notebook/classification/logistic_regression.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "source": [
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.colors import ListedColormap\n",
    "from mpl_toolkits.mplot3d import Axes3D\n",
    "\n",
    "import numpy as np\n",
    "import seaborn as sns\n",
    "import pandas as pd\n",
    "\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn import datasets\n",
    "\n",
    "from tensorflow.keras.models import Sequential\n",
    "from tensorflow.keras.layers import Dense\n",
    "from tensorflow.keras.utils import to_categorical\n",
    "from tensorflow.keras.callbacks import ModelCheckpoint"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "source": [
    "z = np.linspace(-10, 10, 100)\n",
    "phi = 1 / (1 + np.exp(-z))\n",
    "\n",
    "fig = plt.figure()\n",
    "ax = fig.add_subplot(1, 1, 1)\n",
    "plt.plot(z, phi)\n",
    "plt.show()"
   ],
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "source": [
    "X = np.random.random((10000, 2))\n",
    "\n",
    "y_noise = np.random.randn(10000) * 0.1\n",
    "y = (X[:, 0] + X[:, 1] + y_noise < 1).astype(int)\n",
    "y"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "array([1, 0, 0, ..., 0, 1, 1])"
      ]
     },
     "metadata": {},
     "execution_count": 3
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "source": [
    "X_train = X[0:9000]\n",
    "y_train = y[0:9000]\n",
    "X_test = X[9001:len(X)]\n",
    "y_test = y[9001:len(y)]\n",
    "\n",
    "plt.figure(figsize=(4, 4), facecolor='white')\n",
    "plt.scatter(X_train[:1000, 0], X_train[:1000, 1], c=y_train[:1000])\n",
    "plt.plot()"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "[]"
      ]
     },
     "metadata": {},
     "execution_count": 4
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 288x288 with 1 Axes>"
      ]
     },
     "metadata": {}
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "source": [
    "model = Sequential()\n",
    "model.add(Dense(1, input_dim=2, activation='sigmoid'))\n",
    "model.compile(optimizer='adam', loss='binary_crossentropy', metrics=['accuracy'])"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "source": [
    "hist = model.fit(X_train, y_train, epochs=30, verbose=1)\n",
    "scores = model.evaluate(X_test, y_test)\n",
    "print(scores)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Epoch 1/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.7077 - accuracy: 0.5068\n",
      "Epoch 2/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.6776 - accuracy: 0.5886\n",
      "Epoch 3/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.6521 - accuracy: 0.6412\n",
      "Epoch 4/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.6283 - accuracy: 0.6843\n",
      "Epoch 5/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.6057 - accuracy: 0.7217\n",
      "Epoch 6/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5843 - accuracy: 0.7498\n",
      "Epoch 7/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5642 - accuracy: 0.7763\n",
      "Epoch 8/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5454 - accuracy: 0.7973\n",
      "Epoch 9/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5276 - accuracy: 0.8157\n",
      "Epoch 10/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5110 - accuracy: 0.8308\n",
      "Epoch 11/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.4954 - accuracy: 0.8423\n",
      "Epoch 12/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.4807 - accuracy: 0.8529\n",
      "Epoch 13/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.4669 - accuracy: 0.8648\n",
      "Epoch 14/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.4539 - accuracy: 0.8751\n",
      "Epoch 15/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.4417 - accuracy: 0.8811\n",
      "Epoch 16/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.4302 - accuracy: 0.8894\n",
      "Epoch 17/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.4194 - accuracy: 0.8952\n",
      "Epoch 18/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.4094 - accuracy: 0.8997\n",
      "Epoch 19/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.4000 - accuracy: 0.9033\n",
      "Epoch 20/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3911 - accuracy: 0.9046\n",
      "Epoch 21/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3827 - accuracy: 0.9066\n",
      "Epoch 22/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3749 - accuracy: 0.9100\n",
      "Epoch 23/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3675 - accuracy: 0.9120\n",
      "Epoch 24/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3605 - accuracy: 0.9134\n",
      "Epoch 25/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3539 - accuracy: 0.9157\n",
      "Epoch 26/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3476 - accuracy: 0.9170\n",
      "Epoch 27/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3415 - accuracy: 0.9176\n",
      "Epoch 28/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3358 - accuracy: 0.9183\n",
      "Epoch 29/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3304 - accuracy: 0.9211\n",
      "Epoch 30/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.3252 - accuracy: 0.9208\n",
      "32/32 [==============================] - 0s 906us/step - loss: 0.3370 - accuracy: 0.9139\n",
      "[0.33700624108314514, 0.913913905620575]\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "source": [
    "weights = model.get_weights()\n",
    "weights"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "[array([[-3.8150334],\n",
       "        [-3.9798472]], dtype=float32),\n",
       " array([3.769514], dtype=float32)]"
      ]
     },
     "metadata": {},
     "execution_count": 7
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "source": [
    "x0_min = X_test[:, 0].min() - 0.1\n",
    "x0_max = X_test[:, 0].max() + 0.2\n",
    "x1_min = X_test[:, 1].min() - 0.1\n",
    "x1_max = X_test[:, 1].max() + 0.2\n",
    "X_0_mesh, X_1_mesh = np.meshgrid(np.arange(x0_min, x0_max, 0.1), np.arange(x1_min, x1_max, 0.1))\n",
    "y_pred = model.predict(np.array([X_0_mesh.ravel(), X_1_mesh.ravel()]).T)\n",
    "y_pred = y_pred.reshape(X_0_mesh.shape)\n",
    "\n",
    "colors = ['red', 'blue']\n",
    "cmap = ListedColormap(colors)\n",
    "\n",
    "plt.figure(figsize=(6, 6), facecolor='white')\n",
    "plt.contourf(X_0_mesh, X_1_mesh, y_pred, alpha=0.3, cmap=cmap, levels=1)\n",
    "plt.scatter(X_test[:1000, 0], X_test[:1000, 1], c=y_test[:1000], cmap=cmap)"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.collections.PathCollection at 0x1e43aa0b790>"
      ]
     },
     "metadata": {},
     "execution_count": 8
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x432 with 1 Axes>"
      ]
     },
     "metadata": {}
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "source": [
    "X = np.random.random((10000, 2)) * 2 - 1\n",
    "\n",
    "y_noise = np.random.randn(10000) * 0.1\n",
    "y = (np.power(X[:, 0], 2) + np.power(X[:, 1], 2) + y_noise < 1).astype(int)\n",
    "\n",
    "X_train = X[0:9000]\n",
    "y_train = y[0:9000]\n",
    "X_test = X[9001:len(X)]\n",
    "y_test = y[9001:len(y)]\n",
    "\n",
    "plt.figure(figsize=(4, 4), facecolor='white')\n",
    "plt.scatter(X_train[:1000, 0], X_train[:1000, 1], c=y_train[:1000])\n",
    "plt.plot()"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "[]"
      ]
     },
     "metadata": {},
     "execution_count": 9
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 288x288 with 1 Axes>"
      ]
     },
     "metadata": {}
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "source": [
    "model = Sequential()\n",
    "model.add(Dense(1, input_dim=2, activation='sigmoid'))\n",
    "model.compile(optimizer='adam', loss='binary_crossentropy', metrics=['accuracy'])"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "source": [
    "hist = model.fit(X_train, y_train, epochs=30, verbose=1)\n",
    "scores = model.evaluate(X_test, y_test)\n",
    "print(scores)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Epoch 1/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.7182 - accuracy: 0.5537\n",
      "Epoch 2/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.6458 - accuracy: 0.6744\n",
      "Epoch 3/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5982 - accuracy: 0.7833\n",
      "Epoch 4/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5686 - accuracy: 0.7783\n",
      "Epoch 5/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5511 - accuracy: 0.7771\n",
      "Epoch 6/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5413 - accuracy: 0.7771\n",
      "Epoch 7/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5360 - accuracy: 0.7771\n",
      "Epoch 8/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5332 - accuracy: 0.7771\n",
      "Epoch 9/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5318 - accuracy: 0.7771\n",
      "Epoch 10/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5311 - accuracy: 0.7771\n",
      "Epoch 11/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5308 - accuracy: 0.7771\n",
      "Epoch 12/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5306 - accuracy: 0.7771\n",
      "Epoch 13/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5305 - accuracy: 0.7771\n",
      "Epoch 14/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5305 - accuracy: 0.7771\n",
      "Epoch 15/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5305 - accuracy: 0.7771\n",
      "Epoch 16/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 17/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 18/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 19/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 20/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5305 - accuracy: 0.7771\n",
      "Epoch 21/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 22/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 23/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 24/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 25/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 26/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 27/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 28/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5304 - accuracy: 0.7771\n",
      "Epoch 29/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5305 - accuracy: 0.7771\n",
      "Epoch 30/30\n",
      "282/282 [==============================] - 0s 1ms/step - loss: 0.5305 - accuracy: 0.7771\n",
      "32/32 [==============================] - 0s 859us/step - loss: 0.5017 - accuracy: 0.8008\n",
      "[0.501717209815979, 0.8008008003234863]\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "source": [
    "x1_min = X_test[:, 0].min() - 0.1\n",
    "x1_max = X_test[:, 0].max() + 0.2\n",
    "x2_min = X_test[:, 1].min() - 0.1\n",
    "x2_max = X_test[:, 1].max() + 0.2\n",
    "X_0_mesh, X_1_mesh = np.meshgrid(np.arange(x1_min, x1_max, 0.1), np.arange(x2_min, x2_max, 0.1))\n",
    "y_pred = model.predict(np.array([X_0_mesh.ravel(), X_1_mesh.ravel()]).T)\n",
    "y_pred = y_pred.reshape(X_0_mesh.shape)\n",
    "\n",
    "colors = ['red', 'blue']\n",
    "cmap = ListedColormap(colors)\n",
    "\n",
    "plt.figure(figsize=(6, 6), facecolor='white')\n",
    "plt.contourf(X_0_mesh, X_1_mesh, y_pred, alpha=0.3, cmap=cmap, levels=1)\n",
    "plt.scatter(X_test[:1000, 0], X_test[:1000, 1], c=y_test[:1000], cmap=cmap)"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.collections.PathCollection at 0x1e44f5d9a90>"
      ]
     },
     "metadata": {},
     "execution_count": 12
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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WUFy7qcbWZM2ysWjCvdvYG9W2LITO5utuyhBgS6yKrO63o8baOWgy4w3obWWQQQuq8q6VqLr4J4wQvsCsuHtw553ADTdol12WN142j0cDHEIsaNqaYIMJNnyPwaiFbDidIiwWJpS7dz8/x3ToEPDiiyyZtNmAZcuAGTOA558HVqwAcnKA1q2Bq68GYgKHpcNCdjawcKF6SAjgfps0CXxNDIV5aDpjtEfcX28tRVx2BlKXfu+R1HSaYrFm9AJ0e64rZLv1nBWus1tQdcvfyOlyE4qr1sdTpk9RWupa/zJ0KIUZ034Q8PrroZ+rPT4JyyZsRd2FXyJl0wKUVa2Dwzc8isKGbQEAGQNfRJWdyyAGKokWBIi2wC7Szgc/xpkmndDgj0nQlxbgeNeBODjgKUix8aEffBA4ct3DqP3vTI/wkAzAaTIjr+WVUd9fhSLwgzNNOuFMow6ovH8jhLP6WQZbyo/0GY6eT7Q9lyRSkHBkBxwms098z2mMRX7j8mWLCxQitJsrw6k3eTzgACCZYrFn8DuIz9oL05kc6ByUJOceajhhRikmyyPxc/FATJsWA6MR6BtaBCkqyM8H0v/96ZwScEccinEZdmMXWsBiYQjpfGHCBKDU7ZZbLBTIzz7LxLLDAWzcSI9h3DggQaPOIBL4a3CrU4cVRB06sAfCH5L3rILTYPRZJ3prKWqsme2hCAAgZcM8QBDOrReGRC1oO/F+LEw/iYICPUodvkaQDAH79gVxYhqQzAk4NOApHBrg6bmLdiuaf/ssZLeCDxkABBGC7OUmyTLym10eeGeCgKyedyOr593hH3AIKGjcEbvu+xAtpj5NA1KWIZnMWDv6L8i6AGK7UyfMDYF2AqgIDfmHIGD1O0twuN/DsJviIOkMyOnYD8smbUfKloUavxFR0KANJGMsJGMM7DHxsJsrYd0rcwI/gVGCljLI7jFINekFCDh+xUDUWP3bOSWgBhkC2mEzrFbgp9DaDXygLy1EwqFt0JcUBP2buXOBBx4AjuWrh550cKIEdN9FkXmC4uLIjjMYFBcDR474vu908qU0VlmtwOnTTHaXB+Lj1ZeYXg9060ZDIZglaItX76JzCiKslX3jz7VW/g86FatakBxIOLwd8X6M5qpVAx9PqKj170+Iz9oLnd0Vm6OSks+FdySdAQ5jLLY8PjWoyqELgSPXj8TCb49j81M/YP0rc7BoahYKG7Qpl31VeAQBIMXGY8eIT7BjhGfVk76sCIKK0BQkO052vAHbHvkSVbctgT0hGSc63+RTHlZe0PQKZBnxx/bgVMurkLJ1IZx6I2RRB0DAhhd/hT0+CVKMfzdXDwfOoDIACrSw4HSi+TdPo/6Cz+HUGSFKNmT2HoodD07UlFKyDCxdyhp4hwOYjFGYjEcQD1euQ4KIfWiCI6jPvyWGZ9asAd5+myWf5RWSEcXgw2R2O0td778/+sfRqZP6cYgiQ1LBIr/Z5bDHJUFnKYbophBYEvywz/cd5kTV7QiSA47YBBiNQO/e5GZyD1uZTMDttwd/XMEiZcOfqnkwhykOR64bAX1pIWyVquFor/tRWrNR9A8ginDEV0ZOpxvD+m0opaQViiBM5Lbvi8Y/vw3ROwRkMCG3w7UortsCxXUvfE8EAECW0WbiUNRa8T/obKUsQ4aAY73uwY7hE8+Vuh264RG0+OpJ1bI1B0QcRAPsAZNw4TaAp/36Pur9NQU6mwW6s+GdOou/hS2xGvbd9YbP90+fBl59lfFv6WwZ9zQMQXcsx12YAQf0MBgEFOkqY6D1N49WT6uVr8ceo1XcqhXwxBPRLwE1m8lSun17cM2ysb5FNlGByQSMHs0GOLudSsHp5DlXD6WQRBSx5q1F6PzGtTAV5EIWRQiSAzsfGI+Cxuk+Xz90w6OodGCzR5GEUxAgOJ24/NXeyO52G0YMehmSVBn//EPFpNOxc/uKKyI/b29Yk2rAKep86v4hCMht1xen2vbW/rEso/K+dTAVnER+0y6wnQc6m3JBiKWkUaGhPt+INg21zloKp6gPqvbXHa0nD0ft5dPPWR+OmDhk9bgL2x6ZEvQ2RJsF1dfNQUz+CeQ17x4eDa0K3JPGVXYsQ6fR1/tUM0mGGCyecgDWKmelutOJNpMeQO3lMwDZCdFhgx1GWGHECdTANViEI6gPoxF44QWgYxhtAn3uqQZT4Smf9+1xlbFghm9t+AsvsCZeTcA2wn70MKxGxxtqovY9V+HmgTq/jaM6HZCSAnz2WfQbwvLymCwuKHAdq07HBjT3YzKZGN4qz/yKJNHr2LqV59utW5iKW5ZRaf9GGEoLkN+ks3ZiVJbR/OunUH/+53DqDdBZyyA4pXN5NUlvRFlKPSybuA0lUgwKC9mk500/4b3NpN2rEHM6C2fS0lFWo0HQhx2fuQs9nurokb+TBQHWyjWw6Jujmp5n7Mkj6PLqNYjJZ9+AaLdh/63Pqxoo/wmcVQTuXoEWDfUl7REkHtiMNpOGIfHwNkAUcbzzAGwf9YX/hiw3bBv1BY53vRWp/0wDIOPYVUMAQUD3pzoiLns/ims1xp7B7+JUu2tUf59weDu6vnwVBIcNosMGWdThZIfrsPHZn6KaT6ix6lf1aiFRh5SN83G0zzC+IYrY+vg3yLjjFVTavwEOUxwE2Yltx1Mw5p9OOHlCQFptDnBpF6a+MmjQc+hLCnw6JvPzSZOgZWUfQBoykYaeAwBBz0umRXQGUECeOQNs2wa0bRve8WuhShUqmG3bWCHUqBGF3csv8zyU/XfrBlzjthysVuDgQcb366iXjoeMefOA777jdZNl0j7feSdw660hbkgQgmsKFATsemA8Dg54GrVW/ISm016G3q1HReewQZeTDXHeXHx97DZs2QJUqgTccounR1B9zWw0nDMeMaezOVfDYYUsiBAddmT1uBNbH/0qKA1eXLc5Nj/xLSksznom1sopWPfan36fq05v3QBzzgGIbguu0ayxONO4I06m3xD4OlxsCMEruGQVgSkvG11fuhKGsiK+4ZRQY+1smHMOY8VHa4ML+goCctv3RW57mncp6/9Ah/dvP0cHnbR/A9LfGYCNz/+Mk+nXe/5WlpH+7gAYivI8Gl9SNs5H3cVTkdknfB4WBYpX4DTGQhZECLJXi7wgqCbKSms0RGmNhuf+rgHgYw36BTXs2EEqg5ISPug9e7qsv8KGbVXb5wvrt/K55mVl/p97k4nhBSXU07078O+//pWB00lBbbHwmKKZv9fpfBXkZ58Bu3bRY2jSxJOxdNEi1v2LIpVEjRrAa69Fxs6Zk8NmMvceCkliKWvnzkBqOTKdWKqmwm6uDJukhx6eTRT5UiLu/O5aFMm8BydPckBNVhbzBGk/vY3Gv4w557UqpcsKaq34CflNOyPz2oeCOpbj3W5HTuebUDljPRwx8Uyy+nmm44/tgfnEQQ8lAJAKo8Gcif9NRXAWweQKLtmqoXp/fQHRK9mrc9iQcGwXKmnwfARCi6+f9pkJoLeVovk3z/h8Nz5rL0z5OT7dj3prKer+9WVY+3eHey/BsasG+zCTAoAgO8NORGnhl1+A11+nQN60iWRnL77oEkw7HpwAh8kM59mH0ikIcJjM2Dl8os+2atRQnwAmCEDDhuT/GTDA9f6DDwL16jEprBV2cDppIQ8aBNxxBwW1Vt19NCAIzB/06OGpBPbt47WxWFh2arUCR49SEUQSrF2zRv19SQJWnwfi3NyYOnDIvmLlPbyAYinWw7tTqs+mfVGGr6bHYY217bkUj9pz0eDPySEdi9Ngwunm3dhbEMCw05cUqBLIAYCxONzKiIsAQTaYXbKKIOHIDo/yMgWyICIue3/oG5RlzUlg8dm+xdKCw665OL0VlKEwL+yJX+vWAUX1WmLXkPcgGWLgiIkj46HJjI0v/KJZ8REODhwApk3ztEatViAzk01VAJB/WVes+GA1Tlx+K4prNcaJzgOwcswK1SYZUQQef5yWv2K5m0wsOXzzTYZf3BEfzxr9N9+kUqhc2dPi1+vpLeTmUiHYbOwA/uijqF2CoDF3rq8CUmi1Dx4sn32G0wBotTLU9NprvE67d/v//oH6vXBaqAIHPF2tZegJSSUAYbcDs+aZMF5+DNdiAYbha9WOWoD8ReUFNqL57tlhjMHxrqHG1C4+BKKduGRDQ/lNL0fKpgU+FTKC5AivVlcQYK1cHTFnfEnf1Wqvi+q2gCM2HnqL5+J2GGNx9KohAEgJ0XbC/TDnHAIAnGzfF1sem6pOOHUWK1ZwBu+pU0CDBjQIOnUCDt34OI53vwP6FUvwz+FGyK/TCh3qxiKaNRHvvaf+vtLle9VV/LuoQeug5yi3b88Qwrx55NNv04aliFqzggWBlNHNmgGXX86ZuatX00NISKDV7W5x22zAhg0UwFW0L6sPnE4OuF+3jgqoV6/QErL5+eqWvygy4RwuLr+cytgbOh0/CwVWKxvijh/n/wWB9/G++4Drr1f/TY3aOlxnXo6vS+5Ae2yCEyKOoyayoB2Tks56ECWIx8+4HffgB1yNJZ7f0RvLVSA7DSZse/gztPlkOES7BaLTCYfJDEuVVBy+vnxYdM8bgsgVXLKK4GifYUib9QFEu/VcmZlkjMWp1lejuG7zsLa5745X0Pzb5z2qcxwmM/apsJRCFLHxuZ/RefR1ECQJOruFscz6rXCk38OsYHjtGo966GobF6DL633x77j1qubd/PnAN9+4OG5272YIYu5cCh6jsQbs9jvPjV788nvy8N98c1in64GsLFdSVA2RdNLWrk0LP1RUqgQ88ghfAMso1RLPBgNj68EqAklib8LOnVRyej0wezb3EwyPD8CKKzWGUIeDuYRwkZICDB3KngvlXAWBuZRQ5ycsXuxSAgAVl9XKbV91lboy1umAAY/WwdXjV6GS9SSMsCJHn4qYWAFGa+AwXCnM+Bm34WosOZcncBjNsCVWQcbAF0M7gRCR3fNuFNdpjvp/Tkbs6WzkdLweR6++F5UPbITpTA7ym12Osmp1y/UYLhQuWUVgj0/Cv+M24LKpzyJl4wJIplhk9nkQ++54NextHuk3EjpbGZr89DZEuwVOYyz23f4Kjlzn24QDAKdbdMfiKQeRuuR7xJzOQl6rq5DToR+g06H+vE99RkfqJDvis/ag0v6NPtUckkTr15voTJJczV/KZ+4P448/UkDY7fy3fv3wzr20lAJRjehNEIBrrw1vu5FAlingdTomYJs2ZQew5FVebreHlkRdvZoJceV6KsnpTz5hQjaYPoG+fam48/Jc90NpsPLXiRsMrr+eimbVKv7dpUt41NyrVqkT5+n1JLXTqhzr2pV9C3PmpCAnB+jehsek5IwcDl5zWfZVzAKc0OsAuyEBZxq1R6Uj7D6PyT+BLq/1weanf0BxneAI5cJBYaN22PbY1wCA2BOH0POxVufmD4sOOzL7DMOO4ZMuHNFWuDhLO6GFS1YRAJzqtem5CLkS3CEIOHjzMzjY/0kYSs7AHlfZb1lK7MkjSNk4H7bEKjh6zVCPstX4Y3tU6R5kQQfzycM+iqCoKDy2S5uN1q1Ox7BEUhIt6SpVgP79gZYtg9tO/fraz0Z6OpCWFvqxRYJ9+8jCqXgptWoBw4axQ9licYVlTCZ23SaGkCpZtkz9Wut0VBDpvj1XPoiNBcaPB/78k+GWhATgxhvJBRQNVK8euaeXmMh76h3CcjqBuACN8o0aAU8+6flez56s7Dpxgtfq0Ud9r6PBKKLVI1djUfoxXP1wE+hLCjjwSHKi0qHNuOL5bvj76yMhk73FZe1D3YVfwpR/Aic79MPxrrcG7BtKf3cAYk4d9agkqrP4W5xudgWyr7wzpP1f7LikFUG5Qac7F8evdGAT0n5+FwlHd+FMWgfsv/1lFKc2Q9rP76LJT2+R+0cQ0eqzkWfLTFmmlte8G6puWeRThSRKNhQ0aOuzy7g4PlzhUi9LEl8nT/KVkcEYuL94sDsMBmDkSGDSJB6D08n3qlTxFQjljcJCdiOXuV26I0eAsWOBd9+l57RrF6/ZTTdR4YUCo4b8kGXtz9RgNgO33cbXxYjrr+dsA3dhLQg0FBqHPksGANeoEqJ6/nng/fddysbpBG67XUStnk1RfflM6CyeU+8EWYZot6LWvz+5el+CQI1Vv6HduHsgSg6Ikh011/yORrPHYeWYfzV5hszHDyA+O8O3nNRSggZ/TIKhtAD15n8GnbUM2d1uw4FbnvNPD30xoFMnYL76RxWKoBxRdetipL/dH6KtDKIsIy5rD1KX/Qh7fDL0JWd8WuA7fHAHto6agkoHN8OWUBWOmHiIDvu5ATIOoxk5nW9EaS1f89pgIDX03LnR48G3WlmT3qtXcDw9PXrwIf/zT4Y8OnRg81R5USookCRa4vn5TBKvW+cb/pFlej85OcAbb0S2vz59uA/v66zTsVQ0EBQv5WKfdtaiBXNI33/PcJDTSS9h9OjoREY6dmS+Ye1a3puOHV09FLG5R6Czq0w+s5bAfPJw0PsQ7Da0nXi/h0GltxQjPnMX6v71JQ7f+Kjq7/SWYjh1Oqj58/HHdqH5N0+fKzRp9PtHqLnqVyyfsOWiJbALhApFUI5o9fkoj6okhcDLWJSnWiKns1nQdtIw6OxWDtwQdTjZ4Vok7V0DKSYeh/uNxMGbtM3re+6hMJozhw+W2Uyr2F+DVSDodCxnbB5k/rxRI3L7RIpTp9iQlprqv+nrxAl27yoso0pjllpS0uGggooUbdpQ6c6Zw3Ca0vT26qs4l4hXw7FjDFcdO8a/q1WjdX3gAJXlDTcAAweeN5LaoHDTTTQE9u6lB9W0aXTD40rFFUBlLUk8/4K0jnAaYiBKrqo6CSKKTNWQnxZE7O0stGb/6m2lqP3vDE1FUFS3BWS9CYBnVZ9kMHKovNusb53diti8Y6j170wci2RQjdOJ5F0rYCzKw+nLroCtckr42woRFYqgnCDarZp9BYBvwwwAQHae621QLJiEo7ux8PuTQT19osjqkEGDGAc3m/kAT5lCYW4y8aEzm+k5lPkaXD6QpPLhztdCfj7LUA8e5Pno9cCoUdrkZO++S+Hu7sEfP04PyTtMJor0GIJBaSmvT3Ky+qW/914mwLdsoYBMT+f11YLVSt6koiJXzD07my+AiuuXX/j3+Q6lBUJ8fPRyF2qw25loX76cyjo1FXjs0avQrG4LJB7aCtlux4t4F59hJKzWGCR9qcODYBI8ECSTGYI3+dxZOPyw7co6PTY/8S06fHAHRIcNouSAwxQHuzkRhtJCD0UAMGRUdes/YSuCuKx9uPzV3tCXnAEgQHRYsX/gi9h3ZxhTe8JAhSLQgK6sGA3mTkStFT9BionD4etGcihFkOaQU2eAZIxVH1upgX9wNSbiMeSiKm7Bb3gIUxB7OhuxJ4+grHr94I9d50rmNWvGJivAVUrcqROt0I0b/W9HFJlkjRYHTiDIMruSMzM9Bfv48ax6adjQ8/snTlBwelee2O2M1XsrA5uNCsZffLu0lENm1q/n+cfHUxGpJYCrVw+ePG7VKu7fX9ew1co+kCFD1EtZc3KABQt43q1bs4SzvKi1w8XWraSzOH6cBQT33BM4n/DUU57zHI4dA156WUTi2CW4auU7GDunCX6wDkQZWK+am8vmttdfD1zMUNigDayJKdBZDnkYX46YOBzpN9Lvb0+m34DlH29GvQVfIDY3E7nt+8JSuQbaf3SXz3clvRGlITyjHpBldB7dD6a8Yx60341++xD5TTojt0P5l9xVKAIViHYruj3XFXHHM84N3Eg8tA1Vdi4PnllUFHHk2odQb/5nPglfBcotl3V6jJWewJt4HSWglbIF7fAVHsQ65xWBJxIFCfe+En/zBGJiKLBq1WJH6fnCoUMUct6C3eGgB/P4457vW63aXEQpKSSYc1cEsgx89RVpKLQ8g/feYyJZCaedPg188AGTmt6KKBTk5gZHZWEwUBB6K4Lt29kxLUk8tg0bgN9+K79pZ+Fg9Woej5I7yc/ntXzzTeAyjYrP7dvVh/o4HMC0n2NR+bG38e3vgHcNhEJPEUxVW1Gdy2A+eejc3zKAsuTaONEpcJVASe0m2DXMrfVckmCPT4bOWuKRSJZ1BmT2CaPZBUDiwS0wnTnhoQQA5kPqz/vkvCiCS5Ziwh9qrfgZ5pyDHlOX9NYSpC75HubjB4Lezu57xyC72x2QDDFwijqfvIDTYMLRqwZjw01v4jXx3XNKAADKYEYm6uCzhGdhqRpdprB167QtU6X656OPaBmH0m2bn09r8L33gF9/ZRgkFOTnqwt2p5OC1BupqerhGIOBiU613IjNxmS2Gk6cYBOed0jJZuOIyUjQpElwFUUOhycnEcB7NX48hd/5mnYWKhQl651AVxrQtLBsmfZne/dyTWjlTJSwmj9UzliPqjuWengDAoDYvCzV/IFot6Lmip/RcNZYJO9Y7vug6HRY9d4yFDZsT8oWkxllybWx7rU/YKkWnuusLys6OyTKF4ZiP12aUUSFR6CCqpsXqk44knV6JO9eGfRUI1lvwNYnpmL30A+RcHg70n55F1V2/gtZ1EGKicfWUVOQ0+UmbNoE6BbIgBdTdBni8FPKoxgdjZM6C8Ur0KIx0OmC7451x4EDwEsvuZqFlPm8Y8f6CjYtpKWpl78ajerNSzod4+nvveeylE0mJmHbtSPxnTdkWbsD+tQp5iS8LXdZ9i90JInltg4Hk6lqhHetW9MTOXRI2zMwGkmP7T1EJidHXamW57SzUGGzaSfiDx1Sfx8gH5QWqlUjr5Sa0SIIvlxTaqi65W+IKpxiot2CalsW4UwTFylbXHYGur7QHTprKUSbBbLBiIKG7bHmzYUe1UBlKfXw77j1iDl1DDpbGUpqpkWUQS9o3BGCSsu7w2RGdrc7wt5uKKhQBCqwVK0DSW+AzquzVxYEWJOClGpusCVWRV7rq5DX+ioYCvNgKC1AaUr9c+ZvQgLgdPouJEGQkVgj+iMubTZtYRjMhC137N0LfPqp78Nus1Ewfv01q3rUoIQ4Tp1iHLlJE9b0//GHy7LU61myqBWLb9+evQsLFtBraNeOZazK/r1hMmkTMtatqy6k9XpXCOLoUb5SU/n9jAw25FksLlnw5JPsMHaHKPJ7v/0G/PMPhVvr1vz90aPcR69epIfIzGTX8alTTNK2bat9X/wlqM8nDAYei1oBgj9h36sXvRq187v3Xm5z4EB+x93bMBo5YyEQ7PFJcBpMqpMEbV5zR9qPvQvGglxX74JkR6X9G9Dotw+RMciXcSCgp+50ovq6uUhd8j1MZ06gsF5rZPZ90Gf4lGQyY9uIT9D60xFMTDslOExxKKnZKKR+iUhQoQhUcKTPg2gwdwLgpgicggiHORG5rXtFtG17YhUf0ri0NNaU5+R4PhBGoxBUM1eouPxyFxOnN5QO28OHKdyrV2d8VxD4IC5bRmu/alUKqffe0+5bUIjZ1HDiBBuKLBYehyhyP6+8QktvzhxawZ07c4CJP9qFGjXY+OYOo5ENUXPmuHoKjEYed58+6tvZuFHd+nQ4uJ2lS1nSqtNxm02bMvlc4uU8fvghlWOKV/WfyUTh5S3A7HZXZ/eqVYyzOxy8flu20DKuX59el/v6MJmAfv20r0t5o7iYx1tSQmXVvz/w+++e68Fk8t8wV7Mmld8333hyI912m6sn4/bbqUx++YWebFoavaAGGkPLSku5fitXBgzdbkfzqc+qfEvA8W6ugcnGMyeRcGS7RwMbwOq9OounqioCv3A6kf7uzai2eSF0dgtkAMm7V6Luoi9xrNf92DbqCw8vIuvqISiq3xr15n+GmPwTONGpP7J63n3e+hIqFIEKymo0wIYXfkW78YOZJ5CdKE2pj/Uvzy6XIm9BYEJt9GhagcqgkgceCL7cMRTodKyF37rVUxmYTKxlHz2aDVrKOq1enVb9W2+x61hJ0mrF2t2hFRf/8EMmc90F765dFLgDB3KSVyRYvpzHp2xfEKgwxoxRr7TJzGQJo3cjmgJJ8vWidu9WVxxOJ63+QYOCO1YllORwABMnenolViuv+Y03UvCeOeP6bteuF4bDCeAktrffdtX+T5/Oe3bddWSKFQSukdtv95zIpob+/WmcrD07D6pLF8/clCDQIwymQmvWLPJnKYZOw4ZV8NGT89B70k0QZCcgA7IoYuMLv8CWWBWm/BOot+BzVN67FoKkYhkBmuWn/pCycT6qblsMnZ15RkXk6yQHai/7AScuvxknO1zn8ZvChm2xfdQXIe8rGqhQBBrI7XAtFn53AomZOyCZzCipFWZPfZCoXp2C6PBhWliNG5ev2//ii2yA2r/fVWbZpw9d++3bPYXRsWNUVDk5rhh+MCEkg0FdCOTn8zy9hajNxqldAweGfVoAeA6TJnmegyxToG7bRgHqjYULQ2+80/q+wxEelfShQ+qKxWYjYdvnn5PxNC+P60OL9nrPHnYDHzpEr+Tuu4PjPwoWdjs9QYurlgIOB7ByJfD009xfQQG9XL9zid1QrRqNkEiwfj0Vks3muvf79wPPze2BMd+fRPKeVYAs43SzrpANRiQc2YErnu8G0W49a7ULPpPRJIMJx3reE/Kx1FgzSzXPCAB6axlq/zPNRxFcSERFESxYsACPP/44JEnCAw88gBdeeMHj8w8//BA//vgjAMDhcGD37t3Izc1FcnIy6tevj4SEBOh0Ouj1etXByhcMOl14swnChCBou7vRhtHIGbZpaRSQtWszV3Hvvb5xcklydcOGsv0WLSgUvOFPiUTSBa1gxw716iOLhaEtNUXgPnQ+UsTEMHcRKmJjtY8hLo7rw7tcsqiIpHU2G0N1+fks+VXCM8XFLH0dNco1DyJS7NqlrrAsFuDvvxnO8w6LlSf0JQWo+9cUpPxvARpY62AiHscWMA7vcDAPczLfANlr+FGrT0dAX1pwTvALkCEDcIoi5xHExKOkZiPsv9VTngUDhznx7HhY9RsqRDKGrhwQsSKQJAmjRo3CokWLkJqaivT0dPTv3x/N3TgJnn32WTz7LON0c+fOxfjx45GcnHzu8yVLlqBq1aqRHkoFQoRSQeSePA2XtM4dOh1r77Xq7qtUoaDIyvJ832BgojdS+KN50LJQO3dmaMLdyg0GycmMSSu/M5mY9A5HEaSm0jP0Hp6jhOy8sX49hbwoUoF88w3j4t45G5sNmDyZzJ/+rk2w8CfDzrd8MxSdRo8n2sNYcBJ6Wxk6QMTt+B/uw1T8AuYAdDoSEXrMgpYkJO9Z7dPhLwCQISJj4PPIb9IZJ9OvD6uP52iv+1F//ufQqfQQOUxmHLt6SMjbLE9E3Eewbt06pKWloWHDhjAajRg0aBBmz56t+f0ZM2bgzmDS/RW4IEhPV7emU1KCD1UZjYFDI888Q6oLJYcQE8PEYTSYOFu2VD8Hk0k7Xn355UxShxKO0+mYT3nqKVrjrVoBDz1EUrtwU0mvvMJrHRvLl8HAhLD3dLHSUipbm41KyGajElfrtwD4WaCeA1mm53fkiH/vqHlzdYEfExM9ryNYNPz9I5jyT5xr2tTDiTiU4gs8BP3ZNjRZds1jKC4+W9Y8XsSHwjM4DV/mPyk2HnuGvIucLjeF3cxZVL8Vdg77CE6dATJw7uUwmJDVfdBFFRYCouARZGVloY4bB0FqairWrl2r+t3S0lIsWLAAkye7hlALgoA+ffpAEAQ89NBDGD58uOpvp0yZgilT2NVbUKCx2ivgg7IyxvarVtWuvHH3CoYMYaWKMlDdaKRQe/FFJkAXLHBZlU6ndsVQaan6+woaNSIH0tKlrCBq3pxWuSjSUzCbw2fnNBgoUN98k38rCeB+/ZgkV4NOx+8vX85XbCyF77//ak/50+nYG1CvXnC8N1qQJO5z8WJuc8gQWvZFRaxMUhKnDgcrh4xGeg1aXdVaWLRIO4F96BDj/vn5DEGZzcBzz6mTDRqNHGE5ZgyFrN1OBdqhQ+jjMCNF0rLfoXP4LkI9JFTHcWShLux2VpX17EkKD+YQBKwT38T7eB5r0BmNwTnlkiEGmb2j05hx5LqHkd3tDtRY+Qtq//sT4rP3wqk3wlKlNvSlhRcVbXXEikBWMQ0EjeaKuXPn4oorrvAIC61cuRK1atXCyZMncc0116BZs2booRIfGD58+Dkl0dhrKEsFfCHLTBjOmUPh4nDwQXj4Yc/wgPc40ypVgM8+o1Dau5fhir59KZQbNQIGDGAyMimJna2TJ/uGUxwOWseBkJjoOQtg7VrX9pxOVkw99xwZOkNFixak0F63jsqwbdvAjW0GA+vaFTZMgOGUW29VryYKVRCrQZYpgLdudSnVXbsoUJ96yvW99etZVup0uuYehJrT0FLaVqsngyvAe/DGG8CXX6pf/44d+dny5fxdu3auMuPzhWXLgKTcZNW527NxE06IqYDTNWtj4ULPa2ZxmmCFHiOFzzAv5hYITgmnL7sCewa/G7VjtCckI/HIdiTtW3uOdyzttw9Qe/kMLJ+wBVJM9PuEwkHEiiA1NRVHjx499/exY8dQS6OcYebMmT5hIeW7KSkpuPnmm7Fu3TpVRfD/HU4nu1eVzthIMW8e+XncE7/LltHSG6bSo+LuFZjNLFe88Ubf71Wr5jo+SaKHsH+/q6HKaGSCOJSJXwAt0g8/9DzeXbsYelFI80JFbCxw5ZWBv+cPouhSlu7KQK+PvMQVYBXQtm2eQtpqJW/PgQNUvidOMBfgfm20chlGI4/N2yMTBO3KoTVr1JP0TifXjNbgnqQk0lRHC8rMCKMxsEKRpLOsuvKTaIvNiIfbnHDo8JbhTUh2T02tpjhl6PAPemHrqC9RXK8FiuoFOZIvSMTkHkW9hV+eYxUGSFsdczobqf9Mw5F+6mNszzciVgTp6enIyMjAoUOHULt2bcycORPTp0/3+V5BQQGWLVuGH3744dx7JSUlcDqdSEhIQElJCRYuXIjXzifLmT/IMlI2zkedv7+BIDmQ1fMeHL/8luiYgV7Yvp3cPiUlfBhSU0lZHCw1gxp++009abhgAd1k9xi2t1cQLJRwyqpVLB2Mi2MJaji9D3Pn+gojSWII5PDh8Gcphwq7nUI4I4PlmT160Is6fNhFYmcwUBkOHRr5/rZsURfqkkQF0agRK3G0PBJFYDqdFKBXXsnRm6+/zuspSXzfbCYTqBrOnNHmZYrG/IZAkGVyU/36K723uDhWsJWWsuDgnnt8R50qJH6zcDM+xuN4Bh/Bghjo4UCmriGO6er5MtVpQG8QcLxH+VA5JO1bC6fe5KEIAEBvLUW1zX/9/1EEer0ekydPRt++fSFJEoYOHYoWLVrg888/BwCMGDECADBr1iz06dMHcW7DTnNycnDz2cGqDocDd911F669UB0yXmj1+SikLpl2rha42ta/UWv5TGx84X9R9X9zcylM3YX2oUPk7fnyy/CTjoWF6u/b7Xzo1bbrXUEUDPR6CstInTjvrmoFOh2FkcLTU1DAGvpIB7y7w2qlglyyhMlS97j3998zFv7pp6zlP3aMx9K2beQ2QUEB96U2O0Gvd7GKnj6trgicTh5Dw4YMxV1+uWtwzOTJ9AqPHWOYrE8f7WvWvLkrfOiOmJjgZ1ZHgv/9jy/lGSgqcnErbdpEr+nuu6mg8/J4rv37K+tFwKt4BxPwBDpiA06gBorqtUV9k4DduwPv22CI3Gv0B2tSDdUSUqeoR1m1euW34xAhyGpB/oscjRt3xLhx5ddvEJ+5E92fSvehj3aY4rD29Xk43TJ6oasff6Ql5P0QxsaSgiGcMkSAimTHDt/3a9SgS62GcBRBKHA46PXEx/sqop9/5su7h8FgYHXMuHHsd1AE1qBBkTeeARTATz1Fz0NNESnkZu7hqcxMfr927fA8lcJCkvHt3Mntq/EbxcaStdNsZoJz4kTtcJDJRMqFSOgm3n2XdCCKMDYaed7vvlu+E9MkiUI+UHGBMtcYoPKLjaXS277dU4maTKQrr1LFs58C4DklJ7N73+nkNlNTGXYzmwPsX3IgZcM8xGftRVHdFjjZrm9wF0aWcfVDjRF78rDHaFqHyYzl4zehJLVp4G1EEaNHd1Tt1aroLFZBtS1/q2pxnbUEKZsWRFUR5Oaqu+WCtQz2rQeB9kEMwVXBsGEMLymD5JX4/UMP+f9deSgDpxP44QeSyUkSH9YhQzzpEa67jpQQTqfrephMfH/iRFYSuQvqn36iJRyuolQwb546H74CWaYnUlJCK/3ddynAdToeT5Mm7NAOZUDM228zr+J9300mCjmDgYpcEU5dupDD5/BhdaVhtbIoIBJF8PzzDEH99Rfv0dVXc3vlPTazrCy4OQ3u5qrTyd9VruyiSjEYeD1vv92Vu3nrLWDaNF63lBQaD3Pn0sNyOPhMnDjBhLe/QIQxPwfdnu8KY0EudLYyOI2xKKuSipXvr4A9IVn7hwAgCFj1zhKkvzsACUd3k3nYGIMtj08970rAHyoUgQoc5kTWD3vF9Zx6I2RBhK6sGFJsdGITrVszxu5t7clOGYP+GAxD7E3YNyj0cXWNGjHv8NNPFDqpqXxImvpZe+HmCgJh+nQ+gIp1ZreTlTQhwTWCMiEB+Phj1rqvW8c48YABPI/5832tdUX4RaoI5s4N7nuCwDDRzp2egmvPHp7LqFHBbScri0R1asq/WTPgrruoXNwFsKKAfvuN8x7UfPhAFnUg6HTB8/lEE2YzrftQZ1c4nbz2n3/OcNHp01zjsbGu7zRrxuumYNky5n6U+yfLXEdffcXqMLeotQdafT4SsbmZ58ZTimVFMJ84gObfPI3Nj07FqVM8D63Qm6VaHfw7fiNicw5DX1aEojrNL67B1KgYTKOK45ffArWpwqLDhkazxqLv3VXQYcxt0JdqBOJDQLduTDwadS7JEIdi3Ipf0dK+GWn/GwNT/omwtl23Luu9v/iCVqs/JeCO06cZM58/P/JkoSR5KgEFVisVhDuSkoAHH2Ru5OOPWe5aUqIdi9fKg4QChcRNCworqizTWva2Xu125haCDbDm5Wl391os3JeajDAagTvuYD+I2jF2vEgqqh0OGjaKQtci8VMgikwGh8OrpVyLKlWYN3JXAmpYuVI9vKbTqYdRAQCyjBrr5vjMKNY5bMhasg9vDtmPkSPp4b71lmcJrjfKqtdHUf1WF50SACoUgSoccZWw7tW5sMdVhj02EfaYuHNkVDqHFTqHDdXXz0XHd2+JeF9GI8smR9aahabYg3bYhPF4At/hXgCAU29A8s7lEe8nWJw5Q9bTr78mZcFDD1EphIuyMm3ailOngt+GNwyGyJq4FPhrWouNZUy5WTNyMGnV4dvtwSuCBg3Ur4fBwAS0PwgC8OijrhCS8ruEBHoS5xOlpVwX33xDS9tupwHx0EOcbPfDD8yDPPpoYGv/uuvoUdWsGTwFhsnE/o5QEBurXeehGdqTZdWb64SA5s4d+LewNX61XQ+9owybNwPvvBPaMV0suDQVgSSh0v6NqHRgk2ZXTl6rnvhrWg42vPQbzjTpAlnwvFQ6uxXJe1aFNLpSC2Yz8FirZdgltMAmdMCD+Bqi22BLe5xLWp06RUv9r78CW7OhIjeXiWSHg0LPaqUF/NVXjKWGA7NZ2+UORLBntbKPQA1JSYjKrIbbblMXPqmpTCKPGOHbj+GN5s2DryBKSGDtvbsFrNPxOgXDvtm2LcdW9unDsOLAgWStDYWqy2Jhl/j//sdka6jlIllZ9Ny+/pq5i08+oSCfMIEeT1kZHyuLhevG36hKBT170nNtoZESE0Vep5gYXqsHH1SfWucPffuq06IbDH6qo0QRue36wuk1SlKEjEoohBll6IV/8CGePUdw582h9V/AJZcjSN75LzqOGQjd2YlFDnMC1r84C2eadvb5rmww4lSbXmj6wys+AysA5gxiczODHl3pD0f6DkedxVM9JinJ4PSivNYkcJk7l92ygsDXl1+Gzip56hTjqrt2USgNGMAHRBmKosWvv3o1cLbSNySIIvsWPv/cd2DJvff6/+3q1dolpddeq61ggoXCzaNUIil1+a1bM9EeG8uQmpYnoNdTsJytkA4agwezBHX2bIa3OnRg2CfYDurUVM6VDgdHjpAuxOFwNW81asQS5mApoydOZAhEWSsWC6+jmrHgcLDq6bHHgtu2v0lszz7Lqrfq1dWP1WplPsxsZjWXt/XfvDnzZDNnupS/TseeC3/Rmm0jP0f3ZzpDX1YEvcU39hMLC4biGzyKSdDrBZw6xYqy/xIuKUVgKMxD59H9PG6m3lKMLq/1wd9Tj8JhVm+HPd2iByod2ASdw9MsFO3WqHUiFjVoje0PfYJWX4xiolqW4TBXwto35kPW6ZGVBXz3nW9Y4ZNPaCUGw8tz+DDwxBOuh624mB7A4cNsmlLoC7yhDB8JF716UWjPmEGBUa8elUCgxrOCAvUwiiT5j8UGi3feYWzY3dpPSGAFjRJv1iLPE0Vasffcw/BRKBAE1q6XZ/26Ft5/35dKIiODifdgQi1WK7Bvn+86iWR9uOPqq7l9b+Wr09ED0BLYf//NtawwsSrlowrZnILbbgN696YnZDaz6iiQArRUq4PFUw6g1qpf0HbCfarzhWNggQAZdrtwrqRYV1qE1KU/IPHQVhQ0aoesK++OWpFJtHFJhYZq/zsTULHsBVlCzZXa1IwH+z8BKSYeTrfwkMNkxuHrRsBWKQp8EGdxrPd9WPj9SWx44VesGb0Qf3995JyiWbFC+2Fbsya47b/+uq/FpXCwnD7NqiE1i0wUfWfwhoouXRg6mD6d3DqBlIDF4uq09kZMTHBcRv5w6JBvBZBSlrh0qeu9Tp3UBYXJRE8gVCVwIZGby14Mb9hsFKSRQq/3DZHpdKER0fXsyTCNErM3Gnmtn3tOWwns38+wksXiogTPzqYiUFs/SUlsgOzYMXgvyGmKxbGrBuNUq6sgqyQatqE1rjX8g0G9T6FSJSD2xCH0eqgRmk99FvX/+gItvn4aVz+UhtjczOB2eJ5xSXkExoJc6Ky+mUfRboWxUJvR1JpcE8vHb0SzH15BtS2LYItPwsEBTyGzz4NRP0YpJg6n2vb2eV+ZYeuNYK3148e1cwqyzJLG06fVk2kNGwJuBLPljmPHaJXb7b7nZjIxlBFqfNgbBw+qn6vVyrJEpSb/2mvZ/+DdtPTAA77xZqeTlvWcObS6mzcnDUXdupEda7QQjdZRk4mhs61bPdejwUAhvnGjSxjHxjLcFQoVh05HAb59O/eRmEih7c/j/fNP3xyOLNOb27s3uuNedzw4Ed2euxyizQKdwwa7YIAoS2iKvfhVGAjj31YcjHkUlQ5vg6EoD+LZi6S3lkC0laHllEc58vYiwyWlCPJa9YT0+1ifEXJOvQl5LXv6/W1Z9frY/PQPfr8TLirvXYsaa3+HZIxFdo87VcdiXn45edTVkpbBjCFUyjDVlIYss+FmyhT1zw8f5vvRqHrbs4eJ7uJiTgpTG5YydqxnDFpBUhKTo9deGzm9gxaPk8HAGDzAc373Xd8wRY0aDC9448svaVkr39+8mXHtCRMi442KFhTCQO9kptEYWp7psceoqIuKqCD1ehoKDzzAqqFVq7iPevXoSQZrdStQ8jStWwf3/fx8dSUnitEpMXZHcd3mWPrJLjSYOxGVMtYj7sRBmPKyEOu0ADbWpjaY9wlEWxlEr4MSZSdSNkZQgleOuLQUQcsrcbp5dyTvXA69kiw2xSG33TU406QcuRW0IMto9flIpP4zjR2Loh71Z47Bk8LHmGYajquuYiw9JoZW+Y030jq12fiw6PVsz69ePfCu6tXjA6km6JOTabVqeQxKFVGgNvxAmD2bZYU2Gx/cLVtYgvjOOy5lUFBACge1B1unU2dEDQfNm7umpHmziirDazZtYgjJ+5odOcLPOnRwvVdYyBCbu+egsGnOmsUczIWGIDDE8tJLrnsaE8PEaigsolWqMBSzcSMTxPXrM1SneFg9e3p+PzeX1yY3lzH5bt1CVw7+0Latb64H4L2IpjegwFKlNnbf9z6MhafQ+/5U6JyePQZ6aylklT4kAHCGOeimvHFxHlV5QRCw7tW5SF38HeosngoIAjKveYDDqSMkkqu54mc0+ektxORlI79JZ+y5972A846Td61A6j/fn1NKOskOHewYh8fxa+kALFyYgoMHSXomCFQK3bqxMUahQQ427GAwAI88QuvUXVgZjYzZA2R4VGusiYsL3KwTCBs2sObcXcBbrRS0K1cGlziNJte9IFABTZxIy12WqSwfe8wVhti2TTvsNmUKlVK3bqQ6OHZMnTxOkjjbobSUydjzxaKqhQYNWPa5YgVLPZs1o3AO1cPS6YKjItm6lZQakuTZbPbhh56GRVkZq3mWLuW96N6dRo4/48NmAyZN4vpRCyEOHBg6HXoo0JcUQBbV3WTJZIYg2T0KTCS9EVk9Ls7pjJeWIgAg6/Q42mcYjvZRIeUPEw1mf4xmP7x8TqCnbJqPKjuXY8WHq9lJqIGaK36GzubLDeCAHtdhPqbZ78WhQ6zqaNKEnzVqxFc46NGDZW1z59KSa9+etevKw3b//bQWFYsd4APVp09kQnjaNHoDWgPPV61yKYJKlSiQDx70/L7BEP0xiJUqucpDJclX6PiLqR8/zlLe777jNatbV7txzmbjpLM1a7i/YEMe5QWzmfe0vOF0kqzPPbSm9BbMng0oo0mcTg7GOXLEdQ3nz6cSmTBBOyQ5eTJLjN3pOgSBBs0990SeRwqE0pT6kGLizj33Cpw6PbK734FK+zfAfOIgBKcEiDqU1GqMXUM/Kt+DChOXVNVQqDDm56DBnAloMv11JO9aoSoZBLsNTae/5rEYBACirRRNp/vnCJL1BqhRWcigMgC4S3+kaKGiWjU27fToQcHqLvwaNybTZ+fO/F6bNqw0Csa9djoZKvjlF1qbygOdnc3kqZaQFARfjpann2YZp9IJajIxBu0+z/jgQdb6DxhAMjG10tpgYTKpW54KD5IWbDYKufffp+WZnq7esAS4xnqeZWe/JJCdrd4VbrdTMSrYupUelfv9czgYSlq/Xn3bJSX0BNSSxLIcuRIwFuSiyfTXcflLPdF68nDEH1XhtNbpsPWRr+AwmeE861JJhhjY45Ox5563sXzCFqx/dS52Df0I6177A8vHb7yoxlO645LzCIJFtc0L0fHdmwHZCZ3Nika/f4STbfti4/M/e5gosXnHVJlKRVlG5Qz/DG5ZV96Negu+8LEodHDiT7Bt1mqlyxwTQ3c5EqxZw0SsUmv99de0ytzpnBs0oIXrDX+spKWlbFI6fpwPpsnEbuQPPmAs3Z9lbTT6Mj+mpjL08t57rB4BmDf48kvG2nNzqQQU3pjSUno5OTmMgUcLzZpxOE12duDv7tnDTuSvvmLXrlYncnY272k43Dr/Nfgbp+l+/gcOqF+vsjJ+pkYlUljIx1BN+R88SEURbsNhTO5R9HiyPfRlRWQQ2LUCtZf9iPUv/Y5T7a7x+G5O5/5Y+f5KNJwzHuYTB5HbpjeOXD8KtkS2eue16om8Vj3DO5DziAqPQAWC3YYO798OvbUUehsbRfSWEqRs+Qu1Vv7P47vWSikQNALJpSn+ORQK0jogY+CLkIwxcBhiUIw4lCIWd+FHFKDyue/l5jKWHQnnT3ExlYDNRgFqs/EhmjmTD04k+PFHWnTKrOGyMiaeP/6YD7yWay+KJOtq7FskhT//pHBVLGmHg5w206czrOAtAGw2zjzO1a4CDhlKHiEtjaEprTi6LLtovkeOJOOrVrmjXh88n04oUCu1vdBISWEo0jusqNCLK6heXd2TionRLoSoVs1/uPKvvzz/tlpdg4ACodmPr8BQnH9uqpjolKC3lqLN5AdVN1DYsC22PPEdVo35Fxl3vn5OCfyXUKEIVJC8d7XqDddbSpD6z3ce70mx8Th69b1wGD2zqQ6TGRmDXg24r/13vIIlk3dh99CxWH/3BPRpdhRzMMDne0pY4a236EqHivXr1QWZ3e7ZQKUFfxTVCumYO5xOYPduuuhqD59eT5psrSqg2bPVGUv/+INWoprQMxiCs97V4HBwMM7995PAbfx4JlOrVGGce/JkUkOoWfI6nWf4TKdjyMr7u0Yjy06jST6ZmUkv6Lbb+Hr//dApncsTL77IqrTYWAp2o5Flw+7lt1268HP39akoVq250Ho9O9bV4HTSEwW4Zj7+mPd06FC+tMJNCqpt+stjiIwC05mcsJmAL3ZUhIZUoFX6BQAQfKXpjocmQdYbUHfR12epIRKxc+hHyG0XXEaurEYDHL6ehPbP38GYtxq/vNPJRbxtGy3pUEop/VmLatz40UJ8PMM477/vsuAkiZazv6R3SYn6+2VlDF9lZPiek9Uafjhg7FhWNikhimXLWE306ac8h5o1ybV05IgrQanX85xefNHXyr/pJnbxLlzoqibq1IkDg6KFggIqgbIyKlunk15RVhaTrGoWc24u8ykbN1JRXXstQ4Pl4aUA7J/46isaL/n5pEJX+jQUGAxcH+PHk14C4Np48kn/A39696bl722EiKKLhG/cOJ6r8p28PIYs33nHVYDhDYe5EnAmx/cD2QlHzMVJEREpKhSBCvKbXU6+Hy84YuJwtPf9Pu/LegN2PDQJu4aOhb6kgK5hBB1PKSls4tKC1cqHuXfv4Ms6O3RQVwZGIz/77Tc+rDVrspLI+2FVoJYr6NaNAs+7eqNpUz7IHTqwcmjzZh5D27aBZw43auQSCu6oX58CeckS3/NxOimUX3jBs8Z/40aGr06cYEXS4MHsI1CQleWpBJRtlZUBixa5yPZEkXmA/ft5reLieO5q5yKKbK66805uv3r16NNR/P03r7m7x+Vw8Dx37/Y8R4DhwaeeosfgdFLZ/vILQ4NqeaFoQacLPECoRg0qA4VWJJiZ1A0aMIfjPWbUYKCRdPo076taGPGXX7TP+WD/x9F86rMeuTtJb8TJDv0gmRMCH9h/EBWhIRXIegM2vPQbHDHxcMTEwakzwGEy4/jlt+B4V21mLqfBBFvllIjbXu+6S7v6RIFeH1psPymJ1qjRyAdTqca54grWYk+fTkG9YAEtMcW1dodWsviee6hAFKUUE8Mqmscfd30nJobd0VqC0xvDh3vy7ivH+9BDFBrvvefL8KhMnPrgA5dQX7iQ1t/+/RSEO3eSwsC9X+LgQfVwjdUK1QHoaWnsCbj22sDnkpjIYTPlwUl05Ih2Uvr4cd/3Fi50UUQrsNl4r48d8/xucTGF5euvA599RmEbLA4coJAdOJChttmztZPG3oiLC259AFwTo0czx2Q0cv3FxXHdNWpEpl21xjVZVr8+Co5cOwLHrhrCCiBzJTiMsTjTpBO2PB4En/Z/FBUegQbyWl6JRd8cRa1Vv8BQnI9TbXqhoFGEcxGDRJcupJf+9lu602qQpNCbZfr1Yw378uUUAB070rUuKHBZ10pyduJENoCp6TRvryA+nt9ft44NYtWrU+BHUhnTpAlzCD//TEFdvz5j4MoMg0aN1OkSFOzcyfOYPNn3M5uNHPkfnS3prlFDXVDp9dqeUSQ4cIAKt6iIOZQePcJr2GvShGEq71yK0hznjd271RWHTkcPVDnX/Hyy1JaU8PuiyEqoF18MbNkfO8bvKRVdeXnsJs/NJQVFtJGczOa0kyd5vHXquMJctWtrhz39duOLIraP/Az7Br2GxENbUZZSD8V1Lov6sV9MqFAEfuCIr4zMPuWweoPAVVe5SLzef9/zYRdFusThEMGlptLjWLCAiWeLRT2ZW1JCwbF9u4szv1077aSxwjIZCtNkINStCzzzjPpn06ZpJ80Fgec1bpz2tjPdSCDT0nhdjhzxFBx6vWd1SzSwYAFj5spUs1WrmIfo3ZveTiBP0B1XX01Fabe7FJnBQAWRlub7/Tp1uJ68haMse3Ih/fQT77macTB1qv9qnf/9z1fZWK0870GDgrf2ZZn5sH/+4f979WKfhta+U1J834uLA/r3J8WHdxhxyxYqZH95KmtyTeQm19T+wv8jVISGNGAsPIU6f09FnYVfw5ivkjg6DxAEWu333edqejKZaB2/9pr/32Zl0dpfs8Y3RrppE3sIlCSjGhwO7uPnn1mp8/77wBtvuB6o8hhyHyx272bfgNaxyzIVgb8InSy7rosgcDBLhw4U/jodldDbb9PriBZKSqgE3Du3lWNZsoQJ3lBgNlPZde3K0FtCAqe2aa2Nfv18k8KK1+MuELVmDRcXq9NYuyMjQ9u7CmXK3cSJTOCvWkWvZ+xYvhcqtGYsKKXT0YZot6La5oVI2Tj/3PCr/wIqPAIV1Fo2HW0nDSOPiAy0+uIR7Bg+EZl9g6edzszkQ9OgAUsQI8H119MiOniQ4SB/4QpZZjhk2TIKOFGklfjOO65wwS+/aE/dAigI3QUlQMG6YwcttGuuubCKYOlS7di4Xk9mzMJC/zXjksTroNAcJCSQ5sBq5XkHa7mGgl27eHxqx+5wUGmfOUPuomBRtWrwTXRVq3IdTJrEmL8g0MN75BFPS1uL30eWA4ew6tShEeJ97e12datdDRkZ7E73pqZYsYLPgpq3o4W8PHpZ3h3O0e7YB4CqWxej43u3AmfHzApOCZue+gE56Teiyu4V0FlKcLp5N80BWBcSFYrAC6bTx9F20gPQnaWUVdDyy8eR26Y3ymr4bxIrLmbIRUlA2u0M84wcGVkOOSbGtwpEDf/+68oBKCgr4zF9+SUfeH9D441Gxl0LCnwfHoeDYYymTfm3v27j8oRW4tFg4Czb9u2pCPwlKCWJFUGKIlBgMpVf129srH/lZDBQcIWiCEJF48a0rEtLuT+1ZGr//lwr7oJYr+f6C5SXuv12epzuvzUaWZQQbE5ryxb1jmG7ndsORRFUraru3QiCeh4lXBiK85H+9k3QWz3rnjt8MAiOuESINgsgCBAcdux8cEJIRuX5QEVoyAs1V/+m/oHTgVorfw74+4kTadFYrXzY7HZa5/PmRflANbBggbq1X1joKkl1pwx2h9FIi9G92scbksSKnWBmIJQXundXj6ULgqsBKTGRMXd/dMfhchOFi8su818X73D4jlYsL5jN2tfmmmuYfzAYXOFIf/kadzRqBLzyCnNYSqXXddfR6wjl2NT6GvT60PtEzGZWd6k19w0aFNq2/KHGqt/UaMMgOqwwFeTCUFYEQ2kh9LYytPzycSQe3BK9nUcBFR6BFwSHXX2cpdMJ0e4nngJa0Bs2+CbjrFYSr91wg+9vCgpYHbR6tecc3HC5/7VCPoLgEny33EJqZG/r9NZbae1Lkro7rSA313/5XSg4fZpMkwcPMsl57bWBh7i3akVBpXD66HS8dqNGeYZ0rrmGYw+ff9531oJez9i6N7KzyVlUr170Sz51OuZZXn7Zd+ayyeTJBHshIQjkdLr9diZUq1blPIxg0aYNu+BtNvXxlYHQrRufCbXj0uo09oehQ7mmfv+d171OHSbnozkTwVBaQNkRBASHDXX/moIdD38avQOIEBWKwAs56Tfgsu9f9HnfaTDhROcBfn9rsWhXNah1CttsZNrMy3O5r3/9xWTouHGhUz8vXuxbD65Ap3MlBP/9l3+7h04EgW73nXfys1deYexZLZQhCDxepYIo3PDQ4cNs/rLb+dqyhTXnY8fSotSCIqh69+b+FUI+tRh0zZoUvsowFpvN1edw992u75WWchrZnj0UXkpIr18/Vwlr7drAHXdENuykQQPg++/ZDDZ/PhVqYiKVszf53oVGlSqR5bdCqYByR6VKXBcffOB6BmSZ6zGQkaAGUWTp8cCBbMScO5eJ4h9/pMJ/7bXI5xbktuuDpj+84vO+2iMsOiUYi05HtsMoIyqhoQULFqBp06ZIS0vDmDFjfD5funQpKlWqhLZt26Jt27Z48803g/7t+YBgt6HKtiWosn0pyqrVRcbAF0ktK4iQBYGD6vuNRFED/0TylSurW5Gi6NnpqmDVKs8yPYACKCuLNBKhYPVqWmHeVrzinj/9tKtp6u+/fcMiskzrTxnt17Qpy0zVXPT4+OjU13/2mSt8BvDf4mKGp7ZsCdyE1Lgxhfmtt/pPRDZsSDbTu+4iD/9DDwGffOL58H/yCZO5NpvrmJYsYThk9WpWvGzcSAW5cWNk563TAX37kgPnp58Yj7/uuugO3vmvo0MHKsznnuPr++/Vn6FQsHw5yQztdt5jq5Vr/sMPIz/eonotcfyK2xDMWGhHTBxOdBkQ+U6jiIg9AkmSMGrUKCxatAipqalIT09H//790dwrs9m9e3f88ccfYf22PFF18yJ0fP+2sxSSgCyI2PjCL1j5/krUXjYdcDqR3eMOFDQOHBQXBODRR5mYVWq7DQYmCe+5x/f7Bw64Gm/cIUm0ltv4H3DmgenT1cNCOh3zFu6xZy3eIUHwFL4DBrCWOzOTx2k0Uqk9+6yn0PL2CvbsYRPRkSO0ou+6y3cYiyTxe2o4epTWeUICy2dr1GDIzN8A80BQrG41WK2+A04A9RyCzcYxjVOmhH8sFxolJVxfSUn+Pa9IYLNR6M6Zw/AnQE9q2LDgBysZjYEb2ELB77/7PiOSRAMg1GotNRy+7mHUXPWLD608wDoiARyNW9CgnV+GAgWxOYfRYO4EJB7ehjON03HohsdgrVI+NyxiRbBu3TqkpaWh4dkg4qBBgzB79uyghHkkv40GjAW5SH93gM+NS3/7Jvz99RHsvv+DkLfZuqUTk94rxayFcTiWJaBlS4YX1Fza2rVprXsvTr0+9AfUX313ghc9So8e7A3wFnS1ank+DCYT+wc2bGDpaJUqDJe4n4t3g9n27azJV86poIB/P/+8Z4JZFF0hGDVYLHzNn0+lM306QzwtWmifZ7iwWoOjJ1aQk0PPpTxKTMsbP//Ml15PxdeoEXMW0RzpKEn0nLyJAXfsYMjno4+CH7EaTXjnZRTodFSOkSqC4tRmqrNJnKIOpdUboKR2E2R3uwNZPe48O5RKG5X2b0TXl3pCdFghOuxI3rUC9ed/jhVj16A4NfqDmCMODWVlZaGOW4tramoqslT6/levXo02bdrguuuuw86dO0P6LQBMmTIFHTt2RMeOHVFQEB3S+VorftaQALLP3AFVSBISD21FfOYuwOlEw1kfoe/dVTHs2STMWl0D3/X8BnfeqR3X7NGDwtbduhZFPpShWkJapXBms28C8o47aGUrFSwmk6vh56abaPEfOMDPdDpOLBs2jB6C1rkoyuDrr30Vm83G8Ic7BIFWfjAJO4VD6P33g+esCQVWa2jblWWGl44cIU3Ehg3A3r2hKZMLgVWrXJ2/paX8d98+xuLDxdGjzDkp6wXg9dCiCrfZGA67EOjYUZ1Tymj07KwOF474yjh4/aNwmFylTU5BgGSKw5rRC7HutT9x7OohAZUAALT+dAT0lmKIZxPQOocN+rJCtPjqicgPVAURewSy2vhGr2Bn+/btceTIEcTHx2PevHkYMGAAMjIygvqtguHDh2P48OEAgMaNO0Z62ABY+6tWCSTarTAUa5D8nEWVbUvQfuyd0FtKSE+rj4FQVgajk0F6U8FJtJryKJzGWGRfqT6w2mzmQzh5Mt1TQSCNw6OPhs5Zf++9tJjdhbDJRLpq76oNs5ldrGvXUoBt387wj/LbvXvJFzNxYnAPiLtX4E7d4I6cHAoG9/N64AEmS5Vy20AoLeX2oz0A/u+/eY3UBJcyzc0bRUW8RlYrlZnTSYvyzTejI1SOHCFfUmIir2+4iVd3aIVGdu9m9VYoVVJ2OzBmDGk+lMKDevVoMIwfr+3pyTLv94XA7bdTGRYX8/iUZstHHvFcl7LMHNXixTyvK6/kPQgmh7PnvvdRWrMRGs0aC2NhHvJaXok9974XsP/IHYLkQKUDvokoQZZRZfvSoLcTCiJWBKmpqTjqRk147Ngx1PKKayS6+Z39+vXDyJEjcerUqaB+W57IbXsN0n4ZA9GrCcRpMCG37TUavwJMedno9NYNHiElnbXUp0JAby1F0+mvQdbp0GjWWJgKcnGyXV9kDHoVliqkzqxVi/Fwm40LLdySthYtyBT57bcUllWrMjavVW4niiS3a9LElUBzh91OwTFiRPDHsG4dPYa8PN/PzGZfhRQby3M/dIjdrgcO+LeqbTaGMTp3Zlhj/34K3dtuY41+uDh5Ujtv4u94lFCDcu1ycqiMP/ss/MSv00klvXIl/9bp+HrnHRfhXrhQCgG8odPxXEJRBD/9RCXg3riYkcEQYCCUB5FfMEhK4jqbN4+CvkYNNs95l8Z++SWbDRWluWEDFcHTTwdxXwUBmdc+hMxrHwr7OGVRB6feBJ3dN4EoldM8hIgVQXp6OjIyMnDo0CHUrl0bM2fOxPTp0z2+c+LECVSvXh2CIGDdunVwOp2oUqUKKleuHPC35YkzTTrhRKcbUWP9XFr2YEZ/R9oA3D2+I44fp0C95x5aBQpSl0yD4GUmaq0Pc85htJ0w9FzHYd2/v0bN1b9i6aQdsCW5KBCjYfG1bMnSS38oLmZ10apVFH516qjPfpWk0GiuFa/gtttITObtmdxyi+9D5HDQ6rXZSH39yiu0tP0NyikqogWv4Ngxlr02bMjywC5dgqtblyQ2+i1aRGtYGR7jjVDCPbLMbR06ROtYFENXCMuW8d5401C88w4FlNPJ67xuHb2Fa64JXrC2b+/yzNyh04Wek/rrL/XB8YFgNNIyv1BITGQjmVYzWWYm6brdz81iofe8Z09kBkfQEAQcvXoI6vwzzUMZOIyxOByBgvGHiBWBXq/H5MmT0bdvX0iShKFDh6JFixb4/PPPAQAjRozAL7/8gs8++wx6vR6xsbGYOXMmBEHQ/O15gyBg89M/oubq31Bn8beQBQFL692H++fcDMvZhZCTw9CNzcaHDgBiTmeramvVXTglj7ZzUXJAX1qEhnPGY8+957dcVpaBV1/1ZNnUCuXodKE1ESmoUoUP+i+/uEIqN93kS/61Zw+rqxShJEmkh7BaqUhCmZrmdNI7GD+eiuDpp/1/X5YZknOnQhAEviKN8zud5Mg/c4Ze0C238NyDbar66y/tzvADB3htMjIonHQ6enOjRjGJHwi33cZ4vlIeq4yDfOih0CeUBRPK80ZyMsOekfRhlDc2b1YPBVqt9AzOiyIAsOuB8YjNzUTVHcvg1BshOqw42fF67Bv0ernsT5DVAvUXORo37ohx4zaUy7ZHjVIfwpGUxLCLIAA11vyOduMGQ2/xLENQSsQUlCIWP4l3oqlzNy7Hao/PzqR1xL/jAgxPjTL27GHzjHfJqkJO524pxsQEnyNwh1JKare7SvK8w11WK3Ma3k12RiNr6x0O/nv4cOjJYZOJ1nNREek2LBYm5d0T03v30vvwFmY6nf+OagXuQjOQwtLpGH6433ewnSqeeUZ9MltsLJP1v/3me9wmExXEli3M91SpQpJCtWawggKWdG7YQKVXpw6b8dLTPePk+fm8TpUqUXC7ezZWK3NPga6TO5o29WwQO9+wWOhpnT7NY2nZ0vNYJIkhzXXrSHHu/Yzo9a6elfOJuOwMxGXtQ1Gd5iHlGbQwenRHbNjgKzsrOou9oEWVe+YMH3qDgd3HRXVbIOHwduhtlGbFiMNmtEMy8lAfR7AHzfCy8B4WOnvDjFL0x2z8gMEQIUMWBJSm1D9v56RAa4iLLDM0kJfHB6BJE9cksHBhMGhTOG/cqG55SxITdPfeS9d97FhtllEt2O0cqHPggEtg7tlDOoq336aw27FDXYAHotZo0ICEZ8nJFJ7vv8/8gtXq2QHrvc3ff6dnEExXbM+e9Ni8hb3BQMGsZokrIzTPnOH9Mxjokb32GgWeOypVotCfO5dK9vBh9orUqcN8jdHI5q3Zs7WT4IsW+Z+B7Q2zmaG/C6UEjhxhYl/pLDca2Yz4xhs8x7//5ppRen+0igZ69Djvh46SWo1RUqtxue+nQhF4IaWKA1knfC9LYpwEvZ4mk6zTY9W7S1Fv/udIXfo97KIJYwsfwsT8wYAouqyJs0KhBPGYg5swFzfiJsyBZIzFgQEB4hflgPr11QWwycRO1/79I99HMLQTpaXqlr4kMYchSfRGQlUCAAX93r2eD7PSQbp2LfmFEhL4Pe8H3mTyHxoaOdLFvAqQBmTBAsaU7XayuqopGFmm4FVrKiwooNBet459CddfT4Vz+LBLqIsiPYW//lI/Lu99K5QdY8f6TplTwmLuFq/FQmE5dy7zDXPnurYBMDz69tuuaW9r1wZ/b0SR1+k81oD44P33PXsILBaukblzea2/+MKXaVUJmyl0Kk8+Gd3ZFMHi2DGGq0wmDn3y7gmKFioUgRdeTv4Mz5wYilK4aoHNKMaL8VMgCE+de89pjMGhm57AP62fwC+/AJk2oHVbuuNLlvi6liWIxzTxPlwXtxLbRnyCM826nKczcqFRI1pC+/a5HmRBYBioV6/zdxytW6srgpgYKpBjx/yHXKpWpQBVS+46nepC3mKh5duwIb0ONUHmdKpzQgH8nbsSACg85s5l/F6tQ9wdZ1tnPFBczJGQBQWu8/3sM9JNDBzIUE9SEgn2lDDPhg2+XoHTqX49S0t5Ld2bt7KyGDbzhs3GdZucrD76MieH20pNpVcRTD7FYKD3cSGVQE6OerOlzUZPoFIl3/NVPP9HH6UAbtXKP2tseWHqVOaAZJlr+ssv2ZAXKdWGGipoqL3w4KGXMQUPog4yIcCJFORgLJ7BsyeeRv05niOStm8nD8qKFbSoNmzg4tJym0+364WF007gePc7zsOZqOP112n9x8XR4unShRZbqPS+geBvcE1KCuPd7tTAyryFDh0YStDKDaSl0cr94QeWtsbGejblCYL2XF6zmc1yatQWiYmcY6ulgJ591ve9Tz4hE2sgJQBQeXlDmVvsvk+rlQ9/kybA8OFM8CpKoG1b4MYbKaRiYnju8fHaglahOHGHXq8twPV67e5bUXQpyeuv961yEwQXZYUo8vNevRiyigZOnmRhQyghKcC/spJl3j816HT0oNPTL4wS2LGDZa42Gw0ei8XVVBlOoj4QKjwCL8iCiLsxA3djBhzQQQ/Xyms+7QWcat/nXIv355973hQtywygsLryhkTIXo1iVisrOXbsYAz2mmsin2jmDyYTq3MeLMe5GFpzjd0xeDC5lBYu5CK/8kqGbUSRLni9egznuF9Pk4kKBKAQ7NePrv1LL7keeC1BrtMx1q1GJ2Eykc1Uiz9I6bx2x1dfkZ8oGJhMnmG3vDwKoA0b1JWWwcBzV7P8hgyhx7B9OxVbhw7Mf3z1ledaFAQqNu/5BtWrUxF7TxEzmUjIV1bGYgnv4xIEVx/DZZdxfOrUqbwuTieVwBtvcH9lZVQEoTZFqiE3l7mLo0ddCubJJ4O3iqtXpxLOzvZ8X1FUhw8zrOb93CrXLxAkiQn8P//kebduzcKASL0gLa9VFBkq6hLlgEKFIvBCVvdBqLvoK4hOyUMJAIAg2VFr+Qzsu2s07HZtymdviCLde2/aiOJiljrm57viwb/9xvLD81WmVp4IlCto3dqXjE7BSy+x1PXUKV4/u500zd27u76Tm8vqHy0rUaejgHM66eYfOqRuvTscLBJo0oTH7K0o9HpP5XzokHa8XoG7IHzoIYbkbDZ6X+vX815rJaWtVv/NXdWqcT0p6N2bzV2K8lXO+0VfNnUIAsMLL73Ea+pw8Pq2acPra7VSseTm8v8KJ9SoUZ7exfXXs2R13z56JY0aubyyQOMsg4XTyQbCkyddgtpiYUfzhAnBCVtBoNf+0ktcJ1YrLfz69eld5eXxflgsrvtuMrFCKJjmzgkTaBAoSnjdOhp1n3wS2TwLp1Pdm5Hl8qFZqVAEXth93/uovv4PxJzO8mkSE5wSRBvvuFJqGIybplic3vj5Zz5w3km+ceNonf6XaYmD8Qr8oUoVPkwZGSz5a9LE98H64w//oYLLLnPNDzCZfK1CBU4nrd2OHSlQ3b0GhaZDp6PAWLKEBoAWhYIgsFJn1CgSmdWv7xIoU6bQC3BPxKpBkoKv68/JoTAbOZL9G3v20Drv0EF7G3Xr0ppft47X9rLLXOMfzWbmLebPpxVerx4H5qh1NZvNDFeVF3btYv7EW/A5HDy+YcNc7504weqsAweYzxkwwOUNNWzIcOK//7rKR9u2pZIzmxn+Wb2a1z05mdu94orAx5ebyw5w93spy1T4c+ey+i1c9OjBY/I2XCSpfK55hSLwgiOuEla+vwJXP9wUgsPTN5MFHcpS6gKyDFEU0Lcv47yBKii0BPrKleqhjPx8WsIXokoh2ohkcI0gUAFoIVCfQZs2nlTe7sRo3lAa2ZTkuSBQkNxxByktxo1jtUygfEB8POPi3uE9Zb5BMOMxdToqDDc+Rh+UlnJk6O7dLibRm28mrYjWeisrY0goOZkvb2Fns7EHQymvVXiB4uOpPKIR6gkF3lPlFEiSZwL44EHXgCNJYnPhkiU8l8ZnKy/NZubG3FFayjDTmTMug6KoCFizJjhFkJmp3pFut/MaRoL27RkqXbmSa1OZ9PbYY+Uzxa4iWayCsur1sefut+AwxkKGABlnm8WcDjSf+hxafvEoAGr8yy93zXZVewD1eu1FpUUrIcvBuaVHjzI0MmAArUHvMrgLjfIebN+kiX/hpPDgKzitMRTKaCQ18ubNFJZlZRQMPXowFrtnD4VDICWg17PsVS3HY7MF79Lr9b4zdr0xfrznIB2bjRbx8uVcP3a7y6uRZXqfgwdzvTz4IIVkSYmnITJjBnMP3r+dPZsW9flGkybqhpLJ5GkVf/EF7417l7rFwve1UFzMzwsKfEuNV63S7idyR40a2jmpjAzeo1CT2woEgbPD33qLBQN33gl8+mn59TJcuopAllFz1a+4/KWr0P2J9kj733vQlbrq6g7c+hw2Pf0jZFGEAJx76a0lqLN4KhIPbIbBwBj/118zrj9+PBOSSpVBbCyt+ltvpTXqXZGhNlRbFBlvDcSNnp/PSpbt2ylgLBY2+rzzTmSXpTwQSYjIH/r18x9C8ebVad9eXcEqlRnuMVmrleMM7Xb1kk0Fej3vt5LE1Er0m83Be3iy7N8iLS4mPYa3JWq1chTj/fez/HTIECYxly/3pJ+223lP7ryT33vpJXoKixapCzank55vKJ3E0UBKChO67s+IwUBvxj1Hsnev+u8zMtTj7CtWMNm9bJn6+er19CoCoXZthtXU1pTTSYUyb17g7WhBEBjWHDyYysDfFL5IccmGhi6b+izqL/j8HNlcwrHdSF36PZaP2winidmu+OP7IYs6wOmp1kW7FdU3/InCRu0AUGgrgvvLL7kAsrIYH960iYlKxYXs25f0y6LI2OuuXey0VQjKEhLUSxW9MX++r/Cy2bi9zEz/gz/y8rivaA9nV0OkuQJ/UCpV3KuG3LFlCx/4UaNo2d9wA6uUCgtdAsBkoleh1j+glBfGxbnCL+4wmWihtW7NmLy/QTWCwDj+O+/wPim14Tod/68oNKeTzWP+upCLi7W5i06dcv2/oIC0KPHx6r0Byv527uSa89e7IYo0PqKVCA4WDz9MYfvHH1REV1zhW3ocG0vvxhtKiM8d+fmkL/EXzpVl9XJfNbz0EhlNV6zw/UwpBb7xxuC2dSFxSSqCmLwsNPhzMnRuswh0NgvMxw8gdcn3yLyWcw8kk5mKwAuyTg/JpB6oM5lcBGDTpjFB5Z4cXLSIAnjgQAqBF1+k4N63j4uvdevgCMoOHFCPN+t0vk1ECg4dYrep4vbWrs2KigtFCxwNtGhBj2vuXF9hZ7dTGL73HuPtvXqxDnv+fFr5lSq5+HvUGr4kiQq+e3dOSFPD/fcHP6msbVvu/9dfeY+aNOGxJyQwLCWKnEcRSNhWq0YhF0wY0GoNnMNSBv+kpnKNaKE8y5q1IAh8ntxJ9Y4e5XE2bEhP67rryJ/kfp5Go29OAHDRe2tBp6Pl7d08qIXYWCaX165Vfx4j9aJMedmosutf2OOTcKr11ZB15SOyLylFINhtSF36AxrM+RiCivmjc9jQ6Nf3zymC7K4D0XyqinkuiMju5p9LV5ZpDXg/rFYrY64DB7req1uXQllpThJF/nblSi60669nLsLdumnUiBavGn20mmAvKaH14m45HTnCJNvXXweOSUeCYGgnIsGQIVQIv/3GJJ23dyDLVLY//sgk4kcf0VNQYDDQUvemzr7ySteEt6eeYuhPseABXrtQx1U2bKju8WnNjVCDTkdLefx4l3eh5rEokOXAncB2Ow2U3FzfEKZOx1BMNNfI0aPMW+zfz/V6++2uxK4WTp8m51FWFo/J4WDYZMAAhnmU5jBBYHPi4MG+21D4hNQgiqz4euqp0Cr2kpPpnXp3MCvT/cJFkx9fQ9pvH8CpZzJRMpmx5q2/UVSvZYBfho5LRhEIkgNdXrsGlfdv9KCF9oY59whM+SdgTaoBW1J1bHrqB7QbP/icZyBKDmx+7BtYqvo3o5W4vRq8H7TFiymMlaoHo9HTi9i3jwnLoUNdv1GsIKW6A6BAu+wydW/g3399BYWSVFyzxnPewn8RHTrwQT5wQJsmwmajN7R8uSelRtu2nFL19ddUlILAz93LE7t2ZY5h2zbup3Vr3ieHg4IpPv78Wsxdu9KDnDWL59SqFZWtWolspUq8z1ar/+RlQQFLXKdPB5Yuda1TUeQazcpiXX+k4aEDB6hEFSWWlUWj5qWX6BFp4a23fCvFfviBPR3uFUayzLxBUZFv+LNjRxoE3hBFhhnDKc0UBJbcjh7N6+twcG3ExzMPEw6qbV6IRr+Pg85uPRe50JcVofPofvj7q8PB85oHiUtGEVRfOweVD2zyqwQAwGmMRaWDm3Gyw3UAgBNdb8Gitr1RbdNfAGTktusLR1xgGkmdjuEINb5/d8tn61bfDmVvga3EGm+6ySVskpKADz/kb3fu5MK7+mptumOlQcgbNpv6RLFoo7y9AoDWdqDyTIuFYSFvbqUrr2QIqLCQOQG1BKDChaRg6VJWnjidvGfNmnFCVzQHwftDkyaeE8FatWLoyT1EYjLRgGjRgiGpTZuYRFeD1UrhNXw4hf3s2a5EOsBS1a++Ys4rEkyapO4pf/aZdnd3VhbDad7WvNVK5afWa/DXX76CuE4dKpu1a333sWJF+DX6LVu6pp9lZfHvPn3Cp26pN+8zH1klgON1K+/fgDNNovsgXTqKYP0fPvMDVCHLKEuu7fGWw5yI491uC3mfI0bQSlAsH2VG6gMPuL7zv/8FF+vV65kIdu+srVMn+CqhZs0oyLy9FIPBf63+fwmVKjEhPG+e9jUVRe0kuSgGrtZSsGcPG97c97NrF1k6IxkGHwnS06kYvv2Ws6CrVWN4RAk7PfwwFd199/kaG4LgaaCo9cfY7VR+o0aFb5CWlmpPvsvJ4fpU4/YpKtIuFVYLednt2vkONRI6p5Nhwwcf9AyBOZ2szMvJYTi2USP1bQIsJ3X32kOB08nQ5uzZPNfWpvcwGSdxBVZ5fE8WRejKgpBjIeKSUQS2xKpw6vQQJe3SCKfegOI6zVDUQIP3IES0bEkL7eef6Rk0bMhYqHvoRm1RaiEYPnsttG/PPERmpsvCMxq5sM/nULjy9gruu49dsLNnUxB4W4oGA8NqkeL3330FpTLeMzs7fK4Zh4PCMi4uvAau9HS+tKCMt/znH9+ciHveSkuROhy8puEqAjVLXIEs00NWi6s3aKAe1lK4jryVgdGobeBo9ZMIAsNhiiI4fZrFHGfOuNZRixYMjxkMrNDatYvXtFWryBrupk6l8lWu+5ayZuiDhViJK9AWW13H6JTKhbn4klEEmdcMQ4M/JwNeisAJAXZ9LPSChNPNu2HTMzOiut+GDRkPLSiga/7JJ+xYvfZaWuktWnhyqahBECgYvIeMhAKdjtUzs2ZRCIgiwyM33xw5lUVZmWfsXCupWJ6lpAoEgcNdevakQH7zTYa+lPLcxx6LTpXUqVPqlqheTwESqiJwOhmbnzOHAk+htrj22siP1RvDhzO/MGcOcyKNG9MSdr8urVoxjOR9jvXrhz7W0h0lJeo04QrGjqUX4z0bQwlxffONS1gajTSOatakh6YoZlF0keipoWlT0oWokQ+6e4Tjx9MTcH82d+zgc1xWxpJW5VrExtIbDGdtlZayks3bsChDDEaLozHLOQBOUQen3ohtD3+mWbEYCS6pUZU1//0JrT8ehjK7DgJkFCMeN2AuLMbKuObWRPS+09XxI9qtqLnqVyQc3o7ius2R3XXguf6CUDFvHmPJ7lfaYOCD3rkzE00Wi2vBKYMxlEoQWXbxoNxxB8viLhYeolWrXNU0AI/1hRe0k36KIijvrmMFSsWQxUKlHEzHdjD44QcqVe+chNHIpq5QY8PTp3N73lb644/7ryjKz3cR5XXqFLg35NQpGgJ5ebxH3iMqFWRnu9alO/R6Cj1BYCXb4MGh5USOHeN2/ZW0mky8vmoGxY4dVGD5+Uz8KpTY06ezNNtmY5x/2DDtCXtHjrByy5tTasQIV+6otJSDhNQqsRISuB9vttcaNZizC/XZPHKEZdxqpabV4kuxqc1Q2CqnIPPa4RFXDGmNqrykFAEAPP9YGWocXo0yxGItOkM+21wdF8fFp9MBpvwT6PZMZxiKTsNgKYYjJh52cyJWjF0bsFrIG/v38yarLSiDgUKjsJALeccOV49BejoXtlJNpMBk4gK96aawTj+qyM1l3Nn7oTaZaLlpTVMKJzy0axcpELKzKdDvvJP/RgO5uay8qVMn+BxBYSGTpu7zBJTwyh0hjpuQJHIEqQmC1FRSC6hh8WImWN3HZA4bph362ryZlM5KZYvCwvnOO+oKcsQIbaI+gEqhalV6uaEo2C++4LFrVdWZzTwmf/H4SJGZyWdu3z72Ddxxh6fxopVLAbQ9mpgY5ofq1w/tWEpKSFejRTt9zTVsRoyG8Vcxs/gsDufEYjeu9nnfauWDGB8PtPjyccSczj6XT9BbiiHaytDqs4ex/tW5Ie1vwQLt+m5RpPDv0oXdpN5QIylTqA9uuOH8k4B5Y/ly9ZCWIJA5Ucs1B0JTBuvX8wFTLLBTp1hu+M47kSW6rVZud8sWV+d3r14UgEoMvKiIimLfPq6Pdu34oCcmskP11189m9Muvzz047BYtC1krYquvDwqAe/fff01j9HbGpYkhl3crViLxUWpfcMNnt8vKwvMt+NwMH6+ciVDccFi+HDmrCZO9OWDAngftBSyxcLqHsUg6Nw5PC+vbl16rlpITKQsUCO+i49XP25BCG5IkTfi4ijsFY/GHU4nE/RXXcXeiPLCJacIatdW5xGJiXGx+tVYO8cnqSw6JaRsnO/qzgkSagtGgSz7ZxLUmndgszGpVakSH/CyMm4nyqXFAVFaqq7kbDYqgrQ0das9lFyBLPuS6SmdsF9/zWR8uJgyhclJ956NJUsY3+/Vi4yjW7a4rD9RZA36VVfRQktKYgWYexVYsJAkFxdO48b0ntSETr166r/XGorjdFIw33qr5/sHD6rfK6uVgsZbEShsl4GI8iwWKslQFIEg0ON95hnG1d3vrcHA/IRaT8bx4/SurVZXdVFyMpV5tEt2Cwu1p7U1a0bvSm14T7hezAMPMFe4fr3vZ8rzVJ6K4JIjnRs82Jf102RiqEERpLKWRBVc7xuKTkNfWhhwf126aLOM6nRskJk8mWWm33/vaQF6T5c6t++zbKczZzKkMGQIzyvQsJRoo2NH9Tiu08kH5fnnabVGEny02Tz5c9yhVYYYDBwOCkDvh9lqZQz67bepJNxDAE6na7avincdNHbuZCjg9dfZxHTvvb7kagDXjXsHtPfxqwlpp1O7ukbrPqhZ1AYDcxOBrG2TKfwKqTZtKADNZuYdDAa+p8W1NXGi53xoi4XC8/vvA+/rwAFe68GDqYA2bvT//V27tJ9bu50GpXK/lMlpjzwSfg5Kp2OToFrprCBEL7elhUtOEbRrB3zwYAa+iXsUi9AbY2LfwBN3nfSwiI53vRWS3vPKO3V6nOh8ExIPb0OPx9qgz7010feeaujyam+Y8rQDqT16aPPKl5WxQWfhQi7MWbNoaSr1z4MH+woHk4nW3qxZruoFh4MhjK++YgdxuFAoeJct4wMXCM2aUdGpLV6n0zXtats238+D9QoMBu0HMhIr0B/VQFGRtgUNUBmEq3SLi6n0CwtdlNdFRWwYHDmSZZJxcawme+stbSuwUyd1D1CvVx9jWL++es4mJka7MkkhfDMa1T1XRUCF4g14o29fCvIPP+T6fe019US71crKIG9l5nAE5g/KyGAYaNMmeuj79nHK2ZIl2r+Jj1dXnApZ49ixDG8pXpPTyf2ESzsNMMyltib1+siucTC45BRB8s5/MeqrtrjX8jl6YzGecbyPN39pDnPukXPf2fnAxyit0Qj22AQ49QbYYxNQVq0e9tz9Jrq+2AOJh7dBdNggOmyosn0prnixu+YKMBi42IMpuXM4KBg++4x/t2tHmmsl3puYyETxLbew+UStO1OLHC0Qtm6l4pkwgcnJ+++ncPIHQSAvy7PPUimo5SyU0IMagvEURJGVIWoK0b3uPVTExqrPpBUEhmMC5V+OHw9vvytWaI8gLCvj9Z8xg6W+/saV1qrFnhSj0VUaq8x0VqMYEQTOIkhI4LmbTPxt166eTYruUEoiP/6Y93jsWIb6BME1w3jMmND5lrxhMPCYk5K0v+MvGhsoUvvdd+rPyjffaBsDl13mqo5yh9FIofzUUwzXKL93OGicffSR/2Pxh/h4XmejkQraZHJVF/pjE44GLq0cgSyjzcSh0FtdZDQ6uwWCw4Zm017E5mcoRe0JyVg6aQdSNv+FhMydKE5thpMdrkODORMgOuweIyxFpwRjQS6qbVuM3Hbq2dGjR/1T/Hpj717qFZ2O1l2XLp5NPGVl2g0/4dBFlJUx8eqd6Jo6lb0L9erxHBYuZBy7c2cek1Lmmp5OC3vCBN/KF0VoKLBaKegWLqR1XKUKa/v9cczcc49r3oIoUmjeemvkNfajRrHPQPEO9Ho+hMOGUWj6Q7hTooqL1WkwbLbgvDB33H47PYN//3XNMPAXo27QgF3H69fTMm7RIjgBk5pKpfnGG64qIqORyeRgJq4dP07vde9ehlQGDnSNxgwWRiPXojJ/Q4HBEJgnS2u2QEEBt+c+xU6BTkeP7PXXXfxTDgfXxq+/suRTDStWUHBrla4GQufOrntktzP8ej7o4i8pRWAozoc515f8R5SdSNnk5evrdDjZsR9Odux37q247H3Q2Xxr/ASnA7E5hzX326CBOr2DFpREnTu2b6cAPXHCRb9bVOT7W3/jDRWcOOHq8OzSha6ymlXlcDC006gR47NKXHrtWsbR3csO27ZVt65MJlpQskw6jRkzPJ2nvDxu5623tC1gnY4D4AcPZv141arRYcJs1YoW3KxZVHRNm9KirlaNXsiff6oLOkEgyV24+zQYfBW5ycRmvGBQUOCaYdGxozrLphYMBnoBoeLPPynIlZyKcvxjxvifr52Z6arZdzr598aNDNWEeg0ff5zJ4pIS3he9nnm0e+7x/7sqVbSJCN96i89Ms2b0tN2HB9Wpw3DVvn38fbNmfIa//NL//v76K7J5xfHxnrTb5wOXlCKQjLHQikY4zIEDzvnNuiJ12XQVziIBBY20Tdru3RkHDWZcoRJzdX+wVq6ke648fPn5Lt4id0HlL7moYM4czklQwhPff8+SR7VwhdPJh27yZM+kqlJ2uGSJq0RUoWpWXGPFo+ndm8Jv/nxSbahF0Gw2hrTeesv/sSuU0NFE3boUMN64/37XmEa14wjXG2nShMLbfeqZMnrRXyhIwcKFFLxKOEiSeN3DEe6hYPFi9RLXM2foJdSu7fsZQK/SYvEcfWm1svHKnwJRQ9Wq/M369TRm6tenNR+oWm7QIIa11Na4zcZE8pEjLopy5Vxyc6m09Hp6XmYzO431ev+ekNqQnIsdUVEECxYswOOPPw5JkvDAAw/gBa8C3R9//BHvn63zi4+Px2effYY2Z/2x+vXrIyEhATqdDnq9XrXZIVpwmmKR0/kmVF87Gzq3wfQOkxmHbngk4O+zu92OJjNHQ3BYoXNwJUjGGOQ3uxwFjbUJXkwmLrAvvuDCUrjhBcFXkDdt6lmOKMu0QLzLJyWJC1YQWDlRty6tEHcaiqwsupk7djABd9VVzC14L+JVq9QfkpgYxqLVHjSrlUll916Byy/nsSoDtzt0cDXX/Pyz/27So0e1PwsW+fmufXfsqF16GQzy8tgD4g1RpMIKtvHMG4JAC/nff4G//+Z1792bxkIgoXj8OAWh93UcN45hnlC5qPLzaRSsXetS2oMGhe5t+Tvu3bvV19apUxSYoeYX9PrQezW6d+d5arGuAvR2JYn5hGefZXPpH3+4FO7nnzNf17Fj4OML9J2LERErAkmSMGrUKCxatAipqalIT09H//790dyt3KFBgwZYtmwZkpKSMH/+fAwfPhxr3dinlixZgqrBzoaLEFsf+RKd8k+g0oGNkHV6iHYbsq+4DQdvfCLgb52mWKz4aB1Sv3wNddf+AofehGN9hiHz7hcD/rZqVZJVKSgqYsz7wAF+Vrcu46bewqukRLsXITcX+Okn7c+efpoxe1nmdn75Rd0jkWVapMrgciVeHhvLih+tSgg1XvqkJN+adMB/PwUQvmBVsGoVBSLA450xwzUWNJyOzKVL1a+V0UgFG2qM2x2iyLh2qDMgVqxQvxdKA18oXorVyvWRn+/a5pw5DP+8847vNevdm8LRO6SVlKRd5gwwOa0WltHpyncYkjt27QqumkeWWVl0113qObiPPqKHM3QoQ0be39HpGD4KN2x4IRGxIli3bh3S0tLQ8Gzn0KBBgzB79mwPRdDVzW/t0qULjml1Sp0HOOIqYdWY5YjP3AXzycMorNcKlmpBBNbP4ps5VfH76k8BfArRAch/Ai+1cSU78/Louooi3UktAZeQwJhkIMTGUiirLWR/VRazZ3tyqQD+H4ZWrdhL8ffftKrLyigk8vPVv28yhcbiWbeuNi2w0cgy23BRWuqa1qVAkhhG6dKF5xYqCgrU3X+nUz03cz6gxNm94XQGl7R1x7JlPA/3NWG3swQyI8O3Y7tfP5b7ZmTwOEwmrvHnn/evaAcMoFfqLjSNRnqn5V0bD3DNvf56cFTvgH+vVRTpyfXqxWTwb7/RkxUEPovXXMOZIFHr+JdliDYLnAZTuXeLRqwIsrKyUMctQ5mamuph7Xvj66+/xnVuEkQQBPTp0weCIOChhx7C8OHDVX83ZcoUTDk7taKgIDfSw0Zx3eYorhtaq96uXa5hHe547z3G2v/5h5aCcs+++IKVKVf7MloEDZ2OD6E3x77RCNzmZ0TC7t3B1zQLAo/5xAl6JP/8oy5YFA/A4aDVH4rlM2wYQyreD2T16uTssVjCp6jeskX9ObHZaNmHowjatWPSTy3BH2xSN9ro3Nml4N0hCKGHI/bt0xaOBw/6KgKDgaWk27eznj8piVVKgXI2/foxdPnnn67Yeno62U5DQWYm8xQlJbwOykS6QPjpJ23h7j3eM9A4T6uVz/RXX/Ecnn028tJZLdRY9StafvUkTKezIcXE4cCAp5Fx+yvlphAiVgRqnHWChomwZMkSfP3111ixYsW591auXIlatWrh5MmTuOaaa9CsWTP0UDEPhw8ffk5JNG58YYJw//yjvqgEgZ95E8QBrMlv2zayErAhQ7jdefNcFqEkMbSUnq7eWFWnDsNO3hakTudLHSBJpE4QBG2rMzaWRHc1a1KwhhrJa92apZo//sjEXO3awN13c1uyzHGZM2cyfHXllbSutBrJvKH18Mpy+F3NbdvSzd+92yUwY2IYby7vmm4tNG7MEM3ff7vWodFIz9JfeEYNqan8rfd6FkXt0kdB4H0MRREKAhPvt93GHEfVqv49WTUsWkQBrFStLV/OXNjLLwe2vg8f1s5/paUxFKYUXej1/ofNK9txOOj1v/EGk9D+4HRym7GxwcvwapsXot34IefK3MXSQqT9+j5EmxV7hwQ5iSpERKwIUlNTcdQt03fs2DHUUuk537ZtGx544AHMnz8fVdyIRJTvpqSk4Oabb8a6detUFcHFAPf5wN7YuVPbAl+9muWI4UKnowW0aJFLKEkSF/GYMWSU9MaVV9KNdRfqOh0f4uHDeUzFxcDcuXwIgiltbd06spkIl11Gq9IbU6Z4slEqFUljxgTXiNeunfq1V0pXw4EoMqSwdCmPRa9nYjwcUrloYvhwKqN//+X9vPLKwEPf1dCrF61lu921pnU6Cuny8Hji48M7zuJiKgHvqrUdO5jkDlQtVa8eFZD3c+t0UpGUljKflprK+P+SJYEr+wDKgowMGkexsfR87rrLc73Om0fDp7SUiue224Kb/9H0x9c8ep0AQG8tRcO5E5Bx52sMFUUZEfsZ6enpyMjIwKFDh2Cz2TBz5kz095oqkZmZiVtuuQXff/89mrj5nCUlJSg6G3AtKSnBwoUL0TISSVPO6N5dnU5Bkkhlq9UxGkozmRa8ueqV/e7bx4Xs/t6ECRS4ahbIjh20yAcOpFsfzKIHeN7BlDeGihMnGMt3V0RWK0MBa9YEtw2zmRz3RiOtO2UwydVXhxcWUqDTUWC+/Tatv65dL/wcCEEg7cRDDzERHo5wBZijev99WsU6HV9t2zLMeb7JC/1hxw51Y8BiCY5ORem+dofJRI8zLo59A82b06u+447gvVDA5XGWljLRPmGC67PFi6lYlDxMSQkLGObMCbxd84kDqu8LshOGwjA6RoNAxB6BXq/H5MmT0bdvX0iShKFDh6JFixb4/PPPAQAjRozAm2++iby8PIwcOfLcbzZs2ICcnBzcfPPNAACHw4G77roL15bHSKYooX17xifXrqWwEkU+QA8/zCavOXPUGQmVuLfdzt/u3Uv3+8org48xaiVtdTp2pFarxmP69FM+IGrKR5L4GjeOQl0rDKSUzCkPRUwMwzrlQXu9cye36x1Ss1hYautvKIs76tdnXHvXLldH9rBhF05wO51UZMuWUZD17k1BW57HI8sUnAcPMvfSsaN/j6puXVbClJXxmoUiBM8XDAZtzh81o8wbjRpRiU+ZwjBRXBxw441UEN6oUYOKcccO9f35CzPabKxcu/9+hoFnzFCntfj5Z05f87cOiuq1gmm7LxGSU2+ErVI1lV9Ejqj0EfTr1w/9+vXzeG/EiBHn/v/VV1/hq6++8vldw4YNsXXr1mgcQtSxdy9byXNyGA655RZ2KD71FIXN2rV0CXv2dMVn+/dnqMVmc00Yu+MOfl5czK7IU6co5JQpTGPGBFfv3qEDXVw1AV+nDh/+V16h5RFMXHzVKiq1OXN8F6xeT8swP5/W9mWXld/sg8RE9YdCrw8+lpyfz8RdaSnP3elk6KuoiELgfEOWeV+3bHF5OuvWucpZtWC3c71VqqQ91EcLFgvw6qv09hwOCtC4OFr97t2ye/cyl3XwIK/9rbcyrHGhPR0ttG6t7qEYjbTqg0GLFrTWg2GQ37tX/X3lt/6eLYOBzXXJydpzkYuLaYz5U9B7Br+DLq/0ht7mCg85TGbsG/QaZC8yzGjhkuosDhZKJ6/N5hp1uGQJSxSrV+fCUhv4PmQIKylWrODi7d7d1VA1cybDIIogt1r5Gj+e+wqEm29mvLq42HMi1tCh7O588UX/iS53KHTKTZqwjG/JEs/k4003hR9yCBVt2/IB8j52nS74B33BAte9UmCz0bI7ejQ42o1oYvt2TyUA8F7Pn8+SW7Uu3L/+YihBoZFOT2e4y93qzc/nNvbvp6V73XWuIoSZM5lbUe6jw+FaX0oO6dAhGgvuA36+/Zbr5+67o3sNogWDgQruzTddoRhJogILlZ8/GGUXE6NeMafXMzS4aROvrVpOzW53GYW1a6vzEVWpEjjvld/scqx9Yz6aT30WiUe2w5JUA/tufwXHet8f+ATCRIUi8IIksYvQ3UqWJFqbM2bw4fSHRo3Uib+0wjWZmQztBKJUTkoi389PPzFkUrUq6/7tdoamQqkjFwQKjOHDKVxq1OACrlKFHk7TpsFvK1zs2MGSwqIiWspLl/L/gkBhqFQoBYOMDO2H90IoAnf6CHfY7fQCn3vOUyht2uTboLR+PYX4i2d7FY8epdejDNHZupXe5wcfMMTjrswVOJ2selKqVmbMUJ+/8PvvzBmdrwavUNG8OTt+N27kubRpE3rVWrDo29c3xGsw0GB65Cz5gNo8Z6ORhQRKHcz991MBe1/v4mJ6HYGesdMte2DFR9pl+NHGRZQWujighG684XTSygsX/kIrwSTnFNK2hQupOPbtY7xx7NjglYBCVdy4Mcs0T5ygIDhyhINkevc+P0rg99/Jyb9yJTuX58xhCOrNNxnKmT49tBGUDRpok+ZpceCUJ+LitO/32rW+swx++cVXcdjtVCgKI+kXX1AIKvfabuffZ1NxfpP+ymcHDqiHNkTRs+DgYoTJRIu8V6/yUwIAvVDFKBME3sfmzT1DerVqsYCgQQP+bTYz7+DOWdW+PQ0073VpsXCNB9vgdr5wySsCu53x27//Zgx+2TLtmxQql4s7evXyTcaJIgVeMAnjBQuoBOx2eidK6MNfOEgQGMJ66ilaOn370s0+eND3HG02lrqVN4qLfakKrFYqpcOHmY9QOk6DHWdpMqkLOJMpMr6hcNGzp7ZydzhombtDawKbXu8aX7ljh+85yjKT7QoFtXfIQRBYxKAMeklNVd+PJJ0fquMLAbs9+Kq9ggJ6XUp8X5Z5H6tX9wzRbd7MHFpWFq958+bMIXpf/+xs9XXgdEY24a48cEmHho4cAV56ydWo4q9PwGQKjhJCCwMHMnZ88KArWaQwdgYDtY5Sf53DSpnhm296TpE6cUK7zDWS0Y/BYs8enrtaiMKdLyeUucb//KP+flkZk+dqE6/KE9WrM3TwwQfqn+fneyYuW7Rg962aVa+Ex4xGdU/VaOR27rmH4aK8PFcxgsEAPPmk67uDBrHQwX0dmUz0BKPN6nqhkZlJ1lyFYr1TJ3b5+wvBzpvHNeN+H+x2ht3uvJNhn6NHGfJxv4ZbtvA5+/BDz+0piWFvKKy+FxMuWUWwdCmTtMHW0Q8Y4MmHc/IkXe2UFNfUJn8wmWhF7N7NmHYw5X3u0BqkrQadjhVMQ4b4higqV9ZWdqF2p4aD+Hj1ay4I6rxMwdBOaHlFgkCheL4VAcCy12nTqHi9Ub2653q54w4qQYvFdW1MJt4/xTvq3Zteobt1azTS0wR4XSdOZOgpI4P3skcPTwF/2WXkBpoyhdVJJhOpQi7WRHG4KCzkeSpVZADXUVYWMGmS9rO6Y4d6mNVgYKK9ShWGMb2/43DQm83M9Ow679iRSsRbgTudF46mRAuXpCJYvpwLIlglIAisUlASmZMmcRsGA/+uXZsx70AJX8VKD7XaAeDCWbXK95iTkmh1KKyhssz+hPvuU1/wMTEMES1c6MtdNGhQ6McVKpo04XXyJsQzGn1J7IL1Cjp2pFfgbX0lJV3YkMfQoczhuHs/ajMjatSgUfLTT/Qaq1ShB5nuxmzevTsrhtxRqZLntpSB8/56Lzp25MtmUx+AVB7YsYOhV6uV59G5c/mVIwPcl3vHNMC1cfIkQ2laPau1a/Nz72dMaRgFGO5RkxuSRKXvrgg6dKDydffCTCaW64Y7way8cEkqgu+/D63KJjnZVVExbx7LQ5XqDYDWwLhx5VuzPmSIqyTR4XANpnn8cXbPbtzIeHLLltqxYAVDh1IgKRO4kpKYDGvWjOWEixdzH126cL/B1PPbbKx+sVpZ1aHFuiqKdKNff50xWVHkvoYO5f7VEMgruOsuVtkouRMFJ0+y6mbkyOD4gZRcReXKkeWDFHTpQst02jTmn2rU4DSxzp19v1ujhvqAHIBCZswYX0VXWEghGw7/fTSax7ZsoZdSVkYBf+WVvoyi06ezK14p7924kWv0lfLjT0NmpjonmCxTkGspgv79acG7G0h6PT1+Zf20aqWuLBwOhj3d16koAq+9RnmxbBllSJ8+/seyXigIshpr3EWOxo07Yty48LMtAwYE7w2YTHxAFStrxAjX3FZ36PV84A0GCq6iIlrxgYRyKMjLo2u6cye3e9NNrsqFcCBJfGCURNjLL7O0TVFwCvfMZ5/5Ly3ctctV5w3wobjnHvY+aEGWWQ9fXMxKJX8x6mDCQ0VFFEq//uqawQDQK4qNZXWNv5kHs2czia0opo4dGV8Ppnu1vLFnDxWnWgisUyft+cqSRCG0fLlLCLVtG51j+uEHz7yVycSy6XfecdEprFzpSna7IyaGCrK8ePvnzWNPhto40Hff9d8js3UrPX4lj9OhA59/paAjP197DGVyMg2pixmjR3dUHf51SXoE1appTyuqW5ehi8xMWmk33cQFsX49HyJ/8eg9e9iyrzQFAaw/Hjky/M5NpZLJYuFDrxXyCQc6nYtaeu9e33p8SaKg9p5E5g6bjUrAe/jI9Om0vLQeOkGIbtNaQgLvz88/e4YEFK6nhQvVaQUAxue9K5k2bGDM/bnnoneM4cJq1b7nWhVuTifvi3tYYv165gQimacL0CCZNctzrVitLDZYvpzVZ6dPa1frWCyk3ygvRdCzp4tQTzH4DAauN39rTpZpUFSpQo+pc2eG6NxzTGazdofxxZYADgWXpCIYMoQt5+7uoyiyYuXBB13xy9mzGbtVErqiyAqPjRvV49ETJ/ouhmXL6AqGM1N28WJa4wpH0J9/cjtPPBGeMigro4BWpm917cprkZCgPTTGYqGC8FYER47Q+tm5U7t5atGi6Ah7JVcQyCvIylK/LjYbw3da0KrjX7vWt+qooAD45hsqD0FgSOS++8qPlx5gyEzNgzWZtKecbdzoSaEN8P9z5jAXo8S8w8H27dr8UH/8wWvkr2RTFEO/XrJMBWQyBabfMJsZqv3mGyp0vZ5J9UBJ8W++8ZxBkZPDvNyECS7P0GSiN+49WlUp1fYHJZQXE8NoQbCFIucDF9GhnD90785/p01jHLlaNS6Sq65yfScjg1aiey4A4EOgjN+z2fhA6PUMN33/ve++LBZao6EqguJiKgF3ZWW1cmH27Bl6nFGWGUI4fNh1PosX83wmTaL3oyZEjUbfpqysLNZbeyd83aHwsGuhqIj12Ho9m2+iEYKpW1f9eIxG/6MltQj97HbgscfYUdquHf9+9lk2XymGwD//UOBOnFh+CVCTicfx8ccuoyAmhqEYLUWwbp02DcKkScydhFsyGh+vbYhkZgZullIEc7DYto3CuKCA66pFC47Z9Bfqq1KF9ypY5OUxpOT+rNvt9Gz++YcJXgUjRzIf6D7W1WBgnksLc+awO1oR/no9t3G+qFwC4ZJUBACVgaIQ1LBwofZkowcfpDDYto1C8vrrKUy0Ho5QxwgCTMSpbc9qZUIrWEVgtzMksGULrXj3Y3E4uNAVXvfkZFpBipATBC5w74dWGUTvL7sUE8MmJzUog0YUwSnLwAsvUCH4QyCvoGFD5ht273adpyjyWPzxFjVvzpCGGnJzGVd+911emzNnPL1Bh4MNYZs3l+/Q8m7deH5//02BmJ7Ol5byiY/nZ2p17Dt2sH9m3LjwErZt2qjzQwH+lYDS+DdiRPC5s+xs38l2O3YwCTthQvTCpO4DatxhtdK7clcELVrw2s2axWeqaVMaglpe1h9/kEIE8Nz+G294KocLiYvgEC5OuCccvSEIbC5zbzBzZ3h0h8nk6WkEC1HUVkTebqkWjh+ngLVYtCmnLRYmbbt1Y2XKxIkUagAtzsce83XF9+71n2yPiWF1hZrQzsryHTQCsMfi22+1a/6DLSV99VV6ZosXcx/t25OO2l84IVCFkM3GmHP9+upWts1GgVBeimDjRirfkycpdO6+OzB/Uu/e5CJSUwSSRAH7ww/8Ny6OJcXB0noYDMw/BEt0qMz0HT6cSiSUvo5583zDTEqp5v790bOok5K0KdnVnu06dfhsBEJGhksJeMPhoDEZyAA6H6hQBBro2lXdvXY41JtBDAa6qx98wIXqcFAgNmkS3pSs1FRtRXTmDENHSveoFsaO5Xf9We4mE7lTALrar71GwSZJrkSyN2rWVK+cEkV6AVdeSaGoZm0uW6YunASBnkmg+c6BvAKTiaWw/uievbFqlf/PZRk4doznFhPjuyaMRtc1dIfNxhBiYmL4pZJ//03FqVjEq1ezTHfsWIbC7HbmfZS+kFat6LHWrs1Z0OPHaxsAv//OdSoI9IjuuYfFEcGgYUPe5wULfD9TuuYVY6pZM+CZZ8Lr6cjOVl8vokhPLFqKoFkzKoOcHM/rZTB4egOhYvp0baNJloObDHg+UKEINNC5M0MGu3bxZil1+0OG8P/Fxb4Jr/R0Dob55x+67+3b8xWOEDCbfYdrKzhzxnUcPXvS0vKuCy8sZALYnxJQhs94NyAFqjHv0YPCyH3bBgOV59NP+/+tdwu/AqczcGw5FNqJUBAodCeKzDF07UqvxWZznYMguIakKLQRDgc5/xct4ntmM72SUA0CSWIC0/26yDL//v57lvt+8AE9OMXD2rSJ9+DTTymoy8pokap5l8raUrY5bRq910CNkQqaNmXhgbcw0+sZeqpenesi2O2poWVLWs3ex2+3q7P8Kjh0iApeEKjAA3FOCQKJ5N59lx63MrXtsccim1GdkaH9mcMR2ejXaKJCEWhAp2OYYf161kObzXRrf/2VNcoAhcNTT3l2CVarRsqASFG1Kr2CI0d8hbm7hbR0Ka1O7zJHSfKvBHQ6WlOPPx5a0tBiAb78Un3bDz0U+PedO9OK9Bb6shy8ixxMBVEoSE/nddTibjIYWHpqMtESnzyZORflGpSWMrTVrBk9qs8/5/YU4VVQAHzyCUNQarkdp5MCw2ajcFUUcX6+upKSZYbnsrM9lYDymc3GLuS77qJgV4oeAnUM6fUsHtDK7XijWzdavHa769oZDAyhXXZZdOL3ffow0VpQ4NqHycR9a8XkZ85kJZhy7f73P3o63h3d3qhWjR7UiRNUoHXrRl4A4O8aXHFFZEoymqhQBH6gjDzs0oUL44EH6AkoD9TevWyM+eorzxDN6dOMz+7ezVjiTTeF11j2/POM8dtstB4kydeattkYUsnP9+wA/vtvdctbr6dFHx/P0sgjR6jIgl3wK1eqeyk6HQV0oNBOixbkbV+zhkpF8UpuuYUWZCBE6hXs2kUhWVJCC//KK+ldbd7M95QRpE4n72mTJrTmFauwWjUK+/vuo3BS1oLFwvs9fz6T+WpJx59+8lUEhw6RnqSszFWf/uijFHRavEwAq2IyM9UJ/Ox2kq0BFJoffsjEqjJ9q1Il7QlaWuFANSiK8bvveD/1et7/u+6KXhI3Pp7CeeZMrnOzmcUZ3nQkksRrP3cuc2Pen/32G+9nMLxK0aR/SEjgOlHDxZAbUFChCIKEQivh3aykNMcoFUjHj9NLsFpdbedLl7IzNFQ3sHZthgbWrWN529y56o1wBgPjpYoisFh8G6sU6HQ8F6UMceVKutgKS2kg5OaqxzWtVk86ZUliou/PP/n9Ll3IZVS5Mjt2t2xx8TVdfbU2vYQW/HkFksSktNnsyV0/axYtWKXiaft21o2/+y5DKUuWUJinptIS1YppHz6sHsayWqmA1WrsAd97Z7ezpLeoyPP9jz9mDL5WLYaTli3zFPYmE3DbbfxcTSnr9Z4d5zVrshBAUbyZmQzdqI0oDZUMLSkp8LCmSJGURG7/hx/W/s7YsdoDgRT88gs9JLV8TnkhKYn5JW8EO3P5fKFCEQSJnBxtAXjypOvv777zZD1UYt+TJ7MvIFhLqbCQIZS9e2mN9utH633xYnWeE/fFnZWlbeF7l30qVUPLlrHSJBCaNFFPmCoDbxR8/DEVpPJg/vUXLbpPPqGAbtcufM4Vf17B2rWsk1fi+A0aMGRlMLhCJAqsVgr1FSsoIK6/nq9A8HcPFVpotd94V+Vs3qwuyCWJyd/77mOppdNJpanc05YtqZCbNWMoac8ez/PS69UTnIrgadyYnEfTprm2qdfTM7kYShlDRWYmQ7haVXYKnE5OCoxG6DZYpKfTuPC+zzodQ8vHjrEju0YN3pcLNTv6P3jbLwzS0rQrRtyTVlu3qlviOTkMPQTTUXniBBN+VisX9+bNtKyfeopCy2Jx7cNkovByL8lLTtZOgKq1x1utwSuCtm2pmA4f9pxzXK8ecygAvaLVqz0fTIWuYvFiTnMqD2Rm0jJ0twr37uV10+nUwyxKk14oJb7161OZqSnDvn15n90pK5Tw1113eX6/qEh9rUiSK5ygEAs+8AC9lrVrmRDeupUJ40ceoRBZupTCJi2NDU9a5cwK+vfnOW/fznBQy5ae4UeFkrlly4t/VsGePcEL0ECFAbLMa280Rue8r7mGDAXu3dYmE8OzX37Je6nTcb81a7Jn4kLkDSoUQZBIT2cMOzvbtZgMBuYAWrd2VYyYzeqcI6IY/EzYb7/lNhTB5XDwNXMm473ffstYd2Iiid2UYS4KkpLI47Jxo6+lqJUQDdZNFUUSi/32m2sgzNVXM8avVEft36/ukVitFDDRUARqtBN//KH9oGudtyAE9+DZbPT8kpKodF96icUEssx96vVUklddxXNPTmZ47vRpegJDhvhWrrRqpX5cMTG+PQn79vF8FeWqrI1PPqFlP2qUq8s1WCQkME+yejW9ptOn+XtZ5r9KBdTIkYFzP5HAaqWBsGEDcx/9+oVGplilSnCVeUaj/w7/PXvoySoefuvWDGNGwkQbF+eiGFdyHDfcwJyed8gvM5Pe7Msvh7+/cFGhCIKETge8/z5ZFZcv50Ny5ZV8+O66i8m+xo2ZCP3rL0+rVCmtDCYGD9ADULNeDx+mMnrtNfXf5eWxNnzXLn6vVStafIoSqlyZi80bBoOvMvEHk4kTm+68U/3zatXULV29vnyH32hN+fIHozHwuf/6Kx9kRTD26EHhOHUqvYmCAlrOTZq4LNNAnesAq1769fOsojKZKAS7dPH8rtYIVVFkvuXyy8MrU962jV2yyrYVweSuUD/9lOcWLSZdp9N1rCUlzDHk53Pfokjv5pFHtOkz7HYet91OYd22LQWuVtOk4pH168fcixpyc/lcuXt5W7cyhzNxYmQhm5ISbtdspjfdpAlzct6hLEmi8Wa1Bm80RgsViiAEKPXgw4bx748+8gyB7Nvn6jBdt44C1uFgP8LIkcHvx2RS79gURe3Yf3a2K5zkcHB6msHARp5GjbiQR4xQ/21SUnQrGJo2pZDLyvK0ePV632qPSODtFbRrR48jUKxYr6dgcDgYh/fXlLRsGT0xdyH877/8/cMPBxdO84ehQynM5s9n+FBpTtu/n9cxGEQipGbMCNy/IUn0/oYMcb0nyxS6oZRXrlhBb/bkSRol3boxue4ufJWc2qefqhtPu3YxfKIIfEnifXjvPRpqR47wOUlMZIWQ0pB2xRX++aa8p78p287JYXgx1GIGgNcoI4PKRMlZZWZyzWopbcXDrFAEFykKC5kETknhTTx9mtagdyjCbqd18uWXXJTVq4depdC3r2uYhwKDgVaflus/bZp6kvqrr/g6eFC7mkUJA0QKu537jIvjw/rRR3xwRZHK5vHHgysRDRfXXMPKKq36e4Bhl8GDGVdv3jww3cHPP/sKSpuNoYxhw9Sb7+x2WpiVKweOMwsClfDs2a6KrIMHKTTvvpscNgBDTitX+h6L0xnZjAHvUks1KPkdgOf23Xf0em02hrtGjAg8dW/NGpawKsd/5gxDeVoQBBoz7gLYYnGV2rrjs88Yfhk3jl6x3e4aB+pw0MrOyODfSj7Pbuf2FAK9Y8fUE/eCQMUVqiJYtIh5Im9CQ6V5z2x2lSm7o3bt8mWy1UKFIgiA4mIKtK1bKUhjYui2xsWpk1Q5nXyQk5PDH5N4++1UIps2ueL6DRr4L5/bvl09HJOfz6Rkaqq2cAyHFM8dNhvn4C5ZwmNISqIH9Pbb3LfVyjhueVVEKF6B2cya899+o6eWl+dKgAIU2g0bMkYb7LGoDVYBeJ6lpb6K4Lff6EEA3O/VVzP+7i92v2YNvUnFMnbvHr76alq3rVvT+1i0iNvV6XgOzzwTWRliw4auISxaiIlxTVX7+GPGuhUj5fBhlkZ/9JH/Dtzvvw/sebhDknyVqMo8lXPfVTyWKlVc77tzbUkSr1fr1vx3/XpXXq97dzbAKRP2vLftr4NZDcuW8Xnwd76lpTQUFBZjvZ6vYPiLygMViiAA3n6bD6mSsLVaWZny4ovqAlQUQ1843jAYmIzMzuaDVrNm4ORZXJxvPTrAxb5nD5PHiYnqlMuKsgjE866F8eP5YCnXIzeXdevKNKhwtxsMvEtJExI4eOXeeykAfvuNCkoUyaI6YEBoCqlJE186DYDX2zvJvGSJb6hlyRIqiwcf1N7HypXqpcl6PWPh3brxmB96iP0Nmza52F39UTEHg7vvphGhJbRiYtgE2K4dveA1a9S94N9+899PoDUISgspKb7EeqWl2vOC1Qo03n/fl2trwwbfXqDly2nwxcR4Xgedjp7FwYM8nmBzfD/+GFjpGY1M9C9e7Opdue46z76X84kKReAHWVmM1Xq7jHY7H/ArrmB4yHs4ub8RjaGgVq3gw0oDBqiP5wNorSlcOGoQRT5k4Qjs/HwKYm/hYLOxgefFF0PfZjhQazCLiWEi37tsMxTce69r+I57ye4DD/jGef/3P/UwktIToCVI4uLUwwQA115ensvSbdAgsvGk3mjUiMbO1KkUeJUqMTZ/+jSPvXt3VyL6xAltL9jf4B+AxsyRI8EdU5UqrMjyVtht26pfI3ePRUFeHjmDvNe81jOwaZPv/iSJ25g0iY2dY8d6ehxacG+sVIPRSIWekMDnVgn/XUiEyYnoiQULFqBp06ZIS0vDmDFjfD6XZRmPPfYY0tLS0Lp1a2zatCno315InDql7tI7nbRwHnuM9BHKg9y0Ka3g89m5qOC667i4DAbPRJMkMaZ65gyFlFpyLz4+cN25Fk6dUhdwyqDw84Fo8g55o359CoArrqBV2KoVk389evh+V2vAjXIPtNC3r/o6s1gohIYP51rzrvgqLGSs/o8/gov1a6FpU3pwP//M3Nb997Pw4MUX6Y0oa6ZWLW0vOBAL6JAhvmE0QfBcjwYDPddvvlGneUhJYZmyyeQS2sq0L+88id0eeihSS0lYLFSMH3+s/VubjV7Ro49q71eZ79GlC6+x1UpvZN489e7j84mIh9dLkoQmTZpg0aJFSE1NRXp6OmbMmIHmbtmjefPmYdKkSZg3bx7Wrl2Lxx9/HGvXrg3qt2qIdHh9sCgs5A3zXvwGAxdkMLwl5xuFhYzZHjjg+5lCW2218pwURtXnnw+fS7+khFazd6WOKDKm/cgj4W03VCjhofJUCoHw2mss5fRGUhKrZfwJprlzmYRVmou8Q0WCQIX99dcUfmvWUEEJAg0TZUbGHXcw/LFxI637Xr2iy50zebJvKavR6JrnXbUqhZrVSs9CMZQA3qOpU6m0qlYFbr2VBsqKFVyb/foxJxKoDHbHDlYbWa30WDp39jVwZJnhOPeu/2igaVMm91u3ZoJcuf4vvkiPSiskpPBpXXcd10NGBteL0+kKOyvTAAcO9GUEjhbKbXj9unXrkJaWhoZnC3QHDRqE2bNnewjz2bNnY8iQIRAEAV26dMGZM2dw/PhxHD58OOBvLyQSE9n89OefrhusDHwPhorgQiAxUTsxKYq09PbtY1y4Rg12mNavH/7+4uKYfHW/RoLAB3vgwOC3s22ba15st260uEMpTdSinVCET3Y2H8BBg2iBl0fi+t57Ge91p/FQwkiB9nfjjayb37GDlVbevShKWeGqVRR8H33kq3x/+425mqwsXkedjtVnTz/N8E408PDDtMznznVV0Z086Uq+uuP4cSoNZeZvp07qinrAAN6nkhL+xns0qjdatvTk7bJaGZZbutRlgNx4IxPpr71Gj8xu5zHodJENmd+7l69Zs6gMXnyRyv/QIV8lIAg8HuU5y81lXqBJE14/7+OwWqlMJkxgGC6U5ydSRKwIsrKyUMctq5Oamoq1a9cG/E5WVlZQv1UwZcoUTJkyBQBQUJAb6WEHjXvvZYnc778zodqhg4s8LRRYrXxYSkpIxRBNK80b3bpxYXoLCqVqokMH7WawcHDvvUyqzZpFj6RFC74X7DlOn87fKg/S9u1Moo0eHRkN8MaN7MRWtnv6NC1qq5Whnrg4F9tmYSGV2datPJf+/UNP+jdqxP3NmEGLr0YNWugK9UYgJCbSitaa+6sQ+23cqG4122yM1StVUgqx4Mcf0+MLNtnpDzodq9puv53HM3iw/2o0tZm/7ti1i/dZOV6ADX7DhgWnrCWJwjgz07Xep0+ncB49mkN9/vmHyqplSyrR6dMpiBWvuHJlbTZWLVgsNF6WLaMHpJbsF0WGxFq2ZLewYvlv2qReqqpAYaq94YbzR0wXsSJQiywJXndQ6zvB/FbB8OHDMXz4cAAMDYUKhT8lO5uCvVmz4BaaILCGO5xxkwr27OF8UqUJR5b5YNx/f/lYptdey2R2drbnUJ3HHouOMPCGINDlDadZ7NQpdu66CxOLxUWpEIol691gplayaLVSGXz/Pe9D9+5MJj/7LCtH7HZa9StXkqPIHyWBGurXjzxB3rixNrFfkyb+yz21pr/t3Rv9ISgHDgQO41it7JRXUwQOBxPV3vmThQtZpdShQ+Bj2LCBgtjd6LHZ+MwpjWC33ur5m/vu40spH92zh4I61DJqi4Uhqiuu4L3xXmtGI73QSZM876U/JaBAp+Pzq9UJHW1ErAhSU1Nx1G2I7rFjx1DLK1uq9R2bzRbwt9FAYSHLMU+edN38+vXZ5l3eGtfhYHNVaann+/PnR8bA6Q8KB/2KFXxQkpMZDokWRUA0sX27eqObxRK6IvCGv2S1IjhWrKAgKCx0CVFluMunn6rHn8sb7dqpE/vVr0+PrrhYe76u2vsKd5A3HA4qPaeT8e5QjYS4OG0OJ/dj0iqJ3LlTe4zmokXBKYLdu9WtcYUC3l8jmGKE7d7t+1nlylyTgcJIgsAw5rRpvp/pdMydTJjgfxtqsNs954uUNyKuGkpPT0dGRgYOHToEm82GmTNnon///h7f6d+/P6ZNmwZZlrFmzRpUqlQJNWvWDOq30cCnn7riplYr/z1wQP3mRRu7dqlbAFYrLZ/ygsFAL+bZZ+lmX4xKwOn0HO7iDlEMr8PSPVcQDK+RzaY9F9dmi6waJ1woxH633srwUo0ajBe/+SYV55w5rDwxGFyNZSYTQ1Bqho0yO9sdO3YwrDN6NPd1990MOYWCunVdnfZaEAR2fKvBnxLJy1PnxfJGtWrqdAx6fXClnkVFvvTkAL2Ua67xrFDyhsnEfERCAu+NcizKHPB336Wy9Of1qxkZSvXU+VQEEXsEer0ekydPRt++fSFJEoYOHYoWLVrg888/BwCMGDEC/fr1w7x585CWlgaz2YypZ2c9av02mpAkdkJ6LzqlF+BstKnc4K+MLRAnzn8JGRks+8vIoAC/5RYm7LTO/eBBhgWKi9Xj4Xq9tgAJFoMHs6koUHOPGjU3wDUTiIKivOBN7OdwUGjv3UtDxmikAL7qKlYHde7MkNLEiUyaKl6A0ciEqbuwLi5mnb73M/HeeywfDVYACQK3/frrrhi7WrXT+PFMbnuXj7ZooU0SeOgQk9x16nAfWjm5K6/0NegUkjnv3gI17N6t3hthtTLk9PHHHAOr1qzZqpWrjLhpU1K5ZGXxWtes6Vr7nTtTBrkbhArZYWIiPaO9e10U4F26sAz1fCIqDWX9+vVDP68g4Ag3hjNBEPDJJ58E/dtoQpa146nBxOoihdZij4lRr0X/L8J74tXp04zB5+UxD+INm421+Ap/jTtiYni9Hn44sqHhSq7g6aepoHJyKBgdDt/1oNfz4fXuKq1dm+GZ+Pjyya2Egr//ZqjDmyV03TqWpooik5crVlAAKTOra9XyvY7Tp2t7QMuXs+QzWFSvTq6f/fvpWU2c6ClUHQ5WwCxdyj4Xd5hM5J8aP95VRul+LAAVwpgxfKkhPp4ezYcfcr0BFMLPP6/OA+WNuDh1+SAIVLAFBdr8XC1aeFr0gqDueY8axbD00aO8Tw4HS1Dvu88VspMkXqeEhIp5BOUCvZ48Irt2ed5wUeSMgfJGTAy1+8cfu4SQwcDYZVoacwcX++CPQPjpJ3WL6s8/WTXjfX7r1qkLIp2OOYGHHorsmriHh5SZ07LMMM+TT/oO9rnzTlp8c+bw3thsrgdzzBge12uvhcdAGS0sXqzu2VgsFJb16wMffOD5HbudimzBAs8ZEG79nD4IJxQmCPRGlAZMtbWwfr2vIgBcrKBLljBv5t2UJ0n0Mk+d0s41pKUBn39OZa/ThdYcedllriFD7vLBaGTxg1Z4yuEILnQFUFl99BHD0SdOsFjFXWEcP86E8q5dvJYdOlB5/KdyBP8FKCRxSiwxJobaXqGTLm80aMB9K9aD08kyxSeeAO65h8mkUMNEx4+zI/Gnn+iSfvuta2A5wEW9axfzELt3+ycVixQHDqh7PTqdOsdMYaE2Z4zZHD3F6N5XIAi0jj/6iMqmcmXel8cfZxjr3nvZbzB0qCtUZLEwVlxczKqvUEjTvHHsGO95YWF4vw8Uh3dPLLvDZqOQDXZbkfSUaFGUKOyzWqhenSXZWmE4vV7de3SHIDCXEmqHvCiymKNKFZYSm81UAvffz7xK/frqz473aNZg0KgRFZ+7EigrYx5PSZwrMwmefz5wIj6a+H/vEQB08adMYT1xZiYtiCuvdNWQlzfGjWP1gbKglBusCJbFi1mPfNddTBAGKimdNo3Wq1InruDPPxl3HDSIoZesLFeVVJ06XPDl4X3UqUPF5P3AOBzqVlzLluoPV0xMZJTK7tBqMEtNJSNlYSFd9ZQU12eJib4zFBTIMi1ppYpJCUMESkgWFjIXcvCgy1ru35/15aGUDvfpo965GhdHYeVWfOcD94ohWaYAU9aGO5ScQ7hQaL29rWuDIbjS4vR0WszeIVtRDK7YoaSECrdq1eASxf/H3nWHR1Gv3TOzNZ2QRiD03lvoXaqIithRwIq9l4vYwIqCiijWiwXFhoqgNAEB6b0HQieU0JKQvn2+Pw6T2TKzJdmg9yPneXKv7M5O/c3b3/PKYeO0NBpT+/fTQ2/WTHlPGjXi/crMVDwdUaTs8De17dw59jBs3crte/Wi4eldAPH33548VoAyqnTr1ksTtQAuE0UA8AFUQkFSQBQU0FoLZJE7HLTuHQ4Kci3s2cNmGDXrz2plGCA7mwRf7i/UkSOMlYeT8kFWMjfdxAYeb9qBbt14PseP8+Xq21eZ0tS7Nwe8yL8xGGihl5fqQgveZHQuFxOif/6pJAnbt6dVZjJpl2bKtNPyXOSTJ/l5aiqTiVr5jClTFOJC+Zn98QeFt9YELjX06sVu44MHeX5ysnj8eP5/nTpUZFpzlAFe64QJFHhqeZIHH6zYQBRRpNKbOJEhHrmc9YEHgiPKGzGCgrGgQCmykAcA+aPxliTmpObNU5Rthw7sLJavR57VERXF77/9lqEoq5XP4v77GSZSw8svk1F02TL+Nj2dnqOWUVVaytyUe0XcypX0nN9/39MAkOk4vOFwXDquLiAMXEP/BC4V11A4UFDApFCwiemICC46rYU/bRoXpL+nplVPbjKxFb8ikCQlJHXhAt3xu+7ivj/9lErIZFJm4TocysSlqCh6R9Wrcz/ffcdmMqdT4WN/8sngqj2Chbci+P13elTeSqt3bzbcbdrExKO3QDUYGMeVG8/k+y8IvK4ZM3w9zPx83hu1ZGODBv5JzNxx4gRDBe6Dh1q0YBOUezjlyBF+JnuKgsB7+eSTXBPz5qk32ZlMTLjKJaYbNrDT+8IFCtQbbwwtXi1JNH5KS2lRuydtJYk9AnIXeuvW9I7k9qGiIq6vrVsZ5rnmmsAhmCVLfPn/DQZ22N92G5PR+/bx84YNGRbcvt3TmDKZAs9UCBaLF3M9eK8hs5meeps2ymfLlzPZrrbt888H35UeLCqNa6gK/hEbS2vo4MHg4vQOB11crYHZalUv7hDFyq2S+u03CnD5pTt9WpnP8MknrE9fvJhKwL1jVB6hOXMm469vvcVtZdjt/JsyhQI3nBQc7srgt9/UqaJXrqTl2bEjq0H27OHLKVul119PYWK3+/LZOxzsRPYeW1lcrB2PDxTzluFy0bL1bkjct4/Ngu5eRf36zHNs2kQh3rKlpyWulXAGFCX2889U8vJ2Z87Qc/vgg+BpVQRB2wOYOZMekbz/desolKdNY5guOlqhsAgWv/7qe112Oyuotm+nQpYNowMH1N+PYGYqBIvDh9Wb3FwuesfuiqBHDxp+drsSktTrqRjdt6tsXBbJ4n8aTz1FhRBMOZvJ5L+Rqndv/93Qer06fYYoVryL2enUHt347bd8wSdOpFBVo12WezomTmQiWw0OBy28cMGb5EyrU9TlUoanv/ACvYPu3RkznzCB4brz57Urd9Q46FNS1EMtOl1wXbMAQyXeSgDgfZo3z/dzk4mW8LBhvsLYX05CEHgc7/nM8tCXWbOYxKwIm2dRET0ybzI9q5WeYagoKWEsPj9f/XuXi+vQ3TvWMpJcLnpU4YBcHOINtVyH0Ujjp3dvKuOoKOaD3nij8ib6qaHKI7gEqFmTsdMnn/S/nVzK6I/SoGNHuvvr1/vWvet0tLY7dqQVabXyT+52rGjzXEmJtkV58iQrlwJVP+l0tIq0GomcTu3xkOFAq1bqTJlJSUrMV6ejMPWmAm7ShPdRzY337twFaE337k0Pyb10ODKSZbXBQGs8I6A9/0ALAwaQ6tr7GcbFsaBi3z4aEt7P0OFgTmXVKlqucrhJr+c1bdjAQoXiYlq4Q4d6hsmcTlrJp06p79/pVKd5cIfFwmKPLVsYpsrJYd+EVjMgwO+CrcYLx2RBGX360Gu225V1rtfTMGjd2nf7atVY1vxPokoRXCL89ps2IZhOxyqHW24hf7w/CAJfwowMhjx0OloR0dFMYsnVEp98whfnyBHGo6+4ouJdspGRFIRqIab4+MCCSeat9yfczGbGpcOF9esZF580icKubVv1ROlDDwW2wNq0YWLx8GFPDqA6dTyrnVwu8vb//bcSqpMT604nq6z8JT/d4a/6RSu5qYUhQ6gEMzIopOSE83PP8dzi47XDh3KyHOC6++EHlj5//TVj+rJyzMpi3Pudd7hWNm9mXkjOW6gJZrm0VwvFxfSqc3JCK+HVUhAyLYd3p683OV15ERFBK/+TT0i4J4pUkGPH8r8PH6Y3d+4c1+PQof/MwHp3VCmCS4TMTO0O4zffDI1lUBAY//XHxqFWJXXgACmSjx2j8Bo5MrRaaJ2Oyurbb32TrVddRY9AC6LI8x09mnFhrf3XrcsGMDWcO8djb9mizIS4+mptD2r1alZpyOd67Jj2uMSUFO1zd7+GV19lovOvv/hZv36sdnHPBSxfTuvZW+jJCmHfPnqIb79NT+rnn1lRUqcOOYXca/n79mU4xVtACwIT0aFAr2eYa+9eKoP4eIa/ZOu9Rg0md+UZ3Vqw2VhxM3SoQufs/t2ZMwwPtmlDBRyMlxgfz+favr1vXkUWmqGyg8oJc7mjXD6W2UwP8MwZKrCEBCbfz5+nQgpHSCY5mU2IsgEgY+1aJq9lbyEzk/dy6lTtvOClQJUiuESoUUN9HJ3DwSqaysauXSTGkoXiuXNM1r74opKUKipick3OJ6j1WVxzDS29H35gCKdmTQqkDh34mb8kaEEBr3foUJaVeoe2rrqKsW01wV5QQE+osJAvUEEB49ZHj2on+L76KngLcsUK/2W7Mkwmbqe1rSR5JlvV4HDQKly/ntayzcZrOnaMYZaXX1Yoo+vXJ2eSTJstSXw+Tz8dXK28NwSBQk9r9tP48VRQe/fyOaglPQHG3vfu9d9JfOaMdge5fC4uF69n0SIms1NSqDzcvde1a0NXAjIiIuitZWTwnO12ejZHj/LcBYGe7N9/09Np354VWoHotYOFuxJwOukpuq8Nm405jl9/VadjuVSoUgSXCDfeSGHsbUl37hz6kJvy4PPP1bn5//tfVmwsX87pSe7dz2ojLAWBIYYhQ3yP8dJLrKlXg8tF4ffcczyXBg2AuXOpOGrUoLeyZAmto2bNeGx3zpVFi3wTf1YrLe+RIz0bwwAKzGATm3JCNByQqQ4CQa9nHNld0MqJ008+ocCQcd11zDVs2cIcQ6dOlRdKiI2lt5KTQ6X73nvqSdToaG0LVhSppHJy1BWBwUDjYdUqGiOyx+B00kOaOZMVXDKCaYKUBa53OMhup4DV6Uhd4r5+vL0ei4WhnI0btb3SiuDkSXVPy+GgAfBPKoKqqiFw8ezdSwvzt9+UrtFwwGKhkN27l8qgenW+CAYDk0rhKFcLBlohkWPHWAI6fTpfyNJS/lmttMzUWBe10KwZrVmjUd2ql2kbNm9mSGXqVCbJMjOV49rttN5ef93zt3v2qIcYDAZ1QSUIwStYkyk8vQunTgXu8ZDhcChNad44ftxXYCQksJqkX79LE09OSGCISitnVVysXRItdxJ36KBe4eZ00uPZs0e9G/3vvz0/u/pq/5VyosjvvavyjEYWTqSk0NMNZq6ExeJ7/HDB3/wGLXqOS4XL3iNwuZjY2riRws9gYBz62WcrPghdbvCRm6pksrlHH+WDr0gXZ6iIjlYX6tHRXPhag07WrVMnC9NCx47MQ0yZop4LcDg8Sy3V6vrlKpKtW5XEcVoaq0S8XySn09cbkHHrreymdt+/KCpJW4ACRO4dqCh27w4uvmwykeHzzz/VK6S0FOk/AbWyWEDpCXFXWLKB8/DDzPXUrMl8yvHjihI3m5n38JeT8VYOPXrQWFiwgPt3OrmfmBh6lK1bM3FdWsqmxn37+P2gQcxJAf7nCrhDECqPaTYhQaGrcF/HJtM/w3rgjsteEWzYwHimLCzkWOSUKYzLlldYSxItaveYuSzg1q3zZIO8FLjuOt/YtcnEz0tK1F1Wl6t8RGuyt7Ntm2+MWRQ9Sy21BA3AZzBzJsMoV11Fwen+Aun1tFq1mpeGDOH2339PCzYmhkIlPp75GoeD59m5c3gShLGx6rFlQWAi2GLhNtddx/Mwm32ficxTfylryP2hWjV1vn65kc4bn32mhPQMBr4DCxfS2DCZmB/q2ZPX16oVlae7EaLX+44HFQTy9AwfTiFarRorptTu0VtvqV9HenpwnprR6NsYGE785z9M2J86pUzmGzbMt1T5UuOyVwTLl2sPnt6zp/yljNnZ6gOxrVbGwi+1Ihgxgh7B/PlcgE4nX8oRI1gl4t3oIyPYxidvdO5Mq+/UKUWI6HSsSmnaVNmuXTt6TmoeicNBlz49ndblhAnMZ5w7x+/T0+ldaUEQ+JJddRUtUqORn23cGHwdfyjo2FG9LNRgoGfo3S09YgSvZelSRdh266ZYsf8G9O1LRRoMDAbmetzXjMlEAT58uO/2jzxCyg6LhX9mM5X0HXeo7z8hIfQZ0jIiIsilNHWqr+KRvQyA60Wt1j9ciI9nJduRI0xSN2z4z1YLybjsFUEget/ywp/1IVtSTierVf76iwty0CAu9PIcd+tW8pucOMGFdcMNnhPCRJHJqFtvVbjd5bhr06YkNVu92pNW4eqr1eu7JUmJb9eqpX6+cqnio48qikCSGFeWh4oDFBBaJHqAZ9doy5ZMpBYW8vyCnTctj3J0hzcHUThgMDDR+uqr9AQFQen7UKPMEEUmRW+7jYZDSsqlKRwIBdWrs9N68mSFXkNOantDkoLrnpeRksLCgTVruJ4aNGCuJtgei1BQUsLCCHclIM9TvuUWXk/79uGlNvGH+vWDI+K7VLjsFUH//hSial6BXMJXHtSsSRdZtl7dIZdRvvIKQ0XyS7V3LytD/Fm5ati9my3psjC9cIFhrdJSX8vXbPZtcxcEWme9etGF1+uZlFQrMTx4kO6+LKCrVSOts1pXpnujEaCEmqZMoQCQp0DdfTdDCt7xf5fLN3YvCBWf4KRFUR0O1K9PhSw3nTVqFDjmHBv7z0ylChZt27Jx7MgRenX5+UzmeysDg0G7LFULJpN/OudwYeVK3/OVZ2bHxZXf8610uFyKRVGJuOwVQXo648QrVigsmJLEMseKJI0EgcL0p598v7PZmERzHz0IUGiuXMkErijyBWzbNnBN87ff+lrUMn/LiBHBXYcg0CLyx0dUUkLr0J375swZhj2++MK3zE+mJPDGhQv8nWx9de/OpqrcXM8kbr9+l85CCycEIXx0BVooKeGazchgp/KgQZU70UoO68m49lquYblLVxRZMfZvSXJ74/hxbbrn8kxlq2xEnMtC648eQNK2xYAgIrvrcOy+fzpscSFO3gkSl70iEATSC3TtShc1OZlxwnCU6Gk14zidjH2rfW+3M1TidNKibtaM9fn+3GW1RjVAabwqT+ORGlavVi9/c7l477yHzWspIJlzB2BMWR6kLneCRkWx5ruiM52dTk4Fy89nctFdqcheQajhoaIiFhiUlFBpuntX7tTUlYm8PIabioqUSrdff6VXWNkKSMbtt3POwc6dfF4dO/7zc51lnD/Pe5OWprw3DRvSuPB+5+Ru9n8TdNYS9Hy6C4z55yC6nACcSF7zGzpkbMe6GXsh6MOvbS97ReB0smlm3TouZIeDi/uFF9QbWdy7OwOhfn3txZeSotAaq50TwN/t3cuEtreQdUdamjqbpyiGL+Rw/jw7PNWsKqvVk2eopIT3s1YtWv7u3ooo8sVLSFAqq9w9DEniPSkoqJhAPXmSnkppKffpcjEMeP/95d/vjh1Kf4PTyXDJ4MGMMc+YQQ/I6aQX98ADFfdmZAW7bBn/3b8/q41mzqRXJa8TmcJ76lTSRV8qJCUF5sa6lMjP53rav58KQBT5vPv0YVWON92zwcA1WpEQcDDIyuJ7HB/P4pNAOZDU1T9BV1J0UQlcPFfYYco7jV2TF6HNc1eF/Rwve0Xwyy+08OSXCaCA/vhjEl3JKCxkjfLatXxBW7dmFUJqqva+e/ZUwjbuSSq5cSsYgWS1MpnsTxHcfjsTs96DNoINC/lDRgbj+YcPa29jMikEaBkZPBeAStXp5Aup11MBRkYq3ccnTqjP8LVaWUlT3soqSWLSNi/PM2m/fDlzDu6eRrBegc1GTihvpf7nnyw/Pn9eKQLYvp0UEJ9+Wn6iP0liLmXzZuWYGRlUsDt2qHtmJ07QEj50iOdltTLv07PnvzdkE0688grXqdOpvMsffsh3tEkT9gt98QXfd52OCiLUkaGhwOUihcj69Ur4zGSi5+Zv9GZMVgYMVl+uFhOsuLAhE3l5V4U9DHjZdxYvWOBr5cqDRtyrXcaPpxJwOPiAd+5k6Zs/agKTiS9z166eHoTLxcVhMLCsLSLCf79CoJe4VSueX+3aSkft7bdXvERy5UqGpQ4dUjwhb5hMfMlateIL+PrrSjmgTL2s19NyfPppVm4EYylX1Bs4f973fC0WPm8ZoYSFdu1S/9xqJZWFe029XFXjPTQ+FOzfTwXjrngsFn6m5Y0KAnMtr71G72TjRnaMT5x4aQeha8Hp5Jp6+WWe09q1wdX2B4Pjx2l5e1+nzUYqE4AW+VNPMW/3/ff0FipjhreMpUupdGw2rofSUnpyDz1EA1Tr2gvrtUax6BubtsKE/YaWOHgw/Od62XsEagNUAAprh4PCetcuhji0XvZhw7T3n5DAss3Nmz0tdtlqueUWpdLirbd8qZxNpuA6ezt0qBh9c0kJ+Xw2bKAiGTqUlTz+mCOjoliOeuWVFEJ796o3GdlspO3wHsSdlsaKDW9OIJOpYk09Vqu2sFTLy8heQUkJhcaqVSyDHDqU5yGP/tR6cdU+t1orNuhkxw71sKE86c2bh1+no1fmzQZqsdDDvZSD0NUgSfSodu5UnsGePVRsjz1W8f3n5WnTmqhV7l0KeBMrlkFyYejXt+Cqmb/CFRGNo1fej8yRr0AysPb2VI8bUeuj52G0WmAAXygrjMhCHSzBQPSthKKAy94jaNdOXWikpSnsmydPqjc8Wa3aHD7uOHRIPS5os/FlkNkgn3+eForZzO3lAfCV3XVYUsLk43ffKZ3Pr76qrSRldO7M1ng5/OTP6lRTEILA0lN5zoH8mdFI76a8qFdPXSjIs4ndIXsFdjtDVj//zBDL4cMMiclzhVu3Vl8DRqP6szWZQqMW90Z0tHZYz+lUlIDcT1GrFj1Pteu2WKjgywunk/H3iow63b3bUwnI57V6dXgmgzVooK44DYaKT+YrL7QYUyNRgpbYA53khKEkH/V/n4b2U5UuQpfRjHnPb8Bv4giUwowiRGEWbkMfYRWSUsRKKQi4bBRBwu6V6PD2zejy4kDUWfQpRBtX5J13UhDJL51ez5f44YeV39atq64sgn3ZU1LUhYhe7xkrbNKEM2cfeIDdlZMnK4PHKxOLFzOU4m7922z+X3yTieWd7tCqITebtWvFGzViKEPmbZck5mPk8AbAPMLff/tOZdOCTkcyO5NJEdKysBw6VP03M2fSM3F/ea1Whi9OnODvH3/cU/CbTLSy69TxVAYyCZr3/QkFwSr/6GiGWj74gN6nWkhNHkNZnjDM/Pmkwb7rLja+/fBD+fajVSUnV3ZVFNHRJHV0D7Hq9aQVuSr8uVUfFBTQeHAvfOjVS73BLhqFaA5lJJveVooa6+fCfF4p/0tpl4qtz/6I5OhSJJmL8IDxCyQ2jsfEiZWT07gsQkMNf3kbTX6YCJ21BAKA6vvWou6f/8Wat1ajRg0Tpk8nH8q+fbREr77aM47dvDk/P3JEEY6iSI/BfXi4GuTJTiYTBYu3O++9SCMiKiZAZH73UCDHMb3hTdAmQ69n8rptW8/PDQbmAd56S6n+MZvZuZyVxeqsNm18X5BffvEdCm+1MjSVn0/l6C5oX3jBkwZAkhhT37WLAqFnTwroadOYND1/nmGznj3VrezOnTn8RItqZN8+KuwePaisV65kbig9ncqvtJRJyJUrea/at2f5a0Xiz7GxvM633uKa0ypFzsvjOQgCSzjVnr0kMfz19NNUsGpzJtSwfLnnTAe7nc9Kp6PQDQUxMeqcRbKwDgduuYVG22+/UTB37syCicps1rPbuc7WrlWqDq+9ljm6a65hrvHoUWVtm1GK7zESIjy1qctgQtTJ/bAkKpZh9+7stD5+nGHYpMppIQAACJIUrnTNpUPjxul4993NQW1rLDiPAXfWhs7u+SY5zFHYdd+HONH/jqD2U1JCgfT333zYHTsC997r/+G4XJ6VH7LFKwhs3X/yyfDwmrhcDGn89hurRmrVAu65J/huyUmTGA7yXgk6HUtgjx1TZs22bUvrsE4d7f3l5FAoFhYy3/DttxSQDgcVQ2Ii74ssKEePVmfhlEsAvZVURARLN81mXvvkybzHMsOrINBKDoVRdPJkvszeSi8igkRh4RyfGQocDiZ85RJSb0RHM6QnIzOT1TPFxb5eqMFAwyPYyWZjx5Ki3BtRUTxmKJZpbi6Vo7dHZzZT2VRm0rYy8cknTAp7V+zdfTfJAx0OEgvOns3n8RqewzOYAiM83W2nwYy/PtkPS1IFYqJBYOLEdGxWmRVboaBDbm4uBg4ciMaNG2PgwIHIUxlae/z4cfTr1w/NmzdHy5Yt8f7775d9N2HCBNSqVQvt2rVDu3btsMC9pCNMqJ6xGi6Dr3+mtxQjde2vQe8nMpLZ/h9/pFU0fnxgDb15s2f5nyxoJYkv6rRpJGWrKL75hgtNZjo9eZLCXa23QA1XX63uwspTs3r1Ys7gu+9YGupPCQAMUYwYwZDCnDlKghPgvThzhp/L0OLXkZWHGrZs4f+vWsV7bLUqFBYWCxOToVTK3HGHrzUtCHzu3p7PpYRe778yzTsB3LQpPSk12O2hVTKpkSYCytyIUFC9upIPkivlYmK4nv7XlEBhIQ0Xu91XCQBcg79eFC16PUNqEycyjPyt4R7YBE+SLKcxAqe7XFPpSsAfKqQIJk2ahP79++PAgQPo378/Jk2a5LONXq/HO++8g71792L9+vWYPn06Mtwk1BNPPIHt27dj+/btGKoVwK0A7NHxqkFNlyDCWknt2jJWrtR26S0WxqTluablhdUK/PGH+vQxd0vRH1q2BMaMUdg5ZcjhnbVr2YYfbEhBRna2uhCz25X4P0CCPO/yWaOR9d9quRV5wA1AJle1vIHdzq7lYJGUxHLb+HhlyEm9eqz5/qdr8LX4inQ6dVZPOaSnBrX7qQUthR8fH3p/it1OT7FRI/7dfjvzMqFwEx0/zjX9zTcswLjUOHuW3uGYMbT4H39c21BxJ0sEaExMnQq8/UtDbH1nBXKbdoUkiLBHxOLIVQ9h2xPfVPbp+0WFcgRz587FihUrAABjxoxB37598ZYXIXhqaipSL3ZdxcTEoHnz5jh58iRahMpOVU7kNO8JR0Qs9JYiCG4S12U049iVD/j5ZcURqINQToy6s3GGirw87Zdbi3rCHTk55Ky5cIFW8RdfqI/wmz8/cD7EG0ajtpJzF/y9etFL+OEHXovLRSF8xRXsO/A+HzkOHwihKtibbmKMuVYtnrvWwJtLjcGDGfaT+zIAheBNjcEyIkIZQu9+D/R65jmCxR13MMzkHfa4887QwkJ2O72BrCxFae/fz3UVbK5h7lwqAPkezJvHxP+lGu/ocFAJuL9vx49r34datWiINGrku01+o45YM3md72T7fxAV8gjOnDlTJuRTU1NxNsCQ2KNHj2Lbtm3o4jYX8MMPP0SbNm1w1113qYaWKgydDutfXQJLQhrsETGwR8bCYYzAnrvfRX7j9MC/rwD69w882EYQKATnzaOFtH17aFab1eqnTC2SYSyt8rxt29hU8913fNG++kr72FqejT8kJTHJ7h1ykQeUyBAEvmiiqJRGHjrE+Kt7eEemkx45kqEGQPse6/WeA3CChSAwMaw2A3nHDt5PNSbLykRcHHMY7dvTC4iIoHJ44QXt3zz+OPMH8r0xm3lNo0YFf9w2bRi6ad6ceYEGDVhiGyoH1KpVvqRvVisVv1pnuTfOneO7IXfoyz08CxZcOs9gyxbmCb3fD51OId5zx4kTLAe//34/pHaCAMFhR/WM1aiesRqCI8R4WxgRMFk8YMAAnFbJGL3++usYM2YMLrhl+eLj4zWFeVFREfr06YPnn38eI0aMAEBFkpiYCEEQ8OKLLyI7OxtffPGF6u8/++wzfHYx+JmVdQ4zZgRRwO8Olwvx+zdAX1KA3Gbd4Yy8NENCv/yS1rTckewNOSEKcKGbzcERzcn49FO+EGpPUWZS1es5YGT4cMYuDx6kgN682bPcTQtGI63lm24KvK03Tp9mPqW4WOH86daN5Z3ydZ8/z0RioLizzHDp7g04ncyHbN+uDJ8BeP+8E/FWK6tniooo5GrVUj+ON+2E1cr9HTmiHMNoZEWP1j7+DSgpoRDOzibpWteuvMeCEHqYL1RIktIwtmmTuncaEcFmskDDZhYsoKfqHYsXBIYVQ1Fu5cUff/BdVlujPXsqDYS5uZ7vuSCwfPzTT32VRcLO5UifdAMEJ11eSafH5nE/I6dNBcoGA0ArWRxQ1CxdulTzu5SUFGRnZyM1NRXZ2dlI1vCl7XY7rr/+etx2221lSkD+vYx7770Xw/y06I4dOxZjx44FwKqhkCGKyGvWLaSfSBITrufO0cXzxw+ihTvvpPW2cSOtbpkxElCsNW8q6r17WSUyeHDg/Z84oR0CcR+As3w5OYucTi5U95I2b8i8KPJs2KQk9e5p+WXPyGDCt0cPX26dGjXYmLVzJ1+Spk197+OuXcrYPn/Q65XSzU6deP90OiqavXt5jNhYvpjeJYOZmVQikqR4GQMHsjImkHc+Zw4tT1kQWSx8ZpMnKw1nWrhEdPIekMtFFy5kYrd3byqsZ57hcxcEWvlPPFE5JYmSRF4fuSzZn6kZDMuvVs5DFC9d/qZRI/XSXLOZCrZ3b66H1as9v5ckhl0PHuS8YhmGghx0fvVq6K2eSbTOr16NpTOOwR4bJsrgIFGhHME111yDr7/+GuPGjcPXX3+Na6+91mcbSZJw9913o3nz5njyySc9vpOVCADMmTMHrSqRBjAzk/wix48zDnzrrZ4Pxht5eXTtzp9XaunT0/kyhbr4atakNT5okNJmDygWsjdkorlgFEGLFhTEgYSotzXl7+Vs1IgJ5HPnWDbZu7dv+EUerCPPVDAaabW9+qrvfdXp/Mf0IyKCE5Q2G8t3163jv19+Wamhl7uz1eB0sn7e2/tZtoznpcY55O4VLFumfv+OH+c6USMAy8oCPvqICspgYL7jrruCn6pWXhQXA2+/TeUqGwIHDvjmWfbsYZjn88/DPxFsyxbev0DhM7M5uBLfrl2ZK/KGTsf80qVA06YMNWZmKmtBr2cpdLeL9mV+vvp7JYqes8sBoObqnwCovYQSaq7+CceGVm7+0hsVyhGMGzcOS5YsQePGjbFkyRKMGzcOAHDq1KmyCqA1a9bgm2++wV9//eVTJvrss8+idevWaNOmDZYvX4733nuvgpejjh07KNS3bqVw27KFVuTu3dq/efddutQWC60qm42hlHnzyn8eP/1EwSkTuPnr3lWzPs6do5u8eLFSlTB0KF+ocFqcJhOF1n/+Q6tZLQa/eDGFnMWixGxLShimCTVJ26BB8DF3h4PPo7SUSieYMkb3l9cdFgsbzrzhrRj8XY/ad7m5FLIZGcpzXraMyqgysXMnE7zbtnmuK7U1Jjc6qkQJKgx/1XJGIxV/QgKfXzBGVbVqnKBnNHItGo1UrqNGVYyKJBQIAvMlN9zAXEv16uzJePttpYKqSxf1d8Xh8M1XGYtyIdp9F71ot8JYpFG3W4mokC2QkJCAZSqdLjVr1iwT9j179oRWGuKbby5NydTnn3sKAllwff45B0l7o6iIFpMak+HChcB114V+Dg6HOtOpGtSI5ubMYWOWHGb4/HOOtOzdmx27M2dS0ZnNtFIrwja5bx+TeP46MpcuVb+WwkJWhFSrRmspmBddK7wiK0Mt5lOZBTZQ45xM0qYGf6R6slfQrx9zK95Kp2ZNJWntjoULfbe126mQjh2rnEEodjtLXUNJYttsLFQIN7RKS41G9pd06EDBGEoHfJ8+LMFcv57PvVOnyu20VYPBwO7lW25R/37QIBLNnT3L5yDzZo0a5RsyPdd2ABrNfhOiV2jIZTDjXNsKMC6WE//vKSZkF14NWoRxckJNDeWtFikp8S+c5a5jeUSle6lmVpYyVMMd06Zx2+Rk0gfI2LRJoXlwOLgY09J4H/wJPhlGI72P8rTm22wc86nTUaGNHeu/yiQ3lwJSLURWuzYTiWvX+n9WgdCsmTaFdt++6r9xn2t8/fW0nE+epKVrNvP63O+5Ow4fVj8vUeQ+KkMR7N4duicmCBUjxtNC//4MbXo/U5uN97tmzfLtt1o1duv+W2EyMTeyZAnDl9Wq0WtwD3/l5/NdXre2M76SrsIQ/XyYHVQGDlMUznS6CheahMCPHib8v1cE8uhD7xgdoM1xIluz3mVfOh3jleVBdDRdYjUB4U4pLAhM6FmtSmWHTGuh9rsNG2iJ7N7NhLDTScH72WdMXJWU0GJu2JCVC0uXKpwv1aqp8/Y7HKx08If+/ZmoVhsILlN4W60kQ0tM1I7fFxdrJ4ptNuZy6tal1+AdbnA6g6PoMBjo0ssNdnISvFmzwL0RslcwZQo9rv37aYn27KndEduoEauYvK/J6ay8UEYoJccynE5OVrvqKlbF5Obyntx+e8WUldY16nT0iu+5p/z7/rfDbGanvtpQJYuFtDKczS1gBL7HSN1PeCj2SzRsCBzvfydO9bzpH+kt+H+vCACGcn76yVNomUzqXZkAn8PjjzMZ6XDwz2Si4hg5snznIIqM3376qa/wdBfEMuXvX38phHTujUTecDpZ1rZggVKhsXYtK3gefdRzTT3wANvdT52ioD9zho0+7vs2Gml1BarmGDKESigzU5mbq+ZtWK3kQXrpJfX91KypnqzU65VYfZcuLPeUaYzl2u377w88ASw/n/mhs2e5T4eDHtTYsUz++wtPuHsFOh3DEcFw+g8ZwlyS+3MzGmkZVpYiaNXKv0fgPb8A4L+PHOEUL/m7jRuZU3vnnfKf6/HjFIjeyXmnk2GzHTuYexo6NPyJ6n8zZP4tOTIgQcQs5y342XoL3hpTOd5ZsLgsaKivv56LTk5UGY0sh/QX62/enFUf119P6+/OO0n+FRcX+HglJbQe9+71tNQGDGDVUf36CjmaGqxWT2reHj20uYDS0tin4M5sKvO8Z2b6/iY2llZfVBTzI96CMDU1OFIyvZ5VQy++SOXYvbu2UPUXh9bpSPltMim/Nxp5ntdfr2wzfjyT10OGUIFPnRrc8Jpp05SQjtXKl/DCBZaDhpPe225n/HrhQr7skydz1oU8nnPwYF5DZcFkYjmoO0220UgFMX0617DaevPOv8j5s2DpSdSQlKRdBGG3M8z3zTesoLucIBdXqMHfKNhLgctCH4siBfmtt5JSISFBKeMT7DbEHt0JR2Qsimt5pvYTE2lBh4JFi1jqJjdzRUV5ErV17syXVubgV4Ne70mD3bgxBeCiRbS65frp0aNp0antx2ZjrkCLumL1at4L7xc2O5sWXVoaF21kpLbCEgSGZiwWhV3RGzpd4BLB7t3pofz+O5VG+/aceuYeuhNFhriCZVQFKNC2bVNP+v/5J9dDIMhegb+xlllZFPJ2u9L52rUrPcrKniXhjm7d2I29ciVDoTJNdmEhlWGwOQRJUjcigkVyMhXQrl3aORyrlR7egQP+y7j/P6FWLXUqblG89Ilvb1wWikCGPJxERurqn9D2w3sBSYLgdKA4tRE2vfg7SpN9A6SlpaymiYjQrng4eJAxV5tNCZOUljIsMmOGUkHz99/+k846HQWhO+6+m/HstWupKHr3prD+80/1c5GpCLSwe7e6dSII7AfIyKCSqFaNMV1/HDXeVVnuMJsZnw+Ehg0Zjgsn/IXUgkmaBwNJYrVOYaHnsTZsYM6mf//wHCdYJCYqnpSMKVOorEJBRXmW/vMfetQytbeakeBy8Z3ypwhcLnrYERH/PPlfRTFgAMOk7opAFNmHEg46+orgslIE7og5shPtpt4JvU0JZMYc34OuLw7A8k/2e5jBS5Yw+arT8WWPjKSV751QW7hQXcAUF9P6kZuqZG4SNSEVHc2X6GKfnQdk5kZ3dO3KvIM3RNF/tU5Kirp14nBQScif5+QwDBMdrU7H7HBoh34EgaWtyclMkM2ezZBZbCzDcoGoBSqKqChepzfVt07naeFLEt32nBwKJXdvDPDvFZw8yd95P0urlevhUisCbxQW8nn661cRRc/vTSYysVYEEREcFP/wwyTM++kn9aE0auW3MmbN4m/tdp7TDTfw71/C0xYy4uNpNEydynUD0HMqo1uRJKSu+xX1570PfUk+TncdjsPXPAFHdLVKP7fLVhHUWzAdosPTLBddLpjzTiM+c30ZHcXhwxS07gJetvK/+MLTStHqLLRagddfZ8VA9+4soVu+3NcrMBppXQdKgLrDbqeQdqd4EgQmhv1ZdQMGKJPByq7/Iq2EdyhFJgjTUgRms/p844QECtULF8gpU1TEfWdnU0EcP15xgeMPS5f6Di4XRSoimZ8mJ4fkbTk5Cvld795sYAomrOOv1DhUzv7KgMWifR1GIxsAFy3iepRJ/e6+O3xzfk0merfefRhyjb1WyG3iRGXmBMD19f33VB7l6eOpbBw4QBZfp5PdznLHuzcaNmQlXUEBr8W98qzZzPGo/8cHZbQT0SczkbZiFla+vx3OiCC4OCqAyyJZrIaI8ycgunwL+yVRhOmCYuIuXKhuTVksvp3J3bpps43abOxWPnWKi2TYMKVDUu6WfPbZ0JQAQOvCm/tcr1efLOWOhAS+bMnJynnUrat9/t77kyQqh1Gj1AWebMEB5Fjy7qOwWukh+Bu6UhEUFTFerhaPHTtWsUQnT/bsILfbmT9R6ziWK4jcUaeOOm2E0Rg6bXdlIDFRvR9Ezt28/TavNTKSpIJff609XzoYnD7NiqMxY+gN/PUXcz2vvMK1Jq/12rWZLFZrPsvI8FQCMhwOehb/tpmK33/PHNH8+ZQXEyZw7flDbKynEjDmnUGDeVM9uId0ditMedmovfTLyjlxN1y2HsGZ9KFI2L0CeqtnjZtotyG3qUJOV1CgXaPt3ZvQuzcXw7Fj6sLRbucLMWAArZr+/bngTSZ6CqE0cNntPJba4G+7neGsQInu5s3pgZw7xxcyOlr9N2qNR0uX0qPw9mp0Ou7r+uuVPMfOner3Q6/nvaqM0RQ7dqjHlB0OCvQePehFHTjg+3ytVt5b9+Yl91JSd8iNZa++yv3Ic5rT0ip/aHpRkWJIaEEQ6I299hqv3elU2FP37FE83fx8KmajUbusOhBycuj1ykyzeXnAxx+z32T0aK617GzeM399KitXan9XXMzrMBjore/cSUXTrds/M+ksO5vvgXvEQOYKGzAg+ER4/P4NcBmMPiN19dYSpGxZgKNXPxLGs/bFZesRnOh/BywJaXAaFXPOYYrC4WufgC1eWaVdu6pbfA6HbzWMwUBXu3dv7VK9U6doST/wAAXhtddS4ISiBBwOWiDffut/m2AgCLTU5KlTN9+sPi3MW0H8/LN6wluno1V5883KPUhKUr8fDoc6YVs4oJVYFASlvNJq1Q6baJX5qSmDNm1oAd58M5Xf44/T0wg0i6K8OHiQoatRo1j59Oqr/nn927ZlqfCQIaR3kOc5qI1Y/PHH8jWnAaRBKS31tNitVvZUFBXx3tesGbhZMRBbqU7H0OJ//kNqlU8/ZVVgsKNZw4nNm7Wr9tavD34/1vgaEFRuvEvUoTQpwGzYMOCyVQROcxRWvbsJ+296AfkN2uNcmyuw7alvsW/U6x7b9exJ99/9pTaZ6Earzdo1GslF4q9Rxmbji6HGqBgM1q+nJa1V+aLXlz8RO2IEG7Vq1mTCr1UrJri8PQK1YfOAeo5h+HDfPgi9nolvtaR4sCgoULqwvdG+vfoLajQqCdyUFPXGOb1eYZR0h78S0rNnaWFv2cJYsXuVjsPBuvxRoziR67XXyj+rOieHDXLHjikznbdu5Wf+BGjNmpz5MGECn7HWDCk5RFYe7N6tTqOi12vTvKihd29tvqI77mAl0rp1yixs+ZzfeKNiHFvlgcGgbkwIQmiVaRcad4IloRZcoqcF4zKYcGToQxU8y8C4bENDAOCIjMXBm57HwZue19zGYGAsc/lyDvmIjqbV16aN9n5TUrjNn39qW5aSRBqCYLBzJ5Nt58/zuBcuaO9XrsS4/fbg9u0NQaCgDFTt0qSJelgqPt43z9GsGfDQQ7TcZEXRogVzIuWB1UoLd8MGXq/LReXrXjZpMtFreuMNXpNMfTF8uBKKkjvIX3tNEapGI8/fz2gMnwqizZvJ7SQrpHPn2L/w+uu8T++8w54OWTBs2kSl8dFHoXtEf/6pPrrzzBlWPgUbZqtZU72JSR4sXx6kpqr3tTgczFUEi5Yt2YC3eLESUhQEes+DBrE/Q2392+2kAGnevHznXx5066Zu0LlcDC/KPUwBIQhY98oSdHpjOKKP74Wk0wOiDjse+gyF9f0ImzAh4ISyfyMaN07Hu+9WAn9uGCEPB1mwgAJfq1Q0UAenXLoqCxmdjovL5fK1fnQ6dlCPHl15YQkZhw6RnsJ98IjJxJJBLT4mh4Mx1ejoioWE3nsPWLNGfWJV3bqsepErnEpKqDAsFoZF1MISp08zob1yJbc3mXhvb79dPV7urQjGjlVPzrdoQUXz8MO+52ow0DIPtWHx7bd9h58AFN4PPKBNoueNrVupJL3nEY8erc6TEwwOHKDydffQDAZ6lRMnhr6/w4eZfM3PV1hgdTp2s6sZIRERrOYL1MAoSTSqdDr/5avBYt06KnstD0AeERps8UDk6cPQF+ejsG4rSHoN16ic0JpQdtmGhiobgkCOnIkTuYC9Q0UGA637iRNZR/z9977JZ7udjWjuL5ZsUasplqgoWh/hUAKSRIvmrrtY/fOf/7DbtKSEDXFHj/Kl69GDwrV9e4Yd/JHy6fWsFqmIEigtpSBUe+kkief16qu0uAEmEPv1o4emFZuuUYO/Ky2lgpXnT8yapV69Aii5AptNO8xy8CBDRGphQpmWOlQ0b67+fJ3O0LhqOnTgM01Lo2GRmMjGwfIqAYCJ0aeeYshUrkTr1InHCRV2O8uzV6yg0vr8c57f2bOsalK7B6LIATJ5efTI1MJvhw5RYT7wAHDvvXz3yhumk9GtG6ljtMJZZ8+Sz+nnn4PbX0mNBiho2D7sSsAfLuvQ0KXC2LFcbEeOKNZ8QgKFjCzks7JYifP++0rcOjtbm4c/Pl7hF5IkVk68+GL4SLxmzaKVLJ/f3r209gRBaaxzOmnplDfEUx4UFwduKLLZmEgPlsvm3Dlas2r9E3Pm+NJauFcQ6fUUemqhirg4hkvUEvd6PVCvXnDn547+/SlQ5AoggMdv21ahMQkWwZLohYKuXXl/cnJomJS3kueXX9h17F2N88479GRWryaFhcWixOmffpre87Jl/MzhYFhy/HieR2EhcynuZHiHD9OznTFDW5AHA7lazh+lxo8/UtGWx1AzFpxH4valcBojcK79ILhM5YzfaaBKEVQUkuQjmbxnEkdG0qU/dIgdhcnJbGJyX+R2O13g+fOVJquYGO3qn9RUWr4HDvA4DRqEr+PSYmFHp7fVrbbIv/2Wnk0w1qjTST4hmTOpWzfG9rXowNUQH88qrkCJuFCSkwUF2lVGWklxGaKo0Dh7s9uOGEEPqGlTCjXvhipJYu6pe/fghUNkJENj33xDZWQ0Mp7uTSvxTyIc3DlLl/o+Y5mS4sQJvj+7djFEFBvLBPOqVbyfdrtyr/fsoZdstfIeq40ctVqZt6lIp3vLloET1aLIXE6oCrvu/I/Q8oun4NIbAPAl3/TiPOS0Cl+jSlVoqJxI3jQf/R5ohmHX6jBwdA3Un/c+zp6R8PzzyhSj8eM96RcaNuSCdTjULXd5HKbMPnrmDOOr3tuaTHzxDQbGoRs2DG/bvRw/DQY2G4VgMJg8mZ7GqVM8xsKFrDsPZdiPTkeXPpDgdOeUCgQtumW9Xpvkzt0ruP12hitkdluZ4vzitFa88IJSCSN31Ioiyyo//pghD+/ZF/5QvTp7A2bNIgX5LbdUzJr9N0LLAJIkDj66cIEGyKhRTCLHx9PI8F5LTqdnyE9NWDscXI8VQUSEMk5TC+Upl445ugstv3waOrsFhtJCGEoLYCgtQKdXr4bOqweqIqjyCMqBxB3L0PGtG6G3sc7OfOEMmn0zHj9/W4o9tnFlddgZGYwdfv65p+CKjdW2HuRwiyhy0cvW/pEjfNnlJGawLv2pU2wUysxkpciNN9JC9Yfq1UMrw/vrL4YB7rpLWyFlZVHJuVtkDgdf6BUraNUGiz59eI6zZzMOX1LiWftuNIY2N8JoZIL5888VQWIw8JqCoTPQ6RhzHjOGnEpJSZ7POyKCgvvhhxmCWLxYuQ8WC/8mTFDnjPpfQUkJ7121auExSnr2ZKGFVlf/vHm83+4ob5e6KCozhYuLWZm1cydzR8OGBW9U9O7NkugffmAezXtNdusWmvcLALWXfQXBoe7+Jm9egOweQTA6BoEqRVAONPvm+TIlIENvLcGTeAOv4WnIt9Xl4qJdt86zmqNOHQrlY8c8F4vB4NuVLFsxH33EGGft2sGHEbKyqIisVh7n5El6Gs8+61+RiCIX7fr1wVnrLhe9gtattWvtDxxQr7e2Wum+h6IIAB6rdWsqyzlzGFMuLGTI7J57PKuG8vMpnP3lTwYN4jOZM4fx7fbtadUHmj/hXkEUGek/Jq7TMbatFmLLzmaFUUwME/D9+lFxzpvH6+ralUopVEESCLm5VMQXLvCetW/vn2Pp2DGGbUpKeE5NmjCvtX07FUD16rSM/ZVXB4NbbmG/gJql7nBQUHujXTv+JpSGOKOReYSmTXkPnniC99tm4/NaupSevTv3ktPJUFJGBpCc4MSg9udgrlENLqMZNWvSy+3UiYaFrJz69GEfR6jQlRaqUuFAkqCzhI+fpUoRlANRp/arfm6AHdWRi3NQ2N4sFvXSwpdfZoz/xAkuOJeLC3LXLt9tS0ooFEKlLPjqKx5fTjjL8dBPPiFXvbfl5nKxU/OPP/id3a6cW0oKX7SlS9WtNKeTlREzZ6qfi1Z3scEQWlNZQQGtrT17GDoTBArOGTOUkAvAc//oI24rl9yOHq2Ea9TQqhX/goUW7UR5Idf179vHsuLSUkURy+Wt06aFzkelhe3b2esgU2MsWkTBPmGCutJcvJjCzeHgb1at4n2VB/4AfCavvkrlUN7ZxAALJiZO5JQ9b+9UENQrwEaP5jVZrf4J/+ReG72ek9KuuYb7/PFHGg3y+pYr9N5/nxVM8rU+9xzf25stX+F1PIMoFEFvEHB88D3IuOsdSHoDevXiuszPp3FQ3kq+091GIO3v76D3Evqi04Fz7QeVb6cqqMoR+IGupBAR57J8VmJRmvq0FxuMyIVnYbLZzIlk7pAkWoCNG1OY3HEHk38JCeohGaeTCzHUKUZ796pXHeXlKaWqViuF6G23MWwkJ4llL0KnY5jls8+ABx9kfF7LYszP107StmpF69r7tzodrfFgkJFBa3/GDPYRHDxIT2PWLFaMuL/8H39MQWW3UxmWlDCeHkrbf7AIpAzkuvXi4uDq/K1WWqfu3phcTLB4cUXOVIHTyZyNu9C0WBhCXLbMd/uiImXuhGxxy/fVe806HMHnjfyhdm2+I94GhBYfUo0apHiRhymprVOTiWv9v/+lQSTn2gA+RzUjp6iInrTLxfcjKwvob/kD0/EQEnEeEbDAYC9FnSUz0GLGk2W/k2cNVKSc+1yHwTjbbjAcZmp/lyjCYYpE5sgJsFavQFu+F6oUgQp01hK0f+c2DB6VhL4PNseg0TVQc+V3MBTmIjorA/tvehEOk2cMwGGKxEfVxkNwM6X0elrC6eme+58xg1bX4sUMFcyYQWHWqZM6rxHAl/W110KjNtYKI4gijyNJ7AVYsIDusDxhyx02G8MTMvwxU+r1rMd3uRhCcJ+KJYos52zenNsZDKyeevllKsBAcLnYvWux+Aoeu52W6PLl/HdpKa1nNS6dn34KfKxQ4I92AqAnd+edpO0YNYqWZHlLfG021tSHAwcPqgs9mTDNGzt3Bl9A4HQqfPsVQUmJetVW375KTN8b33xDwS1J6iEiuaLo0CEKd/dSUq2wns3GktU77lAq3l7EK4iCZ7JWby1B3SUzIFrLydGhBkHAlnGzseWZH3D8itE4Nvg+rH1jBQ5dX47mDD+oCg2poN27o5GyeT50dppkemsJ2r83GpIgwmU0Q3C5cLLXLai+bx2iT+2HNS4Z+296HvX7PIjBsxiOAMhLfvvtni/QkSPKYpJhtVIY9+vHzlitRqPz51lHPW5ccNdx/fW0fNwtS6ORwtxgYAjiyJHAysW90c1kYqPcunW+24kit73jDiUklZjIGGvt2hT4r7/OkNXChYxPT5rE7QNRWhw75p8DRy4BHDKESk3La8nJUegkwtl9rTa45sgRT+oJgKGLGjWouMozryAUqgZ/kHtB1KCmqEK5V0Zj4O7eYCCvEe/zXLGCnqH3OVmt7M3xV+jgcjHsNnu20mtw110MGQ4b5vu+uO/balW8k7o4prp/SRBgLMyBxZQW9HVKEkPCW7cyJNanj1f5rSjibKdhONvJD+9JBXFZKwJzzknUXvIF4veuYQhIAHJaX4GUTX9A5zW0RnA5IcIJXSnf3lqrfsSOR2fgVC9lskoUmBDylxTavFk7xr51K2mqR47UXsybNilzlwNh0CAKnHnz+HLb7RTi99zD748eDY7bXZ7EJicKdTruz/06dDrGhOVRnTJOnaIi+OILvnjffccXXH7Z8vPpokdH89y0EGhIjCgqdAEJCTw/7xdaZh696Sbe37Q0ciBVlJtGK1cwd676BLizZ/mMf/+dgi4U9OpV/vN0R4MGtIC9G+HMZvVQXZs26s9Anp8tX6cocr/eo1bLg/XrtftFDh70VTYWS/CJYvdegy+/5P0YOJCewrJlSj7AG4LAvy2udFyJhRDh+QK59EZY42v4/lADTieNoR07eP56PauOnnpKnfiwsnDZhoYSdq9Ev/uboskPE5GybTFiT+xF7PG9qLPoU4gq5VreeU69tRiNZr8R8nGNRnUXW6ejhRMRwZdIqwTPYAg8dEaGIDCBNnMmLfEvvmAVkVzrXKNG4FI/UaTF9OefXJy//85wlijyXGXh2r07Q1veikWS+DJv2UIhOG+e7wtmtQbmXKpTx3/FjMGgCB+dzpdqQ36B8/KUEFhWFruxK0oxIMNbGWRnqwsmmXn1yy8Zrw42VKTThUYj4Q+iyP6GqCgKf4OB66JrV19ls2MHE6ROJ39nNCq/ueUWenSpqSwdveIK3tNFi2gUbN1aflprLWp2q9VTQWzdytDb6NHlG1oj98KIIvNgn3zCKjY1L8jlYq5rouF1lCIC7pfmMEVi36g3SBgXJNatU5QAwHfEZmPTYCj9NRXF5ekRuFxoP2WkxzQgGTqXA8GuJXNuCF1AF9GzJ0Mj3nA4FAvgzjsZQjhxwnc7uz20ZimAFlrDhr6ft2nDUMOpU/5f1uXLfUnebDYKg8cfp+DQ65mgVQt3OJ2M9RYXa3s6Wnw9MgSBnsULL/BeyS+JLJgeeMBTSA4aRA/hp59IIVG3LuPc3t6Yzca4cnn4cADGmA8fpjfkrVBataLl6n1P7HbSSwgCBc6cOZ7npTbPWh4OFM75DY0acS2uX89qrFatfAsbNm+mxer97GvXZpmkvK5kjqLNm/mc5PDb4sWshnv55dCHz3fpQg9YDVu3sqQzI4O5JzXvL1ilIEmeuYikJIaJFi3y3VYOjRYUtMN9F1ZjfNFzaJi3GZbENOy/+SWc7j4iuINexIoV6vQkoshrC9fI0EC4LBVB9MlMGEryNb8XAEiCCEGidJTg6xG4BAG5LXqGfGytDlBRZIItIYHbvPQSS+fcF4nJxPih2hyE8kBO4L74IsNEanC5mPNQ65i0WChE+vXjv9u0odLwXthyV6cgUHmoKYtgeHcaNqQVvW4dLfuEBL60jRqpn196upKo37rVd7SojA0bVJlCAmLuXCoRvZ6CLz6e5yKHqK6+moLQ6VQUrclE4S/3J1SrxkTktGkMvQG8rrw8ClJ3C/yZZ0I7v2AgrykteIf6ZBw/Ti/zo4+UAge7HZgyxVMoWyysXluxInAeyBvVqmnz98j36ocf1C1nUaSHajJxvfijJJGFO8D34NtvSWdtNvO5yUraYOC/5Xnjmwzt8YtuESZMKP+UPS3lKEnBzcwOFyp0qNzcXAwcOBCNGzfGwIEDkec+Qd0N9erVQ+vWrdGuXTuku5XQBPv7cMNpMPs1gSVBQF7jTrjQoD0s8anIbdYNDrdJZi5RB6c52meITTDYtk1daDmdLHeUIc80kBeKINBiu//+kA/pF3FxjJP7SwbKnP/eEARP7vouXRh3974+eb7xXXdxG+9jmUy+XaJaMJupeEaMoABr0cJ/W7+MOnW0k7OSxMRuKNi2jQLDZlO6as+eZQhFRrVqdPH79aOSqFOHBIR33+25rwYNOHv688/5m9xcnqusnJo1o0CuEUTouaSEIcDRo3lPv/yy/INmAP9hswsXPMdKZmaqW+FWq1LRFQrq1NHuPZGrhtS8ZnmbO+5gOPOVV2gQ1KnDe+m+XoxGVq8NHMg18Oyz9EIuXFCmviUlcV3LHfmy4pFLk6dMCex9mM+fQMqGeYg9tM1j44ED1d89eab0pUKFFMGkSZPQv39/HDhwAP3798ekSZM0t12+fDm2b9/uwYUdyu/DidIa9VGS2hAuDRPQaYxAxj3vYdXUrVjy9SmsfXstNr60AOfa9EdxSn2c6nULVr27GUW1Q88y+nOP3b9btIiVRHIoRZJo0S5ZEvIhA6JJE/5pWSAul7onYzRyIcvQ6+lh3HorQwfy7ZX5Xmw2ehd33snvIyL4Yk6cyP+vTCQmaucYZOqOUODOzCrD5WIYyl14JiWRXuLrr9lwN3CgtuexZg0rntzDRA4Hn3teHosEDh/Wtm6dTiqi+fMpyPLyGPt+7rnyx+n9eZ8Oh2fPgb9cR3lKZmvUoAB3F9wyV5PcXFm/vvZYWLmgokULetgffkjyx5dfZhi2ZUsqzHfeoYHxzTcKo6/7NZaWAh98wHuqZkwUFvpRmC4XUt97BmvvmYHX3tRh6dML0eSRQTDmnwNALqv+/ZU50mYz/8aPDx+TcDCo0KHmzp2LFStWAADGjBmDvn374q233rpkv68INj/3K7o/1xv60iKI1hIIkguSTg+nMQK7x36AvGaeKfucNv2Q06ZfhY/boYP6S2k0ejYb/fijelL1hx/CU5HhDkHgyzFjBit63CGHMnr2pMB2uRQK6htu8LVaZEK8iAhao2rC0moFpk8P7zUEg1tvZXmgt9A3GEJPwuZrRBZ1OobLRoQWKgbAHIaakNfpaNWeOkXhIElUpt7rYOtWJqjdhZXdzt9t26ZNoKeFXbuYX/LnqMue1LZtFKRq3odeH3zToDeefprvwqJFtL7btKFHJedKbr2V982b+XX4cG0vV6Yn8cb+/drzhy9c0BbMkuTnu9mzMXD587DABAsisARX4IOsB/H7a0/DNvm/EAR6+cOGMS8YGcmEfXnpu8uLCimCM2fOIPUiP0BqairOamT8BEHAoEGDIAgC7rvvPowdOzak31cGims2xtIZWUjathjm3GyUpNSHLSYBRXVawGUIY4G5FyIjubgnT1ZGKMpj+NytYq2X78KF8sWzA0FOuPbvT2F58CAt6OHDeW6iSKt261a+7G3a+C9hdacdcIfTqT1ms7IxaJDSkezOY//ss6EnMjt1YtWRt4WoRX+ghlOnaO3HxSnT03Q69bkIJ07wc/l4X3zBBLXMqQSw9FHt3lqt/C4URbBqFfMWgSpXrFZ6IF99pb2t01n+MIdez8oqrUlujRrRQJk2TbHKTSaGckJFYqISDvJGdDQNIu/rFAR6LlrPfOrPachHDCRwgVkQAStMeGH/aDxXkAN7LF+itLTynXO4EFARDBgwAKdV6hVffz34+PiaNWtQs2ZNnD17FgMHDkSzZs3Qu3fvkE70s88+w2effQYAyL/oVlUUkt6g3qQhSaj19/do+OvbMOafw/m2/ZE58hWUptQLy3G7dOGLLJO6dezoy8uSmqrubqamhkcJlJZyKtqKFVQsPXvyZWvShO6zGuTyQn+QSfa0FJnRGP5hKMHCYGB39tatLNmLj6cXVp5xhVdfzZ6K/HxFOJtMtNQNBvUGMxmSxCTr8uUKFYLBwOKAJUs8FYFc/aKmHH791VMRJCczrOCtDEym4JUTQOPEnYk1EPwpAYDntGdPxfj+vVFSwvcjMZHHdienKyhgGMhm8wxdBsLNNwPvvuvbgDlgAO/hkCFcN9suhvnlkm/3vJA3Vls7lykBGRJErJZ6QFd6AvbYBJw+TcVrs1E2NGoU/DmHCwEVwdKlSzW/S0lJQXZ2NlJTU5GdnY3k5GTV7WpelHLJycm47rrrsHHjRvTu3Tvo3wPA2LFjyzyJxo3TNberMCQJ7aeMRM01s8tY/2qt/A4pm/7Aymk7YUkMj9qOjfXvLt91FwWye6jAaAxyEHYAuFyMQbpbtIsX08WeNi1061jGkSOcAOVweDYYye623NX8Tyx0GaLoWU1UXsTE8F798QdLJqtXJ3mZTFrnj39o9WoqYPdnW1pK4fvccyQ5k6m109IY7lGz9HNyPP/dowcNDPc4tyBQWAVS4O4oLAyN0jkYhREuojxJYgjKvUnSaFSnE5k5k0bH6tVU2HJISMuQ6taN793MmVzDkkQPWW7A1On43hw+zK786tVpxPmbBWHSOWB3+m5ghA2W5Dr480/yeMkzyH/7jcrroqi7ZKhQaOiaa67B119/jXHjxuHrr7/Gtdde67NNcXExXC4XYmJiUFxcjD///BMvvfRS0L+/1Gg79U7UWvWDR7mo6HJCX1yAfvc3gSBJyG3RA3vufg+F9VQCjWFC585cdDNnUhCkppKrJtQ4rxp27GCpqntYw+FgonPjxvJ1NEoSE8Xec5cNBgr+2rVZ5RMKu+e/HdHRyhAiNWh5BYsWqQvP/Hx6KV9+yY5ws5mhxFGjfLfV68kGW1REJZGQQIH/9tu0amWCwkaNSK0cCkWETNoWLOTxq1owm8P33BcvVjq2ZeGvVQ1WWKgIcZuNv2vRguXSWsbOlVdSEOfm0lhT4/5q0CD4nFL/K1xYtMQCK5QdmWDB4I7ncSG/Nj791PP8rVZ6hb16VbzjPRRUSBGMGzcON910E2bMmIE6depg9uzZAIBTp07hnnvuwYIFC3DmzBlcd3G6h8PhwMiRIzFkyBC/v/+nEHN0F2p6KQEZouSEeHEGQeKOZejxnx5Y+f4OlNaor7J1eNChA//CjcOH1V8ei4Wx5PIoglOn1MNBcondww+Hvs//ZfijqNayoGXqb1H0pOYePZr5Gfl3Oh2T8UeO8DtRpIfy6KNsQJoyRVHI8vzrUGAw0BJetszT0hZFnqN7mEr2NtRmVxgMFKYTJ5bfy3THkSMc3hNshZfL5Xn+FgtDVMuXM9yjBb2eYbZQYD5/Ai1mPIWULfPh0ptwvP8dyLz9Vdw+NgpZp+3Ym2GHXrLBCT2aNHTitv/Uxpo1nvQcMmw2hor+ZxRBQkIClqlw1tasWRMLFiwAADRo0AA7duwI6ff/FJJ2LC1rIvMHAYDOZkHD397B7vs/rPwTCzNSUuhOe1d4mM3B1aqrwZ9FWN7SRX8oKWFYZt06Crthw/xzFYUTMiV0XJx6WECSWFO/YgXPb+RITxKx1q1ZoeINUVS3NIcNYw7p119pqbZvz4qejAxFKObksDHtvfcYTiqPAnDHPfco5b5ypdL11zOcuH698tlttzFf8sMPDGvI1OU9e1KZNGsWnsYom41hx2CVgMHA8/PuJLdamdvxpwhChb6kAL2eTIex4PzFcHIx6i34CHGHtmDdGysw8XUDsrKArCwD0tKAevXonvm7L+FQnKHgsuws1oI9qhokgxFwBqaFFJ12VDug0f/+L0NpKQWX3LXcpYvCsigLabk+u2fozdIAKHxiYxlecofRGHpHaSBYLKQ3OH9esfj27WN10+23h/dY7nC52ET2++/8tyiSwG7ECCWUIkmM8cuUHKJI6+7xx3lvnU51vn+ACkOrDNHdOzxyhNxPanTcv//O6q+KwmBg/8Pdd7NSzX38ZmEh11NyslLjP3Ik51kUFnIdhLsGftMm/0ogOprnkpfHfMQVV/AeqRE8hrtjN+2vmdB7TRLT2S2odmAz4g5sRn7jdNSp4zu0vlMn9TJqg8F/t3dloEoRuCGvUbqq+apKMaHTo6AScwThgMPBRNRff3Hxi6Jiwb31FrtZ9+3jto0aUVhpzUMIBEFgGeZLLym9AmYzLdxQJ6sFwtKltIC9qbznzKH17K8JqqSEycPsbF5zly7BC63Zs30HpP/wA8MycuJ/yxaOS5S3cZ9y1aEDS1e1WC2zsoI7j/Pn1S1Glyt8BHoyoqN9vYuYGPXmPIPBtwLr1CkmsHfu5HoYOpT9J6Eqivx8bUUgisyDpKdTGcrewKpV6uyqoVQS+YPTydr/pBWboFcbJC8Ascd2IV+juCU6muf93nuepeQ33HDpCyqqFAEAfdEFpE+6AdX3roEk6iABcOlNcOl00FtJkiNJLg9l4NIbcfi6pyt0XKeTL390tBf/eJgwYwaVgLvA/Ppr5WV4801lMEc4GliaNuUx//6bgrp+fda/v/giw1HXXKNOfhcqNm9WF6YGA0MyWiGiEydILidPYIuIoJf09tuBQynybGS1Jr8ff1QUwcqV2iRiO3dqh8m8ic/8oUED9RyP0ajeKPVPIS+PPTPFxbw+iwX4+WfyFIXKm6TVhyCKpNKQS5JlD0UmKXzpJR7bbqfy6dgxPNb2uXOcC1JUBFhtLdEGEYiEdzedgOKajf3up0cPXptMud2pU2ijW8OFKkUAoMOUkaiesQo6d/ppQYAgSQCki/9PSAAKa7fAzoc/1xxZGQzWrGGts1w2Vq8eSweDmTMQDGw2Vh94l9XZbGyXnzePHkA4BLM7oqNp9V24wP3Lk8/27qWl/PjjXPzuWLuWlvX587SExozxf16JieqVKjJFsBamTlWmVwEMmZ0+zelwgQaLy1QDanAX4P5iu6LImLlauMJkYsXQxx8z5HLFFdpMowkJDLfJ5Gfycb3nAOTkMI9y+DDvZ82a/KxmTSZ4/ZU9hgPz5/tSNthsFHpnzoTW21C3LvsQ1q1TrtlkorFxzTXqv2naVCEplNlVG/uXy0FjyhTeS5cL+Bx34Vm8CTMsZfMJnHoDims0RG7zHgH2RA/2Yv0MzOdPIGnpEjjM0Tjb6So4TWGw0ILAZa8IjBfOInHXX55KAIzxuQTRJyTkNEbg2JX3QWE6cgAAYQFJREFUI695+btjDh+mO+gupA8e5PjKadPC0zAmW2FaOHaMybdPP/UvPMuLn3/myycLPUlSqCW6dlUE5oIFnlQU27dTaUyapK0Mhg6lp+OtCOLiFGIwb5SUsCLK+544HAwVBVIE8thRteZ3d+bUfv2o5L09B6eTzV8mExuXZs/2FGjurJZGI72MV17R5mC6/356BvPm8do6dWIZqxyyOXKEFqvdzmvctk35bUQEwzWTJ4dv4pkaMjPVPReDgZ5wKIoAoBHRvj1LSO123uvBg/0r38jI8OeoCgo4K1tefzlIRA+swee4F12xHoJeh9NdhmPXg5+E9DI3/uEVNJ79JiSdjuzHTgcOXf8sjg0aC2tCzcA7qAAuW0WQtO1P1J87FRHnjmlKTLUKIr2tFObzGpSHQeKPP3ytQpeLVpJsvQG0OOQeglA9hbg4vgRanDgAz2HpUlaDhBubNqlbvg4H48a1a1M4ykRf7rDZmJR9+WX1fRcWqj+y+PjyKdFgfiMIrKSZMsV/k1+bNhROixZ5UgmPGKEkW2+6iQpr4UJ6KAYDezvk+yDv/513mONROz9BYK35wIHqgvDjj7U9mNJSRSlr3eNwoG5dlmt6rwOHo3zhD1Gk8Jdpz0NBXh7fsXB43A6H7zPZixboiTWoUd2Gz2eIIQ2nAYDqGavR6Je3oLNbADfl2eT7iWg0+00cHv4U9o0OfRBWsLgsFUGDOe+g6XcvlSV41NSABAGSIPgoA4c5GrktQ6PH8Ma5c+qxYlFUeOjff58hE5mPvXt3VnEEm2STJ4t9+KF2w43NFv7kogytmLvTqXSZytfqDUmih6SFX39VTxxmZrKE8ZprfCtDIiNZl52R4XnvDQaGYYJB167Md8yaRQVdty6rlNytdllhDB5MKguzmc9u717PBrO2bRV6iPvuU78PeXk0DrxLepctY66nsJCKaPhwehnyNbtc2nOvZbhcPD+rNbyzm90xbJhv5Y7BwPt1qXh1Tp6k53P8OP9dowbzFt4DeEJB9eoM35086fm5Xg906WWEVI7Sz9pLvoDO5qu5BQA6hw31f5+G3BY9cTZ9aPlOOgAu4eiDfwf0JQVoNutFjyy/ACoDT4UgQdIb4DAqhPsOYwQK6rbC2Q5DKnQO7durc+iXltJV/+47xjXtdrr9djv/HWicozcCWV1mc+XRP6uxP+p05DI6dIiCbPVq7eSpv4Yeb2oFGTL9wAcfqH//2GOMx0ZE8FzMZoZ1tDqD1dC2LZPL33xD3iKt+1e7NstZBw9muEaLdwjwz2rpHcdft46jFC9cUOi9f/2VoSQZghBc/F+SqLTkIS/lhSQxEf7hh/QyMjL4eY0avEf161NJ6fX0Yp5/vmLHCxY2G8NjR44oM4qPH2cS2ZtC49gxrpvx48nBpUU+J+PJJ7mO5PfYbOaavfnm8p2raCv1yEV6Q29lb0Jl4bJTBHGHtsKl95XCAjxLRIWL/3um41Dk12+HgrqtkDlyIta9vrzC3R5DhqhbzJJEITN/vnqS92KPXtD473+1vQGdjvXe7tx/Tmf45qT27MkyVYOB1rjJRAvaYmHp6i+/MPyjJuxMJv/CuX17beFpt7Ns0N1aO3eO8fb77mOorE4ddk/Xq0frbufO8s26LQ/Uuo3V5uMKAs/TO5Tx3XfqlUu//aZ4SYJALycYZZCfz3tTkev/5BPg1Vdp/f/5J8NNX37J75o0oXc7bRqf2+rV7E348kv/U8PCgQ0bfJPVAD0U9yFQmzfTS1i2jGywP//MTngtgwNg0vnTT0mDPXgwezemTSt/I192z5vgMPsnZIo7sAmmPF8C0HDgsgsNWeOSIKg0jKn1CujsFqSun4NDI55lfC5M3M+Rkayc+eMP30V6/rw2TXOok6Zkvhk1DBhADhuTiV7Hxx8zyelyUUA+8kjFKooEgfQHw4fTA0hIoJCYN0/ZRhYE7lPOIiI4WcofQ+mIEUysauUKRJH9EbVqURA8/bRC3w0wbOLOPb9jBy3VRx4p//UGAy3aiaFDqYx27FBYLSMi2JfhDe+GPRl2O9eHLIjuvpvhK7UYvTcKC/mM/NWuHzhAa7p2bW4nvwoHDzJxLysnuShg/nyusdq1aV2PG6cUMNhs/P7YMRZIVBbOn1c3hORpcgDX+wcfeCpXu5335McfOcxeC9WqhS+/drrLtTjfpj8Sdy6D3qLO+GcqOI9eT3bC8o/3wRlAaYSKy04RFNVpieKajRFzbLdHJ6AWRMmF+n9MQ1GdFjjRT4X9q5zIyVEXYoLAkE52tu938ni+YBEdrV6bHhHBBS6/zBMn8oWWBcbhw3SRp0+veFVJbCwtQYeDik8NTieJ0mJj+RfI4YqPp/X1+usUUN4QBKWpbNUqCkjve+3+b4uF9f/DhlUsduwPDgc9urlzqXSvvJKhI5OJ3s0LL1AY799Ppdmhg7rXU6eO0gTojogIz14Qk4lW+qFDSu+EFkRR2xMsLeX6OHRIWS916/KzyEgWBajt22ZjlU+/fnwWNptvGenu3awe8u64DRcaN1afPmc2K9Vl584pvTTucDrpKVwyiCI2jZ+DpO1L0ODXyUjctQKC5PSMUkguGIrzUGvFt8gaEqDMLdTDh3Vv/yPY8NICFNRvB4cxAvbIWDhMkbBWS4FLI9Ovt5agwZwpYT2HVq3Uk3ROJy1is1lJ/oki/x2oxNEb113newxRZFhEfqmPHFEnobPbabWFC/7CLw4HY63x8cFH3apXp4DzzrXIc5TbteO/jx0LbhCOy8XS1cqAJDFW/s03FDw5OcBPP1HZuguphg2pIDp31g593XGH+sxnmXzOGw0bMsFtNvvPRWgZGV9+SWVrtfI+ysSEM2bwe7NZ+5nZ7fQW5s3TnrwWbDd1IMgNa+45p5Ytef3ua8RgoKEl05BHRGh3LIeLOtsb+pICtJ5+H4bcHIuhN0Si45vXI3XNbHR7cQDaTrsLkt6ArEF3q1Ye6S3FiM/cEP5zCvse/wdgTaiJVe9tRtTJ/TAW5qCgflvoSovQYcpIJO5cpso+aizwEzAMETt3Mh7pbYWZTOyK7daNVtecORTSDRpQqHsPrwmEa69lw5T7+EmXiyGgVq3oumdnq7/IDkf4XlKArrZOp91MVR6yOy0r97rrlGuqX199WIs39PrKe/EzMxmicX/eNhtDLVu2+E8ke6NFC4ZTvv6aSi4xkXFqfxxRbduSznz9euYY8vJ4Ljod/x59VDufsGKFr5HgcNCDeuQRHnfWLO1jy89bbfKayxX6mlbDkiVUsgUFFOw33sg1IAj0XH77jWXSLhcHEV1/vbI+YmNZ8rtjhy+rqlajWoUgSej2Qn/EHN0FnYMLInX9b0hd92uZ3DHnnoLLYIJLZ4Do9HxhHMYIFJZjVnogXJaKQEZxrSaQo3FOUyTWv/InBo5JhTnfs2vIJepwrr32FBlJogttMARO0O3YQZfdW4jFx3MBJyYyNpybS7qAZ58NvfFGhijSfdfrPQWw1cohKH36UOGoCWejUbs5qzzwx0d/003lS798+62vkJIkJvuuvprX36MHhYTNFpgF1X2CVl4eyytFkfmKirB5ZmaqW50WS+iKAKClqzVFTgtmM4Vgz56sPNq8mSGbQYOYS9GCVrGBPLglKYmJVblLXqt3xDtEo9eHxuuvhVWr2GshK9niYlb9CAKVgdHI9XXTTdr7ePJJJsyPHVNooQcNCi9DqYzqGasRfWJfmRIAfPuVBAA6uxVOgxkunb5MGUgAJL0RJwbciXDjslYEPhBF7HzoM3R4ZyREmwWi5IJTb4QzIgaZIyeq/mTnTo4dPHOGQqNvX04X0qrN1qqWkEmn3nlHWdTLl9OKe//90PnRZWzerJ0szMqi69y+PTtP5fMSRWU0X7iQkMAk72+/KcfR62mxB5pHtHYtrc5z51h/PmYMrdw9e9TDTaWlFOTysJYpU6j4Nm3itTVtyli8PD1NFEnvIQv7xYspXGSr8YMPaIlXq0ZB2rmzNoOl08kkZUyMErOvXp2CUO05LF3KZHHduoHuYPBwOtm3YLfzvN3XolzC2atXcPtq21YZzShDEDwnffXty1DLd98pXb/uMJspiDdupFKUz6EiU7hOn6Yn8Mcf6lVUs2ezUCEYAyM2lmskK4vPrn59bXqPiiLm2G4giNwkAMDlhC02saxSyBEZi83P/ghbbPjbwQVJulSFc+FD48bpePfdysvkxB3cggZzpiDq9CHktO6Hw9c+AWu8b+wiKwt46infGadt2zIuq4YbbtBWBCaTbwhDFNk9+tBD5buW558nd703DAaF18ZuZ8xanpzVvj27Zcs7m8Aftm5lqKqkhKWrgcocly1jeaL3PX7xRZbHqtXAGwxUHP6YVG023peSEl6vrAROnWKoRCvsZDbz+T73nK8yWLaMsXO7nUq9e3day4LA5j6t2vSWLUkAGA5kZtLjtNsV4+LRR8tPL56dzaorq5X3xGjk3+TJvp6E3Q7cey8LFGTvSxSpQD//XPEK5DnN5cW2bZy94HRqGzmiyKqfymqWKy8SdvyFzq9fC72lKOC2LlEPCCjzCFyiDrbYRPz12aFyVw1NnJiOzSpZ8CqPQAX5jTpi2zPfe37odKL63jXQWUuQ26InnBHR+PVX9elCO3bQelVjFE1IUK8I0hJaLpe6IA8Ww4fT+vW2mhwOxqiTk/mC3nYb/yoboUxdkyTGttUoKKZMIYdMdrYv5UPPnoHptFevptCW9y3Ppl21yj/vvcXC57t1Kz2Gc+dYnZKf76uw1q3j83vmGQp6LWUudzsHEo6SxJj93LnMuXTsyH4LmfrZamUNv3cVzNtv8z7ee6//slw1pKayXn7JElaWNWzIkElsrO+2BgMVxAcf0FMG6Dm45yAqOnBFrjAL1O8SF6fetPlPI6d1X5Qk10PUqUzoHBQe0sWWVnfnxak3AQJDRDJElxN6SxFqrv4Jx8McHqpSBEEg7uAWdJk4lKMqBQGC04GdD36C48dHqcad9XqGitQUwa23sizTfSGbTIxpz5mjfvyKlHB26sTQg/e+JYnEbl9+6Rn/LipiWCE6miEULeFktwNHj3K7yqLNtVq1uZLy81mOmZDAKhw5Ed25c+DBLFu30htyfwbLllHIxMUFnoJlsVDgARTgksRnqKaw1q+n0K5dm6EitVJFgyG4EMZXX/Ga5eMsWUJlM306BfOmTdqVWadPs5HvuedCn3sdHc14ezBISiLHfnY2E8H+ZkMAyjS3c+cUhlR/OH48sBKQq6gC3VOnk6G5hQu5nvv0YYLYw4gIRkOrQLRbEXHmKKzVUuCIrub2hYi1b65Eq08eQs21v0CQXDjfqi+KU+ojbeWsi8cSkNOiFxJ3+k4w0luKEZ2VEfL5BEKVIggA0W5F15cGwliU5/F52+n3oX+3dBw50tzHPbXbtblU+valIPnmG8ayjUZWMdxwA8McW7d6ehkmk/+mlQMHGA89cYIv0s03+x47MlK9akMQKKjkpNjcuTwveQxhVBSTaN77W7qUrr4gUPjWqcMQVLgotGUYjawC8aYDkGGxMBdw331sckpIULdUvfHjj+pCe/lyZdh5IFgsvnXxatDrGSqJieF9XrTIc1u9nt5IIKFVUMB4uPvacDqVkZ0jR/I++UuI22z0DEJVBMHCZiPV94YNCkfW0KEMM6rJ0vx89k+cOaPMQu7ShclbLc9BZmpVgyBQkdx+uy/VuRreeYfKU14LP/3Eirp33gFqb/gZzb98BpFnj8IWl4T9N72Ao8MeCUpj1587Fc1mMTYsOO041eMm7Hz4M7iM1DD2mOrY9sz32CZJHsyEGWPfhzHvDKzVU1F9zypU37vahxXZYY5GYf02gS8uRFyWfQShIGnrYghO30Ck4LDjQdMMGI2ea8Nk4guvZglFH9+L1tPvw4TVA7D+6tfww/QczJrFaiFB4AvQsSNfIrOZAvzeexnDVsO2baxF37CBimDVKu7j0CHP7SwWdSvX6VRyEnv2sArHZqNwKS2lpf3yy54vXmYmQwWlpdzOZmOJ60T1XHqFIIpUkP7ivBYLwzz16wenBAAKHjXI9yMYYr9gM2uSpFR9jR7N6imjkc/WaKSSbRPEe33kiHouxW5XwjBt2gSujKoskkGAobaNGz05shYt0u5Hee89rluLhevJZuPv5VGgakhN5Z+3PNbrGXr7+OPglMDRozyWd0lvdjZw4ds/0G7qGESdPQoBgCn/HJrPfA4Nfns34H5T1/yMZt8+D72lCHpLEXR2K2qu/RmtP1GJC3olS5ymSJTWqA+X0YzzbfujNLkenG50OC5RD1t0PE71uDHwBYaIKkUQAIaSfNW3XnQ5EOfMwZQpDL9ERNAtvu029cavpG1/oteT6aizZAaSdi5D09mv46r/tERkvpIwiIigYP/yS8ZBv/lGmXylBjkmLZ+ey6XM8x0xgtb86dM8PzVhKgiM15eUkJ/e20qWJIaK3AetqzUHuVx8gY4e1T7X8kJm1vQX8w91wIpWWazLxXCLv+MYDNrWqncS1GTiepBj1UYjewCmTmXc/N132SEdzPknJGjP35UVTWoqLXB/sfHKKAAAeG7LlvmuDZkHyRvFxVRg3gaK1RqYU2v8eN9rdLnU5zhrQa07G+D702fJCz6jJ/XWEjT56bWAmrbxT6/7/FZnK0Wtld9Bp0EdoQpRxJo3/8aJvrfDYY6G0xiB7O7XY/WUDWWeRThRFRoKgPOt+/k0dQB00c50vgZpaXRv/UKS0HbaXR4LRGe3QCh0oMn3E7HroU88NpepFvzBatW2bCWJL+bWraz4+PhjZbqTxaIMqr/6aq7re+7RDr8IgmdcW4saQ6cLftRiIEgSw1TycJvUVMadp0/3rbwpzwza226jNagmNM6fZ3jCfRymTsc4+V13sWLogQd8eZ/0elZB2e30rqpXp6fXrZvvMdLSfMNt7hTVakhLY829OxUIQCXiXn57113sqv7qK8bT3eWWycSwSWXAZtMWwoWF6ttrRVkCNf+5XOrT6bKy6B2794NoQauL3WAAUksP+X4BQGcphr60EI6oOM39mvJUKkEASIIAQ1FeSNU+juhq2PnoDOx8dEbQvykvLitFoLOWoOnM51Fn2ZcQ7Vacaz8Qu+95H6U1tAlmLIlpOHTdU2gwdyp01mIIABymKFxo3AmnOwfXehhx/jiMhbk+n4tOB1I2/YHyFAXp9Vy0/hJn8hD55cvJ+9KnD+cJ63SMS7dowfJXf9PMHA5SLe/bxxrxoiLfBjWAAlAmLZPr2B0OzgAItYRv9mzPCV7Z2YzbjhnDslBJUoROv36hN2TVqUNPaNMm9e87dODsgd9/573p2pUeVkwMlapak1V0NBVqeRrPtMjovPHCC7wPu3crtCMPPeTZlCUIDC926MCQzI8/MhaflMRYvdY8Z4DXtXYtw3+1ajGfFWy3tewRn/YixxQErjNvVKvGIgjvCjqdzv85AlS0ajkHi4Xh0kCKIDorAzec/BOfYCwsQgQkSdFIOh1QktIEEce2+vzOEREDR0SM333nNeuOlA2/QfR6oVymSFjiK6mqIgy4rBRBp1eGoXrmOuhsNDmSN89H771r8dfHmXBExWlOFcq8/TXktO6HOos/g760EKd634qTvW4JuhbOERGj6VL6sy78QadTJmH5IxSzWhXCMO/SzaIixp61lIDJRG6bhQs5U9ibOMwdTidj9dWrsxrJnVrgkUeCH/7icJCiWi2Zu3IlLd0NGyig27Qp/4CT9u0ZmlALh9WvT6XmPeTcZmP4Qy1EExNTPiXgdFIhzZ/PJPyoUawwUkNsLHMxBQW8/uRk9SUoE6bl5jKJ3KNHYA+zoEBhabVY+OxnzWKlkdb5uEMQ6Cm98YayTkTRd4Kb+/aPPcZQmcPBP5OJimfkSP/Hio1VVwR6fYBGMElCiy+eQt2Fn0BwOfG38CVuxHc4pG8GQa9DZCTvwQH7m4h7/TrobYor7DBFImvgXUhb/g2KajfHhcadVF2afaNeR9L2JYCtBOLFd94l6lGc0gA1V/+E7B43QNJX8rDocuCyaSiLPbwdPf7Twyd+5xL1kAQBosuBwtotsOv+j5DbqmITyNTQecKVSNyxDDo3CmyHKRJ77nkPWYPL12JptzNcsmqVNoOkHKcePtz3u5ISfqfm0huNJEpLSaGlq0U14A41T0HG558HR5WRl6d9PLOZ+Q5JoieQnl5+ZvCSEgqu/HxFR8vTs15/PfRzi4nxz7kjH3PRItJKJCQwnj9rFi1wOWRnMJAZ1p/iLChgOfCmTRSKw4crXpHFwhLRkycVga7TUUD7o3OYPt1XyQkCFeI77/i/LnccOsSQ3okTJLK74Qb/5cVnz9LQOHlS4b9yZ1FVg91O5eIdJjSZeB1aXfgJu1ag8yvDoLd6xkH3G1ti+Vsbkdogsmw9JW9ZiBZfPI2oU/thiU+FS2eAOV+JxRbUbYP1ExfDGenrIUSdyESTHyYieeti6IsvAJAgShIc5ijkN+yAda8u+8eUgVZD2WWTLI7J2gNJxYwQXQ7onHYIkoTYrD3oMvFKxBzZGfbjb3vyWxQ0aAeHKRL2yDg4DSacuGIMsgbdW+59GgwM+Xz5Ja3w+vU9E4+yYNHiTImMVO8VMBiYP2jWjFZzsOMx/fHef/+99nfuiI3VTp5arVR6q1ezjn/atOD2qYbISCZre/RgWCMmhjTUL72k/Rt5DrQ3BIH3XmtWAEDv67HHSMOwaxe9m/HjGeaQY+IyV//HH6v3GwCMtz/2GJP2WVkME02ezFAawGllWVnKPq1W7mtKAPLcdet8n58ksSJM61zU0LAhWWE/+ICeYKAek+RkhvzGj2cNfyAlAHB9vPYaf2s28/lFR/O4/qhY0v6aCZ2XEgCA+rrj6HDuTyoBSULi9qVI2rIIp7pfj+XT9+JchyGIyD0JvaW47C/u8Fa0/OIp1eMUpzXFrvs/gs5WAlFylYWJ9JZixB3cipqrfwp8kZcYl01oqKhWEwiuwM6PaLeg0S+TsO3pEOdCBoA9NgGr39mImKO7EHH+OPLrt4M1IQzUi1CSy2+8QdqFv/+mld+6Na1efyGLJ57gCySX7xkMjKHLI/eCeTGDgXfsWAs6HZOsP/ygHraRIZeNDh3Kzt7yICGBXb/BQhQ58MW7IRBgd/ADD1AQPf20r/X9++8M1cjehJzQV4NOx/2lp3O7zZuV2b8mE70YbxLBH3/kvVBjCwVYWHD+vHZzor+eKe/v8vNpxe/bR8/x2DEqwYQEhnXKM1w+VNSrRy/z6FGu24YNAxssokPFZQYg2K1lGej0SdcjaftS6CxFkHQGNJozBXA6PDx5gB2/tVbOws6HP1PdZ8Kev+HSG8vC0DL01mLUXP0TTva9BG38IeCyUQT5jdJRUK814g5tLWvSUJtKJrpciD1Wfk6HiDNH0ejnSai+dzWKUxvh4A3P4UJTJftVWK81Cuu1Lvf+/SEqitbio4/y38GETVJSFEK2M2cowNq0UX7brl3wjZVqTWsy5PkAwWDECCqgH39kzDo2lmEA7zSLzcYwS3kVQXnQty89gx9/5P2ShbIsmE+coHU7Y4ZnolWeQR0MJEkpj/zkEyb7ZQtfENTzNHq95/AYNfh7jv3708twP0dRZLjGvXT3zBmWJ1ssvtdz5gwJGGX2zsqG7IkFC3uUegJB57Ait1k31NgwF0nbl5RNCBOcdsBph5b5KNrVFQtwMS+o8kNJEGCPqhb8SV8iVCg0lJubi4EDB6Jx48YYOHAg8vLyfLbJzMxEu3btyv5iY2MxdepUAMCECRNQq1atsu8WhDqUNxQIAjZMXIxTvW+BU2+EJIiqb41L1OFCo/RyHSLq5H70eawt6iyZgdisPaixcR66ju+HdR9vw4MP0gV+/31aZpUJQQgtdm4wsNLiuutYHun+W4OBCcroaGUKlsHAmLTJpGxrNrO6Rq1CyGhkrDgYnDqljLOcOpU16Lfeqh4u0uvD57GEgvbtGYq74w7183I6PWfiOp3KaMRg0bIlyz+XLfMsp/SXrI+PZxhQbVhPWprCSaSGW26hVW0285oiIug9PP6453ZffcUwl5ZSs1qVWdT/NsQcz1CdNeIS9Wg37S40+uk11TGRkiDCu9TDJYg4306bpzq3ZS/Ven+XqEfyloUYdq0OfR9ojuRNYZz+VAFUyCOYNGkS+vfvj3HjxmHSpEmYNGkS3nrrLY9tmjZtiu0XRz85nU7UqlUL17kRlzzxxBN4+umnK3IaQcMRGYvtj3+N7Y99BbhcaPX5o6i97CuPBLLLGIGD148r1/6bfTMeutIiiBf5xQVJwpP2SfhiYRPIR1i+nNb39Om0LP8X0KQJqQl27aJQat2aimH/fgoqu52x9g4dGCJ4802lu7lRI9JPBJNnmDWLSVC54mTGDFqfPXqw4c0bghA8nXJFkZPD89m0iYJy4EDeA7WKLavVM1+wZYu24IyJ4T3V6ZSGtJtu4r/lGcaBoNOxsqd2bTaMbd9O6hG7nedqMqnPP3aHycQKob17mRdISeHz9K5K8qakVkNBAe+Lv7JhOf8gcwyp8XKFG7aYBI0ogAMpWxexcETle3legPydw2CGyxyFXfdN1zyWpNNj/YRF6Pry4IuegwSdtZQswwVcHDEn96HjWzdi8/O/+Z13cilQIUUwd+5crFixAgAwZswY9O3b10cRuGPZsmVo2LAh6oaTfL08EARAp8Pue6ehNLE2GsybCkPxBVxo0gV77nkPxWnlm8iSsHtlmRIAgDNIxue4F1ZElH3mcgHWAgv2j5qMJxvNw+5730de8yA6YCqAdeuYrD13jqGf0aNDHzqj1/tSXTRp4jviMDmZ1AHuNMTBYP9+z1kFMt59l1bouHEUVLK343KxB6KyeOPdUVLCSh65iUzulq1XT3smbrNmyr937NBWBNdcw7DMhg1UNs2asYJm8WKGluRBKe4QRf7Jx27QgJVCgJJIzcjgPU1MZF1+MEyccs2/Wt2/+7UFSh5HRfk/Xn4+k/LZ2bwOu5334P77Ab3TCp21hOGT8paEaeDo0AeRvGWBh+HnLvhFl0M1DOR+FpIgoKh2C6x/dQnsMX5cLAAFDdtjyVcnkbBrBQxFuWg7/T4yFbhBbytFs5nj/7cVwZkzZ5B6sSwgNTUVZwP4vz/88ANuvfVWj88+/PBDzJw5E+np6XjnnXcQfynebBk6HQ7dMA6HbiifB+ANW1wSTAVK3GcH2sIMq4ciAAArzFiJ3njl4Evo+tJArH57XaUQSQFMMn7+uZLc3LWLjUmvv649pxZgKEOmUe7SJfSRgqESNq5cqT3XdvNmxua/+YbnL0nMY4SLa95qZZJ140YqliuvpJUq48svfTuJJYlJ0vr1GcKRz13mD5L7NSwW7l+ttNZsZuPW6tW8NoCll/J1a9lLBgMrpkpK6FF4V8oIAkNLLVuGfCsCYuhQkrNp9a6YTCw08CfD5SEw7gp0/V8leOnoQ+h86HsILhdKE2tj54Of4Hz7ENvG/SCnTT/sv+VlNP3uZbj0BuhLC32tf1A5OI0R0NlKVbwDCdEn9gZUAjIkvQHn2w+EoSgPOlup6jZRp/arfg6XCw1/fRsNf3sHxqI8FNRtjd33vl8p5e0BX9cBAwagVatWPn9z584N6UA2mw3z5s3DjTcqhEkPPPAADh06hO3btyM1NRVPPaVejgUAn332GdLT05Geno78fD91ev8gDo54Fg6TErSugyzY4Gsa6eBAIxwEAIg2CxrP1ihcryCcTs629ZlFYHVg1tfatZ4LF9ICnjmTAuqRR1jFU/Z7B7+79VbSG9x8M2PMzzxT/gHwWhQuMkEjQCGTnq7NnVQeWK2s8vnvfxn2WbqUVVTL3BiA167VPucrruC116zJsMz117N6S6ejEh41ivkCtQohvV7pP7DbfZlFjxxh+DAmRsnPmM30hFJTqazKO7muvLj+esXDkMegymG/2Fjmwa6+Wvv3BQX0Vry9qATbSZzfdx46uxWi046oM4fR6Y3hiD2yI6znf+j6Z7Hkq5PY/vjXkER1O9geVQ0Zd78LCOrisTx+ij0iFk6TekKrOFW92qH51/9Bkx9fhangPASXE3FHtqPLxCsRd3BLOc7APwJ6BEuXLtX8LiUlBdnZ2UhNTUV2djaS/azKhQsXokOHDkhx6ypy/+97770Xw4YN0/z92LFjMfbibLvGjcuXzK1snLhiDCJPH0ajOVPg0hvQ2H4MrczHsK20GRwOZfmYYMUTeA8AIEouxIV5scsoLPRMNKbhOD7HvRiApcAuAbkTBmDHw5/Dkqi05547R6HoHY747juGLB5/nEnc9esVq1C2ljMzGZZ4+mkmjkNBr14Uwt5Ky+WqPNpkgCEY9+E2Lhf/+9NPOeDGZPLfH7FpE0Ma3snwAwc8PTF3mEwUmi+8wLp/Letaklg19eabfI4OB8M2/+TAFZ2OCv/0aXpEKSkMkTmdwTXay41z3jiExrgZP2AWbsN1oJEp2i1o+Ovb2PZUgE69EGGPqY7T3a7D6S7XIGXj7x6loU6DGccH3o1jV96P5K0LkbxpPkS30ZIunQHZ3UaEflCdDvtvfhFNZ73oEZpyGCOQOeo1381Li1B//nQfL0JnK0WTHyZi0wvzQj8HP6hQ1dA111yDr7/+GgDw9ddf41o/w2e///57n7BQthvRyJw5c9DK34Tz/wUIAvbf9gr+nHka615dimX/PYInPm2Ojh0FGPQSIlCKNBzHL7gerbAHAKsPCuq1ASQJ8fvWIWX9XBjzNNjkQkRUlBKiMcKKdeiGAVgKPZzQw4HE7UvQ85muHmVwGzZou/WrV1O4rVunLbxsNvXEbiA0b86KF7kSSa+nwLv//uDppcuDNWvUr0UUKcwB/zHzHTtYsrt3r+fnCxao79dk4jX9978MK/njeZJRWMgyznbtwq8E1q1jL8no0fRksrIC/0aSaBSsW8f+iIyM4CePJSXRw1FDKaLwFJQ2ZtHlQvQJDZrQMGDXQ5+iuFYTOMzRcJgiL3KIpSPztlcAADvv/xiW6jVhj4iBBMAeEYPSpNrYc897MOWcQsTZYyGVRx2+9glk3PE2LNVqQIKAotRG2Pr0dzjb8UqfbSPOH4dLhfJGkCTEHq3AyEINVChHMG7cONx0002YMWMG6tSpg9kX2xtPnTqFe+65p6wctKSkBEuWLMGnn37q8ftnn30W27dvhyAIqFevns/3/waI1lKkbJ4PQ2Euzre5AiU1GwX8jSMyFvmNORMwGqyaKS4WUPfTV5G+9n0Y3DhMXEYzsgbciX73N4E57zQkUYRot+HwtU9g36jXK5QwMxiAq64ij81w6xzEIh96KNaN6HJCX1KAlA1zkd3zJgCeoRhvyBOd9Hr/NfFnzgRvIcoQBNJ3DxhAb8NopJdQWbTJMrSa7VwupTT1zjvZwatm3UsSP58+HfjwQ+XzCxe0WVpjYpTH2r078x5a5IEOh0LmF2788Ydn6HDDBob23nlHm19IkugRujPZ/v03w0GjR3tuKxMUuvchCAL7XF5+WX3/R9AATojQwQWX3oDcZpVXSGGLTcTKD3YhYfdKRJ06gIL6bT04hKwJNbH80wOosf43RJ3MRFGdliio0xJdJgxBTNYeQBBhqV4TW5/+DheaBMF8KAg4dtVDOHbVQ7yRft7t0oQ0iE7fl0wSBBTUCb/BXCFFkJCQgGXuwdSLqFmzpkdPQGRkJHJycny2+0bOkP1LEXdgM7q9NBBwOSG4nBAkF44NvAd7xk4LWUBHRQHnH3sVh2sYUf/3aTCUXEBBvbbYPXYaWn36MCLPHC4jqQKA+r9Pw4UmnXG66/AKXcOoUfz/FnP3I9rpWyOttxQj+qSSrOralcJBCw5H4OEn7p5IqGjY0DNRW9m46ipf8jlBYNJYblaqU4cJzlmzqKTUcOIE9yHnLrp0UVcedrtnRVGfPuQfkjtk3WEy8XloWdAVgd3Oen/385OV2qxZrNJSw969zJnIv5N/M28elXjNmvSkpk5lT4gg0JN57DGlXLp9e95flbYjJOI8lYAgwGmMwOERIbR+lweCgJzWfZHTuq/q1y6DCad6sc1ecNgx4O66MF44U1YdGHX6ELq+OAB/fXYItrgQamD9yI/I04dRZ9GnKEmsi8izRzymlDmNEdh/q4YWrQAuG66hkOF0ovOrw2AovgBDaSH01hLobBbUWfYlUtb/hrRlX6HLy0PQ8a0bkbjDVxmqQqfD/pETsPj7XPzxmxN/v78N1mopiMo+6KEEALai1/u9AmQ68n5cNjxa6xfc0uUwXAbfBpcSIQrrS9qUCfekJDZKaa3T5GQKJ60QhTxaM8yVf5WGDh14vnITldxI9fLLntdQty47hrWK2nQ6z16Jfv3ozbgntY1Gdk27h7oMBuYAHniA51K/PhPBbdowFv/UU8FRVIeK8+fVFbokcY5FUZH679xHO6r9LieHHvDx4/QKHQ72Hrz4oqeHNHKk7xrSw4578RnyUA3HWl+DVVM2ojSpjup5uFw8l88+Y5e3P56ncCF58wLoLEUeJeIAIDgdSPtrZliOkbR1Mfo80hoN5r2HmFOZgCTBJYr0BOq2xsYX/0B+JeRILxuKiVARv38DdF5MpQAt6HYf3APRboXeWgwJQPLmhTg0/EnsvxhbDAoXpYy+pACSqB5DMRZfCH5/KkO2z2w5gaGvdUO0Mx9mlMIKI1wwwAi6nFYYkeWqiYfmD0WHcxQ8gkDytYQE4O23Pas7jEaOzmzXjtbkokVMFMt17Xo9u5NHlCOX9k/illtYMrp3L4V0s2baHs2wYSyfdBeGBgPLW91DYSYTvYg//2TPgewQ//orLeH771cUh8HAOvr+/QOfqySx8sZsrljlVESE/+7gJ55giMhq5ewAuYPabFYvhRUEroVFi3wrgpxOJpczMxVvaNAgehbbtinbOWDAm3geUwzPY3Qn4FoNinGHg4r6wAFltOjPP7PaK70S60jMuSdVwzV6Wykizh6t+AGcTrR/d5TnACunHU6jGfuvfw4HbvXDiFhBVCkCDYgO7RFK+uILSvcwaL03+nUyjg25P2QiuYJ6bVSP4zSacaq7n6n1F5G6ejZafPUMIs8egzUuGZm3vIRjQx9EfoGAeq/ehWRXdllewAgHrDCiFEbYYMZPuBH/wdsosemxaZPni9qtG5u5vvuOHaBpaSwTlROnd97JP3lITEEBQxihjo38tyAuLrhKpxEjmChdtYrX6nAwkTtWhUncZOI2Mk+SHPpZsYKC+O67gz+/jRuZd5g5kwlmQWB+4aGHuK9QcOECPQ0tSBI9hjFjKGRFkV7TjTcylCUznbrDZqNlbjSqKxhBYO5IXl+CwPumNq5SZs3Vwl9/sVlOVsYy19OUKSx3rqw1eKFxZ0iCr9HmMEcjt2XFW9xjTuxV7TXQ2SyoueanKkXwTyCvaVfVbJ9L1EN0+dYTSjo9EnctD5lVUDIYseOhz9Du/bsgOqwQXU44TJGwJNTC0WGP+P1tyoZ5aPf+HWUWhCn/LFp89SwEpwPTLPfhI9dyj+QwAJhgQw6qIxGeORubjYlC9/h1/fp08/1BrvDxx2MTTrhcTK5mZbEZKxRSvHBAp2MJ7ahRPIcaNfxTLWsN2Vm0iCG4YBLqHTvSQveeCb12LSuKJk4M7Rq++opMqP7m+8rfyf8/ezYT60OHUvlMn65ciwybjQJZjRhP7oB2R69eVB5q56E24lPGihXa4akDB/xXeVUE+Y3TkdO6LxJ2LS9755wGE0pS6uF01+sC/DownKZICC71h+I0l2PqUQioUgQacBnN2P741+jwzm2AywmdwwaHORq26HiYc076xAklQSw3q2B2r5tRlNYc9RdMh/n8CZxJH4oT/e8ION+02TfjVYdsN/3hFZzpci8EDd5EXwotWlGVkZSUUW3/RtRbMB2mvNM43fkanBhwp2aDjRaKiqiYsrMpPPR6hrAmTarcElM1JCTwLxDy89U/t9spzIIhzZs7lzX73nA4OM/g9OnQqqvWrw9+yLsMq5XKYOhQ5j86dSJ/0YkTntu5U4vI/200Mv/hXYlUowY9qU8/VRSiy8WqIn8EA1oWvyRVvke6afwc1PvjA9T983OIDjtO9r4VB0c8G5ZBMyU1GqCoZmPEHNvtIV8cpigcveqhCu/fH6oUgR+c7nYdln+4B7X/+hrG/HM4m34lSpLqoPfTXQEvF07SG3CuXfnb4Qvrt8HOh0Irn408c0T1c31pAVo0c2HtXz3RXVoFvZvgt8KIn4WbfChyBYENVOXFggUMW5SU8MW/5hpazYIA1P5zBlp9/ihEmwWi5EL1jNWot+AjrH5nY0jDvL/8kklIOT5tt1MpfPJJYFK1fwppaRw47w1RDD6ks2iRdkmvXs9EaSiKoLwe1IULyn/7m3FhNpPFdu9eroUhQ7TzRoMGkcl282aeV3p6YKU+aBD37T3kPjKy8ivOJL0BR4Y/iSPDn6yU/W8ePwfdxveDoTgPkCSILgdO9hmJE31vr5TjyahSBAFQWqM+9o+c4PHZjgc/QZuPH+CMY0mC0xyFDS8vhGRQyiAEhx0118xG6prZsEdVQ9bgschr5sffLQeKUxsj7qhvV7I9qho69Y3Csz99gbnnuiESJYhBEQoRjRxTTRQ89SaipylWoShSkEZHM9wgj0AcODC4mcC//OJZcmqzMXmXnw88fm8xWn3+qIfnoreWIPLMEdRZ/DmOXPt40NerRtXgdLKmXa0sOyeHtfIHDzIsMWzYpWG5dIcWw6wgMLQUDP+iVo8BwHtdR72wRhN9+7Kj2juWLwjMa1it6orH+1w7dqQ34v1MdDqup2Ct82rVtKfoqaF7dyaZL/JdQqfjGn7hhUsbJqwMlNRogGWfH0bi7hUw5Z1GXrNuKKnhZ8ZomFClCMqBk1eMxunu16N6xmo4zVHIbdrNI9grOB3o+uJAVDu0GXpLMVyCgJqrf0LmyFdw+Do/WboQsW/Mm+g46QbPlnVTJDJvexVGk4DH3m+Ah745guS/f0Yj6QB06e1Q56Fr0CTCgJnpnDAlSUpe4IUXSB8t0yLPn083vbcfjiuXS3tW79KlwLhum6kwvaC3lSJ17c8hKQKtcIbcBOeuCLKyKIzkuPWePbSs5ZGeoSA3l7HsLVsYPhs+nPckmBJZb6tVhsHA/QajCLp2peD2LvcUBGDw4NDpzEeN4rM/cUIJscXFKcL79GkmXt0VkMkE3HWX536uv57NZPJ8AkGgBzB2bOWGaAQBePhhPoedO2m0hJN/6h+HTofzbYMoIQsjqhRBOeE0R+Fch8Gq36Wu/aVMCQCAKEkQrSVo9u0LONF/DGyxGvMCQ8TZjldiy7M/osWXzyLq1AFYEmsh89YJONH/DgC08Mc8EAk8MNrnt3o9qzZkLF1Ky1l++Z1O/n34IZujtF6yCxe0uXgkCThrjVNNgEkA7DFBBNnd0KkT49vuAlEU1RPGn33GckbZspUrSz7+mGWxwSI/n81QRUXKgJkPP6SikZv1/KF9eyYwvZvF7PbgwxgjR9JLk3n+ZVx7LSu3QkVEBEtDd+9mAjo1lecp2zJ165ImetYsVkjVrQvcdhtpQNxRrRpnE//xB3sIkpMZEnQvOKhMpKUF57GGE4LdhtS1vyBx9wqUJNXF8QF3wlo9wGBmP6ixbg6affsCIs4eRXGtpsgY81ZYGVeDRZUiCBP0RRdgzstGSXI91Fj7i+qkI5fegIRdK5DdI8hxXUHgbKdhONtJm6wvWKxcqR6CEEVaj23bqv8uKkp7fCIAoG1bWKrXQmT2QY8EmNMUiSMBqqK8ce+9PJeSElraci39Aw/4brtnj/o5ZWaqtlxo4vffeTx3b0SeRzB8eOAE+9ChZHN1nzNsMlGIB5vgjotjlc7y5bwugNZ5MMlqLQgCBwy11pia2ro1vSeASi8jg0o/Pd3T2o+NBcb22ovkyIVwmqOQXfN62BAeQ+efgKEwF3XnT0f1PatQVK8Vjl71cFloRldSiJ7PdkPk2WPQW4rgNJjR+Oc3sGHCIuS2CD3BVnPFLLSdPrbMo487vA2dXr8Wm8fP0TQyKwtViqCCEOw2tPn4AdRaOQsuvRGCy4nCOi3hEkWfbmGAPEThQtTJ/aj/+zREZR9ATqu+OHbl/bBHl2+egzsfjDvc5+eqwWSipa7W/dqmDRAVLWDDhIXo+tJAmC6cLeNS2n/zi35H/akhIYEVJqtWkaK5bl2WIKolXU0m9QEqBkNoXc9aQ2UMBp5DmwBjJKKjOZ7011/J5SOHlvyVR6ohIoJKZehQ3uuKKAF/kL2e6Ggq+WnTSDYI0GMwGEhOJ+clmn/5DOrPnw64nJB0erT87xPY8uyPONPZl4u6WuYGtPzv44g7vA326Oo4OOIZHLnmcdUHoi/OR+yxXbBUqxEUv1c4EHV8L/o83h6i3QoBQPKOJai74GNseHUJclv0RMM5kxGVfRC6iySNOrsFsAPtp9yGZTOOhrawJAktvnrWt+rPVormXz1bpQj+19Dii6dQ8+/vobNbyxZIzNGd5Dp3ecYDXAYTzrfuF5bjJu5Yhk6vXQPRZoUoOZG48y80/HkSzqZfiYick8hp2RtHhj0KW3xK4J2BlR3bt/t6BWZz4Glmzz7LWvZdbqSIrVop9e0lNRrgr08PolrmBhgLc5DXrFvQgz28YTIFl1gcPJg5DvdQisHA34byvqaksHnJ27twOIIXxrGx7Bm4447gj+sPnTtTGXQOgucsFKxZw9CZ1UqvqXZthobc72FpKanGP/0USNjzN+ot+EhpgrrIidNh8i34c+YZOCOU0qKYIzvR7YUrygSfLi8bzb59Aaa809h3h+dUw0Y/voYms1+HS2+C6LDhQqOO2PT8XNhjqkOS2K09Zw5DZa1akewuHCGi7uP7lCkB4GKzqN2Cdu+OwtpJq5C2clbZO+4OY+F5RGYfCklhiQ4bzHmnVb+LPplZjrOvGKoUQQUg2G2ou2SGTzeg3m6FJS4JKC2ES28kX4jBjA0TF4Wl3hiShHbv3+lhTYhOBwylBai16kcIAKod2IR6iz7F3+9tQWmydkYyYcdfqP/7NHQvOIcGjYfj8X33o1QfU9Yo9tJLgcMoRiMnnhUWsiM1NVXFwxAEXGgW4pCCCuD220l6tm2bQonQqlXoMfXhw2nJuytIvZ5VSLVqhfWU/1FkZpIozv06Dx9W3zYvj2W8bVd8q9oJK4k6JG37E6e7KzWjTX54BaL3e2ItQYM/PsCBm18sUxo11v6Kxj9Pgs5mgc7GTHu1/RvR4e1bsOHVPzFzJnMS7oypO3fS60oJzuZRRczRXTDln1MdOhN59iiuGNsIokO9fEtwueAyhJapdumNsEdVg7Eo1+e70kQN6tdKRJUiqAD0liLNTkDRYceSr06h+u6/4YyIRk6rPqrVM+WBOfcUjAW+LFvui1hnt0JwOtD02xdxaMQziD6xF0VpzVFYTwkKN/jtXTSd9SJ01hIIAG4zbsO1CZ/j9RFbYUqIRvv2oVV/xMRUblNaKDAY2Hx26hQTzCUl9Gz0IT6CRo3Y1Tt9Oi1jl4sjIJ+pZFLMQAi3VzBnjvaMCW/Ic4YFp0MzOeT9XsQd2Q5RrVNfp0fk2aMorMvKhYa/TYHe6plf0zlsSMj4G86Tp/H7vGTY7IplIrOf/vwzO57Li6jThzSTXQIA3UUl4D3c3iWIKEprCkv1EGe5CgL23/Q8ms16yeN6HaZIZI4MsVU8DKhSBBWAPToe1thEROSe8vhcAnChSRfYo+NxpqvvsB658iB560JY4lORNejekNxKhykKQhCtoaLLiVqrfkDqul8giTqIDjsK6rbEuteWQ5BcaPbt82VWF8DpR1F5JzDa+hmOdK6chpnKgMx8uXo1Bf0VV7DCxWplhc/Bg0qZZHQ08NZbZBgFyH9z7hzzDVpKrHt3Vk6dOcO4eajlmqFCcDqgL85np7oGB0VODquREhNZDltRttezZ4OfsWIUHUjPX4HTna9GzdU/+Qhu0enwGcZeWLsFIs8chuB1ENFp97CAjRpjaCWdHsmvPgyzfQZs8HwATieLCCqCgnptIIk6Kjf348JT8MszjV16E1w6vlOxR3dh6I2RONXrZuy6bzqckcFZQ0eufQKCJKHxT69DbymEPToe+25/Haf6jKzYxZQDVYqgIhAE7B47De3fG10WpnGJIlzGSOz1invKEK2l6PFcL0SfyITeUgSX3oD68z/E1qe+U1UaanBEV0Ne43RU37cu4PxUwemA3o0xsdrBLRg0KhmZo16DS2/yUAQAk1W1/v4eZ7oOV21kkSSWmv74I+vg09JYwdKuXVCnHnZIEvDee7T65UEpK1awKkcQGN+321wYiCVoZd+NA5ammPrOlRj/og5vvcUSSp2O1nBqKucw9+jhK391OnLthwq7XWl4CuZiGs1+A41+eQuiwwanKRKZI1/B0WEPe1zvJ5/wGYgik9C1azPklZDAcFV5lELr1iwlVWMVNRqpVA16CXqnBT/YbkKXt1dBdFhRULvlRbI0CydqiTpsf3QGHFGewnr/LS8icecyn56XE1eM8dj2bIcrEbHoE4/xkQBne9fNXg+rygxwQSjfs3FHSY0GyO4yHKnr55SNpvRWAjKcBjPOdhyKlK0Ly85T57Ch5qqfEHnmCNZOWhXcQQUBh697CoevfQI6awm77P8h/nZBkkKYtfYvQePG6Xj33c2VfyBJQtL2Jaiz+HPobKU40ec2ZPe80SfEU33332j802uIyj6IC006Y//NL6GodnPUWP8b6i7+FDprKU72vhVZA+5CvYUfo9k3z0Fv9YyX2iPjsPibsx7dyf5gzDuDQWNq+FUEWgsZABxGMyCIZS+mFUZMwAR8hntRiij0E5bjtVqfIGfCBx45hnnzyPDoHks2GkkLrFWKGA6UlABLljDmn5TELuG6dVlOOWGCb5LbYKD1Ll24gFXohbo4BhMssMKMs0jGY+lrsWRHsk9FkF7PENKrr4YeRnLHzp0U2CdP8v4MHkw2T3+htoa/TkaT7yf4CMtd908v6w3580/1WciiyH0nJzMkFqpgzM0FHnmEzKZysZvJxL6Ahg1ZPdV+wye4L+9N1JGUeZYOUxT23f4KDMUFcJqjcLLXLbAkqce4E7cvRavPHkH0yUw4zNE4MuwR7B850eN9MuVmo89j7aAvyYfOboUkCHDpTeT7ctoxAr9gIa6EBUqpmMnESqY+p39E459ehykvG3lNu2Lf6DfLQk5qMOadgaQ3lBUuCA47Gv7yFhr88QF0pYUoSamPyDNHoPfKbThFPZwRMTAUX/Dh83KYIrH67XUorB+gnOwfwsSJ6di82Vd2VikCP2j+5TOot+DjMtfXYY5Cbote2PDS/IAmXstPH0GdZV+W9RM4TJHIb9ABosOG+AO+tZb2iFisn7g4pIRqsy+fQaM5UzyEvQTAaYqC4HJCtFs0FYHTYIY9MhbGwvMQXS5ci9/wJwbCArKgiXAiDvnYkjQEez5ZjVqrf0Tqqh+xclscPnKOxd/o43kuzUJr1AI8QzpGIyt6Gjf23a6wkHH6/HwKQFnoPfUU69vnzvUNaxiNtMSnld6NUfgWJigBcBv0mC9cjRHSr6rnZTIBDz5IcjUtXLjAmQzyWM3Bg8mnI5eVPvusr7Ls1s0P/bMkYfBtCTAW+Y7tKk6pj78+Z+b24Yf9zxUWBDLB/ve/oY0KBRgi++EHKtvYWM6WkDuoI08fRt+HW6kmh8+1uQLrXwtyOBPopUqiTtP6NV44iwbzpiJx+xKUJtXF+VZ90HzWizCU5KMEEXgIH+J73ApAQKI+H3c9l4KbT76Lpm7xdkkQ4DRFYdU7G1FU27MTLu7gFrR/bxQiTzNUlde0K7Y+NQuWRM/SI9FmQZ9H2yDibJaSIxAEAAIEybc0HADskbHY8egXyA6CQv6fgJYi+B9n5qg8RJ4+jPp/fOgR/9RbilE9YzWSty32/9vsQ6j75389msr01hImzFReJAAQJGfQbJwRZ4+h6bcvwJx3BsevuAOW2CS4dAYUpDXDlie/xabxc7D0v0dxvm1/Df5RQLRbcKrnTSiu1QwZhrZY4qYEAMAFHUoRga9zr0HPp7ug9UcPoMbm+bjR+R3mYyhewKse+zt+PKhTL4MkAZMnM16/bBnpH8aPV+e6//VXWqyyYHW5+N8ffEChraaTRRFo0gS4GT95KAGAcxmGSb9DUGFhBbjvVX68+9JS4Mkned4FBayUmj1bacCaPds38WqzkcfJnbjNHYLDDoPGICKzWw5KrTfCHZLEbXbu9L/dhQskCpw7l14LQE/rkUeAL75gBVGfPoqsNhTlqQ5TBwBjwXn/B/M+R53ebwjEVi0Z+0a/gdXvbsKW537GyX6jyip2IlGKL3E3LiAeR/WNseTGz9ClnRVNv3vZ410VJAmirQRNvp/gea4XzqLb8/0Qc3wvdHYrDbO9a9B9XG8fDhOX0YzVUzbgyNWPoCSxNizVUuDSGTSVAICLebhKdI0rCVWKQAOJO5ZBUpEweksRGv34Oky52Zq/Tdi1QvO3tmopcHgxbkqCAGu1Gh4VPf7Oq+9DLdHw18moveIb1Fz7M+xxiVg0KwcrP9qL7L634Xz7gbDFp2D3fR/CERGtqgyc5iic7nodVny4Gz+Pngu96Lu4LYjARldHxJzYW/aSiQCiUYLxeAMpUOqgQx0yv2MHGSdlLh65+uOHH5RpXgBLGOfNU6exsNsZxlGzfCWJ1rNOQ9iLmiqSMirKDynq8uX0Utzlhs1G4Xv0KJWimp9tMDApqwbJYIQlQb0YvihNsWg7dw5s6VssDG099JD6jOW1a4F77iGb69dfk0Lj22/971MrxOI0mHCmyzX+f1xBOKKrYf+Nz8NhUh6KQS8hLk7CsWEPIeKsCkc3ANHlQnym5w2ovewrCN75B5cTxsLzSNqx1Gcf9uh47L1zMpZ9kYXzbfp7zA/2htMYgbPtB6G4VhO/1xOdlYGuL/THVdcZMOSWOLSY8RREr1zdpUaVItCAPaqa6ghJCUB85npcMbYhkjf9of7b2ATV3zr1RuQ16Yys/nfCaTDDYY6GPSIG1rhkbHzx98CJIpcL7d+9HXprcdmC1FuKEHn6MNp+cDdqrfzOwzorSmuGvz49hMLaLeByOx+HKQq5zXsip00/QBBQvV1d2EXfOmgjLGgrbVdtorFDj35Yzu2MrNsPBevWqROyiSLDRQCt1vHjtUcqOp3ME9x/P89BnjlsNvN3KSlATs9r4RQ8LVmXqMPhhgNhNKkvfznUo4W9e9XpOASBiqtRI3UvxW73H7vfc9c7cHh5hQ5jBDLunFz275tvZtjGX7e3JFFxHj9O8riVK5Xvioo4ec5m4zU4HPzvuXPZS6AFl8GEXfd9CIcpEq6L69RpNMNaLQWHr3lC+4dhwsGbX8DWp2bhfMveKKzdAoeveRx/v78d9pjqsFZL8an2kVGS4skwGJV9AHoVoSu4nJoKRUZpYhpcKn1AEpjjO3TtE9jy7E9+92HKOYWez3ZH4q7l7P0pKUC9hR+j41s3+f1dZaOqakgForUUcQe3QG/xneAtgGEc0VaKjpNvxeJvzsJl8uQ4ONvxSkh6o0+yVhJ1OD7wbpTUaIDD1z6JhL2rYYtNxLl2A4PqMYg+mQl9aaHP5zq7FTXXzEaNTb8DLgm7x76PrCH3AaCbvXLaTqStnIXaS2ZAcDlxov8dOH7FmDLFU7cu0LiJiP0ZVlghKwQXTLDj9rTlcJ0UfQbxRKEEIlxISuLIxY4dA56+ByIiPIeXyBBFheBu6VJtQjtBYNlkUhJzC127sjNapyOBmtzQlnHve0jIXANDYS4MliI4zNFwmKNw7LlPMKmQie/t25XxiE4nRzK20s4xolYtbqumoJKTgRtuYJeuu6IzmUjr7Y/HP7vnjXCao9D02xcQdfowCms3x77RbyKndd+ybeLj2dOweDHP+/BhHkdLWdpsnEjW52JKZ8sWdY/CZmO1lb8u8pNXjEZxWjPUnzcVEedP4Gz6UBy98gGfCqHKwpmu16pW1jmi4nCy962oueoHj8SuwxSJAze94LFtbvOeqPX396pcYBcad/J7/KzBY1F//ocQHcrNdgkirAm1sPTzI0ElZer/8QFEW6lHGa3OVoqkHUsRdeoAimuqJMkuAaoUgTckCV1fHoRqBzeXPSyt6htJFJGw529PXhCnE0lbF+NMhyGosen3i4kxPSAA2x6fWVaSWVqjPk7U8OVDjjm2G/GZ62FJqOWjIDjKTj3UIQBlpaBtPn4ABfXb4ULTLvxSp8OJK0bjxBVkITUU5aHJdy8jdf0c2KOq4cjVj+GFl27Gfz8WsHKVAw6XgHbmfXjqphM413EKmj3ZEXB6HleEC1Nbfo71b4Y2mlPGFVeQ0M37chwOchcBpEnWanKKjweee075d3S0+mAdW3wKln+yH6lrf0Hske0orN0C2T1vgtMUiYbJrDhyOBiqKimhAvA3HQvgYJRff/UUvjoda/pbtqRSmTQJmDGDVnZ0NMtZr76aidiDB6kwunXztezPpg/F2fShfo8fHU0K6OuvpxL44w+Ff0kNubm8xtizBxG/+xTg7A61V19jaXngQpPO2Pb0d4E3vMTY9eDHcBmMqL2MgzEckTHYffd7PnxWp3rdjCY/vgrh/PEyr9phjEBOqz4oaNje7zFKUhti87hf0P69UXzXXE6UpDbEpvG/BZ2Zjzu0RTW85NIbEX187z+mCKqqhrxQfc8qdJl4parF4A17ZCw2/+fnMtpY0WZBtxeuQOzRXWXshBAEZNzxNo4NHuu/NNTpRMfJNyN58wJAECCJOjgi47D2zZUe9fx9Hm6NmKzdActGi2o2xYpPfLtsdCWF6PNoW5hzT5VVQjhMUTg2ZCwy7n4XLhcFgnvp5IA70xCRc9L3lPUmLP3yOGxxoU97cThIr+wdHtLrSXSWlsYE8hdf+G5jMDDJ3OjScJGp4uBB0hrIidY2bRhr11IiFgvDVbJyM5n499ZbXjOPJQnVMjfAVHAOec26hURZPnq0ejI6JkbCzi5jUfvvb3FeSEI9a6ZH+SXAc3n5Zf+eUEiQJCRtXYxaK2YBooAT/UaTY7+S6+RFaykMJfmwxiVrVvYZCnPR+IdXUHPNbLgMJmQNuheHhj8VdOk2nE7EZO2B0xTp0QgqWktRfd9aOA1mzjxXUQ7Nv/oP6s+b6qMMnMYIrHx/e8D8QkWhVTVU5RF4Ie7gFs14oy8E5LZSprbUXfAxYg9vL3NPdXZKsMazX8fRoQ/63VPdhZ8gectCD9dWZy1Gx7duwqr3lAd3bMhYtPrsMfjMmvQ4K8ZCddYSn0qk2ku/hCn/TJkSAAC9tRj1FnyEQ9c9A2v1VJ/3RxLVl4mk00FXWgSUQxHI4RiffUrsF7jzTk7S+vFHWt5yYtZo5HDyf1IJADz+Bx+wakivDzx7+McfOXdY9iJKS6kc3n2X1VMAEHHmKLq+NBDmvNNlLK0HbxyH/be8HNQ53XknO6ndPRWTCRjbYTPSVn0Pnc2CFBzHp7gP9+FTuKCDXTDAaBQwYAC9mZAgSSzBdDoowNweaJsP7kGt1T9CbymGBCB17a/IGnAn9tz3QcB9Rpw/zvxZsMSELhdqrv4JdS7OET5xxWgcv2KMasEGANhjqiPj3qnIuHdqcPv3hk7n0yeQuno22k27i8eUJDhNkdj40nzkN/KMmR4Z9gjqLvwYosNWZsw5DWYU12iALhOHwph/FheadEbGHZMDeijhRFWy2AulKfVIFOcFl6iHU2eAU2+EwxQJhykSm8f97EE2VXvFNz7NJwCgLy1CzLHdfo9bb9HHPpS0osuFmKw9MLtZ46VJdeGI8BNoLvuxCNHqey7JWxf5HAdgMrDafhUuaQCnO18Dp0qSzB4V75fQzh8KC9Ura5xOkpoBjPO/+y7r+WNiWB9/3XXAiy+W65CVgtjY4AbQL1/uG8eXJE6EKyriPzq/chUizxyG3lIEQ0kBdHYLGv4ymV5iEOjXj2GruDgao2YzUK8ecPfOxz1KK0fjG+xDM0zUvYJRV+Zg0iTgvvtCM9ajszLQ96EW6PNIa/R+oiP6310X8fvWAQDiDmxCrVU/lHnVAmhs1F0yw/M9cDohuMXbE7ctwYC76qDvA80wcEwqurw0WJNywh3t3r8DbT+4B0k7/0JCxiq0/PwxdJk4NLhYlx/oLMWIPH0YokqxhDuiTh1Au6ljyp6bobQQ5gtn0PWlgT7VQJbENKyZtBq5LXpCEkT2F9Vrg8jThxF1+hAMpYVI3LEMPcb1QnTWngqdfyio8gi8cCb9Kjgi46Czliit5oIAR0Q0Nr74O+Iz18MREYvsHjf4WCwunUbbqCQFZB3VWmySKHospnPtBkK7X1hBSUp92GN9eZJLk+vCJerKrk2G4HJpTlo6cMuLSF0/B4bCHOhtpXDp9HDpjdjx2BflHhLbsqX66EmzmcNPZMTHc1xmRWE6nIH9v2XgnDUOaYNbokaHCnIShIhAAdjo43sRefaozwwLvbUY9f/4IGDeQEb79gxTLVrEZrvjmcWIxAmf7eoiC08b3seawTeioL5n+Cny1EFU37satrhk5qm81q5os6D7+D4wFuaU5dH01mJ0fWkQln1+GMmbF6iXQzodSNq6CJbqNdH64weQum4OBMmJ3GY9cOCG55D+lufY1cTdy9FlwhCsem+L5vXGHNmJ1LW/+MzEjs9cj6TtS8rF6y84HWj538dRZ8mMi41vIjJveQmHr3tadfvaS7+E6PKNIghOB5K3LMTpbtd5fF5Yvw1pKCQJOlspBt2e5GFACgBEWymafD8RW//jvwopXKjyCLwg6Q1Y8/Ya5DXrDpfeCJfeiPz67bHxxd+RuHM5UjbNR7WDmzyafGQcG3KfR60zwACONb4GitL8z+871esWOFWobG2xiR45ApcpAptemAuHMQKSwAZ3+Q9gaaTDGIkdj36hepwjwx72ocx1iTqUJqZpVk3Y4pKw4sPd2Hf7azhzsVLk76nbfIjFgkVODqtq6tf3TJaaTBx40r17uXarCeP0dzH68eoYv2IQJq/rjscmVMMHTx3WnIFcGejeXd3irl+fyV9DSb5m5ZihMEf1czV07swE9d69QH3rXhxDXdTAafVeEqMZBXXckgKShNbT70PfR1qj9acPo8PkWzHgrtqIPuGZa0rZOI+8/V7aTXA5UWvFt3BGxKgaPqLTjtpLvkS38X1RY/0ciE47BJcL1feuRqc3hkO0eRpDosOO6BOZiD28XfN6E3evUGUA1lmKkLjdty8gGDT/6j+ovfRL6GwW6C3F0JcWoul3L6PW8m9UtzcUnPeoJJIhuFwwFPrSTCsbCIg4e0y11FyUXKh28BLQ6MjHq8iPZ8+ejZYtW0IURdUEhIxFixahadOmaNSoESbJ7ZcAcnNzMXDgQDRu3BgDBw5EnhwT+IdRmlQHayf9jcXfnMWfX2dj44u/o9Ob16Px7DeQuHsFai/9Ej2f7oLkLQs9fnf8ijE4mz4UDlMkKRwiYmCPScCm538L6HcfGvEMims0hMPMsI/TYILDHIVtT83y+W1pUh1AECBIEstZwdJUe0Qsjgx7BCs/3KU5Oq+oTktsfeo72GIS4DBHw2k0I79RR6x/danfc3RExeHI8Cex8aX52DN2WrmTWuvXMwzx7bckhHO5aPU3b84Y9xtvVIzjxxtxBzbjiT+H4CySUIhYlCIKpYjEmgMpWDGvIHwH8gOXi0N7vL0CQWAnLwDkN2ivakVLQMgKNyOD+YfvcSuqIxcm2Hyokx2mSGx78luPhGbNVT8ibcUs6OwUgIbSApjyz6LTa9d4nLw5NxuiSuWLzlaKiJyTONXrZkDwFS1y7irmxD7o3ASnIEkQnA6Ikspsa50OEee129ZtsYmqnrjLYIK1WrLm77QgOOyou+gT38lh1hI0/ul11d+cTb+q7L312JfLGXAIvaV6TVUlIgGXtIKoQoqgVatW+PXXX9G7d2/NbZxOJx566CEsXLgQGRkZ+P7775GRkQEAmDRpEvr3748DBw6gf//+Hkri3wBHVBzsMdXR9IeJMBTlliV/RZcTemsJ2n5wj2ccUqfDlv/8hDWTViPjzrex45H/YsmXJ/wSX5UdKzIWq6Zuxc4HP8GxQfdg/80v4q9PDqgK9HrzP4So0h0pSE6c7DdKlTXUHWe6Xos/Z57G6snrsPzjTKyesgGWhMqfsmK1Ks1Mcrzc4WDidMQIjmH01yhVHtgXLcVRqR4keFpdJYjCn38EScBfQWzfrt5RbDIp1ByCw+5jYcvQlfj2jvhDjRpACk6jGfapdlA7ImOx4sM9PmGTegs+8qGUFiQJ5pxTiD6+t+yz3OY9VAsIHOZo5LTsDUtCLWx9YqaqF6Jz2n06ewFawC41y9huRX4D7aTp6S7XAmqNn6IOJ/uG2OUINmiKGsUi5jx1NoEznYYhr0lnj2iAwxSFI1c9hNKUen6P54iKw4l+t8Nh9KzicpoiceDmS5cMq5Dt1bx584DbbNy4EY0aNUKDBhROt9xyC+bOnYsWLVpg7ty5WLFiBQBgzJgx6Nu3L956S52++Z9E8ub5qotDX5SHiPPHfRKmBQ3blyvj7zKYcLLvbTjZ139tfvTJ/epWhKhDxJmjyG/YIeCxJJ0+KAUVTuzapZ5SsFjYzNSlS/iPaZf0EDVoJmzOEFnZygn3aiF3WCxsCOvVC4jN2g2nKQJiieeGAoCEjCBpjS9i0CDg0GoJ0Ch+s0fHqwoonUoRAcA8lTvZXH7jdJxv2x+JO5aWWc4OYwQKazfHmfSrAACnu43QHPSiBocpksrFVlpm5DhMkTjRb5QPGZw7nOYorHt1KTq/fi10pYUABEh6PbY8/YNmzssf7FHVYItNgNmLQkYCcKFRuvqPdDpsmLAItVZ+h1p/fwenMRJZQ8bibIchQR1z1/0fwWGORt3Fn0F02GGNr4FdY6dpevWVgUpPFp88eRK1ayu0tGlpadiwYQMA4MyZM0i9WESdmpqKs1pELP8w7FHxqnX0gssFR8SlH8mV07I3Enb+5VOhJNptQSmBfwr+omOVVV5uvvIKxC0tQDE8XXczStHrijCMDQ0Cqan0dEq9irjMZmXcpSU+VTXcIgkCSpNCq8xq1QrocUMq9v/QFK2wy8MrcBrNZY2F3jjZ+1ZEH8/wWVeSzoCC+m09Ptv83C+os/gz1F38GQSnAyf6jsKRqx9VQk2iiLxm3RG/d41nWAqAIyoeOltpmYftEnVwRMRgzaRVaDD3PdTY9DvskXE4cvWjyBp4T8DrzW+cjiVfHEfcoa0QnA7kN04v/zRAQcDue6Z6jIKVBAFOYwT2jtE2UiW9ASf6j8GJ/mNCPqSkNyDjnvew9463obOWwBEZe8nnEgQMDQ0YMACtWrXy+Zs7d25QB1DrVxPKcZGfffYZ0tPTkZ6ejvwgSsrCicPXPObDAePUG3G+zRXlHsJeEWQNvheOqDgPNkiHKRKnet4Y0BX9J9G6tbqBaDYD/f2HUsuNwsYd8Fa/hYhCEUyggItCEeomlWDoTUGU4YYB6elMCLt7QzKVhtwNXZpSD3lNu8HpVbrsNEbg0IjQ52KOHAn8MfI7FBniYTVEQ4IAhzkaBfXa4NCIZ1V/c3Togyiq3VzJU10sld725Dc+glXS6XFs6IP4+/3tWPnhbhy64T8+VCs7H/wEjsjYsiIIp8EMR3Q81r7+F44OuQ+2qGpwmEh+uOrdzSip2Ri7H/gIS784jpUf7kbW4LHBV6WJIvIbp+NCs64VHgmb3fMmbHphHnJa9EJpQi2c6TQMa95ei/zGGh5BmCDpDaTr+AeG04Sls7hv376YMmUK0tN9b9S6deswYcIELF5M6uY333wTAPDcc8+hadOmWLFiBVJTU5GdnY2+ffsi0x/z1UVcssE0MiQJLT9/DHUXfwaXwQzBaUdBvTbY+NL8f0QRACSvavrdS0jZ9Aec5mgcuephHBn2SOgk9JcY27YxIQywfFQUqQTuv79y13/p7oNY+/MpZJdWQ+O+aeg4sHpYk9KBkJPDZq/t26kMW7UiO6o7a6uhKA8dpoxEwq7lkHQGuHQG7B47DSf7hR7rlrF9dRGGWX9GxLnjuNCkM8uP/QhXeYxq0rbFsCTUQtbAe1CqQoUSLEy52ai78GPEHd6GC40749iQ+2ArRxK3CuFBpQ6m8acIHA4HmjRpgmXLlqFWrVro1KkTvvvuO7Rs2RLPPPMMEhISMG7cOEyaNAm5ubl4O4jpJpdcEVyEKe80Yg9vR2lSbRTVCbUNswoyCgtJhVxSwrr3evX+6TO6dHBcnPfub1KZ8cJZGItyUVyjYcD+k0AI54D7Kvzvo1IG08yZMwdpaWlYt24drrrqKgy+yN176tQpDB3KBhi9Xo8PP/wQgwcPRvPmzXHTTTeh5cVe9nHjxmHJkiVo3LgxlixZgnHjxlXkdCod1vgaONdxSJUSqCBiYkjzfN11l5cSAFga608JAGSMLUprVmElAFAJbFRvGK9CFcpQRTpXhSr8P0eVV1AFGVWjKqtQhcsYVV5BFfyhShFUoQr/z1HlDVQhEKoUQRWqcJmgyiuoghaqFEEVqnAZoMorqII/VCmCKlThMkKVV1AFNVQpgipU4TJBlVdQBS1UKYIqVOEyQ5VXUAVvVCmCKlThMkKVV1AFNVQpgipUoQpVuMzxP9lZnJiYiHrl5CY4d+4ckpKSwntCYUDVeYWGqvMKDVXnFRr+recFVOzcjh49ivPnz/t8/j+pCCqC9HT1Fut/GlXnFRqqzis0VJ1XaPi3nhdQOedWFRqqQhWqUIXLHFWKoApVqEIVLnNcdopg7Nix//QpqKLqvEJD1XmFhqrzCg3/1vMCKufcLrscQRWqUIUqVMETl51HUIUqVKEKVfDE/0tFMHv2bLRs2RKiKPrNri9atAhNmzZFo0aNMGnSpLLPc3NzMXDgQDRu3BgDBw5EXl5eWM4rmP1mZmaiXbt2ZX+xsbGYOnUqAGDChAmoVatW2XcLFiy4ZOcFAPXq1UPr1q3Rrl07j7Gk/+T9On78OPr164fmzZujZcuWeP/998u+C/f90lovMiRJwqOPPopGjRqhTZs22Lp1a9C/rczzmjVrFtq0aYM2bdqge/fu2LFjR9l3Ws/0UpzXihUrEBcXV/Z8XnnllaB/W5nnNXny5LJzatWqFXQ6HXJzcwFU3v266667kJycjFatWql+X+lrS/p/iIyMDGnfvn1Snz59pE2bNqlu43A4pAYNGkiHDh2SrFar1KZNG2nPnj2SJEnSM888I7355puSJEnSm2++KT377LNhOa9Q9+twOKSUlBTp6NGjkiRJ0ssvvyxNnjw5LOdSnvOqW7eudO7cuXL/vjLO69SpU9KWLVskSZKkgoICqXHjxmXPMZz3y996kTF//nxpyJAhksvlktatWyd17tw56N9W5nmtWbNGys3NlSRJkhYsWFB2XpKk/UwvxXktX75cuuqqq8r128o8L3fMmzdP6tevX9m/K+t+rVy5UtqyZYvUsmVL1e8re239v/QImjf/v/bNJSS1LwrjnxCOegeWZQT2VFLBCOMGDqICo6cOMoqCHoMa1rhZ0TQoEKIH1aBGPelBFBEVhZMgaCTRS7OioCgbGLT+g4uH7OaLzrF7/+7f6Jx99tr789sL1znbowK5ubl++1itVmRlZUEul0MsFsNsNmNxcREAsLi4iJaWFgBAS0sLFhYWeNEV6rhbW1vIzMxERkYGL/PzpYvv+O+MK5VKodVqAQAxMTFQKBRwOBy8zP8Rf/nyUW9zczNEIhGKiorw+PgIp9MZVKyQun79+oWEhAQAQFFREex2Oy9zf1eXELF8jz0zM4OGhgZe5vaHXq9HYmKiz+tC59b/shAEg8PhQHp6Oncuk8m4L5Db21tIpVIAv79o7u7ueJkz1HFnZ2f/SMLh4WGo1Wq0trbytgUTrC6RSITy8nIUFBRgZGQk5HihdHk4Pz/H0dERdDod18aXX/7yJVCfYGKF1PWRsbExGAwG7tzXmoZL18HBATQaDQwGA05OTkKKFVIXALy+vmJ9fR0mk4lrE8qvQAidW1G8qPwBSktLcXNz80d7f38/ampqAsbTFy9LiUQiQXWFgtvtxtLSEgYGBri2zs5O9Pb2QiQSobe3Fz09PRgfHw+brv39faSmpuLu7g5lZWXIy8uDXq8POl4oXQDw8vICk8mEwcFBxMbGAvieX58JJl989REq14LV5WF7extjY2PY29vj2oRY02B1abVaXFxcIDo6Gqurq6itrYXNZvtr/FpeXkZxcbHXnbpQfgVC6Nz6ZwvB5ubmt+JlMhmurq64c7vdjtTUVABAcnIynE4npFIpnE4nJBIJL7pCGXdtbQ1arRbJycle8R46OjpQWVkZVl0efyQSCerq6mC1WqHX63/cr7e3N5hMJjQ2NsJoNHrFewjVr8/4y5dAfdxud8BYIXUBwPHxMdrb27G2toakpCSu3deahkOXp2ADQEVFBbq6unB/fx/0ZxJKl4evnsiF8isQQudWxG4NFRYWwmaz4ezsDG63G7Ozs6iurgYAVFdXY3JyEgAwOTkZ1BNGMIQy7ld7k06nkzuen5/3+YaBELpcLheen5+5442NDW7+n/SLiNDW1gaFQoHu7m6va3z65S9fPuqdmpoCEeHw8BBxcXGQSqVBxQqp6/LyEkajEdPT08jJyeHa/a1pOHTd3Nxwd7RWqxXv7+9ISkr6cb8A4OnpCTs7O145J6RfgRA8t0L+efkfYG5ujtLS0kgsFpNEIqHy8nIiInI4HGQwGLh+KysrlJ2dTXK5nPr6+rj2+/t7KikpoaysLCopKaGHhwdedPka97Mul8tFiYmJ9Pj46BXf1NRE+fn5pFKpqKqqiq6vr8Om6/T0lNRqNanValIqlX+NX7u7uwSAVCoVaTQa0mg0tLKyQkT8+/VVvlgsFrJYLERE9P7+Tl1dXSSXyyk/P9/rjTVfucYHgXS1tbVRfHw8509BQQER+V/TcOgaGhoipVJJarWadDod7e/v+40Nly4ioomJCaqvr/eKE9Ivs9lMKSkpFBUVRWlpaTQ6OhrW3GL/LGYwGIwIJ2K3hhgMBoPxG1YIGAwGI8JhhYDBYDAiHFYIGAwGI8JhhYDBYDAiHFYIGAwGI8JhhYDBYDAiHFYIGAwGI8L5D7HhYqZoMFxxAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 432x432 with 1 Axes>"
      ]
     },
     "metadata": {}
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "source": [
    "iris = datasets.load_iris()"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "source": [
    "iris.keys()"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "dict_keys(['data', 'target', 'frame', 'target_names', 'DESCR', 'feature_names', 'filename', 'data_module'])"
      ]
     },
     "metadata": {},
     "execution_count": 14
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "source": [
    "iris.data.shape"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "(150, 4)"
      ]
     },
     "metadata": {},
     "execution_count": 15
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "source": [
    "iris.target_names"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "array(['setosa', 'versicolor', 'virginica'], dtype='<U10')"
      ]
     },
     "metadata": {},
     "execution_count": 16
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "source": [
    "iris.feature_names"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "['sepal length (cm)',\n",
       " 'sepal width (cm)',\n",
       " 'petal length (cm)',\n",
       " 'petal width (cm)']"
      ]
     },
     "metadata": {},
     "execution_count": 17
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "source": [
    "print(iris.data[0], iris.target[0])"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "[5.1 3.5 1.4 0.2] 0\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "source": [
    "df = pd.DataFrame(iris.data, columns=iris.feature_names)\n",
    "df['target'] = iris.target\n",
    "sns.pairplot(df, hue=\"target\")"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x1e44f6066a0>"
      ]
     },
     "metadata": {},
     "execution_count": 19
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 762.375x720 with 20 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "source": [
    "y = np.array(iris.target)\n",
    "y = to_categorical(y)\n",
    "\n",
    "X = iris.data[:, [0, 2]]\n",
    "\n",
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=50, random_state=42)\n",
    "print(len(X_train), len(X_test))"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "100 50\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "source": [
    "model = Sequential()\n",
    "model.add(Dense(3, input_dim=2, activation='softmax'))\n",
    "model.compile(optimizer='adam', loss='categorical_crossentropy', metrics=['accuracy'])"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "source": [
    "checkpoint_path = 'training/best.ckpt'\n",
    "\n",
    "cp_callback = ModelCheckpoint(checkpoint_path,\n",
    "                              monitor='loss',\n",
    "                              save_best_only=True,\n",
    "                              save_weights_only=True)\n",
    "\n",
    "hist = model.fit(X_train,\n",
    "                 y_train,\n",
    "                 epochs=1000,\n",
    "                 verbose=1,\n",
    "                 callbacks=[cp_callback])\n",
    "\n",
    "model.load_weights(checkpoint_path)\n",
    "scores = model.evaluate(X_test, y_test)\n",
    "print(scores)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Epoch 1/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.2973 - accuracy: 0.3500\n",
      "Epoch 2/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.2697 - accuracy: 0.3500\n",
      "Epoch 3/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 3.2425 - accuracy: 0.3500\n",
      "Epoch 4/1000\n",
      "4/4 [==============================] - 0s 6ms/step - loss: 3.2174 - accuracy: 0.3500\n",
      "Epoch 5/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 3.1933 - accuracy: 0.3500\n",
      "Epoch 6/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.1719 - accuracy: 0.3500\n",
      "Epoch 7/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.1511 - accuracy: 0.3500\n",
      "Epoch 8/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.1309 - accuracy: 0.3500\n",
      "Epoch 9/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.1112 - accuracy: 0.3500\n",
      "Epoch 10/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.0919 - accuracy: 0.3500\n",
      "Epoch 11/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.0725 - accuracy: 0.3500\n",
      "Epoch 12/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.0550 - accuracy: 0.3500\n",
      "Epoch 13/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.0376 - accuracy: 0.3600\n",
      "Epoch 14/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.0201 - accuracy: 0.3700\n",
      "Epoch 15/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 3.0051 - accuracy: 0.3800\n",
      "Epoch 16/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.9898 - accuracy: 0.4700\n",
      "Epoch 17/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.9750 - accuracy: 0.5200\n",
      "Epoch 18/1000\n",
      "4/4 [==============================] - 0s 9ms/step - loss: 2.9599 - accuracy: 0.5600\n",
      "Epoch 19/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.9459 - accuracy: 0.5800\n",
      "Epoch 20/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.9329 - accuracy: 0.5900\n",
      "Epoch 21/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 2.9199 - accuracy: 0.5800\n",
      "Epoch 22/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.9059 - accuracy: 0.5900\n",
      "Epoch 23/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.8915 - accuracy: 0.6200\n",
      "Epoch 24/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.8766 - accuracy: 0.6300\n",
      "Epoch 25/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.8651 - accuracy: 0.6100\n",
      "Epoch 26/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.8518 - accuracy: 0.5900\n",
      "Epoch 27/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.8390 - accuracy: 0.5800\n",
      "Epoch 28/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.8257 - accuracy: 0.5800\n",
      "Epoch 29/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 2.8103 - accuracy: 0.5600\n",
      "Epoch 30/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.7966 - accuracy: 0.5600\n",
      "Epoch 31/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.7824 - accuracy: 0.5600\n",
      "Epoch 32/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.7694 - accuracy: 0.5600\n",
      "Epoch 33/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 2.7553 - accuracy: 0.5600\n",
      "Epoch 34/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.7411 - accuracy: 0.5400\n",
      "Epoch 35/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.7278 - accuracy: 0.5300\n",
      "Epoch 36/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.7132 - accuracy: 0.5200\n",
      "Epoch 37/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.7005 - accuracy: 0.5200\n",
      "Epoch 38/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.6859 - accuracy: 0.5200\n",
      "Epoch 39/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.6719 - accuracy: 0.5200\n",
      "Epoch 40/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.6573 - accuracy: 0.5300\n",
      "Epoch 41/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.6438 - accuracy: 0.5300\n",
      "Epoch 42/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 2.6299 - accuracy: 0.5300\n",
      "Epoch 43/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 2.6151 - accuracy: 0.5500\n",
      "Epoch 44/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.6026 - accuracy: 0.5800\n",
      "Epoch 45/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.5888 - accuracy: 0.5900\n",
      "Epoch 46/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.5746 - accuracy: 0.5900\n",
      "Epoch 47/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 2.5612 - accuracy: 0.5800\n",
      "Epoch 48/1000\n",
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      "4/4 [==============================] - 0s 4ms/step - loss: 0.4659 - accuracy: 0.9300\n",
      "Epoch 926/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 0.4655 - accuracy: 0.9400\n",
      "Epoch 927/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4651 - accuracy: 0.9400\n",
      "Epoch 928/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4648 - accuracy: 0.9400\n",
      "Epoch 929/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4645 - accuracy: 0.9300\n",
      "Epoch 930/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4641 - accuracy: 0.9300\n",
      "Epoch 931/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4638 - accuracy: 0.9300\n",
      "Epoch 932/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4635 - accuracy: 0.9300\n",
      "Epoch 933/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4632 - accuracy: 0.9300\n",
      "Epoch 934/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4630 - accuracy: 0.9300\n",
      "Epoch 935/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4628 - accuracy: 0.9200\n",
      "Epoch 936/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 0.4626 - accuracy: 0.9200\n",
      "Epoch 937/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 0.4624 - accuracy: 0.9300\n",
      "Epoch 938/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4621 - accuracy: 0.9300\n",
      "Epoch 939/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4624 - accuracy: 0.9300\n",
      "Epoch 940/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4618 - accuracy: 0.9300\n",
      "Epoch 941/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4618 - accuracy: 0.9300\n",
      "Epoch 942/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4615 - accuracy: 0.9300\n",
      "Epoch 943/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4613 - accuracy: 0.9300\n",
      "Epoch 944/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4605 - accuracy: 0.9300\n",
      "Epoch 945/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4604 - accuracy: 0.9200\n",
      "Epoch 946/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4602 - accuracy: 0.9200\n",
      "Epoch 947/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4601 - accuracy: 0.9100\n",
      "Epoch 948/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4600 - accuracy: 0.9100\n",
      "Epoch 949/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4602 - accuracy: 0.9100\n",
      "Epoch 950/1000\n",
      "4/4 [==============================] - 0s 1000us/step - loss: 0.4603 - accuracy: 0.9100\n",
      "Epoch 951/1000\n",
      "4/4 [==============================] - 0s 937us/step - loss: 0.4605 - accuracy: 0.9000\n",
      "Epoch 952/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4600 - accuracy: 0.9000\n",
      "Epoch 953/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4598 - accuracy: 0.9100\n",
      "Epoch 954/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4591 - accuracy: 0.9100\n",
      "Epoch 955/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 0.4586 - accuracy: 0.9100\n",
      "Epoch 956/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4583 - accuracy: 0.9100\n",
      "Epoch 957/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4587 - accuracy: 0.9200\n",
      "Epoch 958/1000\n",
      "4/4 [==============================] - 0s 996us/step - loss: 0.4584 - accuracy: 0.9300\n",
      "Epoch 959/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4579 - accuracy: 0.9400\n",
      "Epoch 960/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4583 - accuracy: 0.9300\n",
      "Epoch 961/1000\n",
      "4/4 [==============================] - 0s 1000us/step - loss: 0.4585 - accuracy: 0.9300\n",
      "Epoch 962/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4584 - accuracy: 0.9400\n",
      "Epoch 963/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4583 - accuracy: 0.9400\n",
      "Epoch 964/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4577 - accuracy: 0.9400\n",
      "Epoch 965/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4570 - accuracy: 0.9300\n",
      "Epoch 966/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4567 - accuracy: 0.9300\n",
      "Epoch 967/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4565 - accuracy: 0.9200\n",
      "Epoch 968/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 0.4557 - accuracy: 0.9100\n",
      "Epoch 969/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4556 - accuracy: 0.9100\n",
      "Epoch 970/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4554 - accuracy: 0.9100\n",
      "Epoch 971/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 0.4549 - accuracy: 0.9100\n",
      "Epoch 972/1000\n",
      "4/4 [==============================] - 0s 1000us/step - loss: 0.4554 - accuracy: 0.9300\n",
      "Epoch 973/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4547 - accuracy: 0.9300\n",
      "Epoch 974/1000\n",
      "4/4 [==============================] - 0s 998us/step - loss: 0.4548 - accuracy: 0.9400\n",
      "Epoch 975/1000\n",
      "4/4 [==============================] - 0s 1000us/step - loss: 0.4547 - accuracy: 0.9400\n",
      "Epoch 976/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4547 - accuracy: 0.9400\n",
      "Epoch 977/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4548 - accuracy: 0.9300\n",
      "Epoch 978/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4541 - accuracy: 0.9400\n",
      "Epoch 979/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4541 - accuracy: 0.9400\n",
      "Epoch 980/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4539 - accuracy: 0.9300\n",
      "Epoch 981/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4533 - accuracy: 0.9400\n",
      "Epoch 982/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4531 - accuracy: 0.9400\n",
      "Epoch 983/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 0.4523 - accuracy: 0.9300\n",
      "Epoch 984/1000\n",
      "4/4 [==============================] - 0s 5ms/step - loss: 0.4522 - accuracy: 0.9200\n",
      "Epoch 985/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4519 - accuracy: 0.9200\n",
      "Epoch 986/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4519 - accuracy: 0.9200\n",
      "Epoch 987/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4516 - accuracy: 0.9100\n",
      "Epoch 988/1000\n",
      "4/4 [==============================] - 0s 999us/step - loss: 0.4517 - accuracy: 0.9100\n",
      "Epoch 989/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4517 - accuracy: 0.9100\n",
      "Epoch 990/1000\n",
      "4/4 [==============================] - 0s 1000us/step - loss: 0.4518 - accuracy: 0.9100\n",
      "Epoch 991/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4520 - accuracy: 0.9100\n",
      "Epoch 992/1000\n",
      "4/4 [==============================] - 0s 1ms/step - loss: 0.4518 - accuracy: 0.9000\n",
      "Epoch 993/1000\n",
      "4/4 [==============================] - 0s 994us/step - loss: 0.4518 - accuracy: 0.9000\n",
      "Epoch 994/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4515 - accuracy: 0.9000\n",
      "Epoch 995/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4512 - accuracy: 0.9100\n",
      "Epoch 996/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4509 - accuracy: 0.9100\n",
      "Epoch 997/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4504 - accuracy: 0.9100\n",
      "Epoch 998/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4499 - accuracy: 0.9100\n",
      "Epoch 999/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4495 - accuracy: 0.9100\n",
      "Epoch 1000/1000\n",
      "4/4 [==============================] - 0s 4ms/step - loss: 0.4491 - accuracy: 0.9100\n",
      "2/2 [==============================] - 0s 1ms/step - loss: 0.4079 - accuracy: 0.9600\n",
      "[0.40791693329811096, 0.9599999785423279]\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "source": [
    "x1_min = X[:, 0].min() - 0.1\n",
    "x1_max = X[:, 0].max() + 0.1\n",
    "x2_min = X[:, 1].min() - 0.1\n",
    "x2_max = X[:, 1].max() + 0.1\n",
    "X_0_mesh, X_1_mesh = np.meshgrid(np.arange(x1_min, x1_max, 0.01), np.arange(x2_min, x2_max, 0.01))\n",
    "y_pred = model.predict(np.array([X_0_mesh.ravel(), X_1_mesh.ravel()]).T)\n",
    "y_pred = np.argmax(y_pred, axis=1)\n",
    "y_pred = y_pred.reshape(X_0_mesh.shape)\n",
    "\n",
    "y = np.argmax(y, axis=1)\n",
    "\n",
    "colors = ['red', 'blue', 'green']\n",
    "cmap = ListedColormap(colors)\n",
    "\n",
    "plt.figure(figsize=(6, 6), facecolor='white')\n",
    "plt.contourf(X_0_mesh, X_1_mesh, y_pred, alpha=0.3, cmap=cmap)\n",
    "plt.scatter(X[:, 0], X[:, 1], c=y, cmap=cmap)"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.collections.PathCollection at 0x1e44ef899d0>"
      ]
     },
     "metadata": {},
     "execution_count": 25
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x432 with 1 Axes>"
      ]
     },
     "metadata": {}
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "source": [
    "weights = model.get_weights()\n",
    "weights"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "[array([[ 0.58111423,  0.12990968, -0.35826296],\n",
       "        [-1.5860096 ,  0.02653109,  0.8576263 ]], dtype=float32),\n",
       " array([ 1.5028294 , -0.58523154, -1.43205   ], dtype=float32)]"
      ]
     },
     "metadata": {},
     "execution_count": 26
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "source": [],
   "outputs": [],
   "metadata": {}
  }
 ],
 "metadata": {
  "orig_nbformat": 4,
  "language_info": {
   "name": "python",
   "version": "3.8.11",
   "mimetype": "text/x-python",
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "pygments_lexer": "ipython3",
   "nbconvert_exporter": "python",
   "file_extension": ".py"
  },
  "kernelspec": {
   "name": "python3",
   "display_name": "Python 3.8.11 64-bit ('py38tdml': conda)"
  },
  "interpreter": {
   "hash": "b1d868fefe5f53336abca5a3d37af2e2f736857d364919326716ef557824f836"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}