preprocessing.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import os.path\n",
    "import math\n",
    "import re\n",
    "import tensorflow as tf\n",
    "import numpy as np\n",
    "import facenet\n",
    "from sklearn.decomposition import PCA\n",
    "from sklearn.manifold import TSNE\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.lines as lines\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def get_model_filenames(model_dir):\n",
    "    files = os.listdir(model_dir)\n",
    "    meta_files = [s for s in files if s.endswith('.meta')]\n",
    "    if len(meta_files)==0:\n",
    "        raise ValueError('No meta file found in the model directory (%s)' % model_dir)\n",
    "    elif len(meta_files)>1:\n",
    "        raise ValueError('There should not be more than one meta file in the model directory (%s)' % model_dir)\n",
    "    meta_file = meta_files[0]\n",
    "    meta_files = [s for s in files if '.ckpt' in s]\n",
    "    max_step = -1\n",
    "    for f in files:\n",
    "        step_str = re.match(r'(^model-[\\w\\- ]+.ckpt-(\\d+))', f)\n",
    "        if step_str is not None and len(step_str.groups())>=2:\n",
    "            step = int(step_str.groups()[1])\n",
    "            if step > max_step:\n",
    "                max_step = step\n",
    "                ckpt_file = step_str.groups()[0]\n",
    "    return meta_file, ckpt_file\n",
    "\n",
    "def load_model(model, sess):\n",
    "    model_exp = os.path.expanduser(model)\n",
    "    print('Model directory: %s' % model_exp)\n",
    "    meta_file, ckpt_file = get_model_filenames(model_exp)\n",
    "\n",
    "    print('Metagraph file: %s' % meta_file)\n",
    "    print('Checkpoint file: %s' % ckpt_file)\n",
    "\n",
    "    saver = tf.train.import_meta_graph(os.path.join(model_exp, meta_file))\n",
    "    saver.restore(sess, os.path.join(model_exp, ckpt_file))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "def forward(paths, batch_size):\n",
    "    nrof_images = len(paths)\n",
    "    nrof_batches = int(math.ceil(1.0*nrof_images / batch_size))\n",
    "    emb_array = np.zeros((nrof_images, embedding_size))\n",
    "\n",
    "    for i in range(nrof_batches):    \n",
    "        start_index = i*batch_size\n",
    "        end_index = min((i+1)*batch_size, nrof_images)\n",
    "        paths_batch = paths[start_index:end_index]\n",
    "        images = facenet.load_data(paths_batch, False, False, image_size)\n",
    "        feed_dict = { images_placeholder:images, phase_train_placeholder:False }\n",
    "        emb_array[start_index:end_index,:] = sess.run(embeddings, feed_dict=feed_dict)    \n",
    "        print(\"batch number:\", i)\n",
    "    print(\"Complete\")\n",
    "    \n",
    "    return emb_array\n",
    "\n",
    "def printDistance(emb_array, label_list, end=10):\n",
    "    threshold = 1.0\n",
    "    lng = len(emb_array[:end])\n",
    "    print('Distance matrix')\n",
    "    print('    ', end='')\n",
    "    for i in range(lng):\n",
    "        print('    %3d     ' % i, end='')\n",
    "    print('')\n",
    "    for i in range(lng):\n",
    "        print('%1d  ' % i, end='')\n",
    "        for j in range(lng):\n",
    "            dist = np.linalg.norm(emb_array[i,:] - emb_array[j,:])\n",
    "            print('  %1.4f' % dist, end='')\n",
    "            if (label_list[i] == label_list[j]) and (dist <= threshold):\n",
    "                print(\"(TP)\", end='')\n",
    "            elif (label_list[i] != label_list[j]) and (dist > threshold):\n",
    "                print(\"(TN)\", end='')\n",
    "            elif (label_list[i] == label_list[j]) and (dist > threshold):\n",
    "                print(\"\\033[93m(FN)\\033[0m\", end='')\n",
    "            elif (label_list[i] != label_list[j]) and (dist <= threshold):\n",
    "                print(\"\\033[93m(FP)\\033[0m\", end='')\n",
    "        print('')\n",
    "        \n",
    "def printData(labels, paths, number):\n",
    "    for i in range(number):\n",
    "        if i > 0 and labels[i] != labels[i-1]:\n",
    "            print('')\n",
    "        print('{0:3d} {1:3d}   {2:s}'.format(i, labels[i], paths[i].split(\"\\\\\")[1]))\n",
    "        # print('{0:3d}   {1:s}'.format(labels[i], paths[i].split(\"\\\\\")[1]))\n",
    "        \n",
    "def PCAtransform(emb_array, n_components = 10):\n",
    "    pca = PCA(n_components, whiten=True)\n",
    "    pca.fit(emb_array)\n",
    "    return pca.transform(emb_array), pca\n",
    "\n",
    "def splitTrainTest(data_set, percent_train):\n",
    "    paths, labels_list = facenet.get_image_paths_and_labels(data_set)\n",
    "    \n",
    "    lng = len(paths)\n",
    "    lng_train = int(lng * percent_train / 100);\n",
    "    lng_test = lng - lng_train\n",
    "    \n",
    "    train_paths = paths[0:lng_train]\n",
    "    test_paths = paths[lng_train:]\n",
    "    \n",
    "    train_labels = labels_list[0:lng_train]\n",
    "    test_labels = labels_list[lng_train:]\n",
    "    \n",
    "    return train_paths, train_labels, test_paths, test_labels\n",
    "\n",
    "def trainFisher(emb_array, y):\n",
    "    emb_del = np.empty_like(emb_array)\n",
    "    np.copyto(emb_del, emb_array)\n",
    "    \n",
    "    emb_array = np.vstack((emb_array, y))\n",
    "    \n",
    "    # y = emb_array[sample_number]\n",
    "    # emb_del = np.delete(emb_array, (sample_number), axis=0)\n",
    "    \n",
    "    E = np.linalg.inv(np.cov(emb_array.T))\n",
    "    D = (y - (1 / (len(emb_array) - 1) * np.sum(emb_del)))\n",
    "    \n",
    "    w = np.dot(E, D)\n",
    "    c = np.dot(w / np.linalg.norm(w), y)\n",
    "    \n",
    "    return c, w\n",
    "\n",
    "def trainFisherWithNum(emb_array, sample_number):    \n",
    "    y = emb_array[sample_number]\n",
    "    emb_del = np.delete(emb_array, (sample_number), axis=0)\n",
    "    \n",
    "    E = np.linalg.inv(np.cov(emb_array.T))\n",
    "    D = (y - (1 / (len(emb_array) - 1) * np.sum(emb_del)))\n",
    "    \n",
    "    w = np.dot(E, D)\n",
    "    c = np.dot(w / np.linalg.norm(w), y)\n",
    "    \n",
    "    return c, w    \n",
    "\n",
    "def Fisher(w, c, sample):\n",
    "    return np.dot(w / np.linalg.norm(w), sample) - c"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "sess = tf.Session()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "data_set = facenet.get_dataset(\"../../datasets/lfw/lfw_mtcnnpy_160/\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "train_paths, train_labels, test_paths, test_labels = splitTrainTest(data_set, 100)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Model directory: 20170511-185253\n",
      "Metagraph file: model-20170511-185253.meta\n",
      "Checkpoint file: model-20170511-185253.ckpt-80000\n",
      "WARNING:tensorflow:The saved meta_graph is possibly from an older release:\n",
      "'model_variables' collection should be of type 'byte_list', but instead is of type 'node_list'.\n",
      "INFO:tensorflow:Restoring parameters from 20170511-185253\\model-20170511-185253.ckpt-80000\n"
     ]
    }
   ],
   "source": [
    "load_model(\"20170511-185253\", sess)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "images_placeholder = tf.get_default_graph().get_tensor_by_name(\"input:0\")\n",
    "embeddings = tf.get_default_graph().get_tensor_by_name(\"embeddings:0\")\n",
    "phase_train_placeholder = tf.get_default_graph().get_tensor_by_name(\"phase_train:0\")\n",
    "\n",
    "image_size = 160\n",
    "embedding_size = embeddings.get_shape()[1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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      "Complete\n"
     ]
    }
   ],
   "source": [
    "emb_array = forward(train_paths, 100) # 100 means 100 mini-batches"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "# t = TSNE(n_components=2).fit_transform(emb_array)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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2F9MkL2VkRqQsyi1ESLxTgCEb/rakXptB/H5kPb1csv/8u00b+4qMJywr2xjy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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd65475d160>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "t = emb_array\n",
    "w1 = 0\n",
    "w2 = 1\n",
    "\n",
    "fig, ((ax1, ax2), (ax3, ax4)) = plt.subplots(nrows=2, ncols=2, figsize=(10,10))\n",
    "s_ = 0.01\n",
    "\n",
    "# Centering\n",
    "tc = t - np.mean(t, axis=0)\n",
    "#ax1.scatter(tc[:, 0], tc[:, 1], c=\"r\", s=0.01)\n",
    "\n",
    "# Normalization\n",
    "tn = (tc - tc.min()) / (tc.max() - tc.min())\n",
    "ax1.scatter(tn[:, w1], tn[:, w2], c=\"orange\", s=s_)\n",
    "ax1.set_title(\"Normalization\")\n",
    "\n",
    "# Standartization\n",
    "ts = tc / tc.std(axis=0)\n",
    "ax2.scatter(ts[:, w1], ts[:, w2], c=\"b\", s=s_)\n",
    "ax2.set_title(\"Standartization\")\n",
    "\n",
    "# Histograms\n",
    "n, bins, rectangles = ax3.hist(tn, bins=20, facecolor=\"orange\", histtype=\"stepfilled\")\n",
    "n, bins, rectangles = ax4.hist(ts, bins=20, facecolor=\"blue\", histtype=\"stepfilled\")\n",
    "\n",
    "plt.savefig('difference.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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d/zZWttmpVrPb1Nuz6ut3s5N1/Reb2aHJIaRPKNMpoR0dRerNq4bKiiumt+Wp\nr4z+hdoMKbi64VTN+g6acUx1U2lJlWduuqlIozKAlD/dKk+dQGv1+scVXXaY1XaZT8WhEVxZAW5a\n+V6y2u5VlVwvt00IaZkyzY7vPGolhGWo7qw29fGdNjsxR163zE7ea7DYzA5NDiGLnLIVPuLoAFqr\n1z+u6LLDrLbLdMSElp02u6wzVn+zx+W5Ds04prrpyKITLRdddaQR0pbpVlGO+VPjeWlmFOAvvezU\nFLL0VQfTkbRn4+OuTGxtUN66mx3V5LkOzXw/Gq53IYQUpOxbtF4C2YzZadXk+G23G21itPNMb2u2\nL62GIs3TbitmhyaHEFKYdih8RDkm9RZ1BDWrktLvO6VaCi07lUybT44n59Bsf1qNC9fu68Allj0L\nHWmk+7Tryb9ZiUAZI5JmRxDNtCPrf/Ty09FRYGTElcmTdTMkL+jEdWhVwsHgMYSQJugls1OWE6zo\n8a3MkYyONiYFkG1r1jiTk7f9ss1OMyFE80KTQwhpmnY5WsSp1I2lg806rZppx192uqQCrBgFThhx\nn8XRlqftkBKvlWuRdVyrWUgZr6xnoSONlE9Z61rKIE9E59hxzZA3Tprsz1oLkzcytH6VY2Q0k5Xt\nMiQv8OtuF62us2HwGEIGnl5TFzVjdlq5jeWNz6bLtWJygMaQofqY3bsbRdCx+haj2aHJIYQco1mn\nSDvIk0ggdlwz5I2TJvu1AyvkFCqaZVMfM1Uf62Rlu5S2a7PhPrTiUMzqf6tJEBivrGehI42USzNT\ntu2e5k0bzYSSBJQRoCXrnPxRRFbQm7x9kmOAZDSTFbstJC8oiyKOwGbgiIaQgaZX1UV5zU4rJkfX\np1f35ykHZMdZy9Mv/xidICHtGrfL7BRxBDYDTQ4hpCmVULuVRVnZOH3nVxkxwbLOab7mll7uH08S\nAfhOobS4Z1l9AIDlaxuVarE+SduVarmOqbzfa6eVf6QjGGttt/tQKitXrrR79+7tdjcGG3EMtfuY\nMtDtinMLaP7p3q8vrQ554s9TZseObImDLwEIHdPu6+z3I6vfWXWQnsMYc7e1dmW3+9FL0O50l2Zv\nGd02O2WYHL++LHOSVU6XyWt2umlyivY5qw7Sm9DuLIR2p043MzUWbbcX+iqxxQyAk0abX56ZN1Om\nOJiyyuglqjFHl98uEC4f61NZ19+vZzH9Fkgu8tocKtL6mW4F8mhnOqyyz8lPEtDqFLlfX1bZvGXS\nEgb40/5+soVY//TxZRDqRzNONAahIWTR0o1/3Xari9pldspSZfmr+1spp8vkNTtFTY4cXwZ+P5p1\notHsELII6Wb8qGaX6eWh7PNDWmknAAAgAElEQVTxkwSsGG3eiRaqL6tsnjJCmhNNf9d+soVYfbHj\nmyVUTzNONMY96wvoSOtX+vHJMLYUs5l60mKjZQV36STSVz9hgH6vRw96TU6eIDVl/k5Co5heC0LT\nC98pIX3KIJidVlb+x5Y49prJkVdtdkIRAc4/P72O2L52mp1eC7fZC98pIX1LP8aPii3FbIbabHi7\nvxSy2+hlov52IZShNKRQi9Vf9LeSFleujCQN7fzd9sJ3OiDQkdavdDIqbqeeFP1zajYe2/g4MDaW\n/bQfqzvvtlaJBbMJ9U2vE9LBcmLnoWOpNaMaC72XfuQ9ttP04yifkB6i381OK/HYssxOVt2dMDva\ndOQ9b4m7lidWW6+anXYt66TJIaQDdMqJ1innhO9kaVa9VJsFHroh7kzLqjst7lmZSPB/IPu89fLP\nI9P5YrXpfUWcaGnOzDxZOrsF1W4dhY60fqYTEXw7/aToq518JVae40dGgKGh7HKhJ/2YKq5oUgCf\nkKNrcjKcMCDkUIz1PbY+xy9TpJ95nHRZx+apv2w6OconZEAp69+rW7eJEFrtlJUEOXZ8ltlJuz2l\nmZ3ZlDFSGlkmR/oUWzIp29eubUwQXa3GlWq9aHZocgghx0hzHnXSOeEvnfSVWHnrWHZ2utMnpoxK\ny64pmS+bIVTf1GQ4YUDIoSh9Xr4WeGZ343HyPu85ppHXmZnluIvRzt9TP6o0exg60kg2aU+a3X5S\nbEYmUK3mC0oT2h9bvnj++dkqtlj/ZApfpvV1nZL+TOrQcoHQtpGRhY63iYnG9Tm6Db+PMfx+xYLi\nZH0XWb+Vdv+eOKIhpOfJuo100+w0K4jOY3Zi+2JmZ/Xqhav+NTGzo8XL8jmvyQltDznHJCG1349O\nmp2YE1BDk0MIAZDu3Oi2c0IrsfI6X5ZUgJM3FItPprfFYo8dt9o5v2JOpKwMnrXZRqeYZNLU5XwF\nWSg+mj5OHHLi4PMzgIYchbE+6nPV77OyjWqyfivt/j3RidYx6Egj2eR5Em0nWSOVrKjIsWPKxp/O\nF2TUokcuet/kpBsRTUw0jj7SVGShbVKXf73m5hb2I7bUM209Tqhfefqo68hDM98N184Q0jfkcW50\n2+wAxR0wZYvEd++Om740swM4szAxsXA5p9/fWAIBUZ2Fbuu+cq4bZifmBAzR7PdCs0NIH5Hl3Gi3\ncyLLQZamuko7pkzma41KMH/f/vHEWRY8fg54crsrE3Nyhb4HX5Xnx1LTDj5ZKiqvMVVd3u26jax+\nhvoWo9lsqaSnMNbabvehVJgOugcoM+CIPA2njVjylCmrb35bvjoMiE+5i6PLP1a/ho4v2j9/NDE+\nnkgh0tqYnV0oR/CXlMbaKdq3Tv9GSGnkTQk9SNDudJcybydSX9otpZMmx28PWHgbDbWRx+xIXa30\nMaZWW7s2MSdZpjGvmSnazzLMVlrdNDudg3ZnIbQ7XaZIzK08dR3Yke7Iy1OmrL75bYWC+sdUXqIO\nSzs2dHzR/oUcWMvXOpWa7A9dB7//fv/8epvJyBmrrxWKfP+kZfLaHCrSSLmUHXAkrzQh74gmT4yu\nrP6IBMCvT3/2twGNwWNC0+WybqWVaxdy6un1RP76G8FXs6XJAZr9jptdExUjtO4nrRwhpO8o2+QA\n5S0HLMPkCFoBpm99OjKA3y7gzE7IZMVMQVFCjip/iWioLV+kHLpWrZqdMsyW32ddd5qjlRDSx5Qd\n4yrPUr+8ywHzxujK6o+ozvz69Gd/G+AcWSeeH+6LxDMrGu8t1D99Lv5ST9kfi/3mfw45B5v9jltN\nEuHjL2dNc7SSjkNHGimXdgQcyVNXnqfZPA6X2JO2DiajY46tXp2MUCYm3IgFWBhARhNLWyYOuKIR\npLPWy+S9fro/adeqme9YOxfL+I3kPcd2jLIJIT1DO0yO1NvM/rzOFimbFVZTRMWChOOUMhMTC2Ol\n+fM9si/UHz/Jc17SzE7ZJifP/lj/yjI7WY6+tHKEkD6jHTGu8tQVKuM7UPI4XGIOHh1j7KmJpMxx\nqxPn11MTzskGuKWc2pGlCWXilLqbSVpQRkZO/9qkXatmvmPtXCzjN5Lm6EsrRzoGHWmkfMpcO9Hs\nfhl9hJxpMWJP2rOzwKZNwPR047axMeCmmxqdXjJy8QPXiHNMt+GPZmS0JGnQ8jyJxxxvISddFqHA\nM3nLZvXRD9bT6m9EjxSzynHtDSF9TS+YHNnvm51mTI7UMzaW1KWVZ5s2Nd7yq1XnTNPHaxPiO6yE\n2dnw/E8W/nnGnHR5BN5pn7PKp/VPrpU2j638TkJzYmnlaHII6XPKXLLX7H4J4B9ypsWIOXhqs8DD\nm4Aj9bGOrW/bNwY8clPi9LJInGp2rrEOcY7pNnQ7tVnXX8A542JJC0Ln6TvetAPPd9SlEYp1lrds\nVh8lRpw41Fr9jeSNi9ftZBgDDB1ppDfJmtbNM+2rg+z7x4beA+Gn32oVuOQSF9m5VnOZMXfvBtav\nB6680u2XJZS1GvCxjwHbty+UB2hZgN+fiQnX31qtcQlorN+6v7puf72MHNeuKfK8DrrRUXfd8joI\ns9rxR4pZ7RNCSAplmBwg2+zkMTmVCrBmDTA0lLyXxALDw8AVVzSandlZ4MYbE8ebdvrEcrxosyNt\n+manyFyOb9q6aXb08tIi81J52shzTjQ5hJBcZCmJci3TnEvK+seG3gNhh0ulCrz8EpdMYL4GnDji\n3p+0HnjVlW7/kgqwYtSVf3L7wjq1cyy4rHLC9Xe+1rgENNbvWN0xJVq7lFl56pNrc1L9+jTTj9B3\nmNfZ2C4nGlVuqdCRRnqTPOs8shRJQ0MLn+b156x1Nfr9XXcl62f0U3q1mtQlKrPXv9452XS8Mx2o\nJnQuo6PuGP3EL1PpWX0Vx5u0n5bZM3R+MbLW+uS9ftKHZqfqY2tquj3tz7U7hPQNeZcWZpFmdvQy\nSh/f5Oze7eYegMSJJnHHpI9yzO7dwOWXAxs2JGZHyqSt0A+ZHVGapfVVjk27rXfb7Mh10OYxL7E2\naHZIuzDGvMQYs8MY86Ax5gFjzOXd7hPpAHkyhWYpkpYMZccxizl1fGfbwbuS7Jc67pgE8NeOqyVD\nzsmmY4JVqvH+HnM0rW90DonSLKuv4ngTlVvoujWjUNPXLLY/z/WT9mP9yCLUTreVZlwymgkdaaT3\n0EqutDL+NLP/hDk6ulDd5S+tjK2r0c42KTc8vHBZpizJlNFHpdLoRNP1xPorx/kOsbVrnWRAlnym\njeJ8x1lM9qCdcrE4bFJGn1eszTzXL6aUy0vaSK1btFNuQQjpOCGxcAjfQeaTZnZiTp2YyRHVmQ7e\nr5cr+uE2tdnR+/22tIkN9UnMlY6z5uObnND18M1Omjkpy+yIWdOOwKKmIs1hRrND2kQNwAestWcA\nOA/A+4wxZ3a5T6SdZMW9kjK+Isl3apw0ulDd5S+tDDljfGeblFs63JhxE8CxJZk6JtoJIwsD69dm\n4/2V43yH2PK1Lu7a/vpYJ6RS0+el38fUa9KeLLcMKb38WG0xh1He6yfXqUjMtjztdHO5ZrcdeYsA\nOtJIb1HkSVGedH3FVshp4wemT3PW+eti9JO4vE5PJ2tjRkaS6XnZpp1fIWmAPxoK9adadfXqrJs6\nzliM2DXU1yW03kXLEICk7TSyrp8E+vHPX7epX4u00006JU3giImQtlPU7ISOyWt2ipoc2T876/4m\nJ504WjvAarUkbpq/rDHkzIrFcROlmdRdrYazgha5hnkUZL7ZGRlJv7XGrqGYtenpRkdgrN2077vX\nTA5As9PPWGv3W2u/Xn9/GMCDAE7pbq9I28ir9PGzZ4aUZppQYPqYU0cnCPCdP0sqzin00EYXM+3A\nhHOcrRhtTDrgJxvwHS/iWPIdVbo/lapzBkrdgHPaZSUiyFKKyT7j7dNOQSBR3aUp//JcvyPTzokY\nqidL9ZbWThqdUIp1yom2SFVvdKSR7tLM2gk9YvGdQ1rNpUcHus48T/ZpirXpabeOZnraBZjxRzza\n+SWjHHGsAcloSNbqZK0n0vvm5hqzhuo+a7LW2vjtSh8l8rRut9kp8ErFjYiGhpLPmjzrndLIWv/T\nbjoxmqH8gJDSacXshEyO1NGK2UkzObOzwMaNLvTmqlVJuE6hWk3ipknbMqejHWjAwrkZH91/Uab5\nWUFjt6Q0syPzQv710OZQ9jUb00ych/5SWL9cs2an2yYHoNkZBIwxpwE4B8BXu9sTUirNLNkTRZo4\nooDEUeMv+4wtaww5m7RDK00Jtews92rnFqrBfOcX0NiWqNOWr21UoYXwkxLMzzVmDdV91mRl3BQn\nnXYqTk02OgXFMZg3FlmoreVrXTw5OVdNHtVbGq3Ez1ssLOJzoSONdI/YE1tWUJXQ8kzAjRokppj/\nJO47u0JrWUL9CT21Dg+7yM7Dw+5zSFUWe9rVa2YkvlreJ+NKxQXB0aMRWVqql1Bqp51uV59PSPIg\nyjrpl2yPjTDT1ujoLKWxUZuMPNPix2W1ERuV9sNIoFPyA0IGiFbNjl62qR1VZZmd0L97tery2qxf\nD+zZk2To1MeFnEYhitxOpM86qoGYGDG1QHgZaZYZ1bd/P6to2m0v7ZY/O5uYk7TrEVLspdWv2+hn\nkwPQ7HQbY8wwgH8BcIW19oeB/RcbY/YaY/ZOTU11voOkOWLxr/T+ENohJOqnpyZwLKaY7/zJihkW\ni0MWc0advGGhusx3wunyskzTd6IVWeoo7WoHmFa26SWbPnnOSfqkl4amOTazHFk6S6nvRPPbjC1b\nbcZZ1k/LLhfxudCRRrpHnifmtGjHUkbei1oLyH4S9EczfrCZLMSJBgC7djUGkwmN0PQSSXmKz6OM\nC/VbO9F0ts+8T/mhsjIKlPd67Y+/NihWh+6jju+WNjKZnEwkCbE1QaE1RWm/nX4aCfTDORDSQ7Rq\ndvw5iCLmoxWzI/HS5uacydHHxcyOJCvQ8xlFzY6vUANcH7ZvTxxqvqIsZmJ8MxTKrRO6TllmRy/r\nFLOYZgpD7fv1F1Et9pPJAfrnPBYbxpgfg3Oi/b219rZQGWvtp621K621K5cvX97ZDpLmyXLUpKlx\nxOFzzBk255ZaAvmcD34cs7zH6WMB4OldjQq40NLLJRXAImlDnGh5g/XrenQ7U5MuCcKBCbcsM7Rk\nM9SOv007H7UjTJ+rjnmW5cjS8d3SnGF+coVQH2PXM0vJ1y8s0nMx1trsUouIlStX2r1793a7G8Qn\nbbo967jYMfIEr0cTaW1IXaE6Y+2kHSP7ZU1JrebigQ0NLVRhxfbJFHrsvKRuqUPOT5740zKBpp1H\n6HykL+JIGxlpbFuvDUq7Jv610d9RqEylEr4O/rUo67dTRAVIFmCMudtau7Lb/eglaHd6k9htJYvY\nLSJkcrJuhWWbHW1y5HPItKSZozSzo1f2h0yOTqKg+5dlckLnq/vhRzyQ8kXMjvR3fDwuhNbHh66D\nduzR7PQO/W53jDEGwN8CeNZae0WeY2h3epA8CQRix8WOEUeSnwAgVl7qCtWZ1k5aveJcEsXVkWng\n2zcDr7xioQrryLRb5ugr4fy652vOKXbSaGPduqw4mUTRJeovIXZ+DY5H75xrs0lbIeXck+POGajj\nwWUlhBBnWZqzVDsG/Wvmf8dFKfpdk0zy2hwq0vqVXlpjIE/DaeqkGHmWSOon+SyZQZHAKHLM9HT6\nMTKtXau5UYtESg6V11GUY1Picl61GnD99ckaGrmGOqK01OUH7/ERZ1UsjZnui0gZdN9E0qBHJ3nW\nQuWJAaeVaT5Zx8eISRfS5BiEkKbptX+p2dkkAH9RYo6QkMmJlZdj2mF2tMkB0s2OH7g/zeysXg1s\n25aYmZDJ0eer8+r46GWgoTkuvx+y1DKv2YmZHK2+i/VLjg8p16QOmh3SYd4I4L8CuMAY843631u6\n3amep5diKslyQ1FMFSHNueUHsPeXVPrlm4nHNV8D9o2lK6tEVVWbdY6y0y9d6PyarwFTu8IB90P9\nsXD1fet6HFu2KYkA9JJJP46Zn2RBkHL6O/Cdd1odJkkGZFso9lvWEtwlFeSKASfH+7HfpB+tONGy\nlHikbdCR1o/02lNb6Gm4jDrTskD6n6V8KDBK1nqRnTvdCCPkONKji8nJRMWVVqdfvz9dL/0EAGsb\nnVu+g0uvDQo5naScrHfx24tdz1BdMUdl1u8t6zuX6xBbj9PMbyb2++i3NTiE9AC9ZnKAhQH4WyXt\n1lG22Vm92pmd0DHa5OhMlyGzI3le/PpjZqdSAe6/H1izJt3kyDExsy5lazW3DDR0nULXM6/ZadXk\nhPraSh36GJod0gzW2l3WWmOtfZ219uz63+3d7ldP02vOgiUV54DRsb3KqDPkYIktk9SxunxnVtb1\nsnPA8jVxZZPE9xLH3tLhcL3+kkshpKgTh5WxSTsnjAAnjixcDil1xJxOUrY2mywv9a9V6Hr69cUc\nlXmW4OZhfi68vdnfTOicFnHMscUGHWn9SC8+taWpxULkHZGlxf7yP2v1U9YTveaee4A77kikDaF6\nfQdYqE4Z1ej+SV9CarFqFXj/+10KMln3okdBuo2YSkzkBBJLTe8LJVbwP+dBj+xiZH2f7fitZkkS\nCCGl0IsmByjuRMtjdvLE/mrF7NRqzon2ta819knXm3b719u0EyyP2alWgcsuc6/j485s+Eo0PzFA\nqP8hs5PH5Mi2LHQ/Yt9ZHpPjOwnLgGaHkA7Ri86CNLVYiLxOQD/Ol+/Q0Qq0WBbKrDhtB+8DDtyB\nhlhdui05Nz+ovq5XHGGSaVTX4fdTjq1UgdPf71RussRR4o/pNqW8fvXPX5acHnde49JQ/zr41z1v\nvLhYsgB9vbIwgRmuVoklViBth460fqUXn9qynlZjI5HY8aGnet+hE5rejk0Zh9oRWcPQUKNiKqsO\nv9/y1A40ZrTU6d/Wrm1sv1YD7rqrMbMl0DgyyjOSEOnAunXJOYSuQ1FZiV+ulZRmWetxCCE9TS/+\n6+Y1OfI+5CTThG6bZZudSsVl5zz3XPdZ9ylUb9p5+eq1mNnRJmf3bvde1GaCPj6P86pScco2mT8q\nw+T459bqUspmIwcQQnqEXnQWZDlTsgLZh5w8vmJKq7tiyz9DTrPYMsVKFXjVFc7Jc2AiqTemdko7\nL3GCiTNNO6CemnD7/Otw8K4kTpns10kBgLgaTMc5WzoMvPwS4Jk98f4XVTL65dISJ2TVq1V4pC+g\nI410hqwnW3+6PWsdjH6a9uuR6fC0eGGxPoT6Wa0CGzYko4pYUJjQ+UigG1GUAY2BYPy+jI0lQWW0\nyq1Wa8xIKvXHgu9IeR04Z9euJMOnLqevS5ayzD8/f8QW+j7yylXKHs00IzMoU5rQS+vcCBkwipgc\nQd+mYo610C3Ovx2HKGJ2qlXnTBNHD5Df7IyPOzOi+yImNWR2ajVg48aFoTe1owpwy00llGXM5OjE\nAIBT1un9lUpjzLoiJkfqyDI7RUyO1FEWzd7yaXYI6ROynCm+witr+WVaAgBRYQELVWKxY6TOUD8r\nVeDkDc7RAyTx0rKcPhKTbN9Y0qclFZdlU8ceA5Illzoem1a5zdcaM5JqNVtsOeeBicZkBM/scctU\n/Zhh+rpkKcsa6vcUdLF+5FVIlu1Ea2Zpc9nLoXtleXUXoCONdAb/yTZtqj9rHUxohCMB+WUtSdG1\nRnrEEBtNheQDMQWWjFx2716oKPPPRdRqlUpj1GgpG0KkBP6Ueui6yvUcGXGqNBkNxRJA5JnKj0kz\n/OvgX7uynvKzIog3K3UoK9BTmXURQgoTc7KE9uvbf+z40L/09HSyBDJ0O84izezIbVq2xWKN6W1i\nSoaGGuejfOeSLlutAmedtdDkSB/EbO3aFT/HkNkBXD/Wr2+cVwolgMh7q8wyO1nmuhXE4Zm2v5lb\nPs0OIX1ETAEV2p+1/DK2hFOSGoi6q8hy0phjKhTA32ChQ8+vS/p8wgiwZChxDs7X3FJN6d8xR9NI\n0qZ+r/uvY6zFzlH3x6Dxep44Apy03jnYarNJ8oK8yjJNHkWe7xwN9bFZahljnWbiBJYdW7DXYhV2\nGmttX/29/vWvt6THOXrU2m3b3GtambTtev/MjLXXXedejx5NrzeN2PEzM439lc/+9qNHG/f5/d26\n1drNm93rzExS9vDhpJ6DB+PXwK9L2tD7/f7Iq/z5fdNthK5t6HMR/Ppj/StSl/6+0/qoz7uZ/rZK\nmXX1EAD22h641/fSH+1O75NldvKYo5DZOXy4tX91MQWh7dJfueXr27hvdmS/bJNyhw+7fVu2NJoo\nMTszM+596BpkmRzZp/upt4fMTshsxW7fzRA6B/96FTUJcv76GsfaaraNsuhTs0O7Q7uzOJk7au2+\nbe41tj/E0ZmF+4/OWHv/de517mj82Cyk7qPezVjqlP4enXHv5VXa8/f5xz+x1drHtlj7/OGFZR/f\n6l5/sLmxvtA1mTualPf3+/3R7cv7J7Ym23QbWe02Q6guv49565dy+vtO62PoHIv2t1XKrq8HyGtz\nqEgj5dOMmilUJlSvXvYo6PRsoejHefomaja9tFLXH8poqbdL3yYmkjUw09MLp/+XLgVWrnTlJiaA\nVaucam31ajdN/4EPuONCU8taMiBRkkWJF1oS66v3/KWieYLVhJbUZqnBNDqgTkgC4q8TyrMOy0/H\nlzYNH1PdpfW3LBh4h5CO0arZSVt6mWZ2hoebMzmyb/t24IYbFt5WtXnRIST92+j4uKtDVu3r262I\noleudOowUZmtWuUUZqtXu2NvvDGJQpBlcrQJ8M2OVrPJMs88Zse/Tq2YHT+GW+h6aZOQR2UGLMxQ\nGjPRoTby9LksaHYI6SDNKJr8/T61WeDhTTgWX0yoVIFXXuFes1RoaUtLpyZdUH5pQ/dF91eyWeqs\nlrKM88BEsnTzyHRjHSeMuPcH7nBLOJ+ql11SSZZcPnd/fIlpQ5y3kUS1J2o8vSRWJ1fwl2CeNLrw\nGqfFpfOX1Or4bFn4CQx8ZaGvisuz9Fd/32l9B1zdTwZUd2n9LZMBjvlmnNOtf1i5cqXdu3dvt7sx\nuMjTZTsi+MoT6po1bvSSp3zoqT3WN72ORj8tx+J+hdqTY6engZtvBi691I1kpE29vVJxI5PVq5Ml\noLOzwLJl8f7rz9PTSdwzwC3b1EtJdTndB7kOEjTHT3/mXyNpt1YDbr8duP9+4MorG0dGaddE2tKB\nd/Tr7GxSV9r3E2sj73dCSsEYc7e1dmW3+9FL0O50l3abnbGxJGZZnvK+syXtliavuu6sW3+sDols\nMDSUOH20yRkebsymuX59cgseHs42d+LM2rQJuOQSlwtHmy85B2nDdzzpGGr+av+Y2Zmddc6+e+/N\nZ3bSTI5uT8j63dDs9Aa0Owuh3eky4thoR+ZQ7UTLU7deVpjVL6lbnDX+8aE6/e3SL8mSefqlbimn\ntFmbdQ60Y061CecUk9f5mksMEGrH/yzOvgc3AsteA5x4QbJsdGoyafPIdGMf5Dr45XTyAn95q+zf\nN1Y/xyHnkNPHxa6JtCUOSf87keud9f2kxaXL852QUshrc6hII+WSR22mCSmgfOTpvVJxTrSbbw5P\nT0+rWZHYdLHvNJKykgxA1ytxxHTZWKRlXVet5kYlIlfw1WwyopG4acPD7nX7duArX2k8X2lH90X+\ndu92MoH1610ZkRjo7KJSzleqSZ/8SM+xbcLSpcBll7m+y7VIuyYiV5iYaEwCoUdCOgJ2M5KR2D6p\nk6MZQvqaImYndJvyt4XMi76t6nJpSqqYyZFjxbHkK698NVZM3eQ7lEZHk7w4ci2Gh53JESdXtZqY\njclJ4NAhZyL8jJx+X8REViquPu1EW7WqMZm0hOT0Y5mNjDRmAtW3aD+/kDYP69cnTrQss5NmcmQ/\nEI5NF6LIPt0GzQ4hfU7e4PJAdmZOYKE6LKYy0gowqSsWEN8PuD9fA57cnjiKpF0/hpjEYYspnMRx\ntXTYqaaWDi/MLHrCSKKekzhmJ4649g/ckZyv7qfENNOKsKlJV+aVl7msolO7EoeVPs9gTLbzw8kF\nYtuOvR9ycdZE1RZSlfnHLl/rHIVPjuNY0gVdVideKKpSTNsnddKJ1hXoSOsX8q4hKFq2SD1Fp2FD\n6zdCSQT0uhdxUPnSgEOHgMsvd6/SB//JXLZLOzIKkiWZq1a5qXZJeTYxAczMNPZFoi/7U/QiW7j+\neveqJQZ6KnxszDm89IhDRjBzc8Devc6hJiMXGQmIhEBP64sEQFK8jY4uvC56XY30QUsA5Fr463pi\njjFpw78WWVG9ZV2Mv0zWPzYmGyhK6LcVKkMIaYpeMDl6W14nWigTp97mm5xKZaFzCnC3zBtucCJd\nXV8oGL42OdKm3NK16ZJlmqtXp98KxXTJrXvjRmdapD3d/uysMzl6HkYSSK9aBVx1FXDOOY05aPwk\nCkAStaBSSeaHZC7orrsaFWDa5Oj+irNNroXfp5hTTCvL8pgdcRaGTI7Uq5fN+sc3Q+y3FSpHCGmS\nokHV29FmaBli1vH+ssFQEoGHbmh0Lq0YTdRQwuwh4O7L3asmFBBf2pElkQ19OJIE4z8wAczNLFx2\nqIP+S7+knv942vXjyHSiatPqK1nSKU4evczSzgHP7HUONXGWScbPpyaA+bnEcQUkzrGlw865taJ+\nTXRyhAWZP3ckfZbzPrDD9Vdfh9BSyWPJE9Q1BNy2Fd734f8W5DvTy2F1/3yVYau/0dBvK1SGtA06\n0vqB0BNcGWWL1NNMvaEn4dD08NlnN26TtR267bvuAj76UWDPnvQnc2lXljUCiZNneNiNKNatc22s\nWQM8+GDjKMBfv6JTkG3Y4Jx8sl4mdi30VL3ux4UXumA2ojDTGUhFaqBHVzpgzcREcm7+iE/6IqMj\nGb3okZCo1vT3opFjteNRRjN+uruQo9K//mmfy/iN+lKQrNEzISQ3vWBymqk7plzzt/kmx3dqidD3\nfe9zyyh1X2Ltyq1eq4/L2gUAACAASURBVMfWrwfuuceZrmXLnGkAnONLmx1tMsTs1GqJoPm9703M\ng399JiedKdNmQfpSrQJve5trW67B3JxrXzuigGS7Nr3j42HHme6rztTphxaVPoZMjpi27duT0KX6\nuwqZHe2YE5Mo9Ye+E//4Vn6n/m+LZoeQkkmLEdVK2SL1NFNvSIEUUiQtOzucHVK3ffAu4LXXAs/u\naYwxFmtXljVKm5Wqc0YNvQBYvsZ9Xr4GOPSAc2yJkgpInHg6Zhvg6nzuHuCsjzrnVuxaiDNK+i71\nrrgQOG6l64c4qw59I2nz5A11h1v9OHHIiaMtdk3lfW02Oe/5WnLey9cmqjVdh6Y2m7QjzkApL9dR\nSHNU6v7EPpfxG/VVeX59Zf0fkDh5MhIspr+BzWLTiRRRWdkcW83u6KdUy8qAqdOISeoz2SbpyYr2\n10+VdvBg8tnvh5TXKc2kXzolmhxz9OjC1Gk6tdnMTLJfHxPqo9+2Ps4/v5kZa2+7zdprr3Xno7OE\n+n96uz7va691GUdDmTDTrqNcE/96ZFF26rEy08KV0fYiBsyeRrtje8PktFK3HBtLyKzr9rM2yp9k\nxJTbZCyrZVpfQ6ZA3y5jGUN19k1JYhzK3unXpduS/vsJkGP91KbLb8u/XjMz1l59tTMbBw82Xjtd\nJmRytFnbsqXxOsSupZ/ZVMyO38c0aHZ6F9od2h1rbWcyE2Zlc2w1u6OfxdPPgOlnrXxCZa48OuMy\nYj62JcneGcpqmdVfnYlz7miSYVP2+cfJfsmEqfus+yf1PbalMZuklJVj9TG6Tb+POnPn41uTekPn\nN3fU2pmD1v77b7jX5w83nqPfn1CW0vuubby2oWyfseso300o02iMTmTP7FRGzT7L3JnX5lCR1i8U\nCcjRTPCO0FRqmrKo6JSrryDSSwd1IHo9nT8y4qadRZG1fbubepfsmxLURv78QDOxaWqZGh8fdwo3\nvbZFB2iR8nptkfRLAsf4x+jUaXqJqKzp8fuip7e1REGuD7BQrSblpc3t24EHHgAuvtidz65dyTlp\nhZq/3kXeV6suQM1b3tK4xkbaCanvdGbTkZEkfltMJaj7nYeia2ZCfSyyBLlZKEEgfUovmBx/Wytm\nZ3o62+SMjjbeWm++GTjvPLdt48ZkVb70JRafSyOiYCApK4mcddwx33yJKFiiHVQqrv0jR5L2x8eB\nnTuTuoBGMyv917dlfYvXf1JGX6NQFkt9ztYm5+iX0Wo23+RoEfaGDeHIBP4tXYuxKxVndnbuTHLx\npNGs2Wnmtp53CXIr0OyQvqVIHKhmYkYVVRYVVfr4CqLarFM6LV+bLEuUOFyyVPCEEbf8UgeaP2Gd\n27ZvLNknf34cr9B1EIUW4JZQTu1KzuepiUSZJmqrZ3a791YdL+cxd6RRzVabdbHMtApNyu4fd/Uf\nvyZRjEl90r60KQqwFaNu/wqlVtPXX9p8chx4+k5gxS+616d3NZ6jvq7SH/2+UgXOuNK1IbHdtBrQ\njznnXwfp13Lv3GLkVVYWOS7Ux7z/B62o1gZZ+ZbH27aY/gZyhqbdhKbEs8r76rIibWlVlyakMNNy\nAF8uoKe5Q1P1/qtWlult0rZuS9cZ66ueTtfHhOQLIaWX3rdli1OF+RKF0FS9Pk6X0+3oz2nT9iGJ\nxcyMk0CIWi92bXU/tJothpYRhNRrun5/f2ibf2zabzJte7O/5VC/+wBQGUC702aa+Zdp5V9VbmmH\nDy9UWPmf9W1Gi3v9W7Mvmg6dl29O/P36VuirreSWquvevDkxOXJe2mzFTGpM3bVly0IlmX+N/OP0\nqz4naVub65iCL60/IVF36BzEBGeJoNPMTtp336rJCfU573F56DOzQ7tDu9N+tLIpb3lfXVakLVGb\nPX+4cbuovkLb/Pch1Zc+PnROWhWmj7c2UX5phZVWoD3vGZG5o9b+YHOi4tJKNa120+Vj11mUbPd+\nODle8D/7x+m69Z9Wyj1/eOG1DfVLt3n/dU7dJuf0eODa+tciVFeoPa0sjJ2PVirGtvnHpv0m07Y3\n+1sO9bsPyGtzqEgj6fjT8nmIBaKJ1a/f+6ouPb3vq5n0FLSeHvf//OlzrRCTYP5yjnNziZJNjhfF\nmwSqqVbdFL+oraSvOtVbpeLUZ+vWOZlApeKOAVyb27Y5CYN/TEheIdGuL7ussczsbBJlWk/V6/r8\n9zKNL0FrajWnFvOn7UVOoWPACZJ5VKv15JhYYJj774+r1/RnCcTjq9f836EOOCTn5W/zr0XsN5k2\nfV/ktxwjFqeNELKAZkwO0JzZkddqNclh4/+bhrJwikJKJ2WuVhvb1vlVgLDZkXCTWjGm+yjiYQnZ\nKbf/NWtcAmV9DoDbtm6dq2t6OlFm1WrO5Fx6aWNya20WdLs6hptk2RTV3k03JSbHb9+vR66JqPfE\nlExMuHPwb9dyTULicemP1K2TH/i3Vx0jLWRy/H6HzI5fZyjOXbMmR9qPZR1t1eRIPTQ7hOREK2ry\nKniazdrpq82e2d2YcdNPMKC3+e/1n6jaZL8E7D8ynaixZNv+bS6ov9QvsdCemnCZNaX9Q99I+isx\nxmremGBoqVPIPbndlTuuPtaR4P6SlEDa0uelr82Sioub9lP/qbHckWngoY1OfSfn4H8P/mc5f4nt\nNl9zqrt5b6zTcE08JV+lCpx+qYtHJ8o2o44JJYw4dH9cvRZSa9m5RFEoZfTvUMd6k3Pzt/nnHvtN\npqnGivyWY8TitPU7ebxti+mPMzRtoF1TmqK00tPsoYArQp74WqGpbD8AjQSW0QFiZLpcptB9JZqO\nQablC1qOoNuRcocPOyXZ1JS111zTqFDTU9u+Ysu/Hlr95p+H/uwr7PRUvr42cpyuQ19nmWpPm27X\nceG0qk33WcqGJBKh8/SvgSZNoeZvK0onpu37RBoAKgNod9pMO/9VxOz48dBCbWeJaP3y8tk3BSGz\nc/hwo7nxb9m+mkzioGklVMi8idm55hoXGlNUZTMzTkQshOKj+WZM9kt7vrkImZ2QyZT29PX3r22o\n/tC1lj5t3hwWkIf+/L6E1Gwhc5IW864MxRfNTn5od2h32k67lDR+zDCtagq1m6cfoWN03C/d7vdv\na1SMibJKq7VEoebHIBMlmI4DFmpn5qC137zW2sP7rb33msY4Y1qRJqow3bavEtNtaiWcH9NMn3ss\nhpocp+vQ7ejziinVdIw2rWrTKj7dhr72+hqFvveYEs7vg3713xehE2oxKtII8Wh2ajRrGrRWA+69\nNynnq6L86W2JDZZWXyiojo55Brhp5J073dT6eec5xdiNN7rpdlGjiWRAUqbpTJyVipvaHx52dcnU\nuw50I7HJdu1yscn27gVe97pkSn1yslFZdtttwKFDC6fi9bmvWZOo4uS8hocbz1P6qKf1R0YaU8vN\nziZqP7kWgpzzOec09lEzO9uoBvS/K5Eg3HCDu6Y7diT9kkyk0pcQ+jr718D/bkOygWbQgX7aRasS\nA0IGhFb+VfKaHcDd/uSW77ctt5a0OrNMjpgCUS+J2Vm50r1KTDWdEFnfyiSLZ6WSxEGTugS/rY0b\n3edXv9op1LSq7K67EhNw003AzIzrg5+YWq6B3Kp1ts3h4cZbtG92JiacWdUmR9R12nzrW7yIvlet\ncqbJR4ckFbOzdOlCVdvYWGOGT+mXPGboeG/6PDX6+w+pzXyzU4ZYuZ3Q7BCSk1bUOGkKnPkacPDe\npIz1xjqxmF9p9YXiuEkGyifHE0XTCeuAH34LOP6NTjH20A2uzIkjTnElscUOTDh13MkbkjakDlFB\nzdcaY6tJH2qzwHduBU77TeB7fw0se7VTlkkZiX9WmwUeuQk4Ou36cux6eOcmWTol2+aJ57vsoPo8\ntZpt/7irb/kaF5tNttdmE7Xf8rUuZpq0KbHpXrzKffYzckoZUQ4uqTg1mmQTlb7UZt01lf5KP+dr\nwKF7GxV0xjtPOQf/+/fVZkWUXln7fRVgO2jl/2gxksfbtpj+Bn6GplemH/MG+tDTybGgKYJO/aXb\n0a9pAU585ZOvmIpJAbScQAeOkSAs114bzoSpA68cPLiwLt0/OTcd+MaXGOh2/XZC0/B+ujYpq/sl\n0gV9/gcPJoq70Pcl0ojYdyDvtexAn4uvoPPlDaF0cLF20r7zWJkYeX+zAw6oDKDdUfTSv0vZZieW\nCdN/Tbs1hRRbsi9NgSbbtfJKbo9btiQCZ78forbbvLlRBSZmyD83qd8/j8OHnaItZF58NZ/eruOf\n6Vu6bzZ1rDP/PP1r6Juc2Peg29X90gJsXwknx6Ulvg5tz6NIyxOfjSYnH7Q7tDsN9JLqJU98Ka3A\nysrqOHMwrlrz44Hpbbp+X3kl+0JqLx3PTMfu0hkoH9viFGehTJhaiTVzcGEb+lyfP+zqklhi+lyk\n7A82J+3qduS8fCXX84cXltfx56QfP9icqOGe2Or6ev91YTWaxEfz45OFrrevPJPjfTVfKPZZKGZb\nLNaY/h5Dv7eQui9EGfHQBoC8Nse4sv3DypUr7d69e7vdje4g06RlBNgo0mZaEJAi/RA1lJ7iBhKF\n08aNwGte47JHCjt2JIFK5FVP0YfqCvUxFL9LFFSjo4mKS09j69RmkuZNtyF1SmAZ6bsO4KID0IiK\nbcOGpA9jY8DXvgacfbabgn/DG5y6bW7OTflL5tKRERcEZ2go2T456YK+7N6dXAeRR+hzHRtL2hwb\nS1Rzck5yfvIdyb7Yd6iP1VIF6bNICvT18qflpU+h70u+V0F/Dv3+JdabBEFKo1WJwQBgjLnbWruy\n2/3oJQbV7nTD5Ei77TA7gn/bAhJRsjY5+rajt/kmJcvszM423m612dm1y93O/VuqrtcX79ZqwPXX\nO2Hx+vXu2OlpF6dMboNyyx0fd8qu4eFGk/DVrwLGAO9/P7BsWeO1GBpyx0hy6j17FpokHZLUN486\n7OjkpKtDi6t9MzU7m+wPMT2d3Nq1+fXNjv5udd+06S3D5AD5zQ5NTj5odxYyqHbnmDqn1ZhORdtM\na6tIbDVRQ+nsnUCicHpwI7DsNcApaqxzYEcSG0uUZ/42v65QH2WfVpwJ+8frGSd3NcZJ0+Uls6hu\nQ+oJ9V3ilL3yiuTY+ZpTkJ2sxjr7xoBnvwa8+PXu83E/Bxzc69R7Zsj156kJp5p7crvbvmSp2z41\n6eKyPbM7uQ6iJtPX5Mlxd/ySimtPVHO6X1o9J/ti36E+VqvGjlsNfPvmxnPW11Gzb2xhJlK5bvIb\nF/RvPvR7E3WeKOjSKPJ7HVBy25w83rbF9DfQMzTW5psmLbOttLRZzdYprzommLUL1Uy+Msvvg19X\naFpZFFg61pmWB+hgOmnBW6R/seyXBw+G5QP6GorqTMsYDh5MUrEdPGjtRz6SqNt8RZ0o4/xr4csS\nYpIKkTNoWYTOFuoH6gmd/zXXWHv11QtVYv73pPvjx39Lu47STpq8IHYMKQVQGUC7o+ikyZF2Qv/6\nrdYZMjm+AstXlOnj/ddYRke5zWrBsB8qNK/ZicV5k31+QuZQxkmdfNk3O5//vDM5Es9N/rRp0dlO\ns0yOf43E7GmzMjPj2pRrEMp+qjl82Nr3vGehmFu3ETI7ut12mBx9vUnr0O7Q7jTQyQyBvoKnjDZ1\nXU9sbVSRaWVVSDEWqkPXFYv19b3bGjNy3ndto2JLFGg6zleImJLKWqfyCsVZk/pEvfaDzYkiTmKs\nPbYl2ffNj1j7o6nGGGu+Yk7Xa21judD35avu/Oyk912bKMliSjU5n3uvsfa+qxcq1vR3qLfrrJ9P\nqHbTFGQxRVsaVJmVRl6b03VDUPbfQBsWoR3rBWJ1+SOHMtv012j4++RpWDvVYn2Mrc3ZvLnRAaVH\nMfJUr507sXpkNKSf5v32dUIB/0lcHGFSRkZBMkqRftx2W+JYC0WKDo1SxBEmZWS/HhX4y1L1dfVH\nTmmjI+3g89sJoUdcvpM09l36fc1Dp0b5AwAHNLQ7Pu24/Uu9se3tMnP6Fhlq019mmeXk8m9TMzPW\nfvjDjXlnxATJfu3A83PM6HpkHihtnmjz5nA/xWSJo8zaxNRcd52rV0yBmDa9JFPQt3D5rM9H9ztm\ndnxnlj9HpiMn+OcobeZ9FPGdoe0yObp/pHVod2h3FtCOJWqxuvxleWW2qR02oeV84nzSgfFjfdQO\nOV3X84etvfM9zmEl+3RCAHFY6eWeIQdOaGmmbv+Jrcm+WCD9x7ZYe9+HE6fV84ed40onFPjRlHNs\nyfJLnbBAXwPd929em2wPLYP038tx/hJUvcw0toTSX7Ka9bvwnYHauRYi1Nc80JFWGnltDpMN9CNl\n5U8X8uRQb0ebk5Px9iXi8q5dbv3KxEQSqVn+dFkJ0u9HCX7LW4Arr0zWjYyOurUwEmV427YkcvHI\nSOOyxB073JqS8XFg69ZkDUno2oyMuKWZOhGAjqAMAJddlixbnZhw53bJJW5dyMSEK790qdu/bl2y\nLkavmRkbS/o0NuaiW59xRtJnSdigvy8dHVvWu9x8s1sWKmtSpL933JEkKZBlq7OzyTWtVhcmHohF\ndZZ29Doev3zoN6d/Z/p3USQieBkRntsdJZqQRULZt38gbnbk1t2ONoHkFhkzebK8cfXqdLPj55+R\nfdUqcNVVyTLCatXd+nfvTpaZSo6WWs2ZHFmWKNtkaeT0NHDnnQvz9ACJ2RkacssWtcmRfqxbB1x+\nuTN/cjuu1VwuHUlMoK/vG9/YaOJqNddvyZMjS1HPOMOZHjlnnXQhZna2b0/OQ5ZbiondubMxwYJv\ndvSyT12vj06IoM2VHwEi9KhRxOTIvrxli0CzQ0gdP/B8q+QJ6N6ONiXQfSyJgATKP261W1L48Cb3\nqgPZH+vbSDg4/dJhYOUngOqyZFnfSeuTwPZP3A48cmMSmF+C/ANJ8oPaLPDQnwO1mSSov/Rb2j9h\nBBhaqpIAjDcmTpB2X/m77v2BCXduL7/EtSnlD+4FXnSG23b6pUnSAGnrwAQwe8i1sW8MOHAH8MIz\nknOfmkyWd8r35X93tVm3BPO41a4dWRJ6YAdwZNotJT1udbJdrvmBHUl9Ddc+Znjq7ejlpn55/zcn\n37u0ob/L2O8z9PspK6lAO5MTLHLoSOtXyhxdxEYsrWZMzOuY89vX7R45AnzqUy5NmASV8R1VOv2W\n/9QsIxnfGXT++e79ffe5uicmkrhmwtq1bhSxciVw//3ABRckgXSAxvar1STQzehoEkhGRkUbN7rR\nghwjZfbsSc5z1y4XIw1w7/UTvtRz993O2TUy4kZq69YBL3hBY5+1M02P/uSa7d7tRlIS2EYybc7O\nAp//PLBli9t26JALoLNtW5K9VEYq0h+59tPTC7/janVhwB5pb3y8cTSpv/fQbyTN2Zv2+2mWMuog\nXcEY82ZjzMPGmEeNMX8Q2P/zxpivG2Nqxph3dqOPi5GyHVohs9OqyZE6stoUExC6ZczNuVverl1J\nImW57Y2NNd6uZC7Ir0vPT2iTU626eGGf/KSbHxLHlp5jAFy9Z58NPPKIc26JU07fzuW4DRvcn8y7\niImRzJ133JGYg0svdbd/aWv7dneu4kDbsyfJJCrtSH9nZtxxo6PAm97kyksfssxOrebKS3hOcerJ\nNdizJzHRaWZHTA7Q+F3o71cck35oTnlsCJmd2ONDmgkoUjYvNDuEeJQZ5ynmJPMdFEXbzOuYC2Wk\nlHbn55yzSJxOIUeVzvgYqmvpcOIoqs02OsvMEPCz73Px0SRrphwrcdjmay7+WeUFLhuoOK32jzfG\nGDthxL2uGHXvD0wk+yXD5lM7XR+kzDN73P65I+4cX7zS9enABBZkCq3NOmfet29yMd1OWu/KLlma\nXFfdZ/87mK8559vULuekkzhmkr30RecA3/gAcOQ515cj08CDHwe+db0rd9xqV4+ct3YU7htb+H1X\nqgvjpUk/Ht7k6pdMq3pf6LtMc/am/X5aoax6+hQ60kg+QiOWIpKAkKxAngj9qXzZ7yub9HtxYl1w\nAXDWWe5JW6Ipy+hGjxq0w0n+ZLpbnpRFYiB92bULeN3rEueXPH3Lk3al4kYRe/e6PlQqyRP39DRw\nww1JWZEa+CNAiXZ82WVutLJxI3D77UmZuTl3zNKlzmH36U+7beedlzidRA6wcyfw2tc21r97t7sW\n4mCsVNx5yrWR0YPu19q1rk+ixBsddSOxahX4pV9yjrmREScD+MQnEhXdpk3ufOfm3OvGje519Wrg\nxhsb5RBanuGrBEdG3F8ouYP/e0vbp/GPCY3QNVkjlXbJYUhbMcYMAbgFwEUAzgTwa8aYM71iPwDw\nHgD/0NneER//36vov10rZid2y5B8LmvWOBOxbZu7Da9Zk6i1pG7tSJE/38EjTiB5v2ePy0szPNw4\nz6BNyKpVwN/8DXDxxU45BiS387Gxxlu79F9u7SJurlaB977X3a63b3fHiYpOzODcnJubufNOZ57E\niXb77e5vbMz19+KLG+drdu92Jmr79rAzLWR2pG4xrVdcARx/vHPuSUKDtWvjZufIEfdd3H67+3z3\n3fHvN+TckrmrLLOT1+TkKUuzQ0iPEXKSFVWh+Q4RX03k7/eVTfr98rVOjXXCOqf0On4NMPUVpx5b\nvsY5oUR9BSQqJr+9fWM4luTguNWNxxyYcK/i/Dpp1H0+Mp2or168yjmelix1fdEKMTuXnKe0oZ2O\nBkodNuIcX3MzwEObkvOXMkNLgWUrge982h1/3HlJcoLabKLOWzIEvPC1rs+VqgvYf/IGV2b/eHLt\ngEaHo3wXksBgScXtA9x5rxh1DsdT3gFUhhOn4BlXAWf+niv37ZvdtbFzdSfbRqeOm68BB+9e6HDS\nSRp8h6w42Py8j/5vTr+m/RZDKrmQYzjtc6jOTib2WGR01ZFGZUAP0ewUZ5ozQm8PLc2U9Rf+U3Wo\nvD/qkSfz4WH3RD0y4kYUl17qtulRw9hYMnoYG3PpzGQ0IksLxXkkbcnU9YUXJkq0Wg14+mn35L56\ntXtav/VWN4J6y1uSUcjsbOLU0lIDneYLcMfdfLNzhO3c6UYrr31tMpUv7NzpnGj33ONGLEND7rit\nW10fPvlJV9f69U4KsFTNykibN93kRhq1WjJS0A5CeQ8kox1x4sl3PDkJXHRRY/o6uWbVqrv2ss7o\nzjuBV7zC9Q1w8glf3qGXtmpHp5Zx+OnOfBmB1Cf78pImc8k77Z82KqJkoFc5F8Cj1trvWmuPAPgc\ngLfrAtba71lr7wMw340ODgplmJy0elo1OyGTU6slCq/h4WTFvhYbA87MbNyYOMCuvz5ZdX/vvUnd\nMjcjSxp9s1OpOPPwpS85p9SqVe51zx53uz3++ESVtX174swLKa/E7MzNJctCv/IV4IEHnJNMn+fc\nHPDlL7t5qnPPdULoW25xJmfbNjd3BCQRBvbuTaInAK5Pd97pTJYoybTaL2R2JibcOayuT/aLA/Gu\nu9z1kPqlLhGTX3KJux5ybvfc485Lmxz5PkNzRkBybXQfs/Dn+rLIEvS3anZocgjJQbOqGu1ESKsj\n5CzRaqInxxsVXKGlePpzpeocX0uHnaOnUnXOrFdc7raJw+jARH2J40TiTHridvd6ZBo4dG+ybHPp\nsHt9asK1sWLUObfk83wNePxLToV13Gp3/HdudY67kzckx9dmnYNLn6dWuYmD6vg1ifPpye2u/h8+\nCCx7dXLs8WuAb38SeOHZwHP3AK+8DFj+88CjtwCPb3GKtYc2uvInjAArLnRON+mvXN+HbwLmjzQq\nusQ5KH0Th+GSijvn2kzjdzg1CZxykbsmSyqNSzllqenTdzpH2tN3Ai98BfDoJ11bL379wt+KfN96\nOadeIirfQZ5Mm3K98pKlrsyrNos546hS616yAQBDAL4D4GcALAVwL4AzvTKnAXgdgL8D8M489Q58\n8M1maDVqc57Iz2lprkIRfP3yfhIAPwKzH2hfRzHW9c/MJNGXt22zdv/+cMZIfdzWrS6a8R//sbXv\nfre1H/ygi8R83XXWTk0l/ZS6r7nGpTvzoxfLZx0ZWdKq+QkOdNKBzZtdROipqaRvkgV082a3XcpJ\n9GkdFVva1tGSQ1G19TXautUlNtCRpUOpy3SEaN1mrA19LUJRp+WaxCJL+2X9/hTFP3f/tUg9sfPp\nM7CIgz4DeCeAv1Kf/yuAmyNl/ybN7gC4GMBeAHtf+tKXlnR1B4My/kWKmJ3Q/jSzo02MTgIgWR7l\ns58jJXZ73bw5ua0dPLgwU6W047d/8KAzOe96lzMpEuxf90nMwDXXJLf+0DnqzJo6KbXOs3OwHof6\n4EGXCfPw4SSrp5gfyegpJkgnm/ZNgJ/jJpQ/yDfNYsZ8c6VNus5y6ifw9k2+vhZ+riDflIVy6IR+\nY71mdkJ97zcWs91p1x/HOwVpNVGAH7A+rZx+DdXhl5X3T2xtzEjpZ5D0A+3rBAR+1kjJgrlvm7WH\n9zdmBw0lG3h8a3LcPR+0dvLdLuj//de5V2nz6IxLKHDvNdZ+7/N2QcB8qVOyd+rg/N9UmTGlHinz\n/dtcts7nDyf9/tGU69ePptz+5w8nmUXl/J7Y2ni9dJuSqCF2/Z8/7M5j5uDCa6mD/UvGTfksbYa+\nE//71pk5Q9+Z/3sK/c5imUjzEvrNtVKXn5CiD8lrc7qpSKMyoNvoqdlm1wvoqe48S+tC07AyvRwr\nr9d9iDpMR2AeG3PLKP3zARJ1k15jsXSpez3nHOAzn3HT+FKXKLH8JAOiuPrUp4Df/31g2TL3Wabc\nJfrz0JCbIn/kkaT/stRz0yYnL7jxRrf+pFZzsoY1a9zUvkQ+rtWA225zZatVp3a7/HI37S8qsbvu\ncsccOeJUcZs3O6nDypWJyk7OQ66hvva33+5kEnrpqbxKPDdRtsk5hAL+6AjRIoOQ8xDJgL7++vsN\nxcCr1dx6KT9BQeh3poPWAMWDx+i4eP71if2O8wTEaeb/iXKCTmEC23xRfS6stZ+21q601q5cvnx5\ni90aDMowOVJPhyrseQAAIABJREFUXrMTMjmyL2Z2AHcrE9Gw3BZlqaWEtRwbazwfIOmXVjUtXZoI\nlnfscLe4Sy9N+nfeeU40LGZB2q9U3DLGW24B3vEOp4Rbvz4J8C/m8MILXX233prcrkWALXG/xOxI\n3847z9UlAu7zznNm5tAhZ94+8Qm3/dZbkwgGa9YkouMdO4Cvfc3FWJuZSZaDHjmSLOmUayVhMq+/\n3vVBmxtRiellsxJ3zleKyfdzzz2Nt3/f5IS+W31NQ3VOTCzMcxMyOaHvO+/tW76bImYnrW59/s38\nP9HskIEgpA5rpo4D9RtCVh2hWFa6D6GlnKJYOmHEfZa4YhJfS5Yg7htrjGEmCidJWKCXAC4Zcse/\n6Bzge59xqq8V9bHOkXrc4v3bnGIKSJY6Hv9G4DV/5JIT/PjxToH13D1OgbZvzKnKzBDws5cAhx9J\n+j9fc/VKMoQlQ43LQwHgFZclyq75GvCD25K+nPpW4FUfcPu/fbPr93P3OCXc05PAoW8C+/7NKc6e\n2umWhz6108VVk6Wf+trLklRRw4XiylWqwItfBzy7x6nsRMnmf88HJly7cm2PqQOVUk1ff81Jo43f\ni3xnogAMxTXT24vESQuhl7RKH3QdoT7niesnCr8i/099qGDrpiPtFACPqc+P17cVxhhzsTFmrzFm\n79TUVCmd63v80UWeJ7BYwBHtQMhCl09Ljeb3sVp1owh5EtZ/GzYAH/jAwnZCo7VKxY0GajUXb0wy\nWgLuCf93fxd4/euTp3nAjQq+8AXXhqQlEyfYOee4/du3u/Lr1rn1Nlde6eodH3f17tyZBPC//PIk\nmI6s+9m4MYmUXKm4JZS33posfxwedue+bp0bRa1e7co98gjwW78FPPoo8Du/4+qfr/ud161zzjXJ\n4rl9ezJSGBpy8d/0k7isG5LvQ0ZtsixW1tzI03+t5upZt65xdBL6Hv34aDppgD5O/x71Mf536Y8+\nio7MxTHoO+zS6shae+P/zvKSd00PKYPHAbxEfT4VwL4u9WWgKMPkyLYiZqeIydH9BBrjlAGNr1de\n6W6RvmMuZnLktvnFLzqnVaWSRBq4807gN3+zMbHz9LS7pe/Y4fbrW90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KMrPO6XYUouoc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d5PBmJtV3onoiAgHKjIwhcftLTyeQVVTE42JSFv+X3/5WXePvTzfIjRupwVgsPEeyew4eTGbX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\nqdXjITDk9XK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MrDy9u717TYbW0lJ6im43/w4GY70BjaUtW/g7GCSQqXGmd28DYDk5pt11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5cRGLviCpE338T5K69Eu2bNghUXy41G8aa/c6chixHBCumaa3B8003ISws6RuWcOhVtv+wy\n5N2+HauUtjaseGpqRPbsMfc5mTT5EwmR//2/Rd5+GxZvs2YhX08P6oxGTWg05l2+3Pg16bFl6LXl\ny9EO+v5wBbBuHVZTDNtGd1iGdSNQVluLem0rM/3suNw26+vNva2txX3atcuEceP9ZpttqzdX2fZ/\nwJV3BEoYPa2vhHonv7hUgn39dP9WLrXGvzeBKzs9QZt8bbJViJ5y6usNH5ieJrRq0lZLehyYhqqM\nMV1uuAEg1ze/iT2I229HhE1GzhTBNPrUU2YPhdP93XcbTrbPfEZk7FgASJzmnnkGkUr37IGF2/PP\nG9VDY+ieHmMVxjg0qRSm9nRa5FvfAtj2mc+IPPgg0tXXo5yHH4aV2fjxAMzsANIdHWgT+0D1OWqU\nOcd6V6wwsWv0PaEFYXc3+jNtmj/YdGMj3D/jcajy0lKMAVUj76WOEGpbGgapBf26EouZaJ6MzKr3\nfbQ1WrEqh+d13pEq57LeiUQiV4lIr4j8k4g85HleQcok1DsFSDoJ4MQFUAxEpMDeNMCriPgBDjty\nok4v0jdPULtIbk8QS0d91FFBmYfAinYPLIn1HQeCLePKAVgxKmVvWmTfKpFPfhYWVudNxrXYKBMN\nszcFoOui2wyv2fFtAK2ipQDVSkphnXVkA7570wDl/uSK7Jgo75TOHSDtn3Az3Dsn3ZrlJWtEoIHO\nLQg8sPdp/EvGXItAAlfeDyuxiVWwbvvDXvC3MXImI2mWxET2rxHpehv8a4z0ed5U8KddsQTA2IQK\nk3fPcrjT8pnh+BL8OpRV1JEo7gHlYC3cTGNxRFW98oGsZVwD0pI3L9UN6zP7udTPjgZPWbe+rwdr\ncR9O7BK56gFzXxnkQD8X+cp2PX8D8f8YxlKozgmBtJEsBEC0uN7w+itBvjS5yEI0MJOvTXyT1qsk\nDbDZdTO93R7WxzrSaWPBddNN2I5PpWBZtXWr2dKmELx7+WUcl5YibyqFlQ/rWbUKJg27dwMgEwEo\nd/fd2Dr/9rexpS8C/5Z0GkBbKoU811+PrXZa1RHA01vsy5fDZ0cDPtxuJ6kNVwEzZ2IFcfXV8Ofh\nyoV9nzMH6TU4qd0kOe5cUTDSZ2kpPlVVKKuyEr4/06aZVZMGvUSMOQbvB+9TLvCLq1HWw9ULV7Xs\nM9O6Vsr2s5dP8v0/RgDIdi4vaPorod4pTIJAgYFUO0FqLddfn9If7J7Tsd4vcqV3GU/raVTETL09\nPbDkWr4c025dnZmOWUdjowHHqHK2boWaIuVldzcCFfz4xyIvvIBzN9xgwLJMBlP/k08asKqhAfsq\nL7wA1TBqlAGcCOLNn2/4yl55BfVzLDTIxX5rsPDECRhdP/EE2kkwbNUqWODFYibaqWvfguNFj396\n/c+ZY1wtGaj6zTdhZafLo3rQ90xbpOkxtu+bVnmMsaPLYls1YBqkdkKVU5yMBL0TiUQaJQTSBl4I\nLmhxgQr9Fdt9k+dylUvAq5B20QX0yEY/L9eRRgAzrrrtsukWWZowdYwrhyWWlxEZd5PI2z8TkZMi\nn7nPWKXZ1nIHa2HxFYkCDPMy+EzMuqemugGYjb4WaY63w9Ksa6/In92RDWxwPdwjvQxAs940+Mp6\nM+BcGzsNJP90X51QAauu8RVow5ENIp3bRD77sB/w4TiJ9AUL9yxHmybdasCyI40ABS+Yh+POLcYN\nlYAZQSmO/ZHGrOVd1iU1EoVLaEdz1sX0H9H+SdUAzwiyHao3QB0l1e1vby7wa8Js1DFmJto5YTaA\nRkZpZf7D9W5wVj8HhTzv+f4fIwBkC4G0UPovA/VmFmTVI1KcdZCrLL6l8u3YtU1MyzJacmnghWXR\nemnhQn+71q3DcWkptrU3bzak+PRRETGWVdw6v+46vNFv2ADrMG7zV1biHFdD6TSOb7oJq4l160w+\nW6JR+M68+iq23NNp/xs8TSG6u5Feg2r33INxWLMGwQxI1MOVDX2EmpoMmJVMgpAnGjXb+M89B+su\nEZS7eLEfmGOZDQ1oI+/RqlUmn731zhUUyxFBWT/+MVxkadnmslDUz5KIf8US9KzkAtJ0u/KJ/bzm\ne3bPMRkJC5piJdQ7py8DZQjtKoPgWpBRaaFqx7ZK0xZnGrOnirH3GkTMHkZbm99AmnsKVBWZDIyb\nOU03NUGl0PpMqxxaidEgOBrF/ktpKQyNmZ4qh9ZdBOhefhl7NVQXu3eL3HEH6mP8H+6J6H0QjokI\n+l9fj3pvvhlWYuk0gDuqBI7JtdfCOJkqRwQxabZuRX4RY5hdXW1AM5veVMTsKbGPVDuLF/v3zWhY\n3d1tXgmKVTv6+RHxWyW61NNAqR3X88p2jACVIyIjQ+8UAqRFIpG7ROQuEZFLLrlk+rvvvnuGWncO\nykCBAUFWPSJ9rcVyWQe5yiM4Qs4rl2USQTGCZLR2Yx4RY73EKJRs34HsWidaisidx18FCHSk0XB5\nZbIRLEsTWffJ1XCppMVZ53ZYek2sBDDXmwJgRWCt4xUAdfHRqI8WanufAbdYSXayj0RhzXX8VQBQ\nqW5jccb2sEyOrYjI7uWwROt4ReT4VpFIqchky9LrYC0s0T7Y5LfiS3XjXOfrIpd9W+Sd52HdJQIL\nvsvuRrttLrrDDRgntoP8ZpfdbcAy3kcGQOjc4ucmO7AO9UoJrN9oeRj0POj7roE3ne5QvbF6yyWF\nPPv2c1jIs3sOSaE6J+RIC6WvDBSI5iKlIVmITSZDP5hYzLwV2tvEtqRShniGW/Rc0cRihhRGh/Ui\n+FRbi/OZDFia7TfV0lK8TVdU4O1eR8ecOxcrikzGlN/aii39efOQZuFCAEjz5qE8buW3tJjjbdsA\nUNEllCDanDlmJTRvHup69VWYKaxfD18eWqEx2uWJE6j/5ZfNiuyaa+BCGo2CN23OHKyG6uvRVwKO\nGzagfG0qsWsXfnNFSAZnlst+cGVJkDIaNfeipaUv4FZfb9pA0hrbbGPmTOQjo7RrNcO0/ASZLzBd\nLrMAfuciowkyLdF57LYGlRVKKKH0kYEA0Vx/YQJOpJbUqof5+NflsatN2lCZx1rlUKiWRMw1WlDV\n1WF6I2+XriMaNUBRNApLMQY9SCQAOn3rW1AZtbVIN3Wq2ZtJJGCMTJXxxhtoK42tYzEcP/SQieLJ\nKJkLFmDKJdPAPfeYfaCmJqid114zUylV+UsvAbx74gmcq6hAvk2bELCZjAHkiBNB/7dtg8rhPUgm\n4V5aVgbVO2eOiV8Ti6FcEUMrWl+P35z6W1sNhxvVDoE13usVK6AmdTwjfZ9zqR3bOs1WOy4JUjv2\nK1GQ2slnKWm/LrnyhTJ0JBKJ1EcikV2OzxeKKcfzvOc9z5vhed6MCRMmDFZzR4YMFIjm4pk6XA9Q\ngzxV5C+jtZgmfLe5sux2ZVIAtESMJRXBlJIYQLS9q0w5F8w14NPhehMwoPP1vtZz0VJYZI2vAK/Z\nxEqUe8FcfI+vgNvmnhUop3OLyBWLkKc0AWBu8gMAlT5oQT2RKFwle9PZ6JvbRN55DvkjUYBvH2wS\nueI+1J/JWoVNrASI1psC8PT6EoB7sTisuTqaUcaeFeBp2/1T1DH6GpQnIjJ6Ktp3tMlEtxRB2R2v\niBzfYsYpnYSF3PhZiKxZEoOLqQjqvPROXGdU0sP1hkctEjUWc4fr5RS/Ga3ZDtcDbOP4v/MzP0+a\nCCz6rlgqMmaKOCN42veKkVeDImIyKEGQBZn+HcSDps+5ghnwfFBbR6J4nndOfaZPn+6Fcgbl5Mni\nrp08ac7z9/r1ntfT43l1deZcT4/nPf44voPyrl/veV1dyNfTg2M7zdq1/rI9D3lqapC+sxO/7Tad\nPIlr69ejDJat6+7pMe1j/fo86+zqMmV2dZk29PSgjro6fK9da9rS2el53/ymad+LL3reD3/oeb/8\npef94Ac4xzp6ekxf2Te2gWPJdvEa+8CyH3kEdTEt28z7wPaxHPZF18922+dOnvS8NWs8b9kyzzt0\nyH+PmM71jHDMdZqTJ/33Up+z77OdxvUsBqXPlc6+5hK7LYVKsenPgojIVm8IzPVD6RPqnTMruf6q\nLuE0racde8rQU7itDvhbT3+cPl3qjNOnVmldXZ732GNm2tf16Kl67dq+KkfXz7KZT7dD90urHa0O\nurqMmlizBnUxzaOPGpX54oue99WvQuW8+KLn/f3fmzLq6lCGVqFaZbBeqllbnXR0oDyqLKomfR9q\nasx13Sd9D/TYMg3vdWen533jG6jLVtW5Xk047lTVQdN/PrVTiMopJp19Paj9xaqdYaByPM8bGXpH\nRBpFZEah6UO9cwYlk+OP4rqWOWnO8/eB9Z53ssfzDtaZax93ed6ux3E+KC/zZU563vvrPW9/Td80\n763tW/bJHlN+TyfS2G3KnES699bic2C9vz8s++MuU+aB9WgH28Q8H3f5y+S5kz2o/2CdaQf70NPp\neZu+ie/9NZ737hrPa/87z/vdi57X/jc4x36xzP01KJffPH+yx7TrwHrTHo7Ze2tR7v4a1Mc0+j7o\n8wfr8M3frIftts9xrHb8yPO6DvnvEdO5npH31/vHjNf0vbTP2b/zPYuusgpJlyu97kNQviApJu1Z\nkkJ1zllXHAP9CRXLGZT+vLXZ+T3Pv8rRZdogmmuVY+e3ATkNruny+VbO3yyHb/4dHXgLP3So75s3\nQSsX+KZXAVwxPf64WS0QlHrkEf9KROdhmQSdCLBxxcKVjq6T7efqhSukzs6+13QdbMO+fQC6uIrT\nKx9+HnvMlNfZifQdHf5V07JlZgWiQbllyzxv/36Ag3olqO+H6/lgvfaK1ZVOX7NXsUEroUKf3WJX\nJkF9KiTfEF/ZjIQFTbGfUO+cORlMtWNj9kEqh/lttWKrIA08cbq1pweqCE7vP/gBfrumK6odPXXp\nfRKqLrab0/vatZiCuVdSU2PAL92/ri5T99q1ANCofjSwpFUD8/3oR1A7VHVsm0vNEqj75S8B3rF8\nrW60OtZg25o15jrVpr1/xX6x/VS39vMTBEh1dXneHXf48+R7hnTZufZRClUL/VE5xag0O99Ql5Gg\nd0IgbYhKf4ACVxkEy2ywhGAOz72/3g9oBYFfGkhhev3hdQ0oMe/+Ghx/3AXwZ/vfAxyy+8i0dtms\n/+MulPNRB4Ao1nVgPcrduQzX3l9vQCqCY+zTRx2mHraHH6Y72eP/7XlIu+NHAN8+6uh7zR6Tj7s8\n73e/9Lzfr/G8HY8agJD94e/9NQZM6+k0AJsG8nYu84OLHIv9NZ732196XsvXTXn2M+QC1E72eN7O\nx8xY6/uu07kAWhe45spXiBQLhgX1qdB8Q1gK1TkhR1oo/ZdcwQSCvnU6TSDjCl/l+ibRia5fRwJl\nmZrx1yYToehQa3RRzGQMEcyHH4q89Rb8UxgOTARpn3wSPjIiJh/J7unzU1EBP5I77xRpb0fd3d1o\nz1NPgQWZrpe2j8i6dSL//u8g6WeYMbaTY04OOBLCtLYazrOf/hRtev99hBLbsgXj0tBgomIyFNuU\nKQgN98IL8Id55RW4u15zjcjevSZKJwM5sM7LLhPZtw/+RbrvdONsaoKf0+23m/MvvWSIf7QvlSYa\nssUVJELff1coQBdTtE12pJ+7gWZs7m95w4A5eiRw1RQrod45c5Lrrz3Qaofn7dg3In3Loei8LpWj\nObXo3U4VMXUqgi7/xV/4aTtF/IT8bW0451IbO3dCtcRifhpMcoddey3cJ3WES/K7udSObgP7VF4O\nV0lO/ckkWAW2bTOukfffbxgAKipMDKDubqi9114TiUTASBCLQe20t0Nt3XhjX3XK+D0Mbs14Nnp8\ntmxB/3buNK8B6TRcUxk0QdN6BkVzZXnkktOSK8C4iwLW9dy4YiGdrpzDKkdEzm29E4lEviQiz4jI\nBBE5ISLbPc+bnztXqHfOmOQKJuDiqXJxXAVF6QziUtPBAphGRwIlAT05uHRenU7EENCzrKONIPaf\nWAkXzHSPyIl2kXE3wkVT13swSxXDtF7GEOgzOuiYmXBdvPROkQ/bTYRRBjj47T+JJK4U+UQCPGe6\n/wdrEZBgzHX+CJj2ODLd5KUmGmcsLvLef4h0tosce03kpn9D/STi77XaenC9yN7nRMr+1fDJ7XtG\n5JNXifzhTZEx0/3pDzeInNgu8mf/TeTENvye/GDfAAfHWkX+5FqRrp2oW0TkwHqRixaYKKs6GEJQ\nQABed7lman40Xab9bNrjxnw6/UDymvW3vGEQrKBgnVMI2jacPuEOzQBKrm3KIB8F7aapt8qDLII8\nL9gayeXymcvajPmCtmftdDo/t7H1db1Fbvtu0LJLb/vrY+2rwzpoxbV2LbbibZ8X2z3VvkaTBVpn\n8Zp2B6X125o1OKYFmR5rmgmwLT09sH5bu9ZYndEyTefX5hrabMA206ipgQnAiy/C3EBv29t+OdpU\noxhfFvseB1k1uvLbJiHDaVt+CIiMAMuAYj+h3hkYyfcXtP+qtiVZoWonyHLHdvm0y7DVka1SbEPU\nIJWjj22rJ23ka6s+Gi/bFlmcArU1GM/Rq76z0xgqa/XE8phHGx3r+rRq4jTPOumuSYs03SdtidbZ\nCUsvlk2V9sgjaFdHh99N1P5olWOr6jvugNEzy9f3wB7n01U7tjWiXa6d376XocopXkK9E+qdQZN8\nbpsutzi6EGqLHNu10i5Hu2/q87bLp23pQ0uyfNZIukydTuen5ZS+TvdIu/3MS6szftN1UltxaRdH\nWmbteBTWYnTb1C6Y2i2SdfPT02nqY3vofkq3Slq/vbcWx7Sm066U2oKM1m5dh8zx/hpYp9EyTbdH\njw37qu8fLeh2PoYyN9+BNtjPh8v6kPcj1zPnegZtN9J8Lps6nz4e4pZgQ0UK1TlhsIFQ3JKPfF2z\n3LrS6G3aXCTstEayy3ARuLvq1Nu8OhrkLbcYRmQdtECzTHN7msT7ra1+9mMS4ZMtWvdHhxuLx7E1\nnk5jy/yJJ8DmTEsp1vmzn8Gc4KabYMlVVoYt++5uMDavXWuYrGMxEwZt/XqRf/gHbN0zMqcOWTZr\nFn63tZnt/Z07UW9bm3+sGhthlUZGZgYgoCnBvfciiiiDJLS1oe1klU4mzXZ+c7N/K7u7G+eqq8F6\n/cUvinznO2a7n+zMZJ3mc0LLOD3Guhg3yqUAACAASURBVI/2s+hiWSYL9caNplxXUACdV5sh2HW7\nJBeL81BleB6q7QolFEvyqRwRf1AAHpPIX6QwtcN6XPXr4AGcIrTKaWyENRbL1OXEYrjW3Gymaabh\n1OMin9fWS93dMAzmFKuNqxl0gHk0CX8yKfL447ASs8eSETg3ZbmYo1FD2F9XZ0j6OT5btiCC5uLF\nRuWk00Y1iRi1E4th6r77bgQPaG/H9dZW0+fmZmPw3dYGY2wRBE3YtAnqgnF52ttRbksLAiq89JKJ\nCyRiVA7HkP2Ix2F4ffHF+B492j++tIjjuBardlyvIzpwhUslMb+uU7e9EJWj21PstbMpQ7VdoYTS\nR3IRr4v4idV1mkj2m5Zfh+phBUUrMV0+83U0962nNy3iWfXYZO5exm+VpqNB0vrrcL0/aAEDHIgY\nAvqSGNp3rNVvMbZvtbGA0+0neX0sjv7G4rAo603D2uvgehD/02qNde5bDQu2T/+1yIk3/NZSB2tF\nDtXBiq2j2dRzpBFWXLv+QWTrIpF0NwIGkKCfZaSTCHhw2d041/kbkaMb0bYjG02aI41Zq7S0GcPD\nL8OyTASWd5OqYTUWiaKso40i+/8DUUAZGTQWN/dHt+FII/JPflAkMUlk+kpE9zz1zFSZwAS8X+PK\nEZBhQkVwlFf9PLrI/Rmwgn3Vz4mdl/l0cAL7+XRJrsABQzWowFlsVwikheIWVzgoVxo7hFRVFd52\neV2DVSL+t0sCTa6wU83Nxm9DX9MrmrIyU5errY2NJoQa38S56mLdlHgcq6DVq7FyaGmBvw3DgWmw\nTwN29H1paMAb/M03i9xwA1YFdMfkimzpUqR9/nmRq6/GuVQKPi133AHA7MYb/f2oqoJPygMPAJhK\nJLDS4Oqkp8dEDtUg3JQpWDFVVPjv0dy5AAErKlA/fW+qq1EugbdYzLiciiAE3F13wV1z+XKkmT3b\ngJX0O5o500TpJBiYK+JlMol8qZT//rNce4ViP29a7JWnvlfa9ZcrG12PXkm6xLWq4u9CEICzIUO1\nXaGE4pBCVA7FDpary8indgiWBdWjgTi7/FQKU2AQcNLaiimQkSHTabOns2JF36mQ+wrc76HaaWkx\nLoSuPCLIw2DQsRjUzqJFZvqdPRvq4p57sE+SycAd8sYbAWLNyDosvPkmVCnHq7wcgNaqVehHaakJ\nKM1+dncj8mgyiTGJx8GIoMsQMa6l3GuiSuSeEt1CW1tNm+lSWlmJ/SCqOI6lCPLU1kLtMvppIoE0\nBBv1NE1GAo4n3VwLUTsifZ83vfc2e7b//uh0dP+0VUYhKofp9d6fLmOoTu9DtV2hhOIUVwRCVxoN\nUpTEEBVTA0EXzIW7ngYtCHARaHJFOuxoNu6OvoiOChwRMaCMq61HGhH58kijAc/o3qgjV4oYsOxo\nI9r1QYvIn34T4Fqq2w/2acBuYhXOHW4Q2bsSkS5jo+BqSXdQgjZXLkXe3/1CZPTVyE8gqzcFF03b\nNfX8qmx5D4hc8hWRCz6HPB0t6FM6KdK53YBrjNJ5xSKAdb1p41Z5pBHl0Z31wvki588R+cNuAHwT\nsyGhef843uMrRLr2ilx6B8bl1H3L9v1QPcbocAP6URJDf3vTcBXV96skBvCRz006iTIzKfRBjzEj\nu2rwS6RvpEwRlElAVD8zrrx0FSWwxqij+YAyG8hztXMoST4wfLClELO14fQJTZ0DpFgW2mLLznUc\n1BY7ymahZdC1Uvtr5KpHR+m0fTJsl1BNym+7bdohy+w+2KT/thuq9oFhmrVrwdJMvxsdqdL2IWHA\nAc2mrIMDaEZpHut+MB+DHthh3ZYtQxtc90efZ5voV0QfHx3VM4joXzNU2+dsnyodYMB1X13nbFZr\n239GRxV1BaLIJXYdmom8kP/W2fDjGYQ6JXSxCfVOgTJYaqdYlaPbol0Z85VrX2Osl3yugJxmGaVT\nT5ta5Xhe3yle12F7weton/a0pd0UdT85TeugzGvWGBdKOxgz1QTbSBWjVeOjjxo186Mf+VUQGQa0\n+ynVlXZDZZsZnJr12WrHVhla7XR2+sfYpXZcbpgc90LVTq7XFK0SXCpHvyq4XkHyia1OR6jaCfVO\nqHcKk2KJz4stO9exS+gGGdSuQtxK6XaYK512qdRuhUFunzoPyfR1Pk2gbwcz0KT/LjdUXSbzM5ol\n3TB3PuZvoy5PByagKySjbnIsGGRAByewI3ae7DEuoCz/ZI/n/WaZCWSg++Z5CFrAfmuXW7pysh06\nAIPLJdc1/jyvx5J9C3L7DQocoF02XS7FOqqoKxBFLglyL+Z45JOz4To6CHUWqnPOuiIY6E+oWBxi\nv30NZj3FpncBLYXmtd8wXe3Qb94EUew3Uhcooj8aBNOkMPaqhvXZbbJ5zOy6NFhn16nTadCK5TI/\n3+Q7Ojzv7//erJS4evI8/wqH5DQaiGS4N3vF19XlX63ovro+9n3U55Ytyw2Q6XKDwuXZz4wW18pI\nPy8aQLTLL5S0xm6n3b6gPP2J5DkEJVzQhHqnEBmqascFdhT6t9T4u67bNT1xb8GmDLVpRG3uLM1b\npseP0zD3NOz67emOqoJqh1O/XYdWpVRvuk02eKjpMQnurVljPowcyvwE6jTQpseTYBnbrcehELWj\n752tdvSUHzS9F6J28qkH+95S9GuD65WlWJWj22mfD8p3jqidUO+Eeie/6AX/YC7miy3bxWdVKOBH\nIETzatnf/E1QhiCKDbrY42MDWARKmEZHrHzfyuPiZ7O50whksXwdSVO3h/xlOsrozsf8ABjzsB0f\ndSDSKDnSWIbmUNN8az1a8XT2jRzqeQYAtOu1gTD7nH0fNIAXFEXTvr9B9zSI00wDfDYPmq6fY+y6\nb/nEBcDa5115+hPJcwhKCKSF4pdCty+LLVP/7u8bmw202GXkevvNtRWt07pYlYPezoNWWazL8wzI\nRaBKb+PbjM8aAGMeF9hnmyawDpart/ddgNHJkyD4/y//xQQb+NGP+pbF8n/wA7A8s7xlywyYptNq\nSzZauOUCtlxgIs9rK7ige2uPddA9DRK7bL16cQF8hZSZSwpdEblW8MNQwgVNqHcKlaGqduzpvRC1\nE6QqXH9rPY3rMbCnNZ3WnkJdQBGNq6lCdPk2QKWNsAluabGNcpmHqkqrPX3OVjs9PVAlf/u3JmAA\n90vYXp3u61837V+/HipLg4t6v4tqxwXIFqp2tLVbrufR9Upgl59L7LLt1wKdzvW7WBlhaifUO6He\nKUwGYwEfBG70B1DjNy3H8lm52VZgGhhzEc0TbLKBFd1mF7DneX3zeJ4Bv3o6TTkaaOJvAnG0INN5\ndPtcbXt3jbFk0+NjA0Ea7Pv9Gs9r/1vk3V9jvmktpi3pfvei5236pncqIMH76z3v9y/6gwhwPHTw\nBBeAaYOhQcEedF9yPSuue2uXFSQuYFUDlUFlnM7/oxAgLuj5GmZSqM4JOdLORXGRU9hcYwNRh00c\nYhOCFCqajOb66/vypdmEGzxH7jKRvqzMLuIc/tZs0/q8zq/rIplJLGbIbOJxkLM88wyIWmbOBIvy\niRMgw3niCT+xSWXWJz+VAkENCXRE8JtkOS+9ZM63tIDrjIQ7ZE1esQJ1alZs9uvNN8GltmAByGKm\nTgX32YYNqJv9ra4GMc7ixSB6ERG55hqRrVvRlooKE2yBHG9k9CZJj74nNgO4zUmWToPUpqWlL0+e\n/bwkk+gj89n3RN83l9j3urnZPB86wICLY01LoSzPrmfOlVffq1DOuEQikbGRSOTlSCSyL/s9JiDd\nryORyIlIJFJzpts4XCXorzJU1Y6tHvKpHZsikerDnoLt8qNRc8ypyE6jObd0GZwaNcUn1c7990PV\nbN+OwADr1uEcAwM0N2PaJ81oKgVeMgZBsDm31q0zx5mMmYK7u5E/k4HK0cEY+E2ZPh2xa9rboVZm\nzQKHmw5SUFYGNbllC44rKkT27jWUneXlaCc51lpaUCf51TQHmUh+tdPdjfLY3/p6qCH7WSFvmb5m\nq518z7HNyUe1Q842VznFqBz7eqh2Qhnx4uJEsrnGBqIOm6vKxWFViOh2RaKGGy2oLs2vRe4y8mOR\nk8zmVSM3l+Z1swMZ6EAFvrobTd1HG1FvLC6S7hHZ+wy4wcbMFHnraZHkCQQN2HqfIeb3smWdXyUy\ntkyk/UGUwTLTSVzraMbvA+tw7cPdIudNAR8a006sFNm7CukY2EFztf1hp8joKSIXLgBHW3QU8mRS\n4FbT3G4X3yYy7WkEKRAB2f8f9qKNhxtE9ixHveR4I5fYxCrDj0bRY+biJGNABd0X8uS5Ak0crkcb\nyGd2vrXWycfdZ6fhPdBcfXYZQYEOXGJfc3EKutIUwj14rkghaNtw+oz4HZpi/AUGoq5CzhVTjmv7\n11WmbYlVSAx72xrNVafL/8ImbdFul7Sw6urCVju30GmpdvKkn6uM1+hu2tHheXfcgXOdnSCMoV9M\nV5cho2E77C1+tpvtpcum9r+pqTHunpqHjW11jQvHIchqj+23SXDse6A53WwfHtt1VQuv2Zxx/Xm+\n+mOukuuZytWWfHnPAZFhahkgIj8Vke9nf39fRH4SkK5aRG4XkZpCyx7JeudMP+4DoXZyWZvlSqOt\n0ApRO7YBrMtqzTW9cYqle6h206RRs+f1VR/aKJrGyCxfu11qi7GuLs/76leNOmB9eurW9dt9p4rR\nqpBWflQ5moeN111qmcd6bPS4axYDjoPrHmgVe+iQOc++uFSOy+D6TKqdfHWNcLUzbPXOYH5Gst45\noxYvuayJ+ltOkJucfexy3cvVb9vCKahOl6Wadvl8d43fwkxbau14xLhGaquzj7vAXUb+sI86jFVX\n1yHP23yHsQr7uMvzmr+K755Ow3mmOc5YjrbuYns1pxs/H3d53qavwQKNVmnvrzd8aLQ847jyW//W\n46NdTzlW5G6zx1+PE7ncKDqP6/5q60SXpWExUgiHGSWf5ViutvTHVXSYSaE656xYpIWWAYMoxYQ+\nyyeu7U1XBEa7/mLrCLI44/a/q0wdDTNXn2n1ROs1xqu36+ruNlvSjY1mS1yHgEunEb2yrAxb5VVV\n2G7mVvSzz5rt52eeEfnJT1BfaSkswObORRlbtmALXgQWYMuW4Vw8Dku2F14w/Y5EzLZ/JgPLsupq\nHC9fbizVbrkFv9vaYH5QVyfy058i3fz5Ig8/LHLrrQiDVlaG8pcvRxsbGkx9dmRMjgm39O1opWxX\nU5MJn6bH/plnYK23YYPI2rV+E4/Vq01b1q3zPwOJBMZrbjbqjrYqs58fXaYtNA1wmSC4RPfd9UzZ\nFm6uvCKhCcDQlC+IyL9kf/+LiHzRlcjzvAYR6TpTjRruciZVDutztaGYOmxrM3vaCwoKzL4WonYY\nVdK2YmOd9fWY9qhyGASZdVHtRKMm+HQ6jfOjR+P36NEIFp1IIPjzvfdClcXjMEaurjZ9GzUK0+0L\nLyBiZmWlCdp8+eWmf7SiSyTQJlqVsRwGbabKaW5GWU1NMKheuRL5H3gAhtGlpchfVYV8996LANW0\nuGNgZ31PtNrRFnstLWbqTaWgQmbO9N8Dqp2yMqR5+GFjqcf+Ut3TQk8E7Zg/36/uXVO9Vjk8dj1j\nttrJZ+DMCKeu5ylUO6GEYslAWry4LHL0uaA6iqnbFVnQFSHRLlNHw+T1oH6numH5RGuyI0rpsK5U\nN6JPMt24clPupLnGku3EG7DY6miBVVZpwtT52e8iEmZJDNEz3/iJsV4bOxUWYr1pkRNbYdU1oULk\n3X8WufoRWIXRsu6Tl+O7NCEy5jqRktJsWzMiRzaYct5a5bfYSidRzrisRdmbP8V3LC4y4zlYoHmZ\nbITPMkQJPVSHNIfqUSajbTJyZzopsucpY1Wmo4lyfMaVi+x7TuSkUhynxnYDInke2WCiizLS5Ts/\nw1jSWo2RVXl/L5yPqK8iaA8jctp12M+OLexPvnT6eaAlnqu+XG2xo4yOBMuzADlbrp3fF5EGz/Mu\nF5GG7LFLnhCRr52xVp0rMlArmlwA10CJXo1wdSFigKyg+uyVjvap0GkaGwHw8A3c9nPQceyrqrDy\nqKpCevp56LTXXWd8XXiefjCsOx6Hn82MGfitXSFXrULfEgm8tVdUANwqL8eqa/RokUWLzErtoYcM\nkFZZibRsk/ZHIjA1YwZWTHPmwC2Uq5B4HJ8pUwC2pdPwxVmyBO2wwSiOSUUF+lpXZ1Y+rD8axXd1\nNdr2xht9y4lEkGbePLSPQGM8jn62tYnU1IisWYNxJGCngT29erWfgfp6425Lf56g50vnc6XVz4P2\nwXKVx9VfUF3hamYoyvme5x0SEcl+TzydwiKRyF2RSGRrJBLZ2tHRMSANHK4y3FUOp5tcakeDXLos\nfY2/GxsB4rjq5HFVFUCmykqzX/DUU333LCorDQhG73q9x8F08+aJfOUrRnXMmoXfySTUTkUF1MvS\npTjf0mK8/R94wEyv8+fjo/sXjfZVO1Q5M2eavNEoVArVTTyO9u/ebcoj8wD3lTh2dKNsbjYg2MqV\n7ildBP29+mqjzvR98Dyku/12gGrc75o7F+155hmAaKtWGZBNqxx9z7Ta0SpHA6T51E4ulcP0VLmu\nZz0XaBuqnVBGrAwUiJYL4Boo0YADXfpEAFTkqo9ghV0Wr1HSSbhcehmAV7brJ11Cj7UCHJpUjXQf\ntBi3Q512zHX4ppvkqTpWGFCrJAZ3ykjUtGNiJc4fbgAgRqDs8kUiXbsARh1uwPnJDxiA8KKFBpyb\nWCny4U7TpjHX+/u8b7XIeVMBpk2sFBkzBf1hXSUx0yaCe+fPQfkExjh2E2YbMO28a/195FiUqLIu\nv0fkwz19x/7ELpEJN4tcMM8PNMbi6PvxNpGD60WObTWunATHbHfbmLXW4fNCEFC7/NrPhb7nQen0\n89ARsNbRbcnn3jmCQTSRswekhZYBQ11cb24DaXpg16UlmfTzc9mrlaDVlX2eq5VRo/DtAj/49sx6\nmptNvmjUn47S1NQ3/913+8lYEgm8safTAMjImXb99f4389ZWsw29fTvStLTg7X7jRv9qLx7HKoXb\n6lztiBhgqr3dkMmUlvZt58KFWKW0tqJ9bW2o86mnQLbDVYII3uxFMA7RKPKJmO1vbS0Wi8EEQpt2\nxGJYtW3YgDGwgbBEwtyfFSuQnsQ8+j7mWn3Qao2kPS7rM/38cBxyESvlI5WJxQxwV4i5TChnTCKR\nSH0kEtnl+HxhoOvyPO95z/NmeJ43Y8KECQNd/IiTs6lyRHKrnVyAXi61Q4swWlbpurjHQorKWMzs\nfeh6W1sx9ba1Gb6xdNrsz9BSLR4HuCQC/jTyqBH84vRLNVdWhmm9ocGoHE79Iub3/PlQFdxboNqh\nyiHfWXU1ymM9HI9EAkAdAUaqpXRa5PHHYZWnqTLLy0U2bUK6JUtM2uZm02eqIKp2rXZEMI4bNuCc\n5ijjntK0aSKf+xy43LhnptuQTve9Z8xPlaMt5XKpHZaTj8svn9rJ9QyGaieUUPopLouawbKysbms\netOwCjvS6Lf8sTnSggA2m7ttzDQAOQRibHBQ96uj2XCIlUT96ShHm/rmv+xuWFgRnClNiExeaqyt\n9jwNq7dI1IBbImhTJFvOie3If6zVWMhRDtUj7RVLYA0nAlCKQmDqw3YzZtFS/9iVxJBnUtZ7JxI1\nFmJHGkXe+w+0lfUSzIxEAXhddrf/Xk3KrnWObDTAnK7vWCsAto5XcD95Pyiliew4l4pc9SDadaQR\nbThc7+eQcwmtBS+YawA3gmAukEsDdEHpOJa5nvOSmLFsdNUTCqQQ/8+B/ojICeu4M0faKsnDVSMi\nd4nIVhHZeskllwyEa2woZ0Jykd3YBCMuEpliyyTBjOblssOBacIWTdZiE7PY+V3EL8uWgRymq8uQ\nxLhCp+nwZySp0fxrNk+b/h0U6k2HsrMJbR5/3B+9s6cHodMefRTnSTCzZg36QCKdxx7r2097fO1z\nJOvhONj3RZMB2eOvx5HtzCdBJEeue91fMhl7fEeYyDDlqhGRt0TkguzvC0TkrRxp8+od/RnRXDXD\nTIL40TzPzWnmigSZr0x9jlOunuLsY12fzZmmaSj1FK7VkJ5KyXHGaJh2kGjWSc4x8prV1CCv5mLL\np07s9gepJq12dBTRr38d36yfbeB0T7VD1WhP3UE8dlrtuAI12xSr+v5SLbLeQtREkNqx73Wocvov\nw1XvDOYn1DvDSIK40GzeLJuXqpCoja7jkz2et+txwwtmR6C0+cB05EpG/vy4y5xnJE59jvn313je\nbx4FF9h7a5HuI2uto/umedIOKA4zm6dN/3ZFGNXtZVs055tus+Zt2/wNfJO77N01nrdzmenb/hrD\ni8Z89j2zx/3jLpTR0+nPo8dY98eO5nmyB/lZbyESxF3mijbaH7HHd4RJoTpnMBct9SKyy/H5wkAD\nafoTKpZhIvneDF0gSL632nyrHVcaF6Mx3/Q187AGhuw3Y56zCfe5OuBqpbPT877xDXNM0W/1XAGx\nLM2MrFdZQW0PArV0H/TqgSsWrmA6O7GCYNACDeZxhWOzX+caa67WuroAiAWBe/lYlskyHQS0uvLY\nZeqxO13p74roHJDhuqARUAXoYAM/zZE21DvnoBSqdnS6QqaafOLaF+I369GqR+8tcJrWqqWz06ih\nINCNeyIMRqD7Z9ddU+N5v/ylmdptYMmOOxMEqrlASZfa0ftKBP+416Jj5fCavb8UJLo9GpwLAvdy\nkfdT9Z2u2ikUjMsnI1jleJ43fPXOYH5CvTNMhKBOLtJ2/j6w3g9UBZVXCDiiARAbvCFAcrAOIJAG\n3ZiXQBTzMB2J9XVaAkAMHrD5G/4gAbpNDADw7hoDchF80mUGgU42YObqI49Zjg4Y8FEH6t/5GH4z\nMIHuC8/teMQEWsh1PziOJ3sQOCEI3MtH7v9xV9/r+e61axwGCvw6B4MIFCqF6pxBc+30PG+u53nX\nOD5rReRIJBK5QEQk+310sNoRyhCQIF+EIF8Hl9scfVpsohHti6HJS4Lqt4lE+Jv1kUetqsrPPMx0\niYQhmaEkEvBxcbkQplIgYqHvzZe/jPO6H3RLjMXA57Z2Lc7b7qUkxWlo8I9RENMw28Ex0XWSV4zl\nz58PXrVNm0SuvRZtIgca61m4ED4+0SjuR0ODKYf3zXbDvOUWjE887ud00z5bQT4tehxbW80YkZMu\nyOWTDNguZuZcvjXFiO2nFcpwkB+LyK2RSGSfiNyaPZZIJDIjEom8wESRSKRZRF4UkepIJPJ+JBKZ\n7ywtlCErQX/xILVju28yXUODcZ10Ecfnmop0eturnSwDzc2GY4xToPZWZ5u1KhIxakiT0DNtWRnY\nB1atwvFTT8H90qaRtNVOTY3ITTcZlaBZBerqjPsjp1ebFUH3m2kY64djQdrR0lJwto0fb+LuUN2w\n/uZmXKO76s6doABdvRrl8p6wPn1/YzGMEd1NeU231aV29H2myy3T9FftaBV6OuJiwAgllFCGkOTi\nVIs4zrnc5nqzax0XtxVd9jRfVq42aK4tuuKxvgmzcX3CbLgeXrkUx9oV84K5JgCBiOE6K4mZ/tCF\ncPwscH/tXYXzF3/Z8Gtp90US+GdSIvvX4NykauNeSnfCt1YYt0/mdxHc05UxnfSnIwcZAy9EosbV\nMT4ax5/+lkjnVtNfpp9UbdxSPQ8BBFg2Pykr4MD5txh+Nu36abfV5TasXTGPtfrdfINcK/M9D0Hu\nnMWKq52h+CQC0O0MVxqJPCEixzzP+3EkEvm+iIz1PO+7AWmrROQhz/NuK6TsGTNmeFu3bh24xoZy\nesLVSRD5hx00gOkJaPFcfb0hSGluNszEOq2LDVq/3eryXG+lDQ34XV2N3/Pn526zbhdZoDWZTSaD\nt/jKStSt25pMIg95xurrsWrYsAHg2xe/aOpiu7l6YMRQAny6PbEYyG7Io1ZVZfqSTmNFRCCMqxny\ntG3YgDzz5vkBLz2GjY3IwzZ1dwN8q6wUefJJpH/oIbN6sMmGCiVz4diKmDFiezgW9uqU+TjOLvZl\nVxuKaZctXF3Z4Oo5LJFIZJvneTPOdjuGkoR6Z+hIPpXDNDYRPFWKPl9ba3jOdJr6egNs2VMR1ZBL\njdntOXFC5LnnwCEmYlRCIWqnogKgEvdwGOBg+3ZTXmurv18utVNWhim8pwdqR5PuE6SiyhExqtZW\nPeRA454Xx03XsW2byHezb3oEEV95xajJRMKUybaKoK/cc2GkTUYTFRHZtQt9Ph2141I5uo8i+dUO\n4wgF3bug42JlBKqdUO84JNQ7Q0gI4ARxTtlBA5iegBbPHa4Hn5YIwBAdoOBQvYnuKNK3PBGThnns\ntqSTALxEABYdbjDE+EFtZlvHlYO3LCIi4yvQ7kP1IpkekT+8CV4zEQMGEZw6WGt4zg7XI++RDQhk\ncOECU4ceh1Q3gglM4C5R3N8eAm4lsSzIlUF5Fy3MjmMDjkXAoTaxyqQdWwY+s5JSRBQlgMgxPr8K\ngBrvg6+uBvT3wK9EZjyDvPZ9d417kPCee9L33rqeEZ2P9eqABfa9c93P/gjHJiJ+cPUclkJ1ztkK\nNhBaBowUyccW7WLztUNlkb2ZbMc6RJU2L7CBEwJA5eV+s4J8JPHpNFYjLjME27Irk8G5uXPxtr9l\nC9paWWlCsjFkmO6XXV9Pj1kZjBpltvLZbgJ9LS2oR0eV1Kur7m6srioq/Csy9mPnTrRp4UJcTyQw\nhhs2IFABpbbW/NZb96kU2sA2rV4t8tprOJ42zbzZBzGH6z67fuu0c+diLPXKlPcgaDWj6y0kGIDr\neSjGdCAeH1mrmVBCGeKST+UwjSu9nYdWUiLBZbqiOoqYfYcgtZNOY8/lmmtwTBDKZVCtDYtFoC44\n9TB4AK23pk83Fll2v2x1QHUxaxbSE7yiKqmvh1rivo1WtewT0zU2msDXuq6KCsThqawEiMZonuXl\nAIO2b0f9LS1+gv943KjVlSvNWhGOjAAAIABJREFUOGzYILJ8OcYgk0GfGXU0l9rJZajOdLQGZDts\ndZ9L7eSLuqnT54oKW4iEaieUUIaY5AtQ4Iq8aUdoJPk/AwFoyyQRYwVmgybaaongUVCgAhtsObG9\nr6WRHRmyJAYQ7WgTQKbxFQDLRLJA1CiAaLE4rLL69Ctqyk33mCAGk24FMHWwFuT72rLsg02m/7Su\n0uBS8gSs1nrTAHYmVcPKTINFkSiCL0yaa9qTSSEf264DKpTEDAiZSZnAAekkLO0OrhfpTQGAm/a0\nsUBzBavQY+n6rdNOmotx5XV931xRPCnnZ3fJXJE3XSCaKzptocKxGSEgWjFyVoA0z/OOeZ5X7Xne\n5dnv49nzWz3Pu1Olm+153gTP80Z5nnex53m1waWGMmSl2K3XoNUKVyb2edcKR4No9ttm0Ipo/nx8\nEgmRBx/0gzE0TxDxg3eZjIk02dJiLKEIeOk3a7vOuXNxraEBW+qzZgFEq6xEvqoqk4b9rqoy4Jf9\ndp7JoK93321WFZTGRhwvWWKAPT3e0Sj6vHAhzm3b5vcdYXpasRHUW7QIK7dNm8z9sPPYwrF0rRBt\nf5WGBvgmpdN+K0Sm198shyvHQsL92emCVjlBEgTqFSqn6+8TSiih9JGBUDkEVkT80Sx5PshqjN/2\ndRfAU1WFKZegUXW13+3Udo3kubVrjWVWYyPUHF0RdRkuKyjuwySTIrt3i1x9tQmgTLVTVWVUGMFE\ngkUalCsvN+loqEx1wqk0FgPoQw9/9oXRMx94ANcyGRhM677SCu3aaw3QVlqKaJulpSJvvNF3Cg66\nL5qFQKsLvV9GS7glSzC+9l6dfZ81w0K+qJu6fS6X0lDthBLKMJdiAQZXekZS7E373fMIuLgszDqa\nAXSVxAAeUYKAvQvn41OaEJn8INIQZNGumIz4mE4CcDq+Db8/aDGWYh+0APyjZZbL6mnSXGMl9uEu\nuIGWlJr2TqoGSMM+j68A+MZy7H6MK4e12qV3+l0mRQz4NakafbSByvPniIybCYCtJCbSme2TfU+i\npWjH4Qb08TP3oM2RKD4ut1lbOJZ0M80VofNwg8iep3CdANmRjf6yKAROT/WpgAizdrogoDVIXFZv\nxcg57BJ6tizSQhlqcrberFz1BrWl0NWRBtG4uuA280Y1MelVjybH4XY036KZZvt249tBn51580Su\nu874xrCNBLVuucVfj22eUFeHlc9992E1QSsxvmmn0+gLOdu0W6gul0BbMglfodpas9KaP9/45RDY\ns9/co1E/+DZlilm5sA6uIPkGX1YmMno0VoI0Q7DH1SXptMiOHX2vaxIa1jd/PgA+tk2vQvKtPgp9\nXvKteIOk2NXPQOcPJZRhLGfzsS9U7eQypHYZK9MyjAbDNKil2rHz2KCZ5i3jNE/3RVqFJRKYJtva\nsM9A67TycpSn1RbL1ZZVTU1mf+m++0Ruv90AVtoVVcQAfCxHtzedhopIpWAltmqVUTlsK0GooH2K\n0lJTX2Ul9pM0sEU1sHAhytywAd9UO0uXoj9aTQVJJuNXm0yvqVXTaYzvypXGRdMGyPRY2pxo/VU5\nIqHaCSWUMyJnc0Fv152rLR3NfS3SbNEgGi3ELpjrB1p0PTbPmAbpJiil0ZsxgBTdCidVi4yZAkux\nTMqflgALwTzNJcb6DtWhjMvvA4B3wVw5xcN2ir+t0XC2EXyz+3GoHsDWmJki7zwPazbylV043+8W\na/e5N41xmlRtgLDRU+CuqttM0JJpxpaBV+3C+XAdnViJthIMy3UfOZa9abhv8r69tcIAbCUxlD35\nQTnlZqqBL7sP9rNRKLhlpysEgLPHsD9yuvmHuhQSkWA4fcIoNv0QOzTV2aw3X1tc8e7tsGGMFMlj\nhh1btsx/3g7HxZBgjz1mQocxhBrDeOnQajoMmY5KybBkrFdH9NQhxLq6EMWzowN5mYfts8O36fMM\ncab7qPvC6JvsB/tqj7X+bfdR99Me47Vr/VE4Ob6dnX3D0LnqsvtEscPQ5ZOg/vRH+vM/GIg6B7rM\nQRYJo6eFeuc05WypnKC6T0ft2AGIPc+oAU75PHZFdFy/3h9d054+7UiedsBoqjWqL606dEBptu9H\nPzJRMh99tG8ETtfUzfI6O/1qQH86O01/XQGvXWPJfHr8WJ+tBrq6PO+b3/RH7ezpQR8Y2dNWc662\n2u3Q9RardgYqGmeodvJLqHdCvXPakiti4pmuO19b7PNB+XVkTEZr/M0y/3mdT0fq3F9j0toROk/2\n4JjRLvX5/TUmuuh7a815RvRkPh3tc/M3ECFz5zKTR7eP9dnnezqDo3cyyuXOx/xROV1RLPVvton1\nsv16DJj2vbUYIx2F88B6RBzlGLCcoLp0eZSTPf725pNiongWUlax/4OBqHOgyxxkKVTnnHVFMNCf\nULH0U87WW9RAvNHZ6e03aq4KCGLZ+ZiOb/46Xr3r7Ztl6dUC6/U8/+pGn9fAFMtiGq6E7FWABpz0\nuRdfxIqIwJfdXoKJrhWEa/xOnkR/WCbPa+DPzsPyKRqE0/fBvh96zFxt0W23xR6PgZazvZo4mwhD\ngRIuaEK9MxByNh/xgVY7tqrRwJCe7lx59D6NTmOn7erCdKz3LzzPv3ejp2sNQOlpWYNqWiXqPPY0\ny72ZH/6w794Mr7MOW4XmGr+uLgCIHR3+80FqR6s0fU6rThcgWIjK0ftidt8HW872dD8M1E6od0K9\nMzByNhfvLnDsdPLbwBEBHYJYdj4bTCOYw2uu8t9ba4AzXQ7Bp50KtGNZBMV02UxD0M4FMJ20FU+n\n5+141PN+/yLa8P56N1Clgb5cY8rr+2s8b8eP/GAj2+u6R3qc2M731/v7y/HU98Nur12uDYRqscdi\noOVsg1hnE9QuUArVOaFrZyiQ0wkhVYgU4353OgQ3mqyE10jyb0fhtN0D6f5IF8IgAvrmZrgyzp/f\nlywnnYb75F13GTdKEsPE4yZoQnc36uU1ktTo9ti+P/raG2+ITJ6M87arI8/RZ0a7s7Ic281UBL41\nU6ca91ERuHy6xlgEfj2awIcuqTqgAo/z+a1okprZs/uWLeJ3/RwsGez/QSH1F+rjE0oow1jOxCN+\nJtSOi5aR33SNdJH9c3qj66TmD3O1vbUVaofE+vnaRpVASs3GRkydZDuIxUxkTc164HLhbGzEdc8D\nlaftYW+7OOpYOLovttqJxUCB2d5uXFBFgtVOPO53xRQxjAg6qEIxasfmQdNuj2dC5Yic/ek+VDuh\njBgZbKL0XO5rroADxYhNYk8+Nc0lFov3jcKp3QMZPIAum7aLp80XFi2FK6TNz1YSQ/5P3wV3SbaH\n3wyakOpGvXSTjMVBrC8CN03tdqo54XrTIsfbRP7kCpETb4iMvdHvBkrOsUP1pk1HrLWO5iPTbqIT\nK0XGTkVb2F9Pcke+pCsm+0DXVB5zPPX9iEhfsd1pj7WKL1gE26vrGww52wEDCuV2GwYSAmmhDL4M\nBKmH63e+ejTvmUjft0T9Ft3YCMKZ2lp8yPLMY81UTCIZ/eaeTBpS/NmzsTIgUY1mjI7HRWbOxGpm\n9mw/4UpdHdoxezaANrJI6/ZzhTB1KlYbq1b5x0S/DbP/NsEL+8U+kceNK7XubqweuMqzwSyuuBji\nLBe7swbI+G3n0YzNImb1SaIdfb7YUGVDmQjmdLndQgkllEA5E2rHVYe9b+HagxDxc3bV14usW2em\nZU7B3d1+NcWIlxSqHZLwExhLp/1qx96nEMG1hgbUQUpR8rLZaqeqCuVPmQI6UAZfYNvsQMlBnGJU\nPVSTjY0AwsrL0RaWyz0t5tf7Pbba0Sqedeixd6kcXabee2NfKOeayhEJ1U4ooQyaDASXlOt3rno0\nSEZxRWwkcHOkEbxiRxsB1BysxedwPUCvt1bgm/WTK8wGsNJJfH73guFGY3kE08bMBFBE/jVynB2q\nw++IIPomwTCb92tilcgnEiKjrwYfmgbZdLRLAnAuMn3dJwZxIE8ar/WmAYzpcdfgViwucuVSCYye\nmU6aqKO6/Tb4aANmGng7XymefPW5ZCjzjwW17RwA0URCIC2UMyFB252FvHHqt/CglRHfinU9QaGx\n7HKZb+5cWJhVV5swZQyjRrL+xkasAhoa+rYhFsMqg7/t1QoZo5NJkZ/9zKxUuIIRQTCDigp/2LCm\nJn9d7NvChWCJXrzYmDLoFVwsBsDONg3Qfa2oEFm92s+anE6jfYz8mU77AwBo0wMNJNpjKoI+c6zs\nPuj7RvDQFoaW02UW87Y/lFmVh3LbQgnlHJB8KiCX5FM7QXsXdp25VE51tYndQqBKn1u0yBjm2vFl\ndB+nTDFgF+vRaieZxDRfUYHrVAkVFbjO4AMbNogsX24CUOu6aNB9++2mjSL+/sRiKMcOrK33f9hG\nnSaZRH0i/uvstzayttWObcDd2IjgB/bY2yqHYJsGzXR/zkWVIzL02xdKKMNagqxsCgE5tMVYECCn\nyfB1Pa6IjHa5pyzYqmCxRpCnJGoszmJxkcsXgcyfAJuzrYpA//JFxhLtcIPI8Xb8TidF3vmZAdnY\nhgkVIp3bUc7YMpHX7xfJ9PS1SBMx1nWf+qLIlYtNPRpEJGDXYa11OCalCZHL7kZbGJxhwmzkf+dn\nuEbAihZuOh3HVINaNvn/0UaR3lTfsdf3ozdtgiloK0ARU5a+58WATEOZzH8ot22gpBD/z+H0CTkD\nBkEGgzijGFIOm3TGLkcHBNDng+rTpDA2x5jO6yKC0YQsrvQ1NYasxg5IoPtDYf1dXWBNZvlr1hj2\n5iDiGnsMbeKcRx/1s0PbeVk/j3XABS12YIBcnGt2P12s0brt+dLo+l330FVvIeeHggwlXsIiREKu\nmlDvnAEZ6L9HsTxQQWrHxYXmaq9dn546g6Y7zfGlucZyca1R7axZ4493E8R5pgn9qapYxosvmmM7\nn6tP9rgwiIGLV0znsfnbbEpMW03b51zlsuxCVY491q66cqkcu+5c54aSDFO1E+qdUO8MvgwGX1Mx\nXFA2x5bNB3ZgvZsnLKg+F6eZ3RZdF6+RxP9AQF2Zk+Av+80j4FDTnGc2lxiF5P4fd3nebx41vGPb\n/7s/oICdzzWGNmn/jkdNGbbwnOYi4zj0dPZNm4+3zS6XaciZ5hpfO5hCUH80p5wraIJdbyHnh4IM\nJV7CIqRQnRNapIWSWwrdwix2i9P2ocglmvNMk7ewHJevh91mXZ/ewl692u/Hovujra+43d3UZFwO\nRfwWUzwXjfpNC2zONVp60Z2yvBznvvMdQ/iyYIHIli2mLpK1nDjh75Nunz02qRTaZvv3cHxOnED9\ndFnldr7tx8Jj5rdJavSY6XGMx0XKyvz3z/YxopmCi9DG7lfQPcxlqXg2iZjypTkbvjShSUIow0AG\nQ+0Uo3JEgtWOi/oxl8qxr9fXGyNcl0GvSN96Gxv9nu4ur/nSUmOgbBsLa5WjLdIWLoSlWTwOlZVI\n4Js0mdq91B5DW+Wk0zCq7unxW8/pKZqMBVr9kenAvlf22LjUjkvl0KpN32vbPZYWdbYFoS7Lvhda\n5ej7dbam0v7+N0K1E0ooDinUcqZYyxrbbS+X2BxbtoXSpLl9ecLsNuv69LVD9bCc0lZWvEa3UOY7\n2ihytAmulbZLJ/McbxMZPUXkgnmmTbQQ066LtMY61grrtFhc5Krv4DsWF7nqQZRF907ygyXVWiff\nGPamRI5uNO3TLqB07+xokVOcYx3NsGLr3NJ37GgtRldVF1eZduFkP8eVmfunx1bz0XE8XRaF2iLP\ndQ9PWbUNcesuV9vOlgvnmRqvQtC24fQJd2gGQQoJv9WfkE+F5CvU8qiYfPYWtmvb2mX95jIL0OHQ\neC5om1qXa4d1s8t1ldPZ6XmPP+43OdD16zb39CDEGs0D7LHu6kJZtHrr6XH3z2WdF2QRZt9LhmSj\nuQH7qdtjl+uSoPHUZbjMGc5EGLJCn+GhFBIttEgL9c4wkMFQO4Xm6Y/ayZcn1/TOdtnGwExnT8su\no+hcU7LOQzVBVUJxRdqkgbQdFdM+5mfNGs975BG/obOt6nR0UTuiqD0+dh+CVLU+x8imumyOrR3M\nuxi1U0h7hora+f/bu/+gya67vvOfo3ksHpKByD/GsowtTBLjJcaODSPvatHgUTS2XGxikwrZpDap\naBMolZNVGeFiwbumyO6CCxsHo60otV4Xu1UmOAkLsddY4Ax+hhmQKjJBAkmWIxvhLWtlSxoJYwXN\nosdWj87+cfuov32ec+499/bte2/3835VPfX003373HNuP93fvt97fkwt5Hi/el2IO8SdtWvqvdJ1\npcGS59X1pmoqO/d3fNv2rop7oFm295Td3vaGy62QGZdrb8c96mxvOFvW01/1/v6f8UuraIb9hzLt\nSqH3/tOqZ1zY3h7r0FssrD4aesKFXmLxsYp7lTX1jvO+qsu//0fVb9tz0NYn7m2YkjuetoxcD8Gh\nVsBs+h+e2kqcA/RIGz0Q9P1DYBlJ1zXiS84ucomUNvvIjcGJk0fh8dTYkNR+29Qtl/yKf267bTG+\nJq5rnISKk3L27Cg8bp9vhbI++tHlM6NQr3AGlTrbybUvbpM9M4yPqz2r6/rNP5fcrDtDiuvb1zZN\nybQtwQkNcWcquoSd+GPK3hdurxp2ckmeIBV2Uvfl9ltat1TyLdxnQ9BTT3n/0z99cCaCeJhoSEjZ\nsuJEW9PMAE8/vbi+k0qiffKTixDY9DGeei1t2LP32WsuqURdqdTXgymGnS0KOd574k7qh7gzgrpE\nSNPz7PNTw/+6JtNy5cT7ePi2dHItte/SupQkf+x99ufh2xbJrXioZJyECgmqi89UCauQaLPb2+fH\n9Xnmae8f+ujyMFT7eEh8hd91Uq/l155afjw1TDeV6CsV6pZLnrVN0nbdJk5AdilnQ5TGHIZ2YnWp\nYYVtn29XkozHkaSGXbYZJxCPR8nNTmzZYZ1xWfHfqRml9/eX7wvb2nFBdixPbqL+cDzCOJtQzokT\nVR3t8M7UEmPhdQmvUZg9ezZb1OGBB6pxPnY8TRgye/LkYoXRsH2d+LWMj1U8hDOMc5LSx7tJ6vWw\ns1LX1bPpf6j0/yw3tquungBW0jXshJHyYahgaj2TVcNOPIy0JOzUfUR0DTvxx7m0PBNB+Lj+7d+W\nXvOa6vFwXOzizeHj9MSJKhyE4ZPxzAphuKYd/nju3CLshPrcf3/1O4RC266wxs+RI+m2xschfi3j\nYbjSctgJ2wap17pJ/PVgimGHkAOsSdfhYmF4ZFgl0w7/yy1S0GZfdkhg/NxnZ9JX7z04TDGeVN+W\nVdqeeHEDO3zRLhCQqpe/WC1SEMoJwylDHY6dWCwkEIZGXnr04KqWYVhkGCIZFm2wwzD/9IFqsYNQ\nP8uZ3/FiALm2Pzp/LcOwVHvs4mG6YWitlD7eTS7ZWdQx/B0PD83Vs+l/qPT/zL4eW74SZxuuSrpt\nj+PHj/u77rpr7GocPl3mowrfAm2Sq+mbaNhOSp/p5J4b7yt8Cw3f9O0ca1L1jTy35r3dz/5+lfC6\n/vrl+26/fXlyldy39f39xbd7O/eaFe578knpssuWj8H+fnXmcu21i+RYeDyUGe4LdQ2uv36xbdxW\n2/5wOxxDm1SL56UL9QhnOLfeejC5l2p/OE6h7DZy/w8lzyv5Xystt6852bq2ZyDOubu998fHrseU\nEHfGsUrYifP2fYcd+5Fok0HhozEOO3Vv+/ijNhW2SsNO/Pw44RbXU1r+uA/3hQWnjx5dlBuHnNms\nuqZy8WI1h1t47MKFxfOsXNjZ21tO1sVhJ0wzurNTlV0XdkL7d3YOfiUoZRORhJ1hEHcOIu6MJJ4j\nq2T782eXk1ypZE7KbH85YdS0/3hfds6vr1+o5iqzCZhU+an9zParhNdLr1+eN+3RvcUcaXbfqaRg\nWOHSzr1mhfv2n5R2L1s8L+w/1D2sQBoef2yvKjPcF+oavPT6xbZxW0P748TQ+bOLuc3scbBttHOp\nPXjrweRevB87910ou40uK3qG5zU9p83/dNv//7pypMkm30pjDj3S0I8u377iS/9hFuQ6cS+u+P79\n/fTzpOVLxmF7e6nelhV6b6X2byfvP3NGuvvu5brYy9/hMn5KfPlcWrQtTiju70sf/ODi0n6YuTks\nljCbVd0HQp3rLme/8Y3V5X57DOxzQu+3sC9bx9ATLnQDsPsJ7Qw9zI4erU+i2bJ3dqp2xLNXNwnb\ndJnJuOR/ts3/dV9nM7nFHAAsWSXshI+l8JFbJ9fzpy7s2M7CQSjDTnhfV368j/DxcOZMlZyy4s6+\nuQ6+IYl28eLiIzjU19Y9CAsOhDqcOVM9/6qrqvBj237x4sFk3Pd8T5VEu+aaReiIe61J6bATH9c4\n/Iawcccdi22awo60CDMhZNlj3/Sxa5NohB3gEOrSm8gml54oONeRlntX2fvOnz3Ysyy1L5vcenZW\n9eSKFxuIy7f7sZP3P3ZG+urdByfnt4sfSOneVuE5j5+Tnp0HrtBDLU4ozvalL3xw0aMsLBbw4K3V\nYgXPzg4uAPBsFAyDF79RuuTIopx4kYV4MYHz5stA6Hk12z/Y6+7YiUV7pHQPubj9diGBF1693Kur\npMehXRiiy4IXfWzTZduckISNj+0mKhn/uUk/zBmwwXITyqS2S01uUjevWWqONDuRSjzBSaosOymM\nLSueWCZ+TryYgN2nnc/MlhXus8+zk8/YGZRz7Ykns0lNPJOa5MWWlTre8XGwbayb6MeWF7cjnjAn\n95rF5ZROTJMro8/t+yqjtD0jEXPVEHe2SGnYyYWXNmEn/ui1H1+5kBPvI/Vjt82FHLtPG7LsnGKp\nKSfj6TztejGp+c3spP5PP72Y+D+uY+oYxVN6xh/vdv+hHWFOtdKQY9uZmhq0LuyUhKWmffe1bd9l\nTDzsEHeIO9sjtyBASmoOs9y8Zrmy7Txl8YT3qbLC4/GcXGGOr9wcbPFiAql9hnLsvGjx4gZ2vjG7\nuEBqAQA711o891qqrqnFCOJ2x/W186rZhQTitta9FnaBg3juuNTxj8tpWqggt98Sfcxr1nXewAnP\nqVYac0YPBH3/EFi2QOkMwLnEVdO28WqR4f6mZFIuaWO/lafOhmxyLJWYC2cHt922WNLMniHEiwrY\n56fOfGzZcbIrblPcjtyxy52x2efGMzzntksdn1R9Uq9Zbpsmpf9TXbdfVxkTxAkNcWcblbxdc6Gm\nr7DTJqlTF3ZSCxnb2zYkfPzj3v/UTy0WcLbr3OSScfEKmLZO8fUQm+RKlZU6dnEITrXFJgJzj4ff\nuVVO6/Ydh8/48RJtQgAhpx5xh7izdUonns8lrurKS60WGbZpSiblkjYhefTlT+YTfLm62n195qe9\n/+JHFwsNfOmTB1fUTC2KYJNt8X7jZFdqRU67fUoq8ZjaV+7xpmRn/LxU/ezCB7lt6rRdzKDr4gd9\nlzFBpTGHoZ2YjqbZnmOp8RUlzwnjelL7sPO1xcMMU7MJh+GZJ08uJoCJZ5kOY2dSY0HCuKKTJxcz\nLIfxMWHW5TNnqp/UWJ0wRifUxc4kvbOzmHctlBcmnYnrEsb7pMYu2TEfdpyRHRJ67tzi+fZ1sXUK\nxyK0YzZLD2+1r1X4feJEVf7p08vb1s2JF5fVZlbpttt3LYNxNMCo2oSdeG6uvsOOtPwRfvXVyx+D\nYd/ho/SaaxYf63Hosu2rCztvfrP06ldLn/70IgyFBQJSZrPFjALS8nDAuH07O4vpQ+NFHUqGy4Z6\n2BBij51dqyZ+bm7YZRimGuqXChVWajGK3HGJtQkjQ4UcibADjKppkYFYPEQz3JfaLgyttJP9x/sI\n24W6xJPH2zKC2X613eUnF/ORhXLtJP+hzHgIYvj7kh3p239YOnJptdBAGB76kuvmiw6cSQ8PPX9u\nMYRztr9c/s5uVa9Q55ecWp4vLV504fy5g8MJ7ZDZx88tnmfnNgvPffzcoi32eWE/4ViEdoRFFHKT\n9MdtDQswxMNoU+LySv+num6/ShmbPoQzg0QapqHtmUmQ+uYYvnHb23Yim/Ct3p6Z2GRR+JYdyg2T\nt6S+8YfEkLS8QqZti03Ahcn4Qz3sc6XqLObSS9PHID6TkqqzqLBoQLyUWCo5Zttnz9JyQgLu5Mnl\niWXipdHs0m3h2MZnjva+cMzPnTs4UU3qW/7ubnXWGJZyi6Xa2HSG1KSPyWeakmhdJtkB0Is+w068\nYmZq/jSbCCoJO/EcZHa7EycWc4PFU0XGySw7TWccdmYz6Ru/cXEdaGenWlH0jjuW17+xiaybb04v\nFhDEc22FUBmSb7Ye8XWU+Nja+savVQg79timwo4NTSEJGF/viYXrUHfckb6GVRJyQjml1h1yJMIO\nMKqShFhKLlkR5veyCRxbdryi5nNJn3PV/FTSckIsrC4ZPy8khqSD83uF9ti52cJk/Lbu0mKuspdc\nVyXTUscgTuBJVbItLBoQrzRalxx74vZqTjLL6SB7fL3SK1Q+l/Q7tVhkIJWwjFcsfWyvql84fjbh\nlqrHi98oucy5Tur1TCXT2uhjzrOSJFrX1W6nrqTb2ib90NV5g/U1QUhqvEt8+z3vSc8DlqtHPMlL\n/Dw79NDejseUPP209z/zM8vb5sbKhOfbedDsMFA7WY2tSzx2J1UvWw/bltTwybDNV796cI61WKrc\nnLC/+FjmxtPEY4bix5pewynqWs8R2yeG2BB3tkgfb6Xcx7od6hg+slNDDHP1SIWdOBSkwlxq7jL7\nsRqHnXhushB24jJy02zGP3abUH48L5ktOxd2nnlmMeS0bihmbk64lHhfqeGocdmp4aKbGnK838iw\nQ9wh7myPvobAPfO09/f/TDV/WDwc084XlhoSmZufKp4HzdbZDhe1w/niYZe2bvFwxngYZngsDGe0\nQxqfedr7z7xnMewzrrv9+fInD9bR7i8+BqHeqTaG+djq5vCK21cnLis3B134Hc+hZstJvc6bomtd\nR2pjacyhRxqmo6/LseGsovXUAAAgAElEQVQy9e5udSk5LJNmLyv/1b96cHkxKb9S5513LsaEpC7l\n2mXgTpzILxm2uyvddNPi0n+41H7nnYv62eNw8eLykmThMvn111e/z52rLv+Heu/tVcMf9+ZXmsJS\naaFe4bath+2993M/tzx8cn9f+sAHpCeflP75P69WKLW9+ewxCvVrW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      "text/plain": [
       "<matplotlib.figure.Figure at 0xd655263a20>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ((ax1, ax2, ax3)) = plt.subplots(nrows=1, ncols=3, figsize=(21,7))\n",
    "\n",
    "# Original data\n",
    "ax1.set_title(\"Original data\")\n",
    "ax1.scatter(t[:, w1], t[:, w2], c=\"red\", s=s_)\n",
    "ax1.set_xlabel(\"w1\")\n",
    "ax1.set_ylabel(\"w2\")\n",
    "\n",
    "# Centered data\n",
    "ax2.set_title(\"Centered data\")\n",
    "ax2.scatter(tc[:, w1], tc[:, w2], c=\"b\", s=s_)\n",
    "ax2.set_xlabel(\"w1\")\n",
    "ax2.set_ylabel(\"w2\")\n",
    "\n",
    "# Standardized data\n",
    "ax3.set_title(\"Standardized data\")\n",
    "ax3.scatter(ts[:, w1], ts[:, w2], c=\"orange\", s=s_)\n",
    "ax3.set_xlabel(\"w1\")\n",
    "ax3.set_ylabel(\"w2\")\n",
    "\n",
    "plt.savefig('preprocess.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 93,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "# Current working matrix\n",
    "X = ts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "cov = np.cov(X.T)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "128 128.009673519\n"
     ]
    }
   ],
   "source": [
    "# Trace of covariance matrix (must be == cov.shape[0])\n",
    "print(cov.shape[0], np.trace(cov))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 96,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "eig_vals, eig_vecs = np.linalg.eig(cov)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 97,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(128, 128)\n"
     ]
    }
   ],
   "source": [
    "print(eig_vecs.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Everything ok!\n"
     ]
    }
   ],
   "source": [
    "for ev in eig_vecs:\n",
    "    np.testing.assert_array_almost_equal(1.0, np.linalg.norm(ev))\n",
    "print('Everything ok!')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 99,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "# Make a list of (eigenvalue, eigenvector) tuples\n",
    "eig_pairs = [(np.abs(eig_vals[i]), eig_vecs[:,i]) for i in range(len(eig_vals))]\n",
    "\n",
    "# Sort the (eigenvalue, eigenvector) tuples from high to low\n",
    "eig_pairs.sort()\n",
    "eig_pairs.reverse()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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ZWTknCDMzK+UEYWZmpZwgzMyslBOEmZmVcoIwM7NSfZkgfPe0mdnA+jJB+O5p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\nThBmZlbKCcLMzEr9f56pL9PjIiSeAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd65534bda0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tot = sum(eig_vals)\n",
    "var_exp = [(i / tot)*100 for i in sorted(eig_vals, reverse=True)]\n",
    "cum_var_exp = np.cumsum(var_exp)\n",
    "\n",
    "x_ = [i for i in range(1,129)]\n",
    "\n",
    "plt.scatter(x=x_, y=cum_var_exp, s=1)\n",
    "plt.title(\"Variance by different principal components\")\n",
    "plt.xlabel(\"Number of principal components\")\n",
    "plt.ylabel(\"Variance (in percents)\")\n",
    "plt.savefig('variance.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 101,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "pca_matrix = eig_pairs[0][1].reshape(128, 1)\n",
    "num_components = 50\n",
    "\n",
    "for i in range(1, num_components):\n",
    "    pca_matrix = np.hstack((pca_matrix,\n",
    "                            eig_pairs[i][1].reshape(128, 1)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 102,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(128, 50)"
      ]
     },
     "execution_count": 102,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pca_matrix.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "X_pca = X.dot(pca_matrix)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 104,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "# Whitening\n",
    "X_whit = X_pca / np.sqrt(eig_vals[:50])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0,0.5,'w2')"
      ]
     },
     "execution_count": 105,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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gEGvtCmPM/gCWA/i8tfaVuHN0fMp96hEXbxcVTwdkphQQl8zW1r1TqWg3ULmW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\n562fS5FXX8NYttfupVAqLuW+PmcA2+ooZgyAQ8+l+EmngA3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S2o9G9hwOYv55eWQKa6mE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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd652745898>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ((ax1, ax2, ax3)) = plt.subplots(nrows=1, ncols=3, figsize=(15,5))\n",
    "\n",
    "# Original data\n",
    "ax1.set_title(\"Preprocessed data\")\n",
    "ax1.scatter(X[:, w1], X[:, w2], c=\"red\", s=s_)\n",
    "ax1.set_xlabel(\"w1\")\n",
    "ax1.set_ylabel(\"w2\")\n",
    "\n",
    "# PCA data\n",
    "ax2.set_title(\"PCA data\")\n",
    "ax2.scatter(X_pca[:, w1], X_pca[:, w2], c=\"orange\", s=s_)\n",
    "ax2.set_xlabel(\"w1\")\n",
    "ax2.set_ylabel(\"w2\")\n",
    "\n",
    "# Whitened data\n",
    "ax3.set_title(\"Whitened data\")\n",
    "ax3.scatter(X_whit[:, w1], X_whit[:, w2], c=\"b\", s=s_)\n",
    "ax3.set_xlabel(\"w1\")\n",
    "ax3.set_ylabel(\"w2\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  0   0   AJ_Cook_0001.png\n",
      "\n",
      "  1   1   AJ_Lamas_0001.png\n",
      "\n",
      "  2   2   Aaron_Eckhart_0001.png\n",
      "\n",
      "  3   3   Aaron_Guiel_0001.png\n",
      "\n",
      "  4   4   Aaron_Patterson_0001.png\n",
      "\n",
      "  5   5   Aaron_Peirsol_0001.png\n",
      "  6   5   Aaron_Peirsol_0002.png\n",
      "  7   5   Aaron_Peirsol_0003.png\n",
      "  8   5   Aaron_Peirsol_0004.png\n",
      "\n",
      "  9   6   Aaron_Pena_0001.png\n",
      "\n",
      " 10   7   Aaron_Sorkin_0001.png\n",
      " 11   7   Aaron_Sorkin_0002.png\n",
      "\n",
      " 12   8   Aaron_Tippin_0001.png\n",
      "\n",
      " 13   9   Abba_Eban_0001.png\n",
      "\n",
      " 14  10   Abbas_Kiarostami_0001.png\n",
      "\n",
      " 15  11   Abdel_Aziz_Al-Hakim_0001.png\n",
      "\n",
      " 16  12   Abdel_Madi_Shabneh_0001.png\n",
      "\n",
      " 17  13   Abdel_Nasser_Assidi_0001.png\n",
      " 18  13   Abdel_Nasser_Assidi_0002.png\n",
      "\n",
      " 19  14   Abdoulaye_Wade_0001.png\n"
     ]
    }
   ],
   "source": [
    "printData(train_labels, train_paths, 20)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "X_work = np.delete(X_whit, (6, 7, 8), axis=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "c, w = trainFisherWithNum(X_work, 5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "8 0.58292861221 (class: 5)\n",
      "\n",
      "Accuracy: 0.9999244313458777\n"
     ]
    }
   ],
   "source": [
    "lng = len(X_whit)\n",
    "summ = 0\n",
    "thr = 0.7\n",
    "\n",
    "for i in range(lng):\n",
    "    l = Fisher(w, 0.0, X_whit[i]/np.linalg.norm(X_whit[i]))\n",
    "    if l > thr and train_labels[i] == 5:\n",
    "        summ += 1\n",
    "    elif l <= thr and train_labels[i] != 5:\n",
    "        summ += 1\n",
    "    else:\n",
    "        print(i, l, \"(class: %d)\"%train_labels[i])\n",
    "\n",
    "print('')\n",
    "print(\"Accuracy:\", summ / lng)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "v1 = np.array([2, 2])\n",
    "v1 = v1 / np.linalg.norm(v1)\n",
    "\n",
    "v2 = np.array([-2, -9])\n",
    "v2 = v2 / np.linalg.norm(v2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Ll1wiDRsmdeniuhqg8J1/vvTll1LnztKOHdIVV7iuCIgshDEgjL78Urr2WrvH39lnu64G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\nAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd65214ef60>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ((ax1)) = plt.subplots(nrows=1, ncols=1, figsize=(10,10))\n",
    "\n",
    "ax1.quiver(0, 0, [v1[0], v2[0]], [v1[1], v2[1]], angles='xy', scale_units='xy', scale=1, color=[\"red\", \"green\"])\n",
    "ax1.plot([0, v1[0]], [0, -v1[1]])\n",
    "ax1.set_xlim([-2, 2])\n",
    "ax1.set_ylim([-2, 2])\n",
    "\n",
    "cr = plt.Circle((0, 0), 1, color='blue', fill=False)\n",
    "ax1.add_artist(cr)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "# Benchmark1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 110,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "# y = kx + b\n",
    "b_k = np.random.randn()\n",
    "b_b = np.random.randn()\n",
    "b_x_ = X_whit[:, w1]\n",
    "b_y_ = b_k * b_x_ + b_b"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.PathCollection at 0xd651e3ea90>"
      ]
     },
     "execution_count": 111,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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+Cyhw37TIAOcgxlD6eaQfIvIlZ7Dq/3O9IpgsYvmZC4Bwr7qcEV36TS4v44lt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\nBA4I/ww9FBtMg/bbewAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd6522ede48>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ge = np.greater_equal(X_whit[:, w1], b_y_) # ge = greater and equal\n",
    "\n",
    "b_data_right = X_whit[ge]\n",
    "\n",
    "b_train_labels = np.array(train_labels)\n",
    "b_train_labels = b_train_labels[ge]\n",
    "\n",
    "b_train_paths = np.array(train_paths)\n",
    "b_train_paths = b_train_paths[ge]\n",
    "\n",
    "fig, ((ax1, ax2, ax3)) = plt.subplots(nrows=1, ncols=3, figsize=(20, 5), sharey=\"row\")\n",
    "ax1.scatter(b_data_right[:, w1], b_data_right[:, w2], s=2, c=\"red\")\n",
    "\n",
    "b_data_right = b_data_right - b_data_right.mean(axis=0)\n",
    "b_data_right = b_data_right / b_data_right.std(axis=0)\n",
    "ax2.scatter(b_data_right[:, w1], b_data_right[:, w2], s=2, c=\"red\")\n",
    "\n",
    "pca = PCA(n_components=2, whiten=True)\n",
    "pca.fit(b_data_right)\n",
    "b_data_right = pca.transform(b_data_right)\n",
    "ax3.scatter(b_data_right[:, w1], b_data_right[:, w2], s=2, c=\"red\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  0   2   Aaron_Eckhart_0001.png\n",
      "\n",
      "  1   3   Aaron_Guiel_0001.png\n",
      "\n",
      "  2   5   Aaron_Peirsol_0001.png\n",
      "  3   5   Aaron_Peirsol_0002.png\n",
      "  4   5   Aaron_Peirsol_0003.png\n",
      "\n",
      "  5   6   Aaron_Pena_0001.png\n",
      "\n",
      "  6   8   Aaron_Tippin_0001.png\n",
      "\n",
      "  7   9   Abba_Eban_0001.png\n",
      "\n",
      "  8  10   Abbas_Kiarostami_0001.png\n",
      "\n",
      "  9  12   Abdel_Madi_Shabneh_0001.png\n",
      "\n",
      " 10  14   Abdoulaye_Wade_0001.png\n",
      " 11  14   Abdoulaye_Wade_0003.png\n",
      " 12  14   Abdoulaye_Wade_0004.png\n",
      "\n",
      " 13  15   Abdul_Majeed_Shobokshi_0001.png\n",
      "\n",
      " 14  17   Abdulaziz_Kamilov_0001.png\n",
      "\n",
      " 15  19   Abdullah_Ahmad_Badawi_0001.png\n",
      "\n",
      " 16  20   Abdullah_Gul_0001.png\n",
      " 17  20   Abdullah_Gul_0002.png\n",
      " 18  20   Abdullah_Gul_0003.png\n",
      " 19  20   Abdullah_Gul_0005.png\n",
      " 20  20   Abdullah_Gul_0006.png\n",
      " 21  20   Abdullah_Gul_0007.png\n",
      " 22  20   Abdullah_Gul_0010.png\n",
      " 23  20   Abdullah_Gul_0011.png\n",
      " 24  20   Abdullah_Gul_0012.png\n",
      " 25  20   Abdullah_Gul_0013.png\n",
      " 26  20   Abdullah_Gul_0014.png\n",
      " 27  20   Abdullah_Gul_0015.png\n",
      " 28  20   Abdullah_Gul_0016.png\n",
      " 29  20   Abdullah_Gul_0017.png\n",
      "\n",
      " 30  22   Abdullah_al-Attiyah_0001.png\n",
      " 31  22   Abdullah_al-Attiyah_0002.png\n",
      " 32  22   Abdullah_al-Attiyah_0003.png\n",
      "\n",
      " 33  23   Abdullatif_Sener_0001.png\n",
      " 34  23   Abdullatif_Sener_0002.png\n",
      "\n",
      " 35  25   Abel_Pacheco_0001.png\n",
      " 36  25   Abel_Pacheco_0002.png\n",
      " 37  25   Abel_Pacheco_0003.png\n",
      " 38  25   Abel_Pacheco_0004.png\n",
      "\n",
      " 39  26   Abid_Hamid_Mahmud_Al-Tikriti_0001.png\n"
     ]
    }
   ],
   "source": [
    "printData(b_train_labels, b_train_paths, 40)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0 0.805490089895 (class: 2)\n",
      "7 0.610600154832 (class: 9)\n",
      "13 0.955096907269 (class: 15)\n",
      "14 0.941076731946 (class: 17)\n",
      "15 0.997542494385 (class: 19)\n",
      "16 0.742476698143 (class: 20)\n",
      "17 0.980507477992 (class: 20)\n",
      "19 0.782994620881 (class: 20)\n",
      "20 0.999109395179 (class: 20)\n",
      "21 0.943043451059 (class: 20)\n",
      "22 0.822170074616 (class: 20)\n",
      "24 0.984566819957 (class: 20)\n",
      "25 0.61360694224 (class: 20)\n",
      "26 0.958675494539 (class: 20)\n",
      "27 0.943795733703 (class: 20)\n",
      "29 0.918546586313 (class: 20)\n",
      "31 0.970393391767 (class: 22)\n",
      "32 0.857115785868 (class: 22)\n",
      "36 0.390463498049 (class: 25)\n",
      "37 -0.0605394363813 (class: 25)\n",
      "38 0.493589219697 (class: 25)\n",
      "40 0.991203786345 (class: 26)\n",
      "41 0.998721006286 (class: 26)\n",
      "42 0.99325641321 (class: 28)\n",
      "46 0.964314446483 (class: 41)\n",
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      "7643 0.94695042937 (class: 5702)\n",
      "7645 0.999996301897 (class: 5704)\n",
      "7648 0.961843776244 (class: 5707)\n",
      "7649 0.99724186028 (class: 5707)\n",
      "7650 0.854267394644 (class: 5709)\n",
      "7653 0.988834041527 (class: 5712)\n",
      "7654 0.877225807385 (class: 5712)\n",
      "7656 0.75689968089 (class: 5716)\n",
      "7657 0.989167525867 (class: 5718)\n",
      "7658 0.924762362717 (class: 5719)\n",
      "7661 0.863168789991 (class: 5722)\n",
      "7662 0.97438538596 (class: 5722)\n",
      "7664 0.999995089041 (class: 5724)\n",
      "7667 0.925607630891 (class: 5730)\n",
      "7668 0.715693401179 (class: 5731)\n",
      "7669 0.871351200723 (class: 5733)\n",
      "7670 0.971979534122 (class: 5734)\n",
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      "7688 0.841680300104 (class: 5742)\n",
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      "7690 0.969096118744 (class: 5743)\n",
      "7691 0.786290445865 (class: 5743)\n",
      "\n",
      "Accuracy: 0.6477317041466268\n"
     ]
    }
   ],
   "source": [
    "b_X_work = np.delete(b_data_right, (36, 37, 38), axis=0)\n",
    "c, w = trainFisherWithNum(b_X_work, 35)\n",
    "\n",
    "lng = len(b_data_right)\n",
    "summ = 0\n",
    "thr = 0.5\n",
    "\n",
    "for i in range(lng):\n",
    "    l = Fisher(w, 0.0, b_data_right[i]/np.linalg.norm(b_data_right[i]))\n",
    "    if l > thr and b_train_labels[i] == 25:\n",
    "        summ += 1\n",
    "    elif l <= thr and b_train_labels[i] != 25:\n",
    "        summ += 1\n",
    "    else:\n",
    "        print(i, l, \"(class: %d)\"%b_train_labels[i])\n",
    "\n",
    "print('')\n",
    "print(\"Accuracy:\", summ / lng)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 109,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([], shape=(0, 50), dtype=float64)"
      ]
     },
     "execution_count": 109,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "b_data_right"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": []
  }
 ],
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