled Forged signatures of the same person.\n","        # Thus we make 24 * 12 = 288 Genuine-Forged image pairs for one person.\n","        # In all we have 120 person's data in the training data.\n","        # Total no. of Genuine-Genuine pairs = 160 * 276 = 44160\n","        # Total number of Genuine-Forged pairs = 160 * 288 = 46080\n","        # Total no. of data points = 44160 + 46080 = 90240\n","\n","        for orig, forg in zip(orig_data, forg_data):\n","            orig_pairs.extend(list(itertools.combinations(orig, 2)))\n","            for i in range(len(forg)):\n","              forg_pairs.extend(list(itertools.product(orig[i:i+1], random.sample(forg, len(forg)))))\n","        \n","        # Label for Genuine-Genuine pairs is 1\n","        # Label for Genuine-Forged pairs is 0\n","        gen_gen_labels = [1]*len(orig_pairs)\n","        gen_for_labels = [0]*len(forg_pairs)\n","        \n","        # Concatenate all the pairs together along with their labels and shuffle them\n","        all_pairs = orig_pairs + forg_pairs\n","        all_labels = gen_gen_labels + gen_for_labels\n","        del orig_pairs, forg_pairs, gen_gen_labels, gen_for_labels\n","        all_pairs, all_labels = shuffle(all_pairs, all_labels)\n","\n","        # print(len(all_pairs))\n","        num_samples = len(all_pairs) \n","        # pairss = all_pairs\n","\n","        k = 0\n","        pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","        targets=np.zeros((batch_size,))\n","\n","        for ix, pair in enumerate(all_pairs):\n","            img1 = preprocessor_img(pair[0], (img_w, img_h))\n","            img2 = preprocessor_img(pair[1], (img_w, img_h))\n","            # img1 = cv2.imread(pair[0],0)\n","            # img2 = cv2.imread(pair[1],0)\n","            # img1 = cv2.resize(img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            # img2 = cv2.resize(img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            img1 = img1.astype('float32')\n","            img2 = img2.astype('float32')\n","            img1 /= 255\n","            img2 /= 255\n","            img1 = np.atleast_3d(img1)\n","            img2 = np.atleast_3d(img2)\n","            # img2 = img2[...,np.newaxis]\n","            pairs[0][k, :, :, :] = img1\n","            pairs[1][k, :, :, :] = img2\n","            targets[k] = all_labels[ix]\n","\n","            k += 1\n","            if k == batch_size:\n","                # yield np.array(pairs), np.array(targets)\n","                yield pairs, targets\n","                k = 0\n","                pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","                targets=np.zeros((batch_size,))"],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"R63l8niOb4Ja"},"source":["### visualize generate_batch"]},{"cell_type":"code","metadata":{"id":"ZC_dDSPCVKWm"},"source":["ff = generate_batch(orig_groups, forg_groups, batch_size = 32)\n","# ff = generate_batch(orig_train, forg_train, batch_size = 32)\n","# ff = generate_batch(orig_val, forg_val, batch_size = 32)\n","\n","\n","pairs, targets = next(ff)\n","pairs, targets = np.array(pairs), np.array(targets)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"cN35FNIyVKUF","executionInfo":{"elapsed":1628,"status":"ok","timestamp":1620794317776,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"0bde6204-69f9-4cae-f78f-47df8c1cf5e4"},"source":["num_samples"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["9960"]},"metadata":{"tags":[]},"execution_count":826}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Wio0-zjFcN7t","executionInfo":{"elapsed":543,"status":"ok","timestamp":1620794318136,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"dac97b80-a5ba-497c-881d-1ed7645d5fb2"},"source":["print(pairs.shape)\n","print(targets.shape)\n","print(pairs[0].shape)\n","print(targets)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(2, 32, 150, 300, 1)\n","(32,)\n","(32, 150, 300, 1)\n","[0. 0. 0. 0. 1. 0. 1. 0. 1. 0. 0. 1. 1. 0. 0. 0. 0. 1. 0. 0. 0. 0. 1. 1.\n"," 0. 0. 0. 0. 0. 0. 0. 1.]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":228},"id":"ya5quyEYcN0t","executionInfo":{"elapsed":1235,"status":"ok","timestamp":1620794319114,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"b7954a09-8f10-49c4-b562-c9835d1ce1c5"},"source":["i = 1\n","\n","print(targets[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs[0][i],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs[1][i],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["0.0\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1080x720 with 2 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"markdown","metadata":{"id":"JPT7EQWkcHEK"},"source":["### evaluate"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"w1YVzmtxBF1K","executionInfo":{"elapsed":2702,"status":"ok","timestamp":1620794336222,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"a4456bbd-a446-4a02-c48e-9494ec893210"},"source":["batch_sz = 100\n","\n","size = len(orig_groups)\n","\n","num_train_samples = 276*size + 288*size\n","num_val_samples = num_test_samples = 276*size + 288*size\n","\n","num_train_samples = num_val_samples = num_test_samples = 9960\n","\n","num_train_samples, num_val_samples, num_test_samples, num_train_samples//batch_sz, size, batch_sz"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(9960, 9960, 9960, 99, 10, 100)"]},"metadata":{"tags":[]},"execution_count":829}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"8vDcq8sqBF1K","executionInfo":{"elapsed":211470,"status":"ok","timestamp":1620794033451,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"051c48a0-e1b4-4c49-8e4f-7764278e3b12"},"source":["# Bengali\n","ev = siamese_net.evaluate(\n","                            generate_batch(orig_groups, forg_groups, batch_size = batch_sz), \n","                            steps = num_test_samples//batch_sz,\n","                            )\n","ev"],"execution_count":null,"outputs":[{"output_type":"stream","text":["99/99 [==============================] - 206s 2s/step - loss: 0.4900 - accuracy: 0.8210\n"],"name":"stdout"},{"output_type":"execute_result","data":{"text/plain":["[0.49004265666007996, 0.8210101127624512]"]},"metadata":{"tags":[]},"execution_count":800}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"LRNECzjqBF1L","executionInfo":{"elapsed":212445,"status":"ok","timestamp":1620794553781,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"38e3665e-8b73-4b60-d1b7-8324f85c2fda"},"source":["# Hindi\n","ev = siamese_net.evaluate(\n","                            generate_batch(orig_groups, forg_groups, batch_size = batch_sz), \n","                            steps = num_test_samples//batch_sz,\n","                            )\n","ev"],"execution_count":null,"outputs":[{"output_type":"stream","text":["99/99 [==============================] - 206s 2s/step - loss: 0.4316 - accuracy: 0.8358\n"],"name":"stdout"},{"output_type":"execute_result","data":{"text/plain":["[0.4316082298755646, 0.8357575535774231]"]},"metadata":{"tags":[]},"execution_count":830}]},{"cell_type":"markdown","metadata":{"id":"KNpkdjQ1tpK8"},"source":["# Test 4"]},{"cell_type":"code","metadata":{"id":"uWi_MmD8todA"},"source":["# siamese_net = keras.models.load_model(r\"/content/drive/MyDrive/graduation project (ML)/model_5/Train 4/model_10epoch.h5\")"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"N07jn3sitw-9","executionInfo":{"elapsed":517,"status":"ok","timestamp":1620780835011,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"ea689874-c0a3-4203-8bfd-2156086f1ba5"},"source":["img_h, img_w, img_ch = 150, 300, 1\n","image_shape = (img_h, img_w, img_ch)\n","image_shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(150, 300, 1)"]},"metadata":{"tags":[]},"execution_count":74}]},{"cell_type":"code","metadata":{"id":"VdXnrMTht2kF"},"source":["path = \"/content/cedar/\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"s8LYGJCOt5Qo","executionInfo":{"elapsed":1685,"status":"ok","timestamp":1620792901996,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"b2ddf3dd-0695-4254-ef4d-d5695b71dca5"},"source":["dir_list = next(os.walk(path))[1]\n","# dir_list.sort(key=int,reverse=True)\n","dir_list.sort(key=int)\n","len(dir_list)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["55"]},"metadata":{"tags":[]},"execution_count":722}]},{"cell_type":"code","metadata":{"id":"jty41VHXOx_2"},"source":["dir_list = shuffle(dir_list)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"JT_SE9SCO-23","executionInfo":{"elapsed":1747,"status":"ok","timestamp":1620792906288,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"948eb98a-b49b-4e0a-9643-6efb410ceaba"},"source":["dir_list[:10]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['21', '36', '15', '13', '54', '30', '46', '11', '43', '7']"]},"metadata":{"tags":[]},"execution_count":724}]},{"cell_type":"code","metadata":{"id":"E6HuZcw3MGAB"},"source":["orig_groups, forg_groups = [], []"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"KbGb3niZuNk0"},"source":["for i,directory in enumerate(dir_list):\n","  if i==10:\n","    break\n","  images = os.listdir(path+directory)\n","  images.sort()\n","  images = [path+directory+'/'+x for x in images]\n","  forg_groups.append(images[:24]) \n","  orig_groups.append(images[24:]) "],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"LugsKMueuVSM","executionInfo":{"elapsed":445,"status":"ok","timestamp":1620792977534,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"99877284-d6db-465c-b195-721060a26884"},"source":["orig_lengths = [len(x) for x in orig_groups]\n","forg_lengths = [len(x) for x in forg_groups]\n","print(orig_lengths)\n","print(forg_lengths)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[24, 24, 24, 24, 24, 24, 24, 24, 24, 24]\n","[24, 24, 24, 24, 24, 24, 24, 24, 24, 24]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"Hxs1E1XmZKT9"},"source":["orig_groups, forg_groups = shuffle(orig_groups, forg_groups)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"0RvwjLYiZMBH","executionInfo":{"elapsed":857,"status":"ok","timestamp":1620615846444,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"e6df46b9-ba7b-482c-a0b9-2464ba1fc7d9"},"source":["orig_lengths = [len(x) for x in orig_groups]\n","forg_lengths = [len(x) for x in forg_groups]\n","print(orig_lengths)\n","print(forg_lengths)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["[24, 24, 24, 24, 24, 24, 24, 24, 24, 24]\n","[24, 24, 24, 24, 24, 24, 24, 24, 24, 24]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"b3mc9_ehYljl"},"source":["forg = forg_groups[:10]\n","orig = orig_groups[:10]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"2gyKWOMKYWxm"},"source":["# orig_train, orig_val = orig_groups[:45], orig_groups[45:]\n","# forg_train, forg_val = forg_groups[:45], forg_groups[45:]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"WU9YRFfnYbA1","executionInfo":{"elapsed":714,"status":"ok","timestamp":1620792984212,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"5c31d9c4-907c-4f1e-bf58-86e8e7f05328"},"source":["len(orig_groups), len(forg_groups), len(orig_groups[0]), len(forg_groups[0])"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(10, 10, 24, 24)"]},"metadata":{"tags":[]},"execution_count":728}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"I1frvqVyuW8Y","executionInfo":{"elapsed":978,"status":"ok","timestamp":1620781065169,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"06e8122f-e9f0-47da-d461-90c5039e54e8"},"source":["orig_groups[0], forg_groups[0] "],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(['/content/cedar/19/original_19_1.png',\n","  '/content/cedar/19/original_19_10.png',\n","  '/content/cedar/19/original_19_11.png',\n","  '/content/cedar/19/original_19_12.png',\n","  '/content/cedar/19/original_19_13.png',\n","  '/content/cedar/19/original_19_14.png',\n","  '/content/cedar/19/original_19_15.png',\n","  '/content/cedar/19/original_19_16.png',\n","  '/content/cedar/19/original_19_17.png',\n","  '/content/cedar/19/original_19_18.png',\n","  '/content/cedar/19/original_19_19.png',\n","  '/content/cedar/19/original_19_2.png',\n","  '/content/cedar/19/original_19_20.png',\n","  '/content/cedar/19/original_19_21.png',\n","  '/content/cedar/19/original_19_22.png',\n","  '/content/cedar/19/original_19_23.png',\n","  '/content/cedar/19/original_19_24.png',\n","  '/content/cedar/19/original_19_3.png',\n","  '/content/cedar/19/original_19_4.png',\n","  '/content/cedar/19/original_19_5.png',\n","  '/content/cedar/19/original_19_6.png',\n","  '/content/cedar/19/original_19_7.png',\n","  '/content/cedar/19/original_19_8.png',\n","  '/content/cedar/19/original_19_9.png'],\n"," ['/content/cedar/19/forgeries_19_1.png',\n","  '/content/cedar/19/forgeries_19_10.png',\n","  '/content/cedar/19/forgeries_19_11.png',\n","  '/content/cedar/19/forgeries_19_12.png',\n","  '/content/cedar/19/forgeries_19_13.png',\n","  '/content/cedar/19/forgeries_19_14.png',\n","  '/content/cedar/19/forgeries_19_15.png',\n","  '/content/cedar/19/forgeries_19_16.png',\n","  '/content/cedar/19/forgeries_19_17.png',\n","  '/content/cedar/19/forgeries_19_18.png',\n","  '/content/cedar/19/forgeries_19_19.png',\n","  '/content/cedar/19/forgeries_19_2.png',\n","  '/content/cedar/19/forgeries_19_20.png',\n","  '/content/cedar/19/forgeries_19_21.png',\n","  '/content/cedar/19/forgeries_19_22.png',\n","  '/content/cedar/19/forgeries_19_23.png',\n","  '/content/cedar/19/forgeries_19_24.png',\n","  '/content/cedar/19/forgeries_19_3.png',\n","  '/content/cedar/19/forgeries_19_4.png',\n","  '/content/cedar/19/forgeries_19_5.png',\n","  '/content/cedar/19/forgeries_19_6.png',\n","  '/content/cedar/19/forgeries_19_7.png',\n","  '/content/cedar/19/forgeries_19_8.png',\n","  '/content/cedar/19/forgeries_19_9.png'])"]},"metadata":{"tags":[]},"execution_count":88}]},{"cell_type":"code","metadata":{"id":"HN0BdEZXFktR"},"source":["kernel = np.ones((9,9),np.uint8) # default\n","def preprocessor_img(path, image_shape):\n","  image = cv2.imread(path,0)\n","  blured = cv2.GaussianBlur(image, (9,9), 0)\n","  threshold, binary = cv2.threshold(blured, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU)\n","  closing = cv2.morphologyEx(binary, cv2.MORPH_CLOSE, kernel, iterations=30)\n","  contours, hierarchies = cv2.findContours(closing, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n","  the_biggest_contour_by_area = max(contours, key=cv2.contourArea) \n","  x,y,w,h = cv2.boundingRect(the_biggest_contour_by_area)\n","  cropped = image[y:y+h, x:x+w]\n","  resized = cv2.resize(cropped, image_shape, interpolation=cv2.INTER_LANCZOS4)\n","  # resized_blured = cv2.GaussianBlur(resized, (9,9), 0)\n","  threshold, resized_binary = cv2.threshold(resized, 0, 255, cv2.THRESH_BINARY + cv2.THRESH_OTSU)\n","  return resized_binary"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"6gh3J1X8Fkjd"},"source":["num_samples = 0"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"TPESkc8DFpOI"},"source":["def generate_batch(orig_data, forg_data, batch_size = 32):\n","\n","    global num_samples\n","\n","    while True:\n","        orig_pairs = []\n","        forg_pairs = []\n","        gen_gen_labels = []\n","        gen_for_labels = []\n","        all_pairs = []\n","        all_labels = []\n","\n","        # Here we create pairs of Genuine-Genuine image names and Genuine-Forged image names\n","        # For every person we have 24 genuine signatures, hence we have \n","        # 24 choose 2 = 276 Genuine-Genuine image pairs for one person.\n","        # To make Genuine-Forged pairs, we pair every Genuine signature of a person\n","        # with 12 randomly sampled Forged signatures of the same person.\n","        # Thus we make 24 * 12 = 288 Genuine-Forged image pairs for one person.\n","        # In all we have 120 person's data in the training data.\n","        # Total no. of Genuine-Genuine pairs = 160 * 276 = 44160\n","        # Total number of Genuine-Forged pairs = 160 * 288 = 46080\n","        # Total no. of data points = 44160 + 46080 = 90240\n","\n","        for orig, forg in zip(orig_data, forg_data):\n","            orig_pairs.extend(list(itertools.combinations(orig, 2)))\n","            for i in range(len(forg)):\n","              forg_pairs.extend(list(itertools.product(orig[i:i+1], random.sample(forg, len(forg)))))\n","        \n","        # Label for Genuine-Genuine pairs is 1\n","        # Label for Genuine-Forged pairs is 0\n","        gen_gen_labels = [1]*len(orig_pairs)\n","        gen_for_labels = [0]*len(forg_pairs)\n","        \n","        # Concatenate all the pairs together along with their labels and shuffle them\n","        all_pairs = orig_pairs + forg_pairs\n","        all_labels = gen_gen_labels + gen_for_labels\n","        del orig_pairs, forg_pairs, gen_gen_labels, gen_for_labels\n","        all_pairs, all_labels = shuffle(all_pairs, all_labels)\n","\n","        # print(len(all_pairs))\n","        num_samples = len(all_pairs) \n","        # pairss = all_pairs\n","\n","        k = 0\n","        pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","        targets=np.zeros((batch_size,))\n","\n","        for ix, pair in enumerate(all_pairs):\n","            img1 = preprocessor_img(pair[0], (img_w, img_h))\n","            img2 = preprocessor_img(pair[1], (img_w, img_h))\n","            # img1 = cv2.imread(pair[0],0)\n","            # img2 = cv2.imread(pair[1],0)\n","            # img1 = cv2.resize(img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            # img2 = cv2.resize(img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","            img1 = img1.astype('float32')\n","            img2 = img2.astype('float32')\n","            img1 /= 255\n","            img2 /= 255\n","            img1 = np.atleast_3d(img1)\n","            img2 = np.atleast_3d(img2)\n","            # img2 = img2[...,np.newaxis]\n","            pairs[0][k, :, :, :] = img1\n","            pairs[1][k, :, :, :] = img2\n","            targets[k] = all_labels[ix]\n","\n","            k += 1\n","            if k == batch_size:\n","                # yield np.array(pairs), np.array(targets)\n","                yield pairs, targets\n","                k = 0\n","                pairs=[np.zeros((batch_size, img_h, img_w, img_ch)) for i in range(2)]\n","                targets=np.zeros((batch_size,))"],"execution_count":null,"outputs":[]},{"cell_type":"markdown","metadata":{"id":"-ekTOjR8LqbK"},"source":["### visualize generate_batch"]},{"cell_type":"code","metadata":{"id":"HQbY6KHdFvGi"},"source":["ff = generate_batch(orig_groups, forg_groups, batch_size = 32)\n","# ff = generate_batch(orig_train, forg_train, batch_size = 32)\n","# ff = generate_batch(orig_val, forg_val, batch_size = 32)\n","\n","\n","pairs, targets = next(ff)\n","pairs, targets = np.array(pairs), np.array(targets)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"5p8VozmMFvD0","executionInfo":{"elapsed":554,"status":"ok","timestamp":1620792995458,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"822daf43-9937-46f6-e11d-a8e2fb173882"},"source":["num_samples"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["8520"]},"metadata":{"tags":[]},"execution_count":733}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"-Ugy7KeWF4z9","executionInfo":{"elapsed":666,"status":"ok","timestamp":1620792998893,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"e54b80c8-5c71-4833-b5db-66ba6c235e36"},"source":["print(pairs.shape)\n","print(targets.shape)\n","print(pairs[0].shape)\n","print(targets)"],"execution_count":null,"outputs":[{"output_type":"stream","text":["(2, 32, 150, 300, 1)\n","(32,)\n","(32, 150, 300, 1)\n","[0. 1. 0. 1. 0. 0. 0. 1. 0. 0. 0. 0. 1. 0. 0. 0. 0. 0. 1. 0. 0. 0. 0. 0.\n"," 0. 0. 0. 0. 0. 1. 1. 0.]\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":228},"id":"9Y14RDO_F4gV","executionInfo":{"elapsed":807,"status":"ok","timestamp":1620793004647,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"857de1f0-9969-4f2a-cd6a-b2252e3aa77b"},"source":["i = 1\n","\n","print(targets[i])\n","\n","plt.figure(figsize = (15, 10))\n","plt.subplot(131)\n","plt.imshow(pairs[0][i],'gray')\n","plt.subplot(132)\n","plt.imshow(pairs[1][i],'gray')\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["1.0\n"],"name":"stdout"},{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAswAAADCCAYAAABdRJRDAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/Il7ecAAAACXBIWXMAAAsTAAALEwEAmpwYAABJvUlEQVR4nO3de1xUZf4H8M8DzEAiFxNMSSgzb6grGu6quWVeM9NytRSD1mrtslneoLx0+dWuaV7QtNZbtRqGly5aWYlG2arpJoqiopmoiCgCCgOIOjPw/P6AOTvDZWBuDDN83q/XvOCcOZfvmTnzzHee85znEVJKEBERERFRzTycHQARERERUWPGhJmIiIiIyAwmzEREREREZjBhJiIiIiIygwkzEREREZEZTJiJiIiIiMxwWMIshHhQCPGbEOK0EGKmo/ZDRETmsTwmIrKNcEQ/zEIITwCnAAwBcAHAAQBRUsp0u++MiIhqxfKYiMh2jqph/iOA01LKM1JKLYCNAB5x0L6IiKh2LI+JiGzk5aDt3g4gy2j6AoA/1bZwUFCQvPPOOx0UChFR43Xw4MF8KWWwA3dhUXkMsEwmoqbp3LlzyM/PFzU956iEuU5CiGcBPAsAYWFhSElJcVYoREROI4TIdHYMAMtkIqLIyMhan3NUk4xsAKFG020r5ymklKullJFSysjgYEdWrhARNWl1lscAy2QiInMclTAfANBBCNFOCKEGMB7A1w7aFxER1Y7lMRGRjRzSJENKqRdCTAaQBMATwMdSyuOO2BcREdWO5TERke0c1oZZSvkdgO8ctX0iIqoflsdERLbhSH9ERERERGYwYSYiIiIiMoMJMxERERGRGUyYiYiIiIjMYMJMRERERGQGE2YiIiIiIjOYMBMRERERmcGEmYiIiIjIDCbMRERERERmMGEmIiIiIjKDCTMRERERkRlMmImIiIiIzGDCTERERERkBhNmIiIiIiIzmDATEREREZnBhJmIiIiIyAwmzEREREREZjBhJiIiIiIyw+qEWQgRKoT4SQiRLoQ4LoSYUjn//4QQ2UKIw5WPh+wXLhER1YRlMhGR43jZsK4ewAwp5SEhhB+Ag0KInZXPLZFSLrI9PCIiqieWyUREDmJ1wiylvATgUuX/xUKIEwBut1dgRERUfyyTiYgcxy5tmIUQdwLoCeC/lbMmCyHShBAfCyFa1LLOs0KIFCFESl5enj3CICIisEwmIrI3mxNmIURzAF8AmCqlLAKwAkB7ABGoqO1YXNN6UsrVUspIKWVkcHCwrWEQERFYJhMROYJNCbMQQoWKgvlTKeWXACClvCylLJNSlgNYA+CPtodJRER1YZlMROQYtvSSIQB8BOCElDLeaH4bo8VGAzhmfXhERFQfLJOJiBzHll4y7gUQA+CoEOJw5bzZAKKEEBEAJIBzAJ6zYR9ERFQ/LJOJiBzEll4y9gAQNTz1nfXhEBGRNVgmExE5Dkf6IyIiIiIygwkzEREREZEZTJiJiIiIiMxgwkxEREREZAYTZiIiIiIiM5gwExERERGZwYSZiIiIiMgMJsxERERERGYwYSYiIiIiMoMJMxERERGRGUyYiYiIiIjMYMJMRERERGQGE2YiIiIiIjOYMBMRERERmcGEmYiIiIjIDCbMRERERERmMGEmp9BoNPD19XV2GERERER18rJ1A0KIcwCKAZQB0EspI4UQtwLYBOBOAOcAPC6lLLB1X+Rann76afTq1Qvl5eV4/fXXTZ6TUqK0tBQBAQHKvAsXLsDPz6+hwyRyGyyPiYgcw+aEudIDUsp8o+mZAJKllPOFEDMrp1+1076okerSpQtKSkqU6StXruDLL78EABQVFQEAwsPDkZSUZLJeaGgoAKBz5844ePAgWrdu3UARE7kllsdEZDGdToe77roLWVlZzg6lUbJXwlzVIwAGVP6/DsAusIB2O3q9Hj179lSmT506hfLycmV6/vz5eOihh0zW8fHxQdu2bWvc3sWLF6HX6x0TLFHTxfKYiMwqLi5Gv379cOHCBXTv3h2pqanw8nJUiuia7PFqSAA7hBASwCop5WoAt0kpL1U+nwPgNjvshxqBjIwMTJo0CUBFs4pjx44BAJKSkqp9uLp27Yrbbqv9rdfr9Rg6dKgy/c033yA4ONgBURM1GSyPichi5eXlyvf5sWPHIKV0ckSNjz0S5v5SymwhRCsAO4UQJ42flFLKysLbhBDiWQDPAkBYWJgdwiBH2bZtGxITEwEABQUFSEtLw/LlywEAzz77LABgyJAhEEJYtF0pJX766Sdl+r777oO3t7edoiZqkqwqjwGWyURN1ZUrV/Dcc88p04mJiaxdroHNr4iUMrvyb64QYguAPwK4LIRoI6W8JIRoAyC3hvVWA1gNAJGRkfwp08isWLECv//+OwDgwIED2LNnDzp27Ijnn38eY8aMQVRUlJMjJLJOYWEh3n77bWU6Pj7eidHYl7XlceU6LJOJmpiLFy/izTffxBdffKHM4/d7zWxKmIUQvgA8pJTFlf8PBfA2gK8B/BXA/Mq/X9kaKDnesmXLcPPmTQDAqlWrkJGRgQEDBqBv377o27cvOnTooDTHIHI1mZmZ2Lx5MwoKCrBkyRJlfps2bQAAU6ZMgVqtdlZ4NmN53HgsWrSoxkvaI0eOROfOnZ0QEVHNcnNz8eGHHwIAPDw8MGPGDCdH1HjZWsN8G4AtlZfivQAkSim3CyEOANgshHgGQCaAx23cDznQ+vXrAQAzZ87E9evXAQCDBw9G37598cQTT+DBBx+0+z51Oh0+/fRTZToqKgoqlcru+yECgLNnz2LVqlV49913AQAqlQpjx47Fhg0b8MorryAqKgplZWVOjtJmLI+dpLS0VOkRCADi4uJqXO7s2bPo168fwsPD0atXr4YKj6hGOTk52LZtmzLt6emJBQsWODGixk00hobdkZGRMiUlxdlhNCl6vV5pP2y48e6BBx5Q2i0tWLAAERERDtn3jRs3sH37dowePRpARXK+fft2eHp6OmR/1LRlZmZixYoVSrLs4+ODBx98EJs3b1ZqlLVardN+sAkhDkopI52y81qwTK6fq1ev4uDBg8jLy8MTTzxh8tygQYPg4fG/scFSUlJQUFDR/XVcXBwTE3KqnJwcrFu3DjNnzlTmqVQqaLVaJ0blfJGRkUhJSanxhiy26m5ibty4gZMnT6KkpERJlHv06AEhBL7++ms0b97c4fvftWuXkiwDwM6dOx26T2o8DOefp6cnunfv3iD73Lx5s5Is33LLLbj//vuxZcsW6HS6Btk/uZ+8vDxkZ2dj//79eOGFFwBUXM7+wx/+oCyzfft2kxunnn32WXz22WcoLCxEbm4uzp8/z5srySny8vLw4Ycfmgwo5uHhgR49ejgxqsaPCXMTUVpaivz8fKSnp2P48OHK/LCwMBw+fLjB4jh58mS1/VPTYPixNHz4cPj7++PYsWPKoDWOUlhYqNTq+fj44P7778e2bdtw/vx5JWEOCwuzuIcXaroKCwuxZMkSzJs3D0BFrVybNm3g7++P1NTUWtdbvXo1SkpKsGHDBqxbtw5lZWVISEhoqLCJcOXKFVy7dg0rV65Uzl+goilGly5dcODAASdG1/gxYW4Cbt68ifXr1yvdxggh4O/vD7VajczMzAaLQ6/Xm4wEGBwc3KD7J+fR6XQmzXCKiorQvn17h17+Ky0txezZs7FixQqoVCoMHjwY69evx4kTJ9C9e3cEBAQgMDCQ5yDVS0lJCcrKypRzCgC8vLzwpz/9Cbt373ZydER1e+mll7Bhw4Zq82+//XYcPXrUCRG5FibMbkqv1yt3aS9ZsgSzZs2CEAJeXl4ICwvD6dOnGzSe8vJy7Ny5Uxn5LyAgALm5NfZu5dKML/N7enqatGFsrGprmmDP+Ddt2oSYmBjlHHR0cwi9Xo+nn34amzZtAgCMHTsWMTExCAwMBFDxY80dzz9yDL1ej5EjR2LXrl0AKi5fe3p6YvDgwfjuu++cGxzZlU6nc8sb0PV6vclIvAZCCLc8Xkdo/N/mZJWhQ4dCrVZDrVZj1qxZACpurtNqtQ2eLAMVHaEbD5PtrpfA27Vrp7zuhmStMZNSKvFWfTgi/j/84Q/K+efIc2Do0KEm8W/YsEE5/8LCwpgsk0V69uypJMsAMGPGDGi1WibLbkar1UKtVrvlKHdVy0SDHj16OCUncEVMmN1Q9+7dTUbQi42NhZQSO3bscGJUFXr06AEppdKu1J0EBAQgOzsbAJCcnNyoO3/XaDQQQig1yFqtFlJKSCnRrVs3AMCECRNM+iu21qJFixATEwMAOHLkCO644w4EBAQofX4bCw0NhRACP/74o9X7q3r+A0B0dLRyfGyCQfUVEBAAIYQyZHBiYiKklOzhws1kZWVBCKGMNOvh4QEhBIqKipwcmX0YysTExERMmzbN2eG4LCbMbiQoKAhqtVop3BMSEqDVapUeApwlPj4eEydOBOC+NcvW0Ol0tdbuGh7vvfee3feblZWFoKAgZbq2LtUSEhIwZcoUm/dXtbYmNDQU+fn5JvN8fX2hVqtx4cIFALXXhphT9fwHgIULF0Kr1WLt2rXWBU9Nlq+vr0nClJSUhPHjxzsxIrK35ORkqNVq3HXXXQD+162aVquFl5cXWrZsWa1MsUVMTIxJ+W58A7yjtGvXTskFvvnmG5PvlEGDBvFGPwswYXYDAQEBCAgIwJUrV6DT6fDLL79Ao9Fg3LhxUKlUTm1HO3v2bMyePRtlZWV44IEH3PbmmKCgoHrVRhw9elR5v4KCgqDT6UweaWlp6NixozJdU5szWxw9ehTh4eHQ6/VQqVTQaDQmyXKXLl2Qnp4OwD5tmGfPnm3SdREApR2zQUBAAEpLS6HT6XDixAl07doVZWVleOqpp/D+++9X2+aFCxcQFhYGnU6nvJbG57/BRx99hJdffhkqlYp9fJNFDOekwS+//IJBgwbxB7+bKS8vh06ng16vV+apVCqoVCoIIaDX66HT6ezWRKOsrMykvHfkYElBQUEICAhAZmYmPD09lXLe+DvFw8PDpCwm8/hKuTCdTod27dqZJGq//vorevbs2Sg+BJMnT8a6deuUS+9eXl4O7+fZWYzfg507d+Lee+81ef7LL7/ElClToNVqUVRUBH9/fxw/frzadtq0aYPk5GSMGTMGe/futXucZWVlKCkpUfbv7++vPNelSxf8/vvvKC8vx8aNGzFq1Cib93fjxg3l/e/fvz82bNignJtVz98TJ06gQ4cOSlJy/fp1vPbaa9WukOj1ely+fFlZNysrC+3atTNZxhC/Kw91TQ2vpnOyefPmaN26NX90ubGQkBD897//dXYYdhMaGoorV66YnL9VjR49GqtXr3ZCdK7L+VkVWaW4uBj9+vVT2sweOnQIXl5e6NKlS6NIloGKUbAM3ciNGDECy5cvd3JEDeO2225T2sItWrQI69atg0ajwYULF9CpUyf88MMP8PT0RNu2bWtc/8UXX3RI39j79+9HTEwMWrdujeTk5Gr7v3jxIsrKyvD5559j2LBhuOWWW2za38yZM036mb3lllvQtm1b5OTkKIOWZGdnIy0tDQDQsWNHeHh44Msvv8SNGzfw6quv4vvvv4dGowEA9OnTp1oBL6XE8OHDTWqI7BU/NS01lamGc5LsY+bMmfj2228BACNHjsQ777xj9foA0K9fP6xatcqqWLZt24aXXnoJnTp1wtatW2stj3fu3IkOHTpYtY+GZDh/AShN20JCQpRKkUmTJpncpOrr62vSNI/q1jgyK6q3jIwMTJo0CWVlZTh58iSSk5MBABEREY3qcmFsbKxy49bjjz+ON998s1otoDuLjY3FoUOHcPr0afTt21fpA9vPz6/OEe5+++03XLt2za7x/PDDD4iLi8Pp06cRFhaG8PBw5bmBAwcCqKiV9fb2xh//+Ee7XAk4f/680lZ58ODBWLBgATIyMvDkk0/i2LFj8PLyQnJycrXXw/DltGDBAsTGxirzb731VpNl9Xo9hg4datK+cOPGjRg2bJjbXskgx8jNzcVjjz1mci5169bNrsmycZnYVJ0/f155jSMiIuq93qRJk5CRkYH09HRcvnxZmd+mTRurYyksLMS5c+fQvHlzvPXWWzX2TwwAnTt3ho+Pj9X7cbSMjAy89tprWLlypfLaGvICX19fk+UMlQ9kHSbMLmLPnj3417/+hYKCAqSlpWH58uX4+9//riQ7jcnMmTOxfv16XL58GdHR0ZgxY4ZJgtYQ+z9//rwy/fDDD2PChAkO29+ECROUGs7ly5fjgw8+wNatW/HYY49h0qRJ6NKli0VfDgaTJ0826YrPFjk5OSa11qWlpfjb3/4GAPjpp5+QkJCAwYMH260/zn/+85/45ZdflOnTp09jwYIFKCgowC+//IJmzZrh448/Nnv+GnrrqElpaSmefvppk94wPvroI4waNYo1y2SxGzdu4D//+Q88PT2VqyL2vlJ36NAhk2SP6vb000/jxo0b+O677xyW7LVs2dJpPRodPXoUEyZMQMuWLS26Artt2zYkJiYCAAoKCpCeno5mzZop86qWqzNnzlTuTQEqvhP//ve/2+EImhYmzC5g165dePfdd7F9+3aEhIRg/vz5Nn3ACwsLsWDBAosvh9XH22+/jY8++gj5+fmIjo7GtGnTrEoWLRUXF6fcQJGQkGDSC8Pvv/+OlJQUdOrUSanptSfjmom0tDRs2bIFjz32GCZPnoxOnTpZtK23334bOTk5ACouN1q6fn0UFBQgNjYWmzdvxsKFC9G7d29MmDDBLrVpb7/9NgoLCxEcHIwWLVooXbidO3cO586dQ0hICOLj4+Ht7Y1x48ZZvR+dTletF42xY8cyWSaLXbx4Ef/4xz/g4+Njc9laXwMGDMATTzzh8P00JitWrMChQ4fqtez06dMBAJ9++qkyGugLL7yADh064KuvvsLPP/9st7hKS0tx5MgRk3s2pk+fjvnz50MIoQx2ZKuajj8nJwcbNmyAn58f/Pz86vxOXr9+PQ4dOoQDBw5gz5496NixI55//nmMGTMGKpWq1nP322+/VX6sjRo1CrGxsejbt69djqspYcLcyO3atQuLFi3C9u3bcccdd2Dq1KlKzaA18vLysGTJEixZsgQtWrSAEMLksrctli1bhvj4eGg0Gjz++OOYMWOGw5LlmzdvYtmyZcp0fHy8cvfvxIkTERwcDKCi9jQlJQUpKSkYMmSIXRPm8vJyLF682GTemjVrMHHiRMyYMQPt27e3aHvLli1T7sx//PHH0aVLF7vFaqy4uBgff/wx4uLi7NYnZ3x8PMrKyhAfH4/Ro0fjxRdfxB133IHDhw/j119/RV5eHkaMGIGQkBBMnTrV5viN3/vY2FiTPlSJ6iszMxNLly7Fpk2bEBcXZ5duFOujd+/eePDBBxtkX43FZ599ht9++83sMoYy1bj/9+effx5+fn547rnn0L59e2RlZdk1Yc7Ly8OHH35o0pvPkiVLau1u0xpr167F4sWLkZGRocwLDw/HiBEjkJubi3Xr1infyeYkJibi8OHDiIyMRFxcHDp06IBJkyaZXWflypUmFUgDBgzAn//8Z9sOqKkydObvzMc999wjqbrdu3fLBx98UAKQd955p5w/f77N20xNTZUATB728Omnn8pbbrlFApAjRoyQx48ft8t2q7p69apMSEiQq1atUuKPjo42eZw/f15K6ZjXz0Cr1cp///vf1V7L0aNHK/u31KRJk+SaNWtkaGioTE5Otlusx48fl88//7xJnAEBATZvt6ysTCYkJMiEhAQZExNT7fU3+Pbbb+WKFSts3p+UFe//0qVL7X7+OhOAFNkIymHjR1Mok8+cOSNfffVVCUCGhYU5dF/ffPONDA8PlwDkPffcIzds2ODQ/TU2xscPQIaHh1crE6qWqVFRUTI6OlpevXpVWcaeZXpCQoKyL8P7byjToqOjpV6vt3rbUlZ8JxrKx9DQ0GrfFdHR0VJKKTMzM+Xo0aOrPV/1MXjwYKWMteT8adu2rbKN/v37y++//96m43J3lWVfjeWi0wtm2UQKZ0vs27dP7tixQz7wwAOyY8eOcsiQIXZJ9q5cuSJXrFhht4S5vLxc7tixQ+7YsUN6enoqH8gzZ87YHGtNDPH7+PjIIUOGKI+apKSkyAceeEACkHfccYddk2UppSwsLKz2Oj7wwAMyLy/P6m3++OOPMigoSPbp00empqbaFF9KSory3kyaNEm2bt1a9urVy+aEubi4WNnu9u3blffA1i+X+qh6/gohan3/XQkT5oZ37tw5JVlu3ry5fOKJJxy6v27duinnbXx8vEP31RgZHz8AGRcXZ/L89evX5ZYtW0ySw5rKlKioqGoJp7WME+bg4GCTMs1WO3fuNPlONJSTrVu3rvE7KTc31+Q7raaHNd8Jhu8Uw3EmJibafGzujgmzCzl+/Li8++67lQ9VQkKCXbZ79erVasmyEEJGRERYvU2tVmuyvW7dusnLly/bJd6qDPHfcsst8sEHHzS77MmTJ2VkZKQEIENCQuSSJUvsGotWq5W7d+82OfYePXrI4uJiq7Z3+PBhmZqaKvv06SMjIiLkqVOnbIqv6vFHRETIOXPmyH379slOnTopSUJqaqo8fPhwrds5d+6cTE1NlampqTIzM1PZdkREhIyIiJCRkZE2xWmJquevh4dHg+7fkZgwN7wFCxYo55ItZWB9PfbYY7J58+ZNMmE2/k6rKWG+fv26/P777+v8Tjp9+rRSuxwcHCznzJljU1zGCbM9ypSysjKlvDR8J0RERJh8J86cOVNGRETY/TupNv7+/srxtW/fnrXL9cCE2UVkZWXJ1q1by9atW8uwsDD51Vdf2W3bVQsHAFKlUlm9vfLycnn69GllW6GhoVYnjOYUFBTIzMxM5TJ8XV9u2dnZsnPnzhKAbNmypVyzZo1d49FqtXLfvn0mr2NYWJjU6XRWbS8zM1PZjkajsSm2rKwsqdfr5dChQ2VYWJgMCwurdvzHjx+XYWFhJpfpMjMza3w89dRTynamTJliU2y2KCoqMmmG4enpKbt16+a0eOyNCXPDKigokLNmzZIApI+PT50/wO3h0qVLsl+/fk5PmPPz82v9vGdmZlrdnMwc47KmasJ8/fp1mZycLENCQqQQQrZv377GbRi/foGBgXLu3Lk2x1X1O9Haq25arVZmZmbKo0ePKt8Htnwn2JNxwmzPZn7uzCEJM4BOAA4bPYoATAXwfwCyjeY/VNe23Llwrq/CwkLp5+cn/f397d7+98aNGyZtfm1NmMvLy00SvYCAAIcVDtOmTVP24+XlJfv371/rshqNRoaEhEg/Pz8ZEBAgP//8c7vGotPpqtUsW9Okpby8XBYWFsrc3FyT17CoqMjibRUWFir/h4aGyuzs7Hqtp9FoZEBAgNmHvV8/a1y/fl2+/fbbJrVA7pQsS2m/hJllcv0YyhSVSiUfffTRBtmnoUlCs2bN5AcffNAg+zRWVFQkCwsL5ZgxY8y2k1WpVCZliq0MZbLxPnx8fOTrr78utVqt3LJli+zWrZvyQ762bRi3f7bHD46avhMtTZi1Wq0sLCw0+U4IDg62OTZ7MeQUTJgt4/AaZgCeAHIA3FFZOMdasr47F871odVqpZeXl1SpVDIrK8uu29br9XLBggVSpVJJLy8vkwLC19fX4u1VrVm2JmGsL71eL6dMmaIkSsOHD691Wa1Wq/yaTktLs2scZWVlUqvVyu+++67aF4xarbZoW1VfP5VKJVUqlcU/OLRardRqtRbv39UY/2CqzxUGV+SIGmaWybUznFO2toG1hCFh/uSTT2RZWVmD7VfKirLCsH9PT0+lzKnpYfic3bx50y77Nq7hrJrwGmp4zdUsa7Vaefvtt0svLy8phJCenp5y6dKlVsej1+ulVqtVvhONvxcDAgKkVqut1/qGGxSFEMp2GlOyLKU0eT+9vLzkTz/95OyQXIK5hNlewxgNApAhpcy00/aaDCkl1Go19Ho98vPzax2e01pxcXHIzc2FVqs1GRYzMDBQGbbaEkeOHMHdd9+tTDtydMGYmBi89957ACoGBzGOvypfX18UFRUBgCFhsJvFixdDrVZXG0REpVLh5s2bFm3L+PVTq9XQarXQarUWDZJw/vx5tGrVyqr9U5PBMrkRevLJJ5UyraG0a9dOGQEuISFBKXOqPvLy8pR1vL29odPpGiS+Hj164PTp0zU+FxQUhOzsbBw8eBADBgxAQkKCTV3/xcTEQK1WIy8vTznulJQUAIBGozEZGc/c+mq1Gk899RQGDx6sbCc3N9fquBzt0KFDGDBggLPDcH21ZdKWPAB8DGBy5f//B+AcgLTK+S1qWedZACkAUhzdpU9jZXzTXF2/bK1R9Y7iHTt2KG2srLFz5067tYGui6GHCwAyNjbW7LKG5QxtgA21KbbeEVzb62ft8Ru/fpZe/qupCyR3Z/z6AxV3zrsjOKaGmWVyFZaUKfZk3Ia3IXspMK5hhAWX5MvLy6uVqfbYv+ERHx8vFy5cWK+rRvZqg1vXd4JxE8P6PBry/LGW8etv76uu7syhNcxCCDWAUQA+q5y1AkB7ABEALgFYXNN6UsrVUspIKWWkYZCJpkSj0aBZs2YAYNcO0qtauHAh5s+fj08//RTDhw+3ejuJiYkmHe0HBAQog2w4Wm212DqdDmq1GgBw7do1+Pv7m9SmGNdQW6Jnz55Qq9XYuHEjFi5cCK1Wi7Vr15osY+nxG79+oaGhJh3JmxMXFwe1Wo0dO3YoNRnGnd+7q2HDhmHjxo3KdFRUFLZv3+7EiFwHy+S62XJlLC4uDjNnzqz38mfPnjU7zLsjqNVqpYb47Nmz0Gq1eOCBB+q1rj2uGhrvvyay8irgoEGDcODAgRqXMb5qeOjQoXrHX1W7du2UmvXx48fXuExYWBi0Wi2uXbtW63aSkpKUMvjdd9+1KpaGUtfrT1aqLZOu7wPAIwB21PLcnQCO1bUNd24vV5OsrCzp5+cnVSqVzT0j1KRPnz7S399fqlQq6e3tLb29vZVfmt26dbOqNwvjGs62bdtadYOaJYxrg6r22ZmVlSX9/f2V2gfDa3j77bfLkydPSo1GI++77z4JQHp7e8vXXnutzv21bNlS2aaHh4f85ptvpEajUdrybdy4UTZr1sziGuJZs2ZJf39/ZVAXc6//7bffrsTg7+8vP/vsM3njxg2p0WhkaWlpvfbnDvr06aP0YQpAvvzyy259/LBzDTPL5OqMz6l33nlH3rhxw6rtPPXUU1KtVku1Wi39/f3lI488Uuc6nTt3lh4eHg1Sw2x8LwcAmZWVJcvLyy3ejkajkV5eXlZ/Pxnvv+pNf/Hx8XLBggVy3Lhx8tq1azWub3wMJ06csLjdt3E5evLkSYvW12g0NT4aoq95ezF+vcEaZouYq2G2x9DYUQA2GCaEEG2klJcqJ0cDOGaHfbiN9PR0DBo0CEIInDlzBv7+/jZvMzQ01GT68uXLNf667N+/P7744gs0b97cou2vXLkSs2fPVqY9PDzg5+dnXbAWeuONNzB9+nRl2vD6AcDx48cBAF27dgUAXLx4Eb6+vvD394enpyeAiiG0ly5diqKiomq1zTqdDnfddRcA4MqVKwCAX3/9FW3atEFwcLDJUMs6nU6pUQ4JCam1VsTY5MmTsW7dOpSUlGD06NFYtmwZ1Gp1tdff8P5dvHgRUkrs3LkTnTt3RsuWLeHt7d3khnwuKSlBWVkZgP+9/7fccouTo3IpLJOr2Lp1K8aMGYPx48dj4sSJVn+mbty4Aa1WC6DiymB9rjKVlJSgvLzcqv1Zw1Are/bsWdx+++1W1Rh37doVer3e4vV0Oh3atWtnsn8PD9ML2W+99RYAYOTIkcpV1qoMx3DixAl06NCh2jZqW6dr166QUqKoqAhnz56Fl5cX2rRpU6/1DezxndyY/Prrr+jSpYuzw3ALNiXMQghfAEMAPGc0e4EQIgIVv2zOVXmuSdu/fz9iYmIAAPv27bP6Br+cnBwMGTJEmb5w4QIA4JdffsHo0aNrvRRzyy23oFWrVhbvr7i4GAUFBQCATp06YevWrZYHbaU1a9YgICAA06dPN3n9duzYoTQxuXDhAg4dOgQvLy+0bt0aAPDRRx+hpKQECxcuREJCAj755BP8+OOP1bZ/4cIFpKWlKdNdunSpdgPe2rVr8cYbbyjTXl5eCAkJMRv3pEmT8Nlnn6GkpAQTJ07E22+/bfJ+FxcXo1+/ftXiB4AOHTrAx8en3q+ROxkyZIjJDUCBgYEICAhwYkSuhWVyzV588UUcPnwYL774osUVBrbo27cvLl++DKCiLKt647A9GZcpAKxOloH/fadYs//s7GykpaXhzjvvrHE5jUZT6zb0ej169uypTIeEhCiVH+bk5ORg0KBBStzm9t/UtGnTxqKbyql2Nr2KUsprAFpWmRdjU0Ru6ocffkBcXBxOnz6NsLAwhIeHW7z+O++8A6Ci1vTYsWPw8vJCUlKSsswf//hHs22hU1JS8Oyzz2L16tXWHQQqku7OnTtbvb6lLl26hPfeew/btm1DQUEBTp8+DW9vb7zyyis4efKkcvwREREmXw6GWo433ngDEydOBAAcPHgQq1atqnb83bt3NxtDXl4esrKy6hXv+PHjkZubi8OHD0Oj0eCFF15A27Zt8de//tVkOR8fH5Ma76rxN1UnT57EjRs3AABz5szB2LFjnRyRa2GZXN348eOxfft2vPXWWxg4cGCD7js9PV2pwLjrrrsc9uMvNzcXjz32mHL/RnJycr2TpIyMDEyaNKna/KSkpDp7jai6/5MnTyI5ObnOMvXxxx/HrFmzTOaVlJRg5MiRyjHUd/8ZGRl48sknkZmZieTkZAB1l+lEVqmtrUZDPtytvVxV33zzjezTp48EKoa7tnQEP+P1gYoR7BITE+XGjRtNlnvqqaeUtrLGj4cfflgmJibKWbNmycDAQDl58mSL9m8YRrZbt24NNrRmcnKyMrJT1Udtx1+XS5cuWRx/QkKCjIiIUPZd2/sXHR0to6KilNd/zpw5sl+/fsow0obXLzExUSYmJjaKQUEam6rnb0P2KOBM4Eh/DtW2bVs5f/58mZOTY/O29u7dK4cPH66co0OGDDG7/GeffSZvvfVWm3t5MOfcuXNy1KhREqjoZ9nSz41hKGfjR2JiYr3aPh89elRGRUXJUaNGyWbNmtVYJlcd6S86OlqmpqaaLJOfn28yqEp99r97924ZFRUln3vuOZapVRi/3vYe28HdOboNM9XhxIkT2L9/Pzp27IjXX38do0aNqve6X3/9NRYuXKis//zzz8PPzw9RUVEmy8XFxeHTTz9V2tcZjBo1CrGxsfjzn/+Me++9F8HBwVa3P27Tpo1JTxmOsmjRIly8eBFXrlzBqFGjqvUfWdPx10fr1q0tjv/QoUM4fPiwMt2iRQvl/SsrK0NcXByAil4wjNsp/vbbb7hy5Qo6deqEAQMG4Mknn0RYWBjGjBljcdxNQdXz94UXXkCvXr2cHBW5utmzZ6OwsBAPPfQQbrvtNpu3169fP3Tu3Bnff/897rnnHjz3nPnWLYcOHapWJttbQUEBvv76awAV95dYUzYaeHp6YuHChfXaxsGDBzFv3jzs27cPsbGxGDZsGMaNG1fnellZWcjKykJERAROnTqFlStXori4GF988YXZ/a9YsQK///67Mu3r64vevXsjODjYpmMmqi8mzA60bds2nDhxAj///DPCw8MxdepUREdH12vdzZs3IzMzE19//TX27NmjrF/TpTMAeO+996q1XX744YeVZBmo6Dpn2rRpFh3Drl278PPPP1u0jrWWLVuGmzdvIj4+Hvfddx9GjRqFkSNHKvE3FsXFxVi5ciXKysqwZMmSas9PnDgRwcHBaNeuXaOMvzGqev6OHTsWnTp1cmJE5A4++OADqwZoqs22bduUG36llHXezFef9rf24u3tbXH5XpWHh0ed29i1axcOHDiAQ4cOISUlBXFxcZg6dWq99yGEgBAC6enpWLp0KdasWQPgf/FX3b8hoV61ahUyMjIwYMAA9O7dG127dq21mzhyDENOA1TcGOrINvmNERNmB0pMTMSGDRsQHh6Ol156qdZkt6pt27bhrbfeQnp6OgDUuf769eurFdyDBw/G7Nmz0bdvX5uO4euvv8a3335r0zbqsn79egBAamoq9Ho9Bg8ejFmzZlnczrshXL16FR9//DFeeeUVk/lRUVHKl+Pbb79drecSql3V83fEiBHKzZtEtho9ejQCAwPtsq3ExETs2bMHQEVZcObMGbPL/+Mf/8DatWvtmrQby8nJwbZt2wBU3Bcxb948q9evjz179uDdd9/F+fPn0atXL7zwwgsWJctAxVXPu+66C8uXL1eS5WbNmiE6OlqJ3/CdAFRcJejXrx/69u2Lvn374oknnmiQK53uYNy4cfVuh14fhpwGAO69915cvXoVgYGBePjhh+22j8aMCbODHDx4EDk5OejYsaPZmuGafPPNN7h0qaIXKHPrSynxww8/KD1HGJs1a5bNybIj6fV6/PTTTwCATz75BEBF10+1dTPkDMeOHcP58+dN5p0/fx5Tp06Fl5eXSUf6CQkJDVqb5E6Mz9/+/ftj+fLlyk2bRNZKTk7Gn//8Z6xevRpBQUF2337//v3x6quv1nv5gwcPIjw83K4/Bo8ePYrXX3/dqnVzcnKwbt06k/VlZbeWQEWlixACu3fvVm7EnTdvHrKzsxEbG2vRd5pBt27dcOPGDZOa5ebNm2PIkCEYO3assm9DmfDAAw8gMjKSZYKVoqKi7Pqd2r17d+zduxfnz5/H3r17sXfvXrRv3x6BgYHo37+/3fbTaNXWuLkhH+50g4mBYeCN+Ph4i9c9efKkjIyMNLt+WVmZPHDgQI03xXXq1En++uuvth6ClFLKadOm1fsGl7oUFxfL1NRUefz4cVlcXKzcENdYGQ/N3KJFCyXeiIgI2b9/f2eH5/LKy8tNbjjq1q2bvHz5srPDanDgTX92d/jwYZsG3qiNcZkQHR1dr3WGDh0qfXx8HHIj644dOyQAqVKp6l0mZWdny9TUVPmvf/1LRkREyE6dOkmVSqUMH214HDhwQKampspWrVpJALJ9+/YyIiJCJiQk1Du+tLQ0ZX0Act68eTI6Orra99X3339vMq9Hjx4yIiLCqkG2SJrcaG7vMnXRokUyIiJChoWFKe9X69at3WZwFN7018BycnJw8+ZNtGzZ0qob7F5++WUcPXrU7DLFxcXo3bt3tfkhISHYunWr3bp+a9GiBQIDA1FYWGj1Ngz9OO/ZswcTJ07EPffcg3379iE1NdUuMTpCbm6uyTCpI0aMQEJCghMjcj9V+1zdu3ev2w0aQM4RERGB0NBQiwascJSkpCR0795d6S7NEYKDg5VL5bXJzc3FjRs38P7772PTpk0YOnQoduzYgby8PDzzzDPYsWOHyRDehhuUfXx8EBYWhk8++cSkn+f66N+/vzIICVBxQ3fVmyDPnDmD5557DmFhYco84xutyXKpqalQq9XYtGkTWrZsWfcKFpgxYwZmzJiBLVu2YOrUqdBqtcjLy8OECRPqzFtcHRNmOysqKsKgQYOQmZmJdevWWdUrQlJSEgYOHIiffvoJ169fx40bN0wGspBS1tj5u7+/Pw4cOFDnoBqWeP311+Hj44NXXnkFOp0OJSUl9er433i0tlWrVil9SP/pT3/C7t277Rafo4wfP15pMuLt7d2omoq4C1t+hBHVxnBeZWRkmO2X3p1cvHgR3bp1q/EzVVRUhObNm2PSpEn4+eef8c477+DUqVPYsGEDnn32WWzZsgX79u0DAGRmZjo0zuXLl+Po0aP417/+pczr3r27S3wnuJqAgAD069cP6enpds0JDEaPHo3Ro0fj6NGjTSJZBpgw25VOp0N4eDiys7ORnJxsUyf5KpUKHh4emDNnDvLz87Fw4UJ4enpCSokzZ87g7rvvrrZOVlaWQ2roPD09oVKpsGfPHtx7771ISUmpc52//OUv2LVrF4CKX6SunBy9/PLLWLBggbPDcCt5eXkmo042lcSGHEun01k1mml96PV6k5tTy8rKah1VFTA9p9VqNYQQyjYaquZbp9OhR48e+Oabb/DVV1+hrKwM5eXlWLp0KdLT07Fly5YGicPYO++8o1SgkOPk5eU1yH66d+/eJJJlAHD+9So3EhQUhOzsbLtsKykpSenTcsmSJcpodUeOHKkxWXak6dOnQ6vV4vvvv0daWhrUanWdj5kzZ0Kr1UKr1Vp85za5t/Pnz1dLaq5du8bmGGQzlUqFmzdvOmTUzKFDh2LTpk3K9IYNG8yWgcbJ9MGDB5X+2JcuXWq3mOo6zqCgIOzevVtpahETEwO1Wo28vDz8+9//tlscRE0Ba5gdIC0tzS5DcyYmJqJ169ZYsmQJ1q9fb9LVTlVardbhtXSDBw+GlBJAxWXPVq1aObxTfmdwdHtDMmU4p4hspdPp4O3tXWf/yA1BrVZDo9FU+yE4Y8YM5OTk2OWq1eDBg5GamoqePXtCo9EofRyXl5ebJO3GZdrixYsxffp0m/dN1NSwhtlOfH19UVRUhLNnz9p1HHvDTRJr166tdZmGSJarCgwMRGlpaYPu0xkWLlyI+fPnOzsMIqqDRqNBYGAgbt68afdt9+zZU2liZmzQoEHKlTTjR0127twJrVaLKVOmYPHixcpVQ1tFREQgIyNDmZZSmiTL7dq1w7Fjx5CUlAStVmtxv8n2kpSUxIFGyKWxhtlODIWTl5d9X1IPDw94eHhgwoQJCAwMxKOPPlptGWe1/7T3sTZGnp6ejeJOe3dx9OhR5U57lUqF/Px8J0dE7kSn09m1PGzbti2Ki4tRUlJiciXk5Zdfxj/+8Q94eXnVe3+enp5KeVJeXo7ExEQUFhZi69atVsf3008/4dFHH0VISEiNN4Ib8/X1dWpf8V5eXg5pKkPUUNw/42kAoaGh0Ol0OHHiBNq0aWP37a9cuRJz585VOo8nx+nduzd+++03Z4fhtsrKykxGPWO7ZbKHixcvYtCgQXWOvGeJdu3aITk5GQMGDDDpGu2NN97A9OnTzZ67WVlZaNeuHbp06QIPDw/s3LlT6erzzTffRLNmzTB37lxs374dw4YNQ1JSUr1imjx5Mnr06IGysjLMnTsXvXv3xvHjx+Hl5cXPEpGDMWG2gwsXLgCo6APZEb/gi4uLlX3UpHv37khNTW0SNb6OlpOTo1wtmD9/fo2jKJJ19u/fz9eTHEKv1+PSpUto27at1dsoLi5Gv3794OHhgSNHjiA7OxtjxozBlStXlGXmz5+PZ555BgEBAWa31bZtW6SmpqJPnz64du2ayQ2AAQEBmDp1KsaNG4d9+/ZhypQpJs34DPvv2bMn9Hq9yXazsrLQvn17xMTE4N5770Xz5s1tOmYiqj9mWDbQ6/UYOnQogIr2WfYcs91gxYoVWLVqlcm8Vq1aYcOGDdDr9Rg2bBiOHTuGIUOG4Ntvv2V/wXYUFhbmkCF1m6ri4mKcPn0aQMXl4W3bttl1+yNHjlQGm1m8eLHJoCjkvjIyMvDkk0/atI3c3Fw89thjyo1xAwcOxHfffYdHHnnEJNm1pEzo1q0bvvvuO+j1+mrDOgcFBSEoKAht27ZVej0qKSnBmDFjlH74jxw5gq+//rpamd6hQwdlfSJqOEyYrVRaWoqnn34aP/30ExITEzFkyBC7t896//338f7775vc0AFUjLw0cOBApR3chAkTsGvXLvz1r3/FqlWrcOutt9o1DiJb7dmzx6R7QS8vLwwYMMAu254wYQKAih+t8fHxaNmypUM66qfGqWXLlpg8eTLUarXF6x47dgzvvPMOrl27hv/85z/w9PRURvQcNGiQzVft7rvvPrPPt2jRQumvX6fTYf369Rg4cCAuX76MSZMmYdiwYS7bR3lMTAyuX7/u7DCI7IYJs5V0Op3SJ2dUVJRD9vHLL79Ua08bEhKC119/HUDFpbuoqCjk5OQAAGbNmoUWLVrgrbfeckhbanc3e/Zslx5gpbHatWsX3n33XWXkxMDAQMydO9du2zceEvjRRx/lJeomprS0FKdPn1bKxfo6ePAg5s2bhy+++AJARUXE/PnzlfI8Li7O5L6RF154Ab169bJf4FWoVCql731Hfac0pMjISHz22WfODoPIbup1+78Q4mMhRK4Q4pjRvFuFEDuFEL9X/m1ROV8IIZYJIU4LIdKEEI4rYdzY5s2bceLECWU6PDwccXFxiIuLw9/+9jeTZadNm4Zp06bB29sba9aswcKFC3H+/PmGDtnlffDBB8oNaY8//ji6dOni5Ijcw4EDB7B9+3Zl2t/fH3//+9/ttv24uDh4eHjg5Zdfhp+fn92221ixPP6fzMxMrFu3zqp7R06cOIEvvvgCwcHBStk6ZcoU5fn33nvPpIu4sWPHolOnTnaJuymYMmUKvL29nR0Gkd3Ut4Z5LYD3AXxiNG8mgGQp5XwhxMzK6VcBDAfQofLxJwArKv+6jdLSUmzatEnp7s3etm3bhrfeegvp6em455570KVLF4SEhGDo0KEYNGhQreuNGzcOn376KZYsWYKHH34YYWFhdo+tqXjuuecQERHh7DDcTosWLTB69Gi7bnPBggXIzc1Fz549XfbytYXWguUxAODUqVPYvHkzUlNTLVovPT0de/fuBQDcfvvtdQ4iMmLECLRu3drqOInI9dWrhllK+R8AV6vMfgTAusr/1wF41Gj+J7LCfgCBQgi3ah+Qn5+P5557zqS9mz3NmjUL6enpACouaz355JMICQnBzp07za63evVqPPLII2jevDkOHjyoNNWguiUnJ1e7I51sd+rUKfz+++/K9B133GHXoYEN1q5di61btzaJwXRYHtvm1KlTWLp0KVauXIlbb70Vffr0qXOdefPmITw8vAGiI6LGypYRGW6TUl6q/D8HwG2V/98OIMtouQuV80wIIZ4VQqQIIVLy8vJsCKNh3bhxQ0lmHSE9Pd2k3dyqVaswdOhQpKSk1GvEucTERNx555145ZVXlDajVLfhw4c3iWSroa1cuRJr1qwBADRv3tyhl7S3bt3alHsOsKk8BlyvTC4oKMDly5ctPqeMz8mOHTvWOPLdkSNHlIFKwsPD4ePjY3O8ROTa7DKEmawoWWSdC5qus1pKGSmljAwODrZHGA3i5MmTGD58OIQQdm/ycOHCBQwaNAinT59Gq1atlO6E/Pz80LJly3pt4+LFi6wppUapb9++2Lhxo7PDcHvWlMeV67lUmbxr1y5s377d4nOqRYsWCAwMBFDRN3hNwzVHREQo5WhSUhI6dOhgc7xNXW5uLislyKXZkjBfNlzaq/ybWzk/G0Co0XJtK+e5DSEEQkNDlT5l7UGj0SA8PBw5OTnw8/PD2rVrMXz4cADA888/X+/L2H/6059w8uRJu8XVFPn5+XEQGDtTqVQO6aecFE2uPB49ejTWr19v8Xqvv/46Zs+erUzr9XoUFxcr08Y95fj7+8PDwy71Sk1eVFQUvvrqK2eHQWQ1W0qCrwH8tfL/vwL4ymj+k5V3Z/cBoDG6VOgWQkNDkZmZaddtBgcHK4X23r17sXDhQqW7o/rS6XTKZUQvLy8W9Fbau3dvnf2nUt3KyspQXl4OoOKG1C1btjg5IrfWpMrj8vJylJWVWb2+p6en0rPGsWPH0LVrV+h0Ouh0OrRo0UJZLisri31628CavrGJGqv6diu3AcA+AJ2EEBeEEM8AmA9giBDidwCDK6cB4DsAZwCcBrAGgP36jyKzgoKCkJ1dUXmUlJSk9OlJ5AwxMTF47733nB2G22F5XDGS48SJE61ef/r06Vi7dq0ynZWVheDgYKXCgewjLy+P/aKT26jXdWcpZW29qFfr46yy/dyLtgTVWP3www+Ii4vD7t270aJFCxQUFNi0PZ1OV+0XeFZWllUFjFqtVoZwTUtLQ/fu3W2KrSmx9wiNZCo2NhYLFy50dhhuo6mXx9OnT8eSJUsQHR1t03aio6MRHR2Nw4cPo2fPntBoNOw3mIhqxWv2FpBS4vDhw7j//vth613kGo1GuanPID8/v97JskajgVqtVh46nQ75+fnQarVMlm1w9uxZvn52MGzYMOVmLP4gIXubNm2aSQ2xLSIiIpCRkWGXbdH/+Pr6oqioyNlhENkNE2YrlJeX23RT2IULFxAaGqrcha3RaKDRaEx6wti2bRvGjh0LoGLEqYCAAJNHaGjFfTz5+fnIz89X1m8iAzc4DG/2sw/j9vRE9ubl5WXV6H7mtleTtm3bIiAgAMeOHavxeardpUuXEB4erjQTJHJ1TJgtcN999yEpKQnZ2dno2rWrVdtIT09H7969Te7K9vf3h7+/v8lyzZo1w6pVq5CVlYW4uDgUFRWhqKgIbdu2xfHjx5Geno4zZ84o61Zdn6gxeOONNzBnzhxnh0FkleLiYhQVFWHw4MEIDQ1FaGio0oczmdejRw8kJyfjtttuU+ZNnjyZrx+5LFanWcDb2xutWrVCWVmZVb+a9+/fj5iYGKXrOMPQrLW59dZbceutt2Lq1KnKDXw+Pj68iYJcRmBgIAICApwdBrmJmTNnIiEhAU899ZRD95OWlqb8P2TIEFy+fFmZfvPNN7Fs2TKMHDkS77zzjkPjcGXZ2dlo06aNSe391atXUVJS4sSoiKzHhNlK165dw7Bhw5CUlFSv5Q03DBoGJfnss8/q3VY2KCioKY9g5jB6vR5Dhw51dhhuZ9KkSTh8+LCzwyA3dP78eeTn59t1mxkZGXjyySdN5hmXzZ9//jm0Wq0yvWLFCnz++efIy8vD/v37cffdd2P16tV2jYmIGh8mzBa68847sXz5crz00kv44YcfMGHCBCQmJta6/Pr16/Hdd9/h7NmzOHz4MO644w4sW7aM/fw2AlJKk+HDP/roo3qPqEi1279/v809yBBV9c9//hO9evXCyJEj0aVLF7ttt7i4GL/88kutz/fv399kukWLFvjLX/4CADh69ChWrFiBkpISNGvWDB9++KHd4iKixoVtmC0UGBiIUaNGAai4+W/Dhg01LrdixQql+6MNGzZAp9MhPj4e//znP5X1ybk8PT2xePFiZfrQoUMmNUlkm+joaNx///3ODoPcxI8//ogff/wRISEhiIiIsMs2T506ZVIGeHp6Ij4+3uw6PXv2RFRUFKKiovD888/jmWeewYYNG7B+/Xq88sordonLXcyePRtTpkxBmzZtnB0Kkc1Yw2wFf39/vPTSS1i+fDkA1NjH7KpVq5CRkYEBAwYgLi4OvXr1wvjx4xs6VKqD8WhhH3zwAWbOnMk2t3by0EMPoVevXs4Og9zI999/jyFDhtjth1hmZqYyvLa3tzemTZuGadOm1Xv9sLAwTJ8+HSUlJVi1ahXi4+PRqlUrxMbG2iU+V7Vo0SKUlZXhgw8+QFZWFtatW4dLl1x+gElq4pgwWyEwMBDz589XLjsbbhDZtGkTdDodRowYgb59+6Jv37544okn8OCDDzozXKpFWVmZSY3QuHHj4Ovr68SIXN+XX34JjUaDwYMH484773R2OET15uPjg3nz5lm8XkhICObOnYuCggJs3rwZcXFxTT5hPnLkCKSULFPJrTBhtlKzZs2QkJBgMq+4uBilpaVYvnw52rVr56TIyFpRUVHVBpMhy3z++ecoKCjArFmz0LdvX2eHQ27C0C6+W7duCAsLc3Y41bRs2RKrV6/G5s2bAQA7d+7E4MGDm+ygPQkJCdi0aRPLVHIrbMNsR1u3bsWOHTuYLLsIIQR69OihTL/22mvQaDROjMj1JSYmYvjw4fDz83N2KORGDD2vzJ49G2PGjLHLNgsKCpQR/lQqlV1H+Bw6dKgyMFVT9uijj9o8Ki5RY8EaZmqyvLy8lJ5LAGDfvn1o3ry5k6NyfYZaNqLG7Ntvv8ULL7wAAAgODq71Bu76KCsrQ1ZWljIdFhbWZGuXDUJDQ3H27FmTeS1btuSPaXJZTJipycvMzHR2CETUgG7evInS0lJl+uLFi+jWrRsKCwst3lZ5eTlOnDih1FAHBgayTEFF/9YBAQEoKipCeXk5AGD58uWIiopycmRE1mHCTERETcoHH3xgty7g0tLS0LNnTwCAr68v+yA3olar0bVrVwAVV/Q8PNgKlFwXz14iImpSpk+fjrVr19p1m4GBgRz2uYq8vDy0bdsWAJCUlIRx48Y5OSIi6zFhJiKiJmXRokWIiYkxmafRaODt7V3v9YUQEEKgZ8+eCAsLY81yLbKysiClxMCBA50dCpFNmDATEVGTIqUEAAwaNAgHDhyoNr82MTExUKvVePXVV5X1tVqt0tsGEbmvOtswCyE+BvAwgFwpZbfKeQsBjASgBZAB4CkpZaEQ4k4AJwD8Vrn6finl844InIioKWKZbJvZs2crw197eHigV69e0Gg00Gg0CAsLMzvS5/Xr1/HWW2/hxRdfBFDRLlelUjVI3ETkXPW56W8tgPcBfGI0byeAWVJKvRDiXQCzALxa+VyGlDLCnkESEZFiLVgmW2Xy5MlYt24dbt68idGjR2P16tXw8PCAv78//Pz8TLqGq01gYCC7nyRqgupMmKWU/6mspTCet8Nocj+AsXaOi4iIatAUy+Qvv/wS0dHRNm/n6tWryo15vr6+CAoKUp4TQig3qBERVWWPNsxPA/jeaLqdECJVCPGzEOLPdtg+ERHVn9uVyR06dICvry/mzp2Lzz//3KptxMbG4scffwQAPP7445g1a5Y9QyQiN2dTwiyEmANAD+DTylmXAIRJKXsCmA4gUQjhX8u6zwohUoQQKRw6k4jIdu5cJr/22msICAjA3LlzkZiYaPH6hw4dwuXLlxEdHY1Zs2YhPDzcAVESkbuyOmEWQkxExY0nT8jKW4ullDellFcq/z+IiptPOta0vpRytZQyUkoZGRwcbG0YREQE9y+TBw4ciDlz5iAgIABLlizB9OnTsWrVqnqtu2jRIpw+fRoA0KtXL0RERDgwUiJyR1YlzEKIBwG8AmCUlLLUaH6wEMKz8v+7AHQAcMYegRIRUc2aSpn80EMPYcaMGfD19cWSJUvwxRdf1LnOypUrsXjxYmRlZeHhhx9GZGRkA0RKRO6mPt3KbQAwAECQEOICgDdRcQe2N4CdQgjgf10V3QfgbSGEDkA5gOellFcdFDsRUZPT1MvkkSNHwtPTE3q9HpcuXcL69esBVAzD/Pjjj5ssu2nTJsyePRsFBQUYPHgwZs+ejb59+zojbCJycfXpJSOqhtkf1bLsFwDq/slPRERWYZlcUdPs7e2Nd999F5988gmuX7+O1NRUtGjRwmS5p59+GqWlpejTpw8WLlzIphhEZLX69MNMRETUqAwaNAiDBg0CAOTk5GD48OGIjY1FWlqayXLh4eH45JNP0KFDB2eESURuggkzERG5tNatWyM1NRU6nQ533323yXPJyclo3bq1kyIjInfBhJmIiNyCSqVCZmams8MgIjdkj4FLiIiIiIjcFhNmIiIiIiIzmDATEREREZnBhJmIiIiIyAwmzEREREREZjBhJiIiIiIygwkzEREREZEZTJiJiIiIXMCKFSuwevVqZ4fRJHHgEiIiIiIX0KdPHwghnB1Gk8SEmYiIiMgF9OzZ09khNFlskkFEREREZAYTZiIiIiIiM5gwExERERGZwYSZiIiIiMgMJsxERERERGYwYSYiIiIiMoMJMxERERGRGUyYiYiIiIjMEFJKZ8cAIUQegGsA8p0di50FgcfkKtzxuHhMruEOKWWws4MwJoQoBvCbs+NwAHc8f3hMroHH5BpqLY8bRcIMAEKIFCllpLPjsCcek+twx+PiMZG13PV1dsfj4jG5Bh6T62OTDCIiIiIiM5gwExERERGZ0ZgS5tXODsABeEyuwx2Pi8dE1nLX19kdj4vH5Bp4TC6u0bRhJiIiIiJqjBpTDTMRERERUaPj9IRZCPGgEOI3IcRpIcRMZ8djCyHEOSHEUSHEYSFESuW8W4UQO4UQv1f+beHsOM0RQnwshMgVQhwzmlfjMYgKyyrfuzQhRC/nRV67Wo7p/4QQ2ZXv1WEhxENGz82qPKbfhBDDnBO1eUKIUCHET0KIdCHEcSHElMr5LvtemTkml36vXI27lMksjxvfZ9yAZbJrvF8sk6uQUjrtAcATQAaAuwCoARwBEO7MmGw8nnMAgqrMWwBgZuX/MwG86+w46ziG+wD0AnCsrmMA8BCA7wEIAH0A/NfZ8VtwTP8HILaGZcMrz0NvAO0qz09PZx9DDXG2AdCr8n8/AKcqY3fZ98rMMbn0e+VKD3cqk1keN77PeB3H5dKfc5bJrvNeWftwdg3zHwGcllKekVJqAWwE8IiTY7K3RwCsq/x/HYBHnRdK3aSU/wFwtcrs2o7hEQCfyAr7AQQKIdo0SKAWqOWYavMIgI1SyptSyrMATqPiPG1UpJSXpJSHKv8vBnACwO1w4ffKzDHVxiXeKxfj7mUyy+NGgGUyABd4v1gmm3J2wnw7gCyj6Qsw/2Y0dhLADiHEQSHEs5XzbpNSXqr8PwfAbc4JzSa1HYOrv3+TKy+FfWx0adbljkkIcSeAngD+Czd5r6ocE+Am75ULcKfXlOWx6713bvE5Z5msaNTHZClnJ8zupr+UsheA4QBeFELcZ/ykrLhm4dLdkrjDMVRaAaA9gAgAlwAsdmo0VhJCNAfwBYCpUsoi4+dc9b2q4Zjc4r2iBsfy2LW4xeecZbL7cnbCnA0g1Gi6beU8lySlzK78mwtgCyouRVw2XGap/JvrvAitVtsxuOz7J6W8LKUsk1KWA1iD/102cpljEkKoUFGIfSql/LJytku/VzUdkzu8Vy7EbV5Tlseu9d65w+ecZbJrHJO1nJ0wHwDQQQjRTgihBjAewNdOjskqQghfIYSf4X8AQwEcQ8Xx/LVysb8C+Mo5EdqktmP4GsCTlXf79gGgMbr01KhVaSs2GhXvFVBxTOOFEN5CiHYAOgD4taHjq4sQQgD4CMAJKWW80VMu+17Vdkyu/l65GLcok1keN87PuDmu/jlnmQzARd4rqzX0XYZVH6i4U/QUKu6mnOPseGw4jrtQcXfoEQDHDccCoCWAZAC/A/gBwK3OjrWO49iAikssOlS0P3qmtmNAxd29H1S+d0cBRDo7fguOKaEy5jRUfMjbGC0/p/KYfgMw3Nnx13JM/VFxaS8NwOHKx0Ou/F6ZOSaXfq9c7eEOZTLL48b5Ga/juFz6c84y2XXeK2sfHOmPiIiIiMgMZzfJICIiIiJq1JgwExERERGZwYSZiIiIiMgMJsxERERERGYwYSYiIiIiMoMJMxERERGRGUyYiYiIiIjMYMJMRERERGTG/wMjWXXoIhZqVgAAAABJRU5ErkJggg==\n","text/plain":["<Figure size 1080x720 with 2 Axes>"]},"metadata":{"tags":[]}}]},{"cell_type":"markdown","metadata":{"id":"3kdMZ5mCLudD"},"source":["### evaluate"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"b1b9raSBuZ2L","executionInfo":{"elapsed":490,"status":"ok","timestamp":1620793061347,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"bc3d11f1-6085-47e3-b5f1-ee9d0d5e00fa"},"source":["batch_sz = 100\n","\n","size = len(orig_groups)\n","# size = len(orig)\n","\n","num_train_samples = 276*size + 288*size\n","num_val_samples = num_test_samples = 276*size + 288*size\n","\n","num_train_samples = num_val_samples = num_test_samples = 8520\n","\n","num_train_samples, num_val_samples, num_test_samples, num_train_samples//batch_sz, size, batch_sz"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(8520, 8520, 8520, 85, 10, 100)"]},"metadata":{"tags":[]},"execution_count":738}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"44wrViSnuhac","executionInfo":{"elapsed":176862,"status":"ok","timestamp":1620793239461,"user":{"displayName":"Ahmed","photoUrl":"https://lh6.googleusercontent.com/-OLbATZ3Bevg/AAAAAAAAAAI/AAAAAAAAHI0/ZEy8_SxTbXw/s64/photo.jpg","userId":"10211544725582004226"},"user_tz":-120},"outputId":"22422450-e1d5-4feb-d834-97603b8f36ac"},"source":["# cedar\n","ev = siamese_net.evaluate(\n","                            generate_batch(orig_groups, forg_groups, batch_size = batch_sz), \n","                            steps = num_test_samples//batch_sz,\n","                            )\n","# ev = siamese_net.evaluate(\n","#                             generate_batch(orig, forg, batch_size = batch_sz), \n","#                             steps = num_test_samples//batch_sz,\n","#                             )\n","ev"],"execution_count":null,"outputs":[{"output_type":"stream","text":["85/85 [==============================] - 172s 2s/step - loss: 0.1477 - accuracy: 0.9433\n"],"name":"stdout"},{"output_type":"execute_result","data":{"text/plain":["[0.14774958789348602, 0.943294107913971]"]},"metadata":{"tags":[]},"execution_count":739}]},{"cell_type":"markdown","metadata":{"id":"KOWEjCyknYKi"},"source":["# test 5"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"vT1gnTV5BpO_","executionInfo":{"status":"ok","timestamp":1625159043072,"user_tz":-120,"elapsed":8,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"fe594cee-e162-4eba-8e5a-edc19c5e84c2"},"source":["from platform import python_version\n","print(python_version())\n","print()"],"execution_count":null,"outputs":[{"output_type":"stream","text":["3.7.10\n","\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"0zD11EvDB3Mf","executionInfo":{"status":"ok","timestamp":1625159087671,"user_tz":-120,"elapsed":679,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"23dd1a6c-c46f-4ba3-c40a-5f9870c98687"},"source":["!which python"],"execution_count":null,"outputs":[{"output_type":"stream","text":["/usr/local/bin/python\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"2EWO0TQrnq9u"},"source":["siamese_net = keras.models.load_model(r\"/content/drive/MyDrive/graduation project (ML)/model_5/Train 11/model_34.h5\")"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"YO1ubx0-_6sS","executionInfo":{"status":"ok","timestamp":1625158761868,"user_tz":-120,"elapsed":143797,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"ead488b8-a568-4ff5-ed16-ed8492ab7652"},"source":["# siamese_net.save(r\"/content/drive/MyDrive/graduation project (ML)/model_5/Train 11/model_34\")"],"execution_count":null,"outputs":[{"output_type":"stream","text":["INFO:tensorflow:Assets written to: /content/drive/MyDrive/graduation project (ML)/model_5/Train 11/model_34/assets\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"id":"nnyzXEI5AuXP"},"source":["# siamese_net = keras.models.load_model(r\"/content/drive/MyDrive/graduation project (ML)/model_5/Train 11/model_34\")"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"cHnOy4s7utmM","executionInfo":{"status":"ok","timestamp":1625158867251,"user_tz":-120,"elapsed":16,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"ea0d5d8a-1862-48bc-e167-30274a1eeeb7"},"source":["print(siamese_net.summary())"],"execution_count":null,"outputs":[{"output_type":"stream","text":["Model: \"model\"\n","__________________________________________________________________________________________________\n","Layer (type)                    Output Shape         Param #     Connected to                     \n","==================================================================================================\n","input_2 (InputLayer)            [(None, 150, 300, 1) 0                                            \n","__________________________________________________________________________________________________\n","input_3 (InputLayer)            [(None, 150, 300, 1) 0                                            \n","__________________________________________________________________________________________________\n","sequential (Sequential)         (None, 69120)        18315712    input_2[0][0]                    \n","                                                                 input_3[0][0]                    \n","__________________________________________________________________________________________________\n","lambda (Lambda)                 (None, 69120)        0           sequential[0][0]                 \n","                                                                 sequential[1][0]                 \n","__________________________________________________________________________________________________\n","dense (Dense)                   (None, 1)            69121       lambda[0][0]                     \n","==================================================================================================\n","Total params: 18,384,833\n","Trainable params: 18,155,777\n","Non-trainable params: 229,056\n","__________________________________________________________________________________________________\n","None\n"],"name":"stdout"}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"gvVwzgXwnqbF","executionInfo":{"status":"ok","timestamp":1624791429800,"user_tz":-120,"elapsed":34,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"7591bbae-608c-4ba8-fccf-e1fd02d132f5"},"source":["img_h, img_w, img_ch = 150, 300, 1\n","image_shape = (img_h, img_w, img_ch)\n","image_shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(150, 300, 1)"]},"metadata":{"tags":[]},"execution_count":9}]},{"cell_type":"code","metadata":{"id":"iJ6F8JLtumSR"},"source":["path = \"/content/drive/MyDrive/graduation project (ML)/datasets/1_test\""],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"rPp9M27Uo4y4","executionInfo":{"status":"ok","timestamp":1624792239758,"user_tz":-120,"elapsed":3,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"ef522606-1884-4225-cd60-f3695bec12fa"},"source":["dir_path, dirnames, filenames = next(os.walk(path))\n","filenames.sort()\n","len(filenames), dir_path, dirnames, filenames"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(4,\n"," '/content/drive/MyDrive/graduation project (ML)/datasets/1_test',\n"," [],\n"," ['g (1).png', 'g (2).png', 'g (3).png', 'img.png'])"]},"metadata":{"tags":[]},"execution_count":123}]},{"cell_type":"code","metadata":{"id":"iMWp-X3Tp_rv"},"source":["images = []"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"oyyCXNR6q6O8"},"source":["images = [path+'/'+x for x in filenames]"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"vJuKwMA8rPAB","executionInfo":{"status":"ok","timestamp":1624792241694,"user_tz":-120,"elapsed":15,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"b05f3a36-103e-430c-d30b-0cac8ae8042a"},"source":["images"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['/content/drive/MyDrive/graduation project (ML)/datasets/1_test/g (1).png',\n"," '/content/drive/MyDrive/graduation project (ML)/datasets/1_test/g (2).png',\n"," '/content/drive/MyDrive/graduation project (ML)/datasets/1_test/g (3).png',\n"," '/content/drive/MyDrive/graduation project (ML)/datasets/1_test/img.png']"]},"metadata":{"tags":[]},"execution_count":126}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":179},"id":"gv6mhQGNrqjG","executionInfo":{"status":"ok","timestamp":1624792243562,"user_tz":-120,"elapsed":1195,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"9fa0fd07-6a61-4653-ed8b-faf6b1d9482b"},"source":["img1 = cv2.imread(images[0],0)\n","img2 = cv2.imread(images[1],0)\n","img3 = cv2.imread(images[2],0)\n","img4 = cv2.imread(images[3],0)\n","\n","\n","img1 = cv2.resize(img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","img2 = cv2.resize(img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","img3 = cv2.resize(img3, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","img4 = cv2.resize(img4, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","\n","plt.figure(figsize = (15, 10))\n","\n","plt.subplot(141)\n","plt.imshow(img1,'gray')\n","plt.title(filenames[0])\n","plt.subplot(142)\n","plt.imshow(img2,'gray')\n","plt.title(filenames[1])\n","plt.subplot(143)\n","plt.imshow(img3,'gray')\n","plt.title(filenames[2])\n","plt.subplot(144)\n","plt.imshow(img4,'gray')\n","plt.title(filenames[3])\n","\n","plt.tight_layout()\n","plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure size 1080x720 with 4 Axes>"]},"metadata":{"tags":[],"needs_background":"light"}}]},{"cell_type":"code","metadata":{"id":"CDy62MGY2lOG"},"source":["# list(itertools.combinations(images[:-1], 2))"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"e7DeBFccDkd3","colab":{"base_uri":"https://localhost:8080/","height":35},"executionInfo":{"status":"ok","timestamp":1625159525844,"user_tz":-120,"elapsed":299,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"b846f830-b585-4c61-9c4c-133064d9c9ae"},"source":["cv2.__version__"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"},"text/plain":["'4.1.2'"]},"metadata":{"tags":[]},"execution_count":19}]},{"cell_type":"code","metadata":{"id":"mOuOpk6t3aU0"},"source":["kernel = np.ones((9,9),np.uint8) # default\n","def preprocessor_img(path, image_shape):\n","  image = cv2.imread(path,0)\n","  blured = cv2.GaussianBlur(image, (9,9), 0)\n","  threshold, binary = cv2.threshold(blured, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU)\n","  closing = cv2.morphologyEx(binary, cv2.MORPH_CLOSE, kernel, iterations=30)\n","  contours, hierarchies = cv2.findContours(closing, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n","  the_biggest_contour_by_area = max(contours, key=cv2.contourArea) \n","  x,y,w,h = cv2.boundingRect(the_biggest_contour_by_area)\n","  cropped = image[y:y+h, x:x+w]\n","  resized = cv2.resize(cropped, image_shape, interpolation=cv2.INTER_LANCZOS4)\n","  # resized_blured = cv2.GaussianBlur(resized, (9,9), 0)\n","  threshold, resized_binary = cv2.threshold(resized, 0, 255, cv2.THRESH_BINARY + cv2.THRESH_OTSU)\n","  return resized_binary"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"3s6biV-AsEp7"},"source":["def make_pairs(images):\n","\n","  all_pairs = []\n","\n","  test_image= images[-1]\n","  originals_images = images[:]\n","\n","  for i,img in enumerate(originals_images):\n","    x1 = img\n","    x2 = test_image\n","    all_pairs += [[x1, x2]]\n","\n","  \n","  # all_pairs = list(itertools.combinations(images[:-1], 2))\n","\n","  pairs=[]\n","\n","  for ix, pair in enumerate(all_pairs):\n","    img1 = preprocessor_img(pair[0], (img_w, img_h))\n","    img2 = preprocessor_img(pair[1], (img_w, img_h))\n","    # img1 = cv2.imread(pair[0],0)\n","    # img2 = cv2.imread(pair[1],0)\n","    # img1 = cv2.resize(img1, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    # img2 = cv2.resize(img2, (img_w, img_h), interpolation=cv2.INTER_LANCZOS4)\n","    img1 = img1.astype('float32')\n","    img2 = img2.astype('float32')\n","    img1 /= 255\n","    img2 /= 255\n","    img1 = np.atleast_3d(img1)\n","    img2 = np.atleast_3d(img2)\n","    pairs.append([img1, img2])\n","  \n","  pairs = np.array(pairs)\n","  return pairs"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"id":"3f0Kjui5vWk3"},"source":["paris_images = make_pairs(images)"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"HvRdJyttxIZx","executionInfo":{"status":"ok","timestamp":1624792249570,"user_tz":-120,"elapsed":3,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"4a83645a-f975-4909-d673-57ea3488ba8f"},"source":["paris_images.shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(4, 2, 150, 300, 1)"]},"metadata":{"tags":[]},"execution_count":132}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"rjC8eCQDyhLb","executionInfo":{"status":"ok","timestamp":1624792251121,"user_tz":-120,"elapsed":285,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"ac6c00ff-206b-4ade-ff80-2152634f0ee3"},"source":["paris_images[:,0].shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(4, 150, 300, 1)"]},"metadata":{"tags":[]},"execution_count":133}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"3qHw7HX314Bc","executionInfo":{"status":"ok","timestamp":1624792252419,"user_tz":-120,"elapsed":4,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"c4cb57b6-10df-41b8-9fdc-f4c1d9aa76ba"},"source":["paris_images[0,0].shape"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["(150, 300, 1)"]},"metadata":{"tags":[]},"execution_count":134}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"id":"hkmqV0skxLpT","executionInfo":{"status":"ok","timestamp":1624792254187,"user_tz":-120,"elapsed":1450,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"0a881bb3-5600-4b49-b2c2-c49e19b88fab"},"source":["for ix, pair in enumerate(paris_images):\n","  plt.figure(figsize = (15, 10))\n","  plt.subplot(121)\n","  plt.imshow(pair[0],'gray')\n","  plt.title(\"image_1\")\n","  plt.subplot(122)\n","  plt.imshow(pair[1],'gray')\n","  plt.title(\"image_2\")\n","  plt.tight_layout()\n","  plt.show()"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":["<Figure 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wSlOnXqqHbt2k7HAMKCP2Yh+aNHJf3dGLNBufetjgvAOQAAQNlB2yJM7Nq1S7feeqvefvttp6PAj1JTU9WzZ09NmzbN6SgAwpxfChjW2jnW2h5532+y1iZbaxtaa2+y1hZvOG4AAFDmhXLbYsaMGRowYIA2bNhQov2zs7P15JNP6rnnniv2tKxAqIiNjdWLL76oBx980OkoAEJIIHpgAAAAlFmpqakaP3689uzZU6L93W63pk6dqhkzZjBDCUJehQoVVK1aNblcrgLLo6KidOONN+qqq646ZZ+srCzt27ev2NMSAwh/FDAAAAAABMTQoUM1b948nXPOOWe9zw8//KCLL75Y06dPD2AyAKGIoXABAAAABERcXJzq1atXrH0yMjK0fft2HT9+PECpAIQqemAAAAAAAICgRw8MAACAEpo5c6YmTJigtWvXOh0FAICwRwEDAACghNasWaOPPvrI6RgAHHb8+HHt379fWVlZTkcBwhq3kAAAAACAD95++20lJydr1apVTkcBwhoFDAAAAJSq3377TZ988kmJp5oFgs3Ro0eVlpam7Oxsp6MAYY0CBgAAAErVzJkzdcsttyg1NdXpKACAEEIBAwAAAAACICcnR//617/0xBNPyO12Ox0HCHkUMAAAAOCI/fv3a+/evbLWOh0FCAiPx6Nvv/1W3333nTwej9NxgJBHAQMAAAClzlqrgQMH6oYbblBGRobTcQAAIYBpVAEAAOCIAwcOKD09nU+mz9Jvv/2mxYsX68orr1StWrWcjiO3262vv/5aCxcuPKUXTa1atdSpUyc1adKkxMefP3++YmNj1b17d5UvX97XuADCAAUMAAAAIATMmjVL9957r2bOnBkUBYzMzEwNHTq00KlDL7zwQn300UcyxpT4+GPGjNFnn32mZcuWUcAAIIlbSAAAAAA4JCkpSZ9++qk6derkdBQAIYACBgAAABDE3G63du3apQMHDkiS0tPTtXv37rAY/LR27drq3bu3EhMTnY4CIARwCwkAAAAQxHbs2KHOnTt7ixb33nuvLrjgAn3//feqWLGi0/EAoNTQAwMAAACOOXTokCZOnKglS5Y4HSVoud1upaen6+jRo5Jyr9m+ffvCogcGABQHBQwAAACH8AeolJaWprvvvlsTJ050OgoAIMhRwAAAAHDApEmTdOONN2rjxo1ORwEAICQwBgYAAIAD1q5dq+nTpzsdA/ArY4xq166tGjVqOB0FQBiigAEAAADAL2JjYzVlyhQ1a9ZMxhin4wAIM9xCAgAAUEItWrTQHXfcoVq1ajkdBWXM4cOHNX78eC1YsMCxDJGRkerdu7euvfZa7zJjjOLi4lSpUiW/nOPEiROaNGmSfvjhB78cD0Boo4ABAABQQldffbXGjh2rxo0bOx0FZcyePXv0wAMPaNKkSY5liIqK0lNPPaV//vOfiogIzJ8VR44c0T/+8Q+99dZbATk+gNBCAQMAAAAAAAQ9nwoYxpg4Y8ynxpi1xpg1xpj2xphqxpjvjDG/5f1b1V9hAQBAeAu1tsWhQ4e0efNmHT9+3OkoYenk9T1x4oTTURBgNWrUUP369eVyuZyOUiJxcXFKTExUdHS001GAsOZrD4xXJc201l4gqaWkNZKGSpplrW0kaVbeYwAAgLMRUm2Ljz76SElJSfr111+djhKW3n//fbVt21bLly93OgoCbPjw4Zo9e3bIjidz1113adGiRWrevLnTUYCwVuJZSIwxVSRdJul2SbLWZknKMsb0lHRF3mbjJc2R9KgvIQEAQPgLxbZFZmamDh065HSMsMX1DQ116tTRPffcI4/Ho5iYGMXFxRX7GOXLl1flypUDNpZGoEVHRysuLk6RkUzyCASSL6+wBpL2SnrPGNNS0lJJD0mqaa1Ny9vmd0k1C9vZGDNQ0kBJOvfcc32IAQAAwgRtizzGGKagRMho1KiR3njjjYCew1oray2vC6CM86XEGSmptaTR1tqLJR3TH7p0WmutJFvYztbat621SdbapISEBB9iAACAMEHbQrkzO4waNUovvfRSyI4HAPjb3Llz1a1bN82ZM8fpKAAc5EsBY4ekHdbahXmPP1Vuo2O3Maa2JOX9u8e3iAAAoIygbSEpIiJCl156qZKTk52OAgSN3bt369tvv1VaWtqZNwYQtkpcwLDW/i5puzGmSd6izpJWS5omqV/esn6SpvqUEAAAlAm0LQAAwOn4OsrMA5I+MsZESdok6Q7lFkUmG2PulLRV0s0+ngMAAJQdtC2AMqp8+fLq37+/lixZoq+++srpOACCkE8FDGvtMklJhazq7MtxAQBA2RRObQuPx8Ogg0AxxMbGasSIEfr8889DtoAREREhY4xyh+sB4G+hOU8RAABAEHO73Ro8eLDuvvtuZWdnOx0HQCmIjIzU66+/rlGjRjGdKhAgvLIAAAD8zFqrpUuXyu12y+12q1y5ck5HAsLCrl279Ntvv+m8884Lull6jDFKSkqSMUYREXxODAQCrywAAAAAIeGxxx5Tt27dtG/fPqejAHAAPTAAAACKaf/+/ZowYYLmzJnjdBSgTMnMzNTx48cZYwIooyhgAABKzForj8dTYNnJAcyAcLZnzx4NGzZMx44dczoKEHaMMXK5XN6BcAHgJG4hAQCU2Icffqgrr7yywNcHH3zgdCwAQAj705/+pB9++EFdunRxOgqAIEMPDABAsZ04cUKbNm3S4sWLNXfu3ALrOncOudkugWLZsmWL1q9ff0rvI/zP1q1bi32N9u3bp9TUVJ133nmKjY0NYDoEu/j4eF122WV65513Cl2fk5OjtWvXKjs7W/Xq1SvldACcRA8MAECxrV+/Xh06dNCYMWOcjgKUKmut7r33Xt18883KyMhwOk7Qevjhh3X99dfryJEjZ73PxIkT1b59e6WkpAQwGcJBenq6unXrpieeeMLpKABKGT0wACBEffHFF1q7dq0kqUWLFurRo0epndvj8ejEiRPKycnxLqtVq5b++te/qkOHDqWWAyhNS5cu1bfffqv169crMzPzrPbZvXu3Ro4cqcsvv1x/+tOfApwweJw4ceKsr9FJOTk5ysjIoGcLzkpJnmMAQh8FDAAIIW632zug2YQJE/TZZ5/J5XLpb3/7W8ALGNZaud3uU3KcVLduXT377LOKiooKaA7AKfPnz9ewYcOKtU9aWpqeeOIJPf7448UqYOTk5MjtdsvlchU3JgAAYYsCBgCEiP3796tfv37av3+/JGndunVKSEjQ+++/r8aNGwf8/B999JFGjx4tSTp27JiysrICfk6gLMrMzFT//v3Vvn17vfnmm4qI4I5fAAAkChgAEBK2bt2qDRs2aP78+d4CRmJioho3bqxLL71UcXFxAc+Qk5Oj48ePS8qd4q5ly5YF1jdu3JjpUwE/sNZq+fLlMsZo2bJlioiIUEREhBo3bqyYmBin4wWUtVYbNmxQzZo1S6Uwi+BWv359NW/eXOvWrStwyyKAsosCBgCEgCeffFIff/xxgV4Pzz33nHr37l1qt2z89a9/VZ8+fYpcHxERoXLlypVKFqAsWL58uS699FJJUmxsrH7++Wc1bdrU4VSB5fF4NGjQIF144YX66aefnI4Dhw0fPlx33323kpOTlZaW5nQcAEGAAgYABLHVq1drypQpSklJ8RYvWrRooeuvv14XXnhhqY434XK5uB8fZdL+/fv1zjvvnDJlcEmlpaXp/fffP+PxrLXeQQpdLpd3DJpgtmzZMn355ZfauHFjiY+RnZ3NLWqQJEVGRio6OrrI3n2rVq3Ss88+q969e4d9cQ9ALgoYABBk3G63dxT+ZcuW6YknnpDL5fL2bmjdurWeeeYZJyMWylp7ShdfY4wiI/lVg9C2b98+Pfvss8WaEvR0du3apREjRoTlH+lLly7Vk08+6XQMlBErVqzQihUrdMEFF1DAAMoIWpUAEGSeffZZzZgxQ1LuH06SNGLECHXp0kWSFB8f71i201m3bp0GDBig7Oxs77LmzZtr7Nix9NwAAACAzyhgAIDD3G63Vq1a5e0qvnDhQqWkpKh58+aqWrWqkpKSlJycrOTk5CKPsW/fPm3atKnI9TExMWrWrFlACwnHjh3T4sWLC3yqbIyRx+OhgIGQtX79eqWmpvp8+0ZaWpqWLl2qJk2alGh/j8ejVatWqVy5ciU+BhCuNmzYoOXLl6t58+b0+gPCHK9wAHDYoUOH1KtXL23fvl1SbkEjPj5eU6dOVZ06dSTpjAWAGTNm6M477yxy/XnnnaeFCxeqSpUq/gsOhDlrrQYPHqzvv/++QM+iknjvvff08ccfa/bs2SWaFvXEiRO67bbbdMUVV+ibb75halUgn8cff1xvvfWWFi9erOrVqzsdB0AAUcAAAAesW7dOEydOlCRlZGQoPT1d559/vneWjwoVKig+Pv6Ms3ocPnxYo0eP1oIFC7x/YFWpUkX33HOPVq9erWnTpkmSdu/ereeee05/+tOf1KNHD7/+LB6PR++8844WL14cEoMMomzYtWuXhg8fLkm65ZZb1KxZsyK3TUlJ0dSpUyVJVatW1aBBg5Samqpp06Zp3bp1PhcvpNzXSUZGht566y0ZY0r0WsnJyfFLFiCUVKhQQf/4xz+0YMECffLJJ4Vu43a7mWYVKCMoYABAgFlrT/mjY9WqVXr66acVGRnp/ST1oosuKtbgdzk5OUpPT9fIkSO1f/9+74wkCQkJeuSRR/TFF19o5syZysnJ0cGDB/XCCy/owIED6tKli8qVK1fkqO7F5Xa7NW7cOC1atMgvxwP8IS0tTU8//bQk6YILLlDDhg2L3HbRokXebRMTE9W3b1/98ssvxRosN/9ryu12F1qg8Hg8GjduXHF+jFO43W5lZmYqKioq6G7NysrK8luB5eQMLPxRitjYWD388MOqW7dukQUMKfc5c+LECeXk5HAbCRDGeHUDQIAtWLBADz74oKy13mWHDh2SJA0bNkw9e/aUJMXFxRXruI899phmzJihgwcPqnv37nrqqackSVFRUapcubKuu+46tWzZUg8++KB+/vlnSdLnn3+ulJQUvfHGG2rXrp0ffjog+A0bNkwjR44scn16err3+127dqlLly7av3//WR8/IiJCo0aNUuvWrSVJ48eP12uvvVbywKexbNkydezYUUOGDFHfvn0Dco6S+P3339W3b1+fpk/Nb+PGjerUqZP27t3rl+Mh/O3Zs0fXXnutevXqpREjRjgdB0CAUMAAgADYsmWLfv/9d0m5g3IuXbpUUu5YFhdeeKESEhKUkJCgtm3bev/oKS6Xy+XtdREfH3/KceLj4xUfH6927drp2LFjWrlypdLT07Vv3z4dPnzYh5/uf3bs2KEtW7aoQYMGOn78uFatWlWgUAMEgy1btmjLli1ntW1WVpaWL19erOMbY9S4cWPva/D7778vbsSzdvToUaWkpGjRokU677zzJOXeNub0FJKZmZlavnx5sQo/p3PixAktW7bML8dC2ZCdna0VK1bo4osvdjoKgACigAEAAfDyyy9r1KhRklTgD/pKlSpp8uTJatCggaQzD855Os8884wGDhyotm3bnna7//znP9q4caOSk5O9PT/85YMPPtCzzz6rH374QcYYXXbZZQVmIQEQGK+//rrefPNNSdJVV12lGTNm+O22MAAAghUFDABhbe7cuZo5c6YkqXbt2rrnnnsCcm9sVlaW3nzzTW93559//lkul0v333+/4uPjvdvFxMSoRo0afsngcrkUHx+vxx9/XOeff36R202YMEELFy7UiRMnfD7nH1122WUaPny46tevL2OMnnnmGc2cOVOzZ8/2+7mAYNShQwf16NHDW5SUcl8XzzzzjMaOHatt27YF5Lwej0cej0eStHbtWg0bNkzGGMXExOi+++4r8L4DAEC48KkFbYx5WNIASVbSSkl3SKot6WNJ8ZKWSvqrtZaP4wCUqpMDwM2dO1f//ve/JUmtWrXSXXfd5ZfiQWZmZoGeFUePHtWYMWO0YcMG720dJ2cDOV1xwVeVKlXSQw89VGCZtVZZWVmy1spaq48//ljffPONoqOjFRMTI2OM36Zg7Nixozp27Oh9/Mgjj+jYsWMUMFBioda2SE5O1tChQwssa9eunZKSkvT1118HrICR35YtW/T8889Lyn1PuOGGG1ShQoVTtnO5XGec2ag43G63d9DOP74nAv6UmZlJ7z4AknwoYBhj6kp6UFIza22GMWaypFsldZf0srX2Y2PMGEl3Shrtl7QAcJY2btyoPn36aMeOHX4/9okTJ9S3b1/99ttv3mXWWm3dulXJycneaRKNMTrnnHP8fv4z+f3333XzzTfr4MGDkqStW7eqbt26+u9//6tKlSpJUoFPi4FgQdvCd8eOHdONN95YaKGiU6dOfh1c9KuvvtJjjz0mKXdWJH+NrQPkd+DAAd10000FfucCKLt8/RgyUlJ5Y0y2pFhJaZKulHRyWOzxkkaIRgYAP0tLS/OOdl++fHldfPHF3l4FK1as0LJly7Ry5UplZmb65XyHDx/WihUrJOUWMH799VfvoIDnnXee6tSpo7Zt26pt27a68MILS/1e9D179mj9+vWScgsYy5cvV2xsrBo1aqS4uDjVqVNHF110kSpWrFiquYASCIm2xcn3nZMDaQYLj8ejdevWFbquSpUqmjdvnho3bqyaNWv6fK4DBw4oNTX1jNvVqlVLDRs2VGpqqrewivDg8Xi0bNkyHT9+XNL/fh9K0sGDB4t8fjRs2FC1atU6q3Pk5ORozZo12rVrl39CAwhpJS5gWGt3GmNGStomKUPSt8rt1nnQWnty0u4dkuoWtr8xZqCkgZJ07rnnljQGgDLqs88+0+DBgyVJF1xwgX755RdVrFhRbrdbDz30kObOneu9P9wfUlNT1blzZ7ndbkny/itJ9913n/c2jpM9L0rbzJkz1b9/f+9jt9utG2+8UWPHjvXm8tdtI0Cg+LNtEWj169fX119/7e3VFArmz5+vTp06aezYsbrjjjtK7bw9e/bUG2+8oe7du+u7774rtfMi8E6cOKE77rhDq1atkiT93//9nx588EFJ0pIlS9S9e/dCfxePHj1ad911V6lmBRAefLmFpKqknpIaSDoo6RNJ3c52f2vt25LelqSkpCRumgRwVtLT0/Xqq69qwYIFpxQT5s2bp6lTp2rDhg0+FS+2bdumUaNGFTjGjh07lJ2dre7du+vyyy8vsP3ll1/u02wihTl69KheeeUVb5fsvn37qlWrVqdsd+jQIb3yyitauHCh3G63+vXrp+bNm0uSLrroIr/nAgLJn20LY0zA2xYREREhNfOHtVZut1uTJ0/WmjVritzuoosu0m233aaJEydq48aNevjhh33qvWWMUWRkpAYOHKiLL75Yr776qt96x6H0bdmyRaNHj5a1VtnZ2dq5c6f39/AXX3zhvXVzy5Yt3jFS/ij/79fVq1fr/fffL/J8x48f9/sMWgBCly+3kFwlabO1dq8kGWOmSOogKc4YE5n3SUk9STt9jwkAuYN47dq1S6+++qqOHDniXW6tVUZGhubPn6+XXnqp0H3zD2B50okTJwotdGzevFkvvfSSjDEF7iMvX768rrrqKm/Pj0DJysrSvn37NGrUKKWlpUmSLr744lMKGFlZWdqzZ49ef/11HTx4ULGxserdu7f+/Oc/BzRfUTwej06cOFFkgxU4CyHRtjj5fuJPERERiomJUVZWlnJychQTE+MdjNjfZs6c6Z2dqTC9evXSDTfcoC+++EJz587VX//6V0VFRSkqKsqbT1KxB1W88cYb1bJlS40ePZoCRgjbsWOHXnrppQI9EU+aPXv2WQ3inJWV5b3tZPXq1XrxxRf9nhNAePKlgLFNUjtjTKxyu3l2lrRE0mxJNyp3tPB+kqb6GhIAJOn+++/X7NmzdezYsQLLN2/erMsuu0wHDhwodD+Xy6V3331X7dq1884QkpOTo9tvv10rV648Zfvjx48rJydHgwcPPqWLqz/uGz+T4cOHa8qUKd4pWYvy6KOPavr06Tp48KB69Oih5557zpFBQ09avXq1brvtNu3cSd0aJRb0bQtjjEaPHq3LLrus0Jk+SqpFixb68MMP9cYbb+iDDz7QxIkTdezYMfXr18+vt8OdjVmzZqlt27basWOHjh07pq5du6pnz5564YUX9Oijj+rbb7+VJMazQIn9+9//1pgxYySpwAcSAHAmvoyBsdAY86mkFEk5kn5VbrfNryR9bIx5Nm/ZOH8EBVC2rFy5Uvv27fM+ttZq2bJl2rVrly699FLvVKjLli3TwYMHtXbtWtWrV09XXHFFgeNs27ZNW7du1f79+7Vt2zbvlIbZ2dlavny51q5dK0lKTExUYmKid7/ExES1bdtWzZo1C+wPmk96erpSU1OVkpLiHZAzv6ysLC1ZssT7qeevv/6q7du3q127dmrfvn2pZi1MVFSUatSooUOHDik9Pd3RLAhNwd62qFu3rho3bqxWrVqdcXpkY4xat26trKwspaSknLEIUb58eTVt2lTJycnatm2bWrZsqePHj6tTp05av369tm/f7s8f5bQOHz6s1atXex+vX79eKSkpmjNnjn799dcC6+C8HTt2aM6cOWrVqpXi4uICdh6Px6OlS5fq119/9XnK3LS0NG8PQwAoFmut419t2rSxAJBfjx49bERERIEvSbZhw4b24MGD1u122+zsbNupUycryUqygwcPtm63u8DX888/byVZY0yhxzv5NWLEiFP29Xg8pfozT5ky5ZRcJ78mTpxo09LSbO3atQvkr1u3rt29e3epZy2K2+22TzzxhDf3JZdcYrOyspyOhQCTtMQGQXsi/1dhryNfv+6//37rdrvP+rp4PB67dOlSGx0dfcZjn3yteDyeAudwu912yJAhfv9ZSvJV1PvTmb4GDRrk/XnWr19vK1Wq5HOWcuXK2YULF571/0Wo27hxo61SpUqh18IYYyMjI+0PP/wQ0AwZGRm2VatWNm98maD96tevX0Cvw9lYsmSJjYqKKvQ1DuDsqIi2ha/TqAJAQAwYMECdO3c+ZXnVqlUVGxuriIgIRURE6L777tN1110nSWrduvUpM2107txZL7/88hnP1759e7/P0nHixAmNHDmyQE+S08k/+GjFihX1z3/+U5s2bdL48eP14Ycfavbs2Tp06FCBT3IPHTqkJ598UuXLl5ck9e/fXxdeeKFff47iCLVBDYGzkZCQoCFDhuiSSy4p1vvEydl/TveacLlcGjx4sNq2bSuXy3XKTEYn3+uCQXFvZYmPj/det5MSEhL0/PPP6/vvv9fnn38uSapRo4aGDBmiqKgoeTwevfnmm9q0aVORx+3SpYt69Oih+vXrl+wHCTM2b3BW62OviNOZPn26vvnmG+3YsSOg5wGAM6GAASAo9ezZ86y2692792nXJyUlKSkpyR+Rii07O1uffPLJaRvif3RypP/q1atr4MCBmj9/vj777DN999133oHz8jt69Kjeeust7+PLL7/c0QKGJJUrV877c8TGxlLQgCMiIiJUrly5Eg8WWa5cOUVHR0uS6tSpo3vvvTcgU6a6XC717dtXrVu3LnKbqKgoVahQQRkZGaU+HoYvqlSponvvvVdVqlTxLouLi9O9994rl8vlnVL1nHPO0b333uudCnvq1Kmnfd9MTk7WAw88EPD8ZV1GRoZ3oM45c+bojTfecDgRAFDAAICAqVChgr744osSzcrhcrmUkJCgq6++WkuXLtXf//53ffXVVwFI6X/33HOPbr75ZklSTEyMd7wSoDQ1bdpUd9xxh/7xj3+UaP/evXvrqaeekvS/AoJTBg8erJtuukk33nijNmzY4FgOf7rlllvUqVMnSc5fX5wqOztbf/nLX7Rq1SpJYlwjAEGDViUABEhERIQaNGjg0zEqVaqkSpUqqUOHDmc1ZWGNGjV8Op8/xMfHKz4+3ukYKONiYmJ08cUX6+qrr9by5cu1Z8+es9qvfPnyuuSSS9S+fXs1btw4wCnPTvXq1RUbG+vtERIKWrVqpYsuukgul6vQ9XFxcYUOOGmMUZs2bZSVlaVFixaFVI+TcGKt1datWwsdUBoAnEQBAwBCwNChQzV06NAzbsftGsD/XHnllerUqZNuvvlmffrpp2e1T+3atTVlyhRVrVo1wOnC2zPPPKNrr7222O9JEREReumll5SamqpLLrlEGRkZAUoIAAhFFDAAIARQmABKxhijAQMG6PLLLy9ym/nz52vSpEm655571L59e7/ezlCvXj29/PLLmj59uk+3gUVFRemxxx7TwoUL9dprrwX9QIq+DOj7x4FMy7rRo0drwYIFpVbMOflcLc2pe/0hLi5OQ4cOdWzcKwClgwIGgLCRlZV1SgMvOjpaMTExDiUCEAy6du2qrl27Frm+cuXKmjFjhq6//np16dLFr+euXr26Bg0apPT0dG8Bw+VyqUKFCjLGKCoqqsjbLPKLjIxUnz59VKdOHb3++uveAkbFihVlrdWxY8f8mhvB48svv9TXX38d8PO43W4dO3ZM8+bN05gxYwJ+Pn+rWLGi7rzzTlWvXt3pKAACiAIGgLAxYcIEPffccwWWDRw4UI888ohDiQCEgl69eqlDhw6qXbt2qZyvadOm+uSTT1SuXDkZY1SvXr0SHSc2NlZTpkxRWlqabr/99qDvlYHgtmbNGt10003avXu301EAoEgUMACEpK1bt2r16tUFlv3yyy/auHGjLrnkElWrVk2S+CQGwBmdHCw3kM4//3xdc801kqRGjRqpYcOGJZqhp1q1arrmmmvk8XgUExOjpk2bqnr16urWrZskKScnRz///LNiY2OVlJQkY4yys7P1888/l8otCPXq1dOFF16ohISEgJ8r3O3YsUMrV67U3r17S+V8mZmZ2rRp01kNGB0s6tSpo5YtW0rK/X0fFRXlcCIAgUYBA0BI+vLLL/XAAw+cstzlcumFF17QZZdd5kAqAChcnz591KdPH5+Pc+GFF2r69OkFltWrV08zZsyQJB06dEhJSUlq2LChZsyYIWOMDhw4oNatW2vLli0+n/9MunbtqnfeeSfg5ykLvvnmGw0YMMDpGEHt8ssv18SJE52OAaAUUcAAEJKuuOKKQu/RjYiIUKNGjRxIBADOi42N1TPPPKMqVap4B8KsUKGCnnvuOc2bN0+jR48OyHmrVaumxx9/XG3atAnI8cuKMWPGaNmyZZJyb+koDW63Wy+++KIWLVqknJycUjmnrypXrqwnnnhCrVu3djrKWdu8ebPuu+8+3XDDDd4eUwCKjwIGgJDUokULtWjRwukYABBUypUrp1tvvbXAsqioKPXp00dVq1bVxx9/rGPHjvn9NoFKlSqpX79+3tv3AsHlcqlSpUoqX758wM4RSNZaHT58WB6Pp8htfJ2tpiQ8Ho8+//xzLVq0qNTOGRsbq+joaElSdna2jh49WuS2xhhVrlxZERER3mU1a9ZUv379QupWpT179mjs2LFq0KABBQzABxQwAAAAyoDLL79cKSkpevTRRzV58mSn4xRbkyZNNGXKFNWsWdPpKCWSnp6u7t27Kz09vcht9uzZU4qJnPPYY4+pb9++kqRZs2ad9laZqlWr6uuvv1aNGjW8y1wul+Lj4wOeE0DwoYABAABQBpQvX16JiYnq2LGjd0DPtLQ0LVmyxKfjJiUlqWXLln4dQLFy5cq69tprlZqaqrVr10rK7UlSv379kJwaOyUlRampqdqwYYMOHjzodBy/i4+PV/v27b23LeW3cuVK7/grNWrU0CWXXKI2bdooMTFRUu64Ln/+85+1bNkybd++vcC+rVq1UosWLdSwYcOA9u4BEDooYAAAAJQhDzzwgHcQ5ClTpqh3794+He+xxx7T9ddf74dk/3Puuefqk08+0QsvvKBHH33Ur8d2wsiRIzVp0iSnYwRMixYtNHXq1AK3eZx0//33680335QktWnTRlOnTi1Q6EhOTta0adPUv39/vffeewX2ffjhh/W3v/0tsOEBhBQKGAAAAGVUmzZtTvmj8aQxY8Zo4cKFkqR27drp7rvv1ptvvulzjw34n7VWL7zwgr7//nsNHz7cO77EmXz55Zf69NNPtWnTpmKf8+abb/ZODVyrVq1CixeSdNtttykpKUmSVLdu3UJ7aUhS//79T5lBrEOHDsXOBSC8UcAAAAAoo+rXr6/bb7+90HULFizQhg0bJEktW7bU7bffrrlz52rz5s3ebYwxfr11BCX3zTffaOvWrRo2bNhZFzCWL1+uDz74oETnS0pKKvK5k1+7du3Url27M27XsWNHdezYsURZAJQdFDAAAABwin//+996/PHHJeVOxSpJL774op566qkC21WvXr3UswEAyiYKGAAAADhFtWrVThk4MT4+vlRnf2jcuLF69eolSUpMTJTL5Sq1cwMAgg8FDAAAAASl66+/3u8DhAIAQlfho+0AAAAAAAAEEXpgAAAAAGEgJydHe/fulSRVrFjxtNsdOHBAR48eLa1oAOAX9MAAAAAAwsCWLVt06aWX6qWXXjrtdmvXrlVycrJGjRpVSskAwD/ogQEAAACEgZycHP3+++9avHixJk+eXOR2W7Zs0c6dO5WdnV3ic61YsUJTpkzRVVddpcqVK5f4OABQHGcsYBhj3pXUQ9Iea22LvGXVJP1XUqKkLZJuttYeMMYYSa9K6i7puKTbrbUpgYkOAABCEW0LILC++uorffXVVwE9x4QJEzRlyhQtXLhQLVq0COi5AOCks7mF5H1J3f6wbKikWdbaRpJm5T2WpGskNcr7GihptH9iAgCAMPK+aFsAJfavf/1LL7/8smJiYpyOAgCl6owFDGvtXEn7/7C4p6Txed+Pl3R9vuUf2Fy/SIozxtT2U1YAABAGaFsAJRMbG6s6deqoa9euuvbaa1WuXLmAnat69eqKj48P2PEBoCRKOohnTWttWt73v0uqmfd9XUnb8223I28ZAADA6dC2AM7gpptuUkpKitq3bx/Q80RFRWnixIn68MMPFRnJkHkAgofPs5BYa60kW9z9jDEDjTFLjDFLTk73BAAAQNsCKKhixYq66aabdPnll6tmzZqKiooK+Dnj4+PVuHFj9e3bV82bNw/4+QDgbJS0gLH7ZPfNvH/35C3fKemcfNvVy1t2Cmvt29baJGttUkJCQgljAACAMEHbAihCjRo1NHbsWN1xxx2lcr7csXOl888/X+PHj9d1111XKucFgDMpaZ+waZL6SXo+79+p+Zbfb4z5WNIlkg7l6w4KAABQFNoWCFuDBw9W586dNWTIEB06dMi7vFq1aho5cuRppyF97rnndPDgwVOW165dWxMmTNAXX3yh9957z29Zb7nlFt1yyy0677zzzrhtZmam/v73v6t9+/YaMWKEt/ABAIFyNtOoTpJ0haTqxpgdkoYrt3Ex2Rhzp6Stkm7O23yGcqc526Dcqc5Kp0wMAABCBm0LlDXJyclq0KCB3njjDaWnp3uX16pVSz179lS1atWK3HfatGnasGHDKcWBihUr6rrrrtPWrVv9WsBo1qyZevXqVWBZlSpVVLduXe3Zs0fZ2dne5W63W999952ysrJkraWAASDgzljAsNb2KWJV50K2tZLu8zUUAAAIX7QtUBZVr15ds2bNksfj8S6LiIhQ1apVT7vf66+/LrfbrUqVKgU6YpEeeOAB/eUvf1G3bt20atUqx3IAAMMKAwAAAAFmjDltT4uinO72ktISGxuriIgIuVwup6MAKON8noUEAAAAAAAg0ChgAAAAACGqR48e+vzzz9WiRQvHMqSmpqpXr1768ssvHcsAoGyggAEAAACEqAYNGqhnz55ycurgffv2adq0adq4caNjGQCUDRQwAAAAAABA0KOAAQAAAIS4a6+9Vr1791ZkJGP0AwhfvMMBAAAAIcwYoyFDhmjt2rX65ptvdPTo0YCdBwCcRA8MAAAAIAzUq1dPn376qb766it9+eWXfh3YMyoqSq+//rpefPFFRUTwJwQAZ9ADAwAAAAgDFStWVNeuXSVJHo9HH330kY4fP+5d7/F4lJaWpszMzGIfOyIiQn/6059kjKEnBgDHUMAAAAAAwkxERITGjh0rt9vtXZaTk6Pu3btr0aJFDiYDgJKjgAEAAACEoYoVKxZ47PF4dPPNNysxMVGfffZZgeJGQkKCbrjhBiUlJZV2TAA4axQwAAAAgDIgIiJCQ4YM0bJlyzRt2rQCBYxzzz1Xr732mqKiohxMCACnxwg8AAAAAAAg6FHAAAAAAAAAQY8CBgAAAAAACHoUMAAAAAAAQNCjgAEAAABAHo9H1lqnYwBAkShgAAAAAGXc+vXrdc0112jChAlORwGAIlHAAAAA8KP9+/dr7dq1Wrt2rTZv3swn2gg6MTExatKkiapXr+5dduTIEc2ZM0ebN292MBkAnB4FDAAAAD8aP3682rRpozZt2qhv377KyspyOhJQQOPGjTV//nzdc889TkcBgGKhgAEAAOBH2dnZOn78uI4fP65t27bplVde0U8//eR0LMArIiJCsbGxioqKcjoKABQLBQwAAIAA2bVrl4YOHaqZM2fK7XYX+OLWEgAAiifS6QAAAADh7sMPP9S8efMKLOvfv7/69evnUCIAAEIPBQwAAIAA27Ztm7Zt21ZgWefOnR1KAwBAaDrjLSTGmHeNMXuMMan5lr1ojFlrjFlhjPncGBOXb92/jDEbjDHrjDFdA5QbAACEKNoWAACgJM5mDIz3JXX7w7LvJLWw1l4kab2kf0mSMaaZpFslNc/bZ5QxxuW3tAAAIBy8L9oWBezatUsvvviinn/+eY0cOVJ79+51OhIAAEHnjLeQWGvnGmMS/7Ds23wPf5F0Y973PSV9bK3NlLTZGLNBUrKkBf6JCwAAQh1ti1wej0c5OTmKjIzU9u3b9dhjjyk7O1sxMTHq0qWLEhISnI4IAEBQ8ccsJP0lfZ33fV1J2/Ot25G3DAAA4GyVibbFu+++q6uuukrr1q1zOgoAACHBp0E8j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size 1080x720 with 2 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\n","text/plain":["<Figure size 1080x720 with 2 Axes>"]},"metadata":{"tags":[],"needs_background":"light"}}]},{"cell_type":"code","metadata":{"id":"9_Y5Vg_G02tO"},"source":["# i = 0\n","# plt.figure(figsize = (15, 10))\n","# plt.subplot(121)\n","# plt.imshow(paris_images[i,0],'gray')\n","# plt.subplot(122)\n","# plt.imshow(paris_images[i,1],'gray')\n","# plt.tight_layout()\n","# plt.show()"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"tjNsLMmZyBYj","executionInfo":{"status":"ok","timestamp":1624792256245,"user_tz":-120,"elapsed":300,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"92f7930c-d240-4396-f8bf-73d8c90bfb12"},"source":["prediction_prob = siamese_net.predict([paris_images[:,0], paris_images[:,1]])\n","prediction_prob"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([[0.12951526],\n","       [0.32044363],\n","       [0.03803823],\n","       [0.8471476 ]], dtype=float32)"]},"metadata":{"tags":[]},"execution_count":137}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"tH5hu21uyBN7","executionInfo":{"status":"ok","timestamp":1624792259603,"user_tz":-120,"elapsed":5,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"4c43f5f1-9e84-48f9-87f3-9ea4b64802f7"},"source":["(prediction_prob.round(2)*100).flatten().astype('int')"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([13, 32,  4, 85])"]},"metadata":{"tags":[]},"execution_count":138}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Yj2ypuzCyBJw","executionInfo":{"status":"ok","timestamp":1624792265989,"user_tz":-120,"elapsed":5039,"user":{"displayName":"Ahmed","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14GhJT87A1iFE8Oo4lv3c-aOy2SDynqxvxObgFiFkXw=s64","userId":"10211544725582004226"}},"outputId":"77c1b78e-4b90-469e-f87f-c7bf34fdb669"},"source":["i = 0\n","prediction_prob = siamese_net.predict([np.expand_dims(paris_images[i,0],0), np.expand_dims(paris_images[i,1],0)])\n","prediction_prob"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["array([[0.12951542]], dtype=float32)"]},"metadata":{"tags":[]},"execution_count":139}]},{"cell_type":"code","metadata":{"id":"NNOFhlgV2E7g"},"source":[""],"execution_count":null,"outputs":[]}]}