Rehab_T-SNE.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "985c3f38",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.manifold import TSNE\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import torch"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "6fe9e1d5",
   "metadata": {},
   "outputs": [],
   "source": [
    "l5 = torch.load('y5_attention.pt')\n",
    "l4 = torch.load('y4_attention.pt')\n",
    "l3 = torch.load('y3_attention.pt')\n",
    "l2 = torch.load('y2_attention.pt')\n",
    "l1 = torch.load('y1_attention.pt')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "0d1b3362",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning: The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning: The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "a5 = torch.load('eX5_attention.pt')\n",
    "\n",
    "tsne = TSNE(n_components = 2, perplexity = 5, verbose = 0, random_state =42)\n",
    "tsne_result5 = tsne.fit_transform(a5)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "e251c6d5",
   "metadata": {},
   "outputs": [],
   "source": [
    "del a5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "3ea380c2",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning: The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning: The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "a4 = torch.load('eX4_attention.pt')\n",
    "\n",
    "tsne = TSNE(n_components = 2, perplexity = 5, verbose = 0, random_state =42)\n",
    "tsne_result4 = tsne.fit_transform(a4)\n",
    "\n",
    "del a4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "cd2ae0f7",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning: The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning: The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "a3 = torch.load('eX3_attention.pt')\n",
    "\n",
    "tsne = TSNE(n_components = 2, perplexity = 5, verbose = 0, random_state =42)\n",
    "tsne_result3 = tsne.fit_transform(a3)\n",
    "\n",
    "del a3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "2e4333c7",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning: The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning: The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "a2 = torch.load('eX2_attention.pt')\n",
    "\n",
    "tsne = TSNE(n_components = 2, perplexity = 5, verbose = 0, random_state =42)\n",
    "tsne_result2 = tsne.fit_transform(a2)\n",
    "del a2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "9e5408a8",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning: The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning: The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "a1 = torch.load('eX1_attention.pt')\n",
    "tsne = TSNE(n_components = 2, perplexity = 5, verbose = 0, random_state =42)\n",
    "tsne_result1 = tsne.fit_transform(a1)\n",
    "del a1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "92b29187",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning: The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning: The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(225, 2)\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning: The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning: The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning: The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning: The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning: The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning: The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning: The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "  warnings.warn(\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning: The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "data": {
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+/YqFCxd6jjjiiMnQuZz/V7/6VcX777+/MhwO20ceeeS4yZMnZ7aer6GhwfX++++vcjgcHHHEEePuuuuuzQcffHDu5Zdf9n/pS18a/u6776756le/OuzLX/5y8xe+8IW2X/ziF90zeH0+n/3vf/97XWFhod3Q0OA47LDDJlx00UXxX//617Wnn366d+tnXr16dXeHu+WWW0qFEKxZs2blBx984Dn11FPHrl+/fjnAypUrfR9++OFKr9drjxkzZsq3vvWtpjFjxuz21Ft15R1Y2w8cPxBC3C2E8LObA0f1xHHXOkyLZ6NxflfbxMJEiowtebe9g5faErTkTZrz/TdFXVEUZXclGvMsfbyNZ79fy39+UMvSx2O01+VpXJHGNNQspI/hAGYAf5RSTgdS7LAKREop6SwM0ou6bg5uiUaDl25uYN3LCVItJm2b8rz3l1Y+ejaObUrMrI3DvfPAqJGxkTYgQGidx7kDOqlWs8/jW1ZncQccna9RlAGWbDbJxDpnuh16WTHrXkny1u+b2bIwxdqXE7z4swYmnBJG9DF68xXqsJOuUTTag8OjHigcwI4HNkopW6SUBvBP4Cgg3JViAKAaqBuoBg5F2YTJm79t7A62AphZyXt/aSW2Kc+WhSlsQ2IZkvWvJVl8fysdUYN4XY6mVRma12SI1+ZIt6nx6lAWe/Lxqq3B1q2kYWixJx/vc8b57srlctqECRMmHXzwwZOqq6vzN9xwQ+t7770XvOqqq6IAZ555ZjIejzva2tp6XVHOPPPMuK7rzJw5MxuNRp27837//Oc/iz7/+c+36brOqaeeGvv73/8eAXj77bcDn/vc59oADj300Oy4cePSAG+88Yb/sMMOS5aVlVlut1ueffbZPZ6Mn3POOTGHw0F7e7v2wQcfBM4///zREyZMmPTlL395RHNzsxPggw8+CFx55ZVtAFdffXX3k3jbtsXXvva16nHjxk2aO3fuuObmZldtbe0uJ5q+/fbbgUsvvTQKMH369GxlZWV+2bJlHoA5c+YkioqKLJ/PJ8eMGZNdv369e3f+TbZSM1wH1taB43Vd1V1vp4+BoxCiz4HjYH7imLdtHELs8QzSvGUTNU3Sto1f0yh0OnBpu/ecoMUw+W9bgkMCPo6LhFjakabdtBjmcVHudrIlk6PcrZ4kKoqy76TjJm//qZnmj7bdgNctSdO6LsvsK0tItZhqhsOu1QK1UsoFXT8/Rud1s0kIUSGlbBBCVADNfb14MF83D3RSSra8lyIT7720cu1LCUYfF0J3aph5SaDMQUdT7yDqiMMCuEM6SMnoo4OsfTkBgOYU2H3MAPRGHATLnWi6CkYpAy+b6PydDpY5yads2jb1TB9gG5Klj0eZ990K3n8gSmxLHqdXY/yJIYLlTkYdFWDjmx09XuPwCEYeGcA2AHVpOVBtAQ4XQviADDAfWAS8ApwHPAxcBjw5YC0cgtIxi5Z1facA2fBGkmEz/Wx8q4PiMW4mnR6hbVOO5U/EKBzpxjYkix+M4it0MPOSIrTNecomeHB6B2UtImUPWO3xPr+Zd7Z9d23N4fppXuvxeLpvmORu1MB57733vJs3b3affPLJ4wAMwxDV1dX5733ve596ZkMgELABLMsiGAyan+Sz/OlPfyqMRqOOZcuWfeR2u2VVVdXBmUzmU080dblc3f8Iuq5LwzA+0U2jmuE6sPoaOM6ga+AIsKuB42DUlDf4d2ucX2xu4O66FlanMjRk82SsT56bJmaYPNwc5VvrtvD99bV8a90WHmtuo93oe6bKjjZlsozyuJkZ9HN7TSMvxxIsTqa4vzHKnXXNeHT9U7VLURTl00q3mj2CrVvlOmwS9QbtdSqf5K5IKRuBGiHE+K5N84GVwFN0DhhBDRz3S0bWpnFFps99UnbmwbMMyeL7Wzn00mK0HaYMeCM6408KoTsEulPj4M9EKKhyUrMwxUFzAn2ed/LpYTLtJpn47t1XKAp0BkabPsrw7t3NLLyvhbbNWeK1nUWu2uvzmLlPN2U6VN45kah0Qt/5WAEalmUxUjbVM/0c+aVSTrqxigknFWBkbEYdFWD6BYV4CnSEBpWH+Dj6ujLef7iV6MYctrnnz5jaDZPNmRxLkymWJFPUZnMYtpoiPph1jTMfA94HltE5/r+LznR13xBCrAOK6MqNrvQPaxffA5m4hTugE6xwMv6kAt78XSPLn4ix5oUE7/65hXWvJjjsyhKSjQbv3tVCps0kXqPuD4civSDc5//YnW3fE4cddljyr3/9axHAM888E4xEImZhYeFufYEXFBRYHR0dfUb877vvvsJvfvOb9XV1dcvq6uqWNTc3L21qanKuWbPGdcQRR3Q8/PDDEYDFixd71qxZ4wWYM2dOasGCBcGWlhbdMAyefPLJPovEFxYW2tXV1fm//OUvEQDbtnnnnXe8AIccckjHvffeGwH4y1/+0p03tr29XS8uLjbcbrd8+umng/X19a6tnyGVSvUZ/zzqqKM67r///kKApUuXuhsaGlxTp07tPWD7FNQM1wEkpWwUQtQIIcZLKVezbeC4ks4B483sRwPHumyOn2yqJ2ZaCGCjluP19gRXVZaiZWBW0I/fsesnc+2mSd6WeDTBq7EEz0bbu/eZEp5qjRNxODi5qOBj8635dZ3jC0M80Bjttba0LmewPpNlrO8TzQhXDiBCiDBwNzCFzuXJVwKrgUeAkcAm4LNSyt7JARVlJ9KxnQd2YjU5Cg9SU5B2w3XAA0IIF7ABuILOAeQ/hBBXAZuBzw5g+5RPwTYlgRIHTTvZ7/JrLLqvlYmnhln2RIyjry+neVWGjiaTkvEeqmf4eswOD5Q6OeH7VTSvyeANO7BN2PhmEilBdwrGn1hAKmqy+b0Opp1biDesbomVj5dNWiz5Rxu176eYdm4hgVInde+nWfZEDDMnERqMPjbEIedH8BXu1krMbi6/xsgjA1h5ucsUALYFy7ryEh9+TTHhajeaQ7Dp7RTtdXmmnBXB6dVINHaO19vW50nHTFJtJsHST9am7cXyBhtzef5c10zM7Jyw4BSCyyuKObIgiFdX83gGKynlj4Ef77B5AzB7AJpzQPCEdHSn6DO/ctlED63rckw8qYD3H4xi73Br2LYpT0ezQXi4i/iWPGiCFc/EmPMVNw636mdDSeSsc+u2z+EKIJxOO3LWuf2e4uOWW26pv/jii0eOGzduktfrte+9996Nu/va2bNnZ3Rdl+PHj5900UUXtf74xz/unhD4xBNPFD799NNrtz/+lFNOif3tb38r/O53v9v82c9+duTo0aMnjx49OjtmzJhsJBKxRo0aZXz9619vmDVr1sSCggJzzJgx2YKCgj5nwj300EMbrrnmmhG33HJLhWma4uyzz2474ogjMr/97W9rLr744lG//OUvK+bNm5cIBAIWwNVXX912yimnjBk3btykqVOnpkeNGpUFKC8vt2bOnNkxduzYyfPmzWv/xje+0f0ZvvOd7zR//vOfHzFu3LhJuq7zpz/9aZPX6+2XlXDq7nLgDYmBY1ve4D/RduKmxSlFBUzxe3FpGjoCXYBh2zTnDUbtJOCaNi0+Sme4vzFKhdvJZ0sLebo13uex/2xpY3bIT5Fr1zeNwz1uVqczpHfy5H1hIsUJhQWf6HMqB5TbgeeklOd19U8f8D3gJSnlzUKI/6FzKbMqaKfstl0FdQpHuLtnOH0cI2uRbbe6B/jugH7ABIyklEuAWX3smr+Pm6L0I9uCsXNDbHi9Myi6vcKRbjxBjdlXlLDhjQSTz4jQtjFHoMTB6GOCuEI6ga7gVipqkIl3zoZ1BzQC5U7a1ucYMy9I5TQftiURAja900HdB52zCMfONcmnLFx+tVxT2bVEQ57NCzo44ppSlj4RY8wxQT54ZFtdE2nDulcSONydRa905+4HRzSHxpi5QdJRE03XqHu/9yxXf5GDbHLbmNTp1cmnLTIxiw1vJAGIbti2jLlpjJuDz4mQaDAIV7uATxdwtaWkPm/wQEMrJxWFqXQ5EQIcQvBMS4zhHhdjfd5PdW5FGYp8RQ5mXFTEwr+19tjuDeuUTfDy0bPtjJsf6s7bvKMti1JUHuwjviVPPtXZx82crQKuQ8zWwlixJx+vstrjLr0gnI+cdW7dnhbMSqfTH+y4rayszHrxxRfX77j9+uuvjwJRgMcff3xTX+dxu93y3XffXdPXe9XW1i7bcdvdd99dC2CaJv/85z83+nw+uWLFCveJJ544buzYsXmAa665pu1b3/pWq2EYnHTSSWM+85nPxPtqw4QJE/JvvPHG2h3fY+TIkcaSJUtWaZrGXXfdFVm7dq0boKKiwlyyZMmqvtr69NNP9wgyr127dgWAz+eTjz322KYdj9/+3wZgZ0XDduXAGJ0NYkNl4FiXN/iwI81FZUW0myY5W/JAYwv1eQMBTA/4OKukz5niACxLZbi1phGvpvH58mJSlr3TQGnSstmdRAAlLgdxc+c3lh5dI2vbBFADLKUnIUQBcAxwOYCUMg/khRBnAcd1HfY34FVUwFX5BAKlDiacEqJopAcpQQho25yjeIwHoUHzqixmVhIsc+40+JNqM0i3mdQsStO2KUew1EnVIT6C5RYFlWrWvrJ/8oR0GldkOPqGMhbe29qdy7VskpcpZ4VpXpOleIyXqecVYmYlpRM8eAt63sbGanK8++cWWrqKlATLnRx9fRlrXmyncpqf5U/0vSAhuiFHxVTf3v2Ayn4vEzPY8l4H404o4MPH26ie4Wf1i4k+j13zUoIJJxUQqtj9VQuekE7TRxlKxnjwFTmYclaY5U/Fu0sAegp0Zl1W3COAEyh1YOUlq//b9+9267ocsy4t5vU7Ghl9dHC327KjdtMiZdlcXF7M/U2t1Oc6C/lUuJxcXF5Eh2GRNC2CH7OSTVEOFLpT46Cjg4Qqnax8Ok4mYVExxcuY40KYeZuKqd5dJnfUHQLb6uz8/iIHkRFunF4VbB2KwvNOaNvTAOtglUwmtaOPPnq8YRhCSsmtt966eWuO2G9/+9uVr7/+eiiXy4ljjz02cckll8Q/ybnfeust3w033DBcSkkoFLLuvffeTXvjM+wpFXBV9ljastiSyVHl7nzaPdbn5be1jWxNFSWB9zvStBom3xtZSdi5wwDJMLm/sfPm8YiCAPGuIlnVbhe1ud7pS0Z73KRNi1WGSbHTQaHT0WdxLl0IylxOKt3O7hvD7R1ZECBmmBR/zEzZ/Z1tS7JxEym3Lm9RF+vdMApoAf4qhJgGLAZuAMqklA1dxzQCZX29WAhxLXAtwPDhw/d+a5VPpcO0aDNMWgyDoK5T7HJS6Ny7l0XblOgujXfubsE2JIUHuTj4rELe/F1Tj2Vnk88IM+GUAvw7LEnNpyyycYuXb2kgl9z2UGrty+3M+UoZZs5GSkGg2IEnpC7xyv5D0wRl4z2sey3BvO9WkI6aGBlJ6/osr/2mETPXGWQ9/OoSwtW9Hyx0tBq8/IsGUi3b1mYmGw3iNXkyMQt3YOfXPn+xA7ea3arsgmXYrHkpgaZrFFS4WLY5xpjjQqSjfaeJsQ1JPv3JcptqumDs3AJe/mU9RaM8jDs+xIjDAqRjJrYJ2YTFovtau9+zcKQLX6GTjuY8Rnbn72Vkbcon+/AVfvprgkQScuj8sa6JprxJkdPBhWVFxA2TD5Jpxvs8xAxTBVwVZTvugE7VND+hCieZuIXLq7HgLy1EN+QYdVSQQImDUIWTREPvcerIIwOser6d4Yf5aV2fZeIpYTWGU/Y7kUjEXr58+Ud97bvrrrtq9+TcJ598csfq1as/VWGwfUmNxpQ9pgvB5lyek4rCvNveQWvepK+8/FtyeaKG2SvgmrNtWroKYRU7HdjAi23tnFNaxB9qm3rkX9WAz5UXsSmbx6NrfJBMcXDAxwSfF4fWO+gacTq4oqKEO+uaiXa9hwDmR0K0Gp03jENVLmWRiZtseD3JuleSWIZk1FEBJp8RJlim8kR+DAedBeyuk1IuEELcTmf6gG5SSimE6DO3i6qEPvi1GQYPNkZ5s31bRedSp4P/GVlJpXvv9A8pJZve6WDFk/HubRNOCvPWH5p65fha8XSciine3gHXjMWKZ+I9gq0AtgkfPtbGUV8uIxU1EdBZzb14aD9QUoYWf7GT4bMDtNcZvH5bY6/9zauytG3K4yt04PL1DOwkm4wewdathOgsuOWLONBdAivfs69pTkHZJLUUWtm1dMxk2ZNx5nylDNk16yy2JU/JOA/1H/Ze+u+N6J+qeFagxMn871TStjnHpnc6KKhyUT7Ji+4S1C1J4/RqhCqdjJ0XYuThAfyFDizTYvihflY8He+zHbYpmXZuZI+WIhc4HDTlTZryJh6tM2/rXXXNJK3Oz/hSLEGhQ+d7I6uo9qh7TEXZXrDUhZHKkmm3aOoqnLr25QQ1i1McflUJ797dQjaxbf3m8EP9uIM6k04N4ynQiQxzEapQ93OKsj8autEmZZ9xaxpzwkHyto1XEzQbvZ/SbZWyeicDcGoaEYdOzLRoyBvoAirdbl6LJfjasHJejSWoz+cZ4XFxbDjE481tfJTOMsrj5tTiAqSE5ryBJjpvCHdM2m/aktOLwwR1vbONusb7yTQvtcT41ZihOfsw22HRtjHL0n/GelREX/NigroP0px0YxVC66yM7nAJvBEHTo96arqdWqC2q7IrdFZ3/R+gSQhRIaVsEEJUAM07PYMyqH2QTLMxm+OayhJcmkDKztn4Tza3cUlFyV6ZpZNuM1n+5LZln1sn5pu5vmPy699MUjTG02PmnZmT1H2Q6vP49joDK2fz+m2NFFS6OOorpWgan7hwi6IMpHSbSUfzzu8jGlemKR3vYeObHdQvS1M0ys2IwwM7rQhdszjF6GODLH8qxpFfKGXhfa1k2zvvRdxBjaOvL6fgEyz7Vg5Mttk5a3X96wkOObeQQJmDTW8nmfOVMhpXZrB3eGg27bzCXc463RV/sRN/sZNhMwM9to+bX8DwQ/3dK5a2Fo8NFLsYfWyQTe929HjoIDQ4/OoSikd79jjHty4EZldy5aPDQZ6LtncHW7dqMy0ea45ySXnxkF89piiflMOn0bS6Z9HzbLvFwr+3Mv1zRTg8AisnKah2ojsFRtrGX+LEE9RV3lZF2Y+pgKvSL0Z53CyIJ6lyuwg4HLyf7P20HyDURxBj67KkP9Y1s6C9g9nVZVS5Xfy+tom1tVlmFwS4KFLM5kyO22qasKXkmsoSmvMmjzS1YUjJESE/Bwf8PNIc5bOlRVS4XcQMkw7TotLt5P1kitfjSQwp2Xp7eG5JZK8vHx4I+ZRFsjEPUvQItm6Vipo0rshQ92GKkjFeXAENIaBishdfkbpBBpBSNgohaoQQ46WUq+nMqbyy67/LgJu7/nxyAJupfErNeYOlyRTnlBTyl4YWUl2DRrcmuKS8mHbD2CsBV9ui58xUAexiPG4bnSkItqdp4PTpGJm+Z/JpToG0ob0uT8uaLGWTvORSWXSXhsOp4fJr6sZdGdSE6KzWvjOBYie5pEW8JkfD0jQ1C1MseyLG8d+rxFOgdwdTt9ryXoqTflyFw9PB0n+1MfWcCK6AjieoEyhxECx3dgeuFGVnXAGN4rEe6t5PM+rIADMvKubN3zex7IkYx1xfxobXk0Q35giUOplyZpj1ryWZdHq439vRV6oYTROEq92c+INKGpZnqF2cIlTpZPQxIUIVzn5bhhxx6OjAGK+HF9r6zl27MNlZkLYlb5KwTIZ53BQ5HLh1dd1RDmy+Age+SO97y1SLyTt/amb2lcUUVDqJb8nz/kNRjr6uXK1SUpQhYOhFm5QBEXToHBUJ0mKYNOUMwg6duNlz0DM76CeykwDnjKCfL1SW8nBzlH9H43ymOMzXhpWzKJliYyaHsyDAP1s7Z4adUxLhrfYOVqYy3a9/ri3BBx1pziqOcE99C5dVFLMxk6M+l6fC7WJmyM+hBX4acgbLOtKcXBRmhMfdazbsUJBoNLDyktjm3E6PaV6dYdjMAIsfaCUTsygc6cLh0ShzCpX3cZvrgAeEEC5gA3AFnVkt/iGEuArYDHx2ANunfEqWbXNspIDbahrJb1cOPWdL/lLfwk8Oqt4r7+v0CCIjXcQ2deamljboLoGmdwZjd1Q1vXcRH2+hg4knF7D4gWivfdWz/LRuyCE0OOLaUppXZ+hoMQiWulj7cjvpWGfBhoM/E6GgyoXoIw2Logy0YFlnrjunT8PYIQdm8Rg3FVN9xGryVB7iZ9ScIK/d2kAmbvPeX1uY8bki3r6z58KDQKkDp0cw6bQwBx0dxDIkLr9GoNSJQ+XDU3aTN+Tg0M8X88JP6tjwRgdFY9wc9aVS2usM6pakGT0vyDhHAY3L06SiJjWLU0z7bOE+bWOwzEWwzMWYuSG0vfD9XuJ0ck5J52fS6Pt5oY7ApvMB5h+2NJO3JVdUlDDJ5yHsdBBQOV6VA5TDoxEe5u7zwaDDLSgc7iYVNTEyNoecX0jxaFUEVVGGAhVZUfqNV9cJS2jI5fnm8HJebEuwOJnCq2nMjYSYEfRR4Oj7Vy7o0DkuEmRqwEtOSjyahksIhrldgKQx3zmbSwOq3C7+2dK7GmtT3sSSkgvLCrl5c0N3zlbonEV7WUUxNdkcl5YXUeh04tSG3kArn7JoXJkhEzMpHLHzC3Wo0sXSx9vIxDov+G2b8rx2ayMn/7hKBVy7SCmXALP62DV/HzdF6Se2lNTl8mzI5BDQI9i6lQRWpDKM9nn6/f09Wwfs/6+erW+99uUEMy4qZtH9rWyfsHrYTD8FVa5eVdidbp3hh/mJbsyx6e1t+WeLRruZdFqYF35Sx9j5IWoWpjBzNt6whwV/aek+buNbHdQsSnHaz4ZRUKWWUSuDj7/ISaDE4MgvlPLevS3d16mx84MUHeThpZ/Xk0/ZIDofShz3rUqev7GW2OY8hSNdHHp5Maufb8fMS0bM9jNmXghvRMcTcOBXqziUPRAZ4eSkG6vY+GaS8gle3vhdEy6fhieks+W9DnIdNodfVcKq/7Qzdm6IQPHA3E/tjWArgFvXOC4SpNUwmRn0szDZO73NkQUBnm2N02qYXFJWzD0NLfyloYVvDi8nZdtU48Kvgq7KAaqg0sUJP6jkrT8007axc2JMqNLJ7CtKcPkFTr+L4rEe/IUONId6KK58erquzxw7dmzGNE2h67q88MILoz/60Y+adH3///79xje+URkIBKybbrqpaaDbsjtUZEXZY4Zt02aYxEwLpyYY5nHzcEOUao+TS8qLiRsmRU4nxc5dD3SEEBT1yvnU+aWQk50FtXK23SOQ2uscCJ5sifc6JmqYvBFP4hKCmpxBTc5gWsA35IKuZl7SXpfDyEgCJU6CZU6STT1z4Tm9gshwFwefE+mcYecQRDfkWP3fdj58rI1jv1HeqxiJouzvMqbJ5pzBzzfX49c0Tigs2OmxSXPn3zF7qmSMh1P+XzUf/rON+JY8mi4oHuPi5P+romZhinzapnySF29E32lV9WCpi8OuKmHKWeHOWRJC0LYxx0s/r8c2oWyilzfuaOLIL5Wy4J6WXq83c5KPno1z6OXFquKtMujkUha6S8cbkRz/vUryHTYSiZWXvPTzhm0HSqh7Pw02jD+hgFXPtePwaEw8OcyIw/xYeYmnQMfpUdczpX84XDpFo3T8RQ6svM2JP6qkZmGKuiVpKqf6GD47wLpXE7gLNCafOTQrihe5nAR1nQvLCqnJ5WnMb7vHHO52MS3o446azoK3NpICh067abEunSNhmpxRHFEBV+WAFhnm5vj/rSAds7DNzhUXvkIHDtfQ+75QBo7b7bZXrVq1EqCurs5x/vnnH5RIJPRbb721fqDbdqBRAVdlj6Qtm3fbk9zb0No9W6zC5eRrw8oBScaWTPB5KHQ6cO1BcLPC7eILVaX8ektDn3lgt6ryOLmnoe+CMosTKa6pKmVVKstH6QxVbhcVe6ka+UBx+TQ0p6BqnJfFD0Q58gulrH6xnYZlGZBQdJCb2VcU07w6y+Z3O6ia7u9aziw56sulLL4/SrbdUgFXZUjJWBb1eZPf1TaRsyV526LcvfMHQIcE/XutLbpLo3iMh2OuLyfVahDdkOPFnzXgLXRw8FkRPAU6sc05zJy9yxmobr/eXUyrbXOOlc/Eu4tvWVuLt0h6VWTfqmFlhnzaxlugbvCVwSNel+ftPzbRuq5z5o/Q6cxLuTRD69reOcmBzuXcx5aRjpndhYF8ETWTVdl7tl8JVFDpYvRxQcy0pCNqMP2CQnyFjiG9Wsila1Tpbr49vIKGfJ4t2TzFTgcJy+LO2ubuxRrrMjmGuV20mxkMabMxmyNhWVQOaOsVZeB5QkP7O0L5ZJbGXyh8L/Z4VdqKu3x6OD87cm7d1PAJbf11/qqqKvPuu+/edOSRR0769a9/XZ/NZsXnP//5EUuXLvXpus4vfvGLmjPOOCN53HHHjbnlllvqDjvssMzEiRMnnXbaabFf/epXDV/72tcqhw0blh8/fnzupptuqiwsLDRWr17tPfjgg9NPPPHERk3T+PKXv1z1/PPPh3Vdl8cdd1zirrvuqn3wwQcLbr755grDMLRIJGI+8sgjG4YNG2Z+4xvfqNy0aZNr8+bN7oaGBtfPf/7zmnfeeSfw8ssvh8rKyowXX3xxndvtllVVVQefccYZsZdffjnkdrvlQw89tGHKlCk9ciauWLHC/cUvfnF4W1ubw+Px2Hfffffm6dOn933DOEDUSEvZI3W5PHfVt/RYmtuQN/hNTQMeTWOC30u527VHwdatJvq83HRQNYUOneI+csG6NYFH09jZAoyt251CUOhw0G72kTRxP2cakvHzw4QqnBx+bQmb3k0SKHFy1JdKOepLpUw+MwxC4vJqVEzxsf61BKtfSCAlOL0aE08vwDL7DtAoyv4qZpi0mSatXTPfJbAyleGYcLDXsTMDPqo8e/9BjNOj4fB0FrEafWyIdKvJ23c28/rtjZhZSaDM2SudwM4UjnBz8v9VccwNZUw9N0JBpRMhQHcKdvaFGCxxqOJZyqDS0ZJnwT0t3cFW6PwdTjab2JYk3bbzmedSwoyLinF61O+0sm8JIfCFnYQqXVQe7KdwpOeACaRUeVy4hOCFtnb+XN/C/Y1RctuNByIOnaTVea890e+lJpcfqKYqiqIMSkvjLxS+Eb1vRNqKuwDSVtz1RvS+EUvjL/RrEvBJkyblLcuirq7Occstt5QKIVizZs3KBx98cMO11147Mp1OiyOPPLLj5ZdfDkSjUV3Xdfnuu+8GAN55553A8ccfnwT46KOPvL///e9r1q1bt2LLli3uF154IdDY2Kg/++yzkbVr165Ys2bNyp/97GcNACeccELHkiVLVn300UcrzzvvvLabbrqpfGt7Nm/e7H777bfXPP744+u++MUvjpo3b15izZo1Kz0ej/2Pf/yjexliQUGBuWbNmpVf+MIXmq+77rphO36uq6++esQf/vCHLStWrPjol7/8Ze2XvvSl4f3579YfDow7AmWvsKTkv9F4n/ua8p3BjYCu99vSIYcmGO5xk7JMvlBVymPNbaxOdz7AqHa7uLKihKacweGhAG8nOnq9/tBQgMZcnlmhAFZC8kY8ScqyGOlx95HKYP/T0Wqw/tUkK56OYeYkmg5j5oUoGeth3WtJJp0apqDSScPyDJveTtL00baHP6ufb6dhaZpjvlbeq0iJouyP2gyTmmyOFakMxU4Hwz09cxq/0JbgMyURrq0sYXEyjS0l8wtDjPZ6CO8k13R/CxQ7sQ1JR6vBYVeXdOVwlQgBkepPFvQNVbgIVbiwTJt8ymLs8SEaV2YYNtNPzaLes/4nnxFRwSllUMnELJpWZnps8xc6SNTliW3JUzLOQ3u90et1DregcISbYOn+fx1XlP1NkdOJDRg75ETXBYz2eniqNc68SJBo3mCUx02BSiegKIrS7b3Y41WWNHrckFvS0N6LPV7Vn7Nct/f2228HrrvuumaA6dOnZysrK/PLli3zHHfcccnbb7+97KCDDsqfeOKJ7a+++moomUxqtbW17mnTpuVqampcBx98cGr06NEGwOTJk9Pr1693zZs3r8PtdtsXXHDByNNPPz1+wQUXtANs3LjR9ZnPfKa6paXFmc/ntWHDhnU/UT/++OPb3W63nD17dsayLHHeeeclus6Z2bhxY/cg6LLLLmsDuOaaa9p+8IMf9Ai4tre3ax988EHg/PPPH711Wz6fH3TJj1XAVfnULCmJ7WKWaIth4tU1ygX4+jFB8wiPly2ZHIcG/ZxUWIBLE5S5nPg1jbE+N6N8btZlsjRvl8e1zOXk2HAQG8mNG2uxuu4LX4olGOlx8bVh5ZTv5+kFGpdl+PCxbd/LtgVrXkiguwRzvlyCN+Kk9oMU7qDeI9i6VaLBoL0uT/EYVRVT2b+15g1+s6WRDdltM+U+X15EidNBy3bfC0+0xPBpGl+oKmG4203FPpjZuqNQhQtvWCcVNTGzEndQx1fsQNc/3f2C7tDwFmhMPiPCpneSlE/2ojkEW97rQNrgCelMPTeCt1ANepXBJdfR+2FfNmHhL3ay4uk4x369nM3vpXo9FJx+YRGBchVsHQyEEGHgbmAKnY+QrgRWA48AI4FNwGellL0rnyr7pTKXk28OK+eu+hZqu2awRhw6V1SUUJ/L89XqMgKaxt8bW7m2qpSiPlaoKYqiHKi2zmzd3e2f1sqVK126rlNVVbXT5ULHHHNM+qqrrvK9/vrruZNOOinR2trquO2224qnTJmS3nqM2+3ufrqm6zqmaQqn08mSJUs+euqpp0KPPfZY5I9//GPpu+++u+arX/3q8BtuuKHx4osvbn/mmWeCN910U+WO59F1HYfDIbWu1dCapmGaZvcgSNtulbQQoseTPcuyCAaD5tZctYOVuuopn5pL0zgsFGB5KtNrny46l+6vTWVwCYEpJaF+mjXm0zUmBLwM97rI2RKvruHZrjOWuVz8+KAqarJ5arN5ylxOQg4dHfhVTWN3sHWrTdk8CxMpjioQFO6nM13TcZOlT/T9EGztiwkOOiqIw2MTXZfFHdx5oKV5dZZhh+69/JWKsqeShknCssjYdmehPYeD8HYDOCkl69JZTigqQANipsmLbQmejbbz+fJi/lDXRNbe9iUw0uumxOnc6dL7fcHp1QlX928ANFjqZOQRAeqWpBlzXJAxc4Nk4xZmziZU5ezOdakog4UroOEOauSS2wKquQ4b3SnwFOgsfiDKUV8qZct7KZpXZfBGHEz5TITScZ5P/YBC6Xe3A89JKc8TQrgAH/A94CUp5c1CiP8B/gf47kA2Uuk/jq5iuV8fVkazYZI0LdK2zdvtHcRMk7xtc3lFCV8bXk65yznkitUqiqLsCZ8ezvcVXPXp4X7LwVJfX++45pprRlxxxRXNmqZx1FFHddx///2FZ555ZnLp0qXuhoYG19SpU7Mej0dWVFQYTz/9dOSWW26pb2pqcvzwhz8c9pWvfKVxV+dvb2/XOjo6tAsuuKD9+OOP7xg9evTBAMlkUh8+fLgBcO+99xZ9mrbfd999hT/72c8a77nnnsj06dN7LNkrLCy0q6ur83/5y18iV155Zcy2bRYsWOA94ogjegenBpAacSl7ZErAS6XLSX2+5zK/M4sj6ECB08F7iRSlLgdjvJ5+nUXq03V2VtupyOmkyOnkkKCfpGnRnDdIWBbxnczIfaM9SUjXOSQkKNhHy4n7k21K0q19P7AycxLblN258IpHe3Z6nnC1E8cQrKqr7P8M26Yml+fplhh1OYNhHheHFwT4d3OMCyqKKet6WNKSN/mwI82b7R0YUlLhcnJBWSGvxpI80hzl+yMrWZPO0WFZTPZ7Cegatdk8h4YCA/wJ+1+w1EXlwdCwPEP90jShCicjDw/gL3J0F9xSlMHCG9aZcVER7/yppcf2lf+JM/fbFSy6v5XXbm2karqPyWeFqZjsI1Sxf69MGUqEEAXAMcDlAFLKPJAXQpwFHNd12N+AV1EB1yHF21VEK6DrrM/keD2eJGvbHBsOMT3oo3g/ncygKIqyt82OnFv3RvS+EdunFdCF054dObduT86by+W0CRMmTDJNU+i6Li+44ILoj3/84yaA73znO82f//znR4wbN26Sruv86U9/2uT1eiXAEUcckXz99ddDgUBAnnDCCR3XXnutc+7cub1zNW4nHo/rp59++phcLicA/t//+381AN///vfrP/e5z40uKCgw58yZk9yyZcsnXkYbi8X0cePGTXK5XPLhhx/esOP+hx56aMM111wz4pZbbqkwTVOcffbZbYMt4CqkVAVyhoJZs2bJRYsWDch7b87kWJRMsbQjjV/vnPVa6nTy54Zm6nPbArFlLgf/O6JywJbub8rk+J/1NX3uG+N1M8brYVbIz5SAbx+3bM/lUhav/qqhz1QB/mIHx3+vkoJKFy1rsyQa8rz/UJRMrGfw2eEWnH7zsP1yACuEWCylnDXQ7ejLQPbNocKUklWpDD/bVM/2i4mdQvDV6jLeaU9ybVUpAHfVNfNuomfOUg24YVg5v61t5AtVpTzQGMWva3y1qgynplHi1HH3Y9oTZRvVN5VPIlaTI5e0WPV8O+k2i9JxHorHuInV5hk3L4SZ67xn9YR03AHVZ/dEf/dNIcQhwF3ASmAasBi4AaiTUoa7jhFAbOvPO6P65v4ta9vYUvZrOrEDibpuKsrgtLt988MPP9w0bdq01t0979L4C4XvxR6vSltxl08P52dHzq3bW/lb9ydVVVUHL1q06KOKioqdV00dJD788MPiadOmjexr3/43lU8ZdMIOnaRpUel2kbVtPkym0QQ9gq3QWUjrkaY2vlhdinsAlhSFHXqfs3EBjigI8p9onJRl75cBV7e/c2bQczfWIXeYxDvz4iL8JZ1dvaDaRSZmcvjVJSz7V6y7GnRBlZOjvlxGsEzNQlAGn9psnr82tLBjhkdDSp6LxhnpcRM3LWxJr2ArgA283Z5kXiRES94kblq0mxYeXaNiP8/drChDSWSYm1TUYMZFhVg5MPM2DpdG1SF+nF61+mKQcwAzgOuklAuEELfTmT6gm5RS7piDbSshxLXAtQDDhw+6IsPKJ+BRaQMURVF229TwCW0qwDp0qYCrsscKnA5OLw6ztCPNi20JTi8O88e65j6PXZDo4HNGEaXuAQi4Oh1cN6yMn29qIGFti0oeGvJjS0mrYSL24zRwhaM8nPL/qln2zzaiG3IEy11MPTdC4QhXd5oAl1dj2Cw/qTaTI75Qim1IhAbeiANvgfo6UAafmGHSkMtTl+v9oARgVTrLReXFZCybjN276M5WTXmDU4vC/KamMw3RtIBXVUtWlEHIX6Qe/O2naoFaKeWCrp8fozPg2iSEqJBSNgghKoA+bxCllHfROUOWWbNmqeV3iqIo/SzXYZGKGpg5iTugEyxzoOnqAYkyONXV1S0b6Db0BxVhUfpFscvJkQVBJvo8tFudS4n6IgE5gEHNkR43PxxVyfpMZw7HIqeDteksDzZFAZgbCQ1c4/aQ7hAUH+RhzlfLMTI2DrfA1UeSW6EJAsVqQKvsH5KWhVsTuIUg18f3SkjXEcD3N9RyXXUZGvSaCQsw2uvhpbZ22s3Ofn9ZRYla7qgoitJPpJSNQogaIcR4KeVqYD6d6QVWApcBN3f9+eQANlPZT1i2RNd6Dhhyto2gs2iv8skIIcLA3cAUOodjVwKrgUeAkcAm4LNSytjAtFDZ2xKNed65s5mmVZ3p51x+jVmXFFMxzYu/UI0LFWVvUQFXpd94dI0K3Y3M5pkZ8vNeH0t7pwd9hAYwyCGEoNzppDlv8HBjK+2WzdYQzimFBVS79/8LjtOj4fSom1FlaNCAuGFxbCTIf9sSvfbPLwwRMzpnvy5Opjg2EuKVWM/jXEIwLxJiTTrLUeEgVW6XKuKhKIrS/64DHhBCuIANwBV0fo3/QwhxFbAZ+OwAtk8ZpDKWTcw0SVs2GdvizXgHfl3juEiIgKaxMp3l5VgClxCcXFTAQR43Iacaxn4CtwPPSSnP6+qfPuB7wEtSypuFEP9D54x0VdBuCMomTN74XRPRrlRyAPmUzdt/amb+/1bgCeroqmiyouwV6kql9LsKt5PPlhayPpMjamzLcVzg0LmkvBjvAC9dcOoaUwM+fnRQNevSWVKWzQS/hxKnk4BaYqwog0rE6aApn+eQgI+kafNuogNJ5wj+2EgQv6aRtjsfm7zd3sFFZUWcX1rYOZvVsjjY7+VzZcUM87gY7fMM6GdRFEUZyqSUS4C+CorM38dNUfYjLXmD+xtbeS+RQgKlTgfnlhbyWjzJ72qauLaqFF3AiYUhNqRz3FbTyLHhIJ8tK8KvVqp8LCFEAXAMcDmAlDIP5IUQZwHHdR32N+BVVMB1SEpFze5gq8MtCFU4yadtOppN1r6cIFDqoKDiExeQVxRlN6iAq9LvhBBUe9zcOKqKjZkcGzJZRnjdjPZ6KB0ks8qcmkal20WlKpijKIOaX9eZEwnRapj4NcFXq8swpcQhBIuSKRKWzYepdPfxDzZFGe5x8cWqUirdLny6plIHKIqiKMoglDBNflfTxOpMtntbs2Hyp7pmvjOigjbD5JebG2jvqr0w3ufh/0ZV83BzlKhhqoDr7hkFtAB/FUJMAxYDNwBlUsqGrmMagbIBap+ylxkZG6HDtHML8Rc5iG7K4QnqhCqc1C5Jk0/b5Dos3AHVnxSlv6mAq7LXlLiclLiczC4IDHRTFEXZj1W7XTiAuYUFPN0aY0UqQ8Th4IySMJszeZZ2ZHocvyWbxwaVNkA5INnZLGYsipXsQPN5cYQj6IHgQDdLURSllzbD6hFs3coGFiZStBpmd7AVYHU6y+9qm7i+upS4YYJHzcrbDQ5gBnCdlHKBEOJ2OtMHdJNSSiFEnwU4hBDXAtcCDB8+fG+3VdkLPAUODr20mC0LUzSu2HbPrDngmBvKcboF2YQKuA4VjY2N+nHHHTceoLW11alpmiwsLDQBlixZ8pHH4+m3wpQffPCB53Of+9xBQggee+yx9ZMnT859/Kv2rvPPP3/kSy+9VFBUVGSuXbt2xUC3RwVcFUVRDhBmoh2juYnMmlU4whE8o8fiLClFDPICFEIIKjxu1qYyOIXgzOIIScvCkpIlHelexw9zuxiuZq8rg4CUknxDPfnNm8hu2oB7xEg8o0bjqqjs9/eyTRM7myH+3L/JLP8QM9aG1d6Od8pUSq+4FmdRcb+/p6Ioyp7I2H2VuexUn8v3uTKuJpenyTApcOjdK16UXaoFaqWUC7p+fozOgGuTEKJCStkghKgAmvt6sZTyLuAugFmzZvVboEbZ+6SUJBoMjLSF0EWPYCuAbcK7f27h6OvLCJQM7rGAsvvKy8utVatWrQT4xje+URkIBKybbrqpaet+wzBwOvtnUsqjjz4aPvPMM2O/+MUvGj7+aLBtGyklej+tTujrs1x55ZWtN9xwQ/MVV1wxql/eZA+pgKuiKMoBwIzHaL73btJLFndvEy4XFd/4H3wTJg1gy3bNlhJLSpyaht+h81Z7B2+0dwDg1gRfrCplRUeGdxOd244LBzmxKEyhmt06pAkhdGARUCelPF0IMQp4GCiic7nkpV156gZUvq6G+l/fjBVr696mFxRQ+a3v4x7WPzOF8i1NGE1NSNPEEYngGXkQAK7yShxFRbQ+8Deijz1M6eXXoLn3j9lgZt4mn7IQmsAV0NF1FVBRlKEopOsIoK8o3lifh5WpTB97IGXZ3FbTyM9GD2O4muW6S1LKRiFEjRBivJRyNZ05lVd2/XcZcHPXn08OYDOVvSDRYPDu3S2EKpy01/Z9S5RNWJg5iSekZrcOlBei8cLHW2JVcdNyhR16/tySSN0JReG2j3/l7jv33HNHut1ue/ny5b7Zs2d3XHzxxW1f//rXh+dyOc3j8dj33nvvxmnTpuXuuOOOomeeeSacyWS0LVu2uE855ZT4nXfeWWuaJhdccMHIpUuX+oUQ8uKLL26dMGFC7q677irTNE2+9tprwQULFqy58cYbyx544IFigEsvvbTlRz/6UfPq1atdJ5100rjp06d3LFu2zH/77bdv/upXvzpixowZqcWLFwemTp2auvLKK1tvuummqmg06rj33ns3zJ07N51IJLSrrrpq+KpVq7ymaYrvf//79Zdcckn8jjvuKHriiSci6XRasyxLLFy4cPX2n/WUU07pWL169aCZeaMCroqiKAeAzEcregRbAWQ+T9Mfb6fqe/+Hq6x8gFrWt6Rp0pg3eCPeQcqymBn0M9Lj5oyiME9G4wDkbMkdNU0c7Pfy41FV+HWdAoeOrma7HAhuAD4CQl0/3wLcKqV8WAhxJ3AV8MeBahyA2R6n7YnHewRbAaz2dqKPPkjpF6/D4fN3b5dSYsbj2Pk8mtOBoyCM+JgZALnGBvI1m2l74jGKzv4sjb+7DSyT4BFzsFMdpDZtoPSqL9L817sw4224yir2xkftV8nmPLmkTbw2j+4U+IsceAp0QuWD5t5ZUZR+Uuh0MD8S4sVYosf2gK4xPejnqdZ4r9cIwKUJTAlPtsS4tqoU9yBfqTMIXAc8IIRwARuAK+isP/oPIcRVwGbgswPYPqWfWYZN86oMTSszBMuciF10EadX4PSqgOtAeCEaL7yvMTrCkFIDiJuW677G6AiA/g66NjQ0uN5///1VDoeDtrY2beHChaucTidPPPFE8Dvf+U71888/vx5g5cqVvg8//HCl1+u1x4wZM+Vb3/pWU0NDg7OhocG5dYl+a2urXlxcbC1YsKBl6wzaN954w/fggw8WLV68+CMpJTNnzpw4f/78ZHFxsbVlyxb3Pffcs3H+/PmbVq9e7aqpqfE88sgjG2bOnLlp6tSpEx944IGiRYsWrXrwwQfDP/3pTyvmzp27/nvf+17F3LlzE48++uim1tZWfdasWRPPPPPMBMCKFSt8S5cuXVFWVmbt6jMPBirgqijbSZoWbYZJXkpCDp2grtGUN1iUSJGxbGaE/FS4nBSp2XPKfsTOZGh/5cU+91nt7VjtcRjAgGssb1CfN3g9niRvS04vKiBp2yQti9FeN0nL4pHmNiIOnWsqS3FogmejcTK2ZJjbxTmlhZS7nDi7BlwdpkXWttGFIOJUl7mhRghRDZwG/BT4hhBCAPOAi7oO+RtwIwMccLWSSVLvL+y1XTid6IEgVlsbdiKBIxLBzmQx21qxOjowY23ooQLsoiL0SCGOYKiPs4OVy2FFW2n+8x/wTZlGx+IF+KcegquqmvZXXsCMRvGMHouVTFBy2VVIw9zbH3mPJJsNzKxNR7NBPmUjBHz0bJz2OoMjv1iKBApU0FVRhhSvrnF2SYRyt5MX2xJ0WBbTA35mF/hJWRaFDp02s+d4el4kxOJECoC16SwZy1YB148hpVwCzOpj1/x93BRlH8mnbTa907n6q/7DFJNOj9D0Ue98yd6wjqdABVsHyuMtsaqtwdatDCm1x1tiVf0dcD3nnHNiDkfnuKitrU2/4IILRm3atMkjhJCGYXTPVpkzZ06iqKjIAhgzZkx2/fr17hkzZmRqamrcl1122bAzzjij/eyzz07seP5XX301cOqpp8ZDoZANcNppp8VeeeWV4Pnnnx+vqKjIz58/P7X12Kqqqtzs2bMzAOPGjcvMmzcvoWkaM2bMSP/kJz+p7Dpf6Pnnnw/fcccd5QC5XE6sW7fOBXD00Ucn9odgK6iAq6J0a84b/K6miTVdyfvdQnBhWRFbcjleiSUBeLatncNDfi4qK6J0COaItC1JJm6CBHdAx+FRN7AHAmmaWOk0us+3z9+73TB5ri3Bk60xALya4NzSCE9F4yxMpLCBEqeD80oLeSOeZF0my1nFEY6LhLCkxKdphLqCqoZtsymb58HGVlansxQ5HZxbWsghAR9hFXgdSm4DvgNsrQRVBMSllFsjirVA1QC0awcSNA22y1GoB0OUXH41yTdfo+ZH3wUh8M+aTeGZ59LxwWLizzwBsnNxrV4QpuKGb6H7/H3OdLWTCTKrViLzeXwHTyO54G1c5ZW03HdP9zHpZUtIf7Sc6v+9ET0weAtYJhrytK7P8u7dLZjZzs/vcAtmfb6YjW918O6fmznyS6X4Cx04XOq6pChDSZHLyVGhAGFdRwhB3DC5bUsjAV3nysoSlqfSLO1I49d0Ti4qoMUwebS5Mw5R7nKqYOsQYufzmK0tZFatwMpk8U2cjLO0bFBfvwYrTQetKx1Pus1CWpLqGT5q399W+8DhFhx6WTFGeue5lJW9K25afQYUdrZ9TwQCge7/0d/97nerjj322OQLL7ywfvXq1a558+aN37rP5XJ1Z3nRdV0ahiFKSkqs5cuXr/zXv/4VuvPOO0seeeSRwkcffXTT7r63z+fr8Uu2/XtomsbWQl66rmNZloDOlV+PPfbYumnTpvUoxPXmm2/6dzzfYKauUIOAEEIXQnwghHim6+dRQogFQoh1QohHupZ/KHtR0rR6BFsBclLyt8ZWJvq8eLe7mXs3kaImZwxEM/eqVNTgw8fbeOZ/anjxZ/UsfrCV9voBT4E4oIZK39S8XkLHzutzn15QgBlrw0y07+NWdWozze5gK8CVFSXc29DKgq5gK0CLYXJnXTMnFBawMNFB1rYpcTkpd7u6g60AW7J5btxQy0fpLPZ2r3s5liBl7hcPQZWPIYQ4HWiWUi7+2IP7fv21QohFQohFLS0t/dy6njSfn8DsI3psKzzvQlof+BupDxZ3BmIti9SCd2i47Zf4D5lB2ZeuJzT3eACs9jhNf/o9RnQn7RQCI9ra9YMkeOTRxJ97pvdxpkns2afAMTgfOhgZm2STwdt/bO4OtgKYOcmCe1oYf2IBuQ4bIyPJtqt+rChDUcTlZFYowASfh5pcHgtotyxurWmkPmdwVEGQCX4Pbk3j8eZtk77OKyvEq6vh7FBgGwapD99ny/e/Res/HiK7dhWxp/9J29P/wozHPv4ESg/ugINxx29bIbP4wSjhYW6Ovr6MaecVMue6Mk6+qZrNCztY/1pyAFt6YAs79D4H2zvb3l8SiYReXV2dB/jTn/70sVVVGxoaHJZlcfnll8d//vOf1y1btqzXLJ25c+d2PPvss+FkMqklEgnt2WefjcydO/dT/3LNnTs38etf/7rM7pq48NZbb3k/7bkGkrpCDQ5bc9FttTUX3RggRmcuOmUvihlmj2Dr9t5s72B2yN9j27vtySEVwMkmTN6+s5l80uKwK0sYflgAf5GTeG2eZPMBHXQdMn3TPWo03slTe2wTTifFF36e2FP/gvzA/H/emOnx0JJil5PlfRTJkMCCRAfjfR4kkjbDIGNte7jZYZo83tJGX73yyZYYrYN8ObWy244CzhRCbKKzSNY84HYgLITYGlGsBur6erGU8i4p5Swp5aySkpK92lBnYRGRU07HWdk52VYLBpGGgdkW7XWs2dKE2doCmo5wOomcdhYARlMDVrLve1XhcuMdPxGA1JIP0ANB7EzfBWay69did6T63DfQ8mmLeE0eu4/OK21or80TLHcibYltqgLZijJUeXSNIpeTYyPBHttXpDL8syXGi20J8raNDRQ7HXx7eDnDh+BqswOV2Ral6U+/I3zKGZRcfBma0wW6A1dl1ccGXKVtY7S2kKvZTL65CdsYehNjPo2CKhcHHd3VnyQsfzIGmqRknJuahSne+2sL5RN8jJnbd+oiZe87tyRS5xSix2xNpxD2uSWRPu9j+8t3v/vdxhtvvLF64sSJk0zz48dImzZtcs6ZM2f8hAkTJl166aUH3XTTTbU7HjNnzpz0RRddFJ0xY8bEmTNnTrz00ktbjjrqqL5vTHfDzTffXG+appgwYcKkMWPGTP7BD36wW6vXzjjjjFFz5syZsHHjRndZWdnUW2+99WMDynvT4JzucADZX3LRDXVZe+ez0ttNk8NCfl6Lbxv0OoToM7Czv0pFTSIj3ORTFq/f3tS9XWgw56tl+Aqd6I4DqxDRUOubQgi8kyYTOupocjWb0YMhHIVFxJ59Gjub7lz6PAC8O7zvx/XFQ4IR1mRydJgWEaeDYqeDcpeLdtNmc7bvoHFOSpKWRd62camlh/s1KeX/Av8LIIQ4DviWlPJiIcSjwHl0BmEHTbVlZ1kF5V+6gXxDPVgmubpe96fd8jVbSK9aSeSk07AzaTSvtzOAavW82lgdSaxMGmmYeA4ag6OkjPTSD4iccTboeq/jAZwlJQjn4M09ns/svN/n0zYuv4av0KECropyABjudnNGcZintyuYpQv4+rByqjwufjVmOD5dUDiIv9OUT85obCB0zFysRDvNzz7VvT21aAH+2UdQfOElOAuLer3O6uigY9ECoo89gu7zYpsmgVmziZx6Jo5wZF9+hEHHU6ATGenimBllJJtMSie62fR2B6uf35Z+s3lVlqLRbo6+rkwVpxwAW/O0Pt4Sq4qblivs0PPnlkTq+it/629+85v6vrYff/zxqU2bNi3f+vMdd9xRD3D99ddHge6ZAa+88sq6rX9fuXLlR+xgx/PfeOONTTfeeGPT9tvGjx+f31psq6+fH3/88U197QsEAvLBBx/cvON77tjGHT399NMbd7ZvIKiA68C7jU+Zi04IcS1wLcDw4cP3biuHuKBDxy0EOdl7MHew38doj4vTigp4NZYkZdscGgrgG0KBm0zMJDLcxVt/aO6xXdrw9h+bKR7tJlh2wF2Eb2MI9U0tGALLovmvd+EsKcPKpLurpxeedyGab2BWaVR7XBxdEGBywIcAIg4drybI2D37olsIzist5PaaJmpz2wKrh4X8nFdaCFJS5nIS7WMmq0OASwgMKTngfosPHN8FHhZC/AT4ALjnY47fJzSXCz0YRIt7SbzxSveM1L44SkrIv1hDZtUKhM+Hd/LBZD5aiWO7AWa+vg4rlSL51mt0LH6P4kuvpOL6b5J48zWS775J8KhjSL7+Sq9zh087C2dR74HqYOAJ6VQe7GPZP/uewVR0kJtgmQN3SGcXz2MURdlPpU2LuGkR65pl5RSCueEQxxUEWZXJ4tE0DvK6KXE6cWgH1sP/A4vEO34iTX+8o9ee1HvvED7h5D4Drtm1qzCaGii55DLydbXo/gB6OEzi7TcomH8Sutu9Lxo/KLl8OhWTvfznR3W4/Brlk8p7BFu3iq7P0bYprwKuA+SEonBbfxfIUgaPoRMx2g/taS66fbk0cqgrcji4sKz3RbzAoTM14OWWLY1szOa5srKEayqKqXQNrZu+YLmL+qXpPvdZhiRemyebGEpzendtKPZNRyCA/5AZFBx/Eka0BSvWhvB4CJ96Jt5JB+MsHJjVFjoCU8Kf65r5Y10z9zdG+dbwCop3KHI1PxLiX82xHsFWgAWJFB8kUyQsmxML+14SdVwkhGnLXrNplf2blPJVKeXpXX/fIKWcLaUcI6U8X0qZ+7jX7yt2OoXVHif13rtoTlePAOpWjpIysGxkNkN65XKchcUIXaf0qi92H59vasBKp5CmQXDOcZR/7dvEn/on9b/8Kc7SMgIzDyV8yhmE5p3Yna9VDxVQevWXcI8YtU8/8yeVSZjblj1uZ8ThfsLVTtwhnbUvt+OLqErKijKUxA2D9dkc9ze1cld9M89G47SbFq2GQV7azC8s4KhwkAq3a0jddyu9OcrKydfvfBV1etmHGO3xHtvMZAKzowPXsBFIy8JZVo5t5Ik+9jDOSCFGS3PfJzuAhIe5Oe2n1Yw4PECyaeepFmoWdezDVinKgUPNcB1YW3PRnQp4gBDb5aLrmkm301x0Sv9x6RqT/V6+VFXKW+1J4qbF9ICPg7we/ljXebEO6hpvtSeZHwlR7hlaTwA9oV0PYrMJm5X/jjHlrAgu3wEx4B2SfdNZXklwzrF4xozHzmXRXG4cJaUIlwujtQVHpLDPauh7S1Muz69qGqjfrgjd8lSGzdkc3x5RwR9qm0mYFtMCXo6OBPnf9X0vx345lmS014NX07imsoQnWmK0GCYeTTA3EuLogiAeXUMTarCmDACXu7u4Vdt/nqb8+m8Se+qfpJa8D0Lgnz6L8PEnkVnduVJLD4ZwVlTgGTcBZ0kpCEGudgvNf/0zufVru48pvuRyfNNnEX/6X7T+/S+UX/cN2p54HN0foPTyawCws1mklGiDtGAWQLLJ5M3fNTP5tDBHfqGU2g9SSAnDD/Xj8mmsfDbOhtc7OOyqEjVNQFGGmJqcwc831XcXyWzKm3yQTPM/IyrRgLa8gUsTBAbxd5jSP5yRIhwfsxKj+c9/oPSyqzuvjXTmbnWWlNFy390YXcFaZ3kFxRdcQtt/nqbk4sswkwkcwQM3R6mmC8LD3My8qIiG5TtPp+kNqz6mKHuD6lkDaH/LRTfUeXWNfzS1MSXg5dhwiI860vy2tpFLyouREpal0ng0jZwtac7lKR1CifrdAZ0xx4bY+Gbvp5uaU6A7BcufjDPyyCCFI4Z+wHWo9k3N5cJdNQxnYTFmMkFuyyYyK5fjCEcw4zFcFZU4K6twlZbtk/Y05c0ewdatkpbNlmyem0ZVkZOSkEOndif5WQEytk3Wtnm6Nc7ZJREuKe+crevRBCFdxyUElUOovyr7F0cwhKu8AoDQkUfTdM+duKuHU3rFtQCkl39I3S9/Sskll6MHQ4RPOAXh9mKn05htbUhp0/j72zAatqXJspIJmu78LVXfu5H4s0+hB4JIwyTbFbRNvb9wWwN0Hc+Pf4Y+SAec6ZiJbUiWPRHD6dUon+xFCFj4t1Zcfo2D5gQJljlxBzV0VY1cUYaMdsPk742t7JgpRAKthkHcFLza1LnKdm44xHi/h1KXyts6VGluN57RY/vORS4E3nETiD31TxLvvEVozjHY6TQIQeMdv8JObysKaTQ20HTPnZRedhV2KoWdSkE/X//yzY3YySToDjS/H0dBGM01uO8zdafWfS3NJXv2OiFg5BGBAWqZogxtKuA6OA3KXHRDXZHTwRklYe5taGWC38tL8SSfLy/mrXgHazPZ7uPebu/gorJCTioswL0PZwPubZERLsbOC7H25W25fYSAWZcUkU2aHH19Gelo58A4UOrAEzogvz6GRN8UbjepV95DLyzEzmYwWvKY0VbannwcR0EBFd/8330SdG3K73xp08ZMjuMLC7p/LnDolLkcNOV752g9NOjn3fYOVqWz3LK5gYMDPi4sLSRmds5yLRnkN8HK0Ka53biqh6GHCnAWFWPUbMGo2ULHO2/2OK5jwTsUf/4q8o31tP3+VgCCxx1PYMbMHsHWblKSePM1QnNPAGnTsfCdvhtgWRgtzbiHj+jvj7bH8ikLM2MjdJAWGBmbmkXbBs4lYz34ih1M/1wRAonTqwKuijJUpO3Oh6s7+kxJhPcSKZZ0bEt1tTKVYUbAx1WVJRSpoOuQJG0bJJRefg0t9/8VmevMDCRcLoovvBQJBA4/CldVFakl79P+4nOETz6tR7C1+1zZDGY8jtPjRTj6b6xm5/OkVy6j9f57MVtbQNcJzJxNwUmn4qqoQvf5+u299oZQhZO5367g9dubSEe7ciZ7BYddVUKgVPUrRdkbDsiIyWAkpXwVeLXr7xuA2QPZngORJgRHFgQJ6DodpsUojxtN0CPYutXDTW3MCgWoHEIBV0/IwcFnhxl2qJ+mFRkcHo2CaicOj8bKZ+I0di1DEQLGzg8x7bzCA2L5yVDsm2YsipFoxz3qIDreeYt8zWac5RWUf+l6Em++SutD91F+7VfRvHu3kFa5e+c3d6O9PYscFLucXF1Zys2b67G2q6cVcegcGQ7w/zZ2BqRsIGVZFDh1hnncKuebMig4C4sp+/INWO3tOz3GzmQQgh457HzjJ+7yNVa0Fc/4iRitLWjenQ/0hNtNPtqKq2hgcjXvjARa1mYZfXSQda8me+4UMPnMCCufiREocVI46sAtfKIoQ5FTCPyaRmq7angOAZVuF/9q6V1E7/2ONKcbpgq4DlFWe5zshnUkXvovJZde2TngkBI0jcTLL+A+aAzBOcdidyRpve8enBWVmM07z9FqxtvwjBmLI1zYb23M126h8fZfdbYLwLLoeO8d7HSKogsuRvftuwebti0x0ja6U+Bw797DSCEEJWM9nPiDSjIxC9uSeCM6/mIHTs/QGdMqymAy9KMlivIJhBw6c8JBYnmDCpeDF2PJPo+z6VzuVOFyIoZQXkiXXwdhUPdhGisvKRrtBkl3sBU67zHWvJQgMtzF+BPDA9dY5VOTtiRwyAzqf/ETtpb9NtuiZD5aQflXv0Hy3bcwE3FcezngWup0MMLjYvMOM1wiDp3xvt7vPd7r4acHVfNWvIO6fJ6pfh/FLge31zSxNQbrEHB5RQmFTjUgUwYPzevFUVSMHgii+fx9zsjxTZtO4q3XcVVUdW+TpoFwubcNPHd8zdTpdCx8l9ymjVR8/Tsk33yt93v7A8hshuzqVTDqIFwVlf374faA268TqnRhZm0mnqKx9pUEZlYSrHAy9ewIDq/goKODbHkvhabGgooypBQ6HZxWHOYfzduKc5e6nNRkd17zcFUqwyT/3r03UQaGBOxUitzmjTTf/cfO6x50X/vcow7CisfoePctAMxoK85dXM+8EyfjKCpG9FP+XyuXI/78s31ei9PLl1Jw4qm4Kqv3ei0EI2PR0Wqy6e0kdR9k8EZ0Jp0WpnCkC3fg4z+rEIJQhYtQxV5tpjKAGhsb9eOOO248QGtrq1PTNFlYWGgCLFmy5COPx9P7l/hT+uCDDzyf+9znDhJC8Nhjj62fPHnygBatXbdunfPiiy8e1dra6hRCcNlll7X88Ic/HNDqeSrgqih9iLic2EDQkd7pMRqC/0Tb2ZLNMdbnYZLfS8V+nifS5dPxF+mMmx/i/YeiVE2L8PZdnd9RQsD4kwooHe/ByEqcXkHbxizOgE6wRAW39ifSMIg++mB3sHXbDkn0Hw9Ses2Xod8uxTtX5nZxw7BynmmN8Wa8A1NKZgX9nFdWSFUfhelcusZIr4dSp4MOy8aQknbLYkbAx5ZcnlEeNycXFVC+n/dDZWhylZRitMcpuewqmu78bY9Bm7OiEmd5BUZTI0ZTQ/d24XCS/vB9QsfMJfHayz3O5ygqxjv5YNIrl+EaNhwpbYouuIToow+iud1oXh+2aVJ66RVEH32YwOzDMaIthI8/GX0vP0z5JCqnennzD82dKWwuLUZzCLLtJi6fxhu3NZFsMgiUOJhx0a6LqSjK3pS3bSTg1vZ+Wou8bdOUN/ggmabdtJge9FHtdhF2Dq1hmyYEBwe8tJshXowlsGTnZy/axecM9+PycGVw0QOBztQ3Wx8w7hDY9E2ZRq6uprsIpbOkFGd5BZ6x48muXd3jWPdBo3GWluEs7L/rhhVvw2hs2Ol+mc8hLWuvBlw7Wg3yHTYv/ryebHtXnttNUPdBmtmXFzPqmCDuA6O4sbIL5eXl1qpVq1YCfOMb36gMBALWTTfd1LR1v2EYOPtpYsqjjz4aPvPMM2O/+MUvdt45tmPbNlJK9H7qJzt+FqfTya9//evaOXPmpGOxmDZ9+vRJp556amLmzJm9lyzvI0Pryq0o/SRnWTQbBrOCfl6OJXrtD+oarYbJfY2dF/1X40mCusb3R1bh1wTF+/HM14IKN5ouOHlCNUbGRnZdzw+9vJiGpRlef677+5rCUS6mnluItCShchXk2h/YmQxGUyO59ev63G80NWC1x3AU75ulx5VuF5eWF3N6UQQbiUfTKP6Y5YI+hwNf19Wr0LQZWeFGSvBoGrpKIaAMYs6CMPKg0VR+63t0vPcuViKOZ9xENJ+P1ofuo/SKa2n8/W3dx6c/Wo6dz+MqKaX44stIvv0mdjqN7+BphI6dhxSC8DkXILIZ7EwG39RD8I6bgBFtwYrHcFUNI1e7BaOlieS7bxM6bh5WrA3dW7XzRu5j/iInx3y1jPYGg6aVaXyFDkoneFnxVAzblEw5K8zYeSEC6sGeMgDipsnGdJaN2TxuTTDC46LS7aZwLwU/c5bNko40t9U0dj/3/Hc0ziEBH9dWDb3VG06hETctbhxVTUMujxAQ1HWcQmDsEHBzCsFYn2eAWqrsbZrThaO4lMiZ5xB78vEe+4LHzEUvLEI01OMZNRormaTwM+dT/6ufU3zhJXgnTqZj4bsgJaGj5+KZMHGXaXY+DSuTwT3yIHKbN/beqes4Skr3auGsjlaDzQuS5BL2tmDrdt5/KErpBC/ukSrgur9Z/UK8cOnjsapM3HJ5w3p+6rmRuvEnhNs+/pW779xzzx3pdrvt5cuX+2bPnt1x8cUXt339618fnsvlNI/HY997770bp02blrvjjjuKnnnmmXAmk9G2bNniPuWUU+J33nlnrWmaXHDBBSOXLl3qF0LIiy++uHXChAm5u+66q0zTNPnaa68FFyxYsObGG28se+CBB4oBLr300pYf/ehHzatXr3addNJJ46ZPn96xbNky/+233775q1/96ogZM2akFi9eHJg6dWrqyiuvbL3pppuqotGo4957790wd+7cdCKR0K666qrhq1at8pqmKb7//e/XX3LJJfE77rij6Iknnoik02nNsiyxcOHC7icuI0aMMEaMGGEARCIRe/To0ZktW7a4VMBVUQYRW0o+6Mhwe00jRxYEuKC0kMda2rrzRhboOl+sLuXehpYer0taNg82RRnlceHVNeYUBD82cDQYaQ5BQaWbdJtBy5oswXInTq9Gpt2iZnHPZbBtG/OseznBsEP9+Isc6E5V0GSwM5MJjMYG9HAEK947R5rm9SI1HZk3MBPtOEIFfZyl/1hS0pQ3eKApysqODGGng7NLIhwa8lOwG8vAvI4D43cuabSSMFtpyKzG5yigzD2aAmcFDk1dxvc3rpIysGy8Uw4mvXwp7a++iLO4hMqv/w/x117qUZ05+carlH3l62RWLiP5zpv4D5mBI1yIs3oY0acexzN6LN7RY2m4/VcIXaf8+m/ScNsvsTu2pcPxTplG5Xd/SOyZJxFOJ3LH6s+DgDfiwBtxUD5p28zb4DVOpA2ekI6mqwcp+wshhA4sAuqklKcLIUYBDwNFwGLgUill70pJg1DStHgzlqTC7WRTJkeLYRL1e9AQ6FJS0M/3eBnLpiaX4w91TYz1eTgmHMQpBHlb8lo8wbp0jtkF+9995a4UOx24hOC2mkYuqyjm/USKmGHy5epS/lrfSqLr+yqoa1w/rJxKtYJlSHOVlRGccwzeiZNJL1mMtGwCs2bjrKzCEQyh6RrO0jL0wiJizz6JzKRp+etduIYNJzBrNiAw4jH8Pj/OSP/lbgWQ2Sy+qdNILngbmc302Bc6bj76XrxftgybFU/HGXlEgPf+0tLnMWZOkmwyCFU6cbj23b1x2kjQYXXeoxpWjjLvQYQcpTi0ofVdtbesfiFeuOi+6AjLkBpAJm65Ft0XHQHQ30HXhoYG1/vvv7/K4XDQ1tamLVy4cJXT6eSJJ54Ifuc736l+/vnn1wOsXLnS9+GHH670er32mDFjpnzrW99qamhocDY0NDjXrl27AqC1tVUvLi62FixY0LJ1Bu0bb7zhe/DBB4sWL178kZSSmTNnTpw/f36yuLjY2rJli/uee+7ZOH/+/E2rV6921dTUeB555JENM2fO3DR16tSJDzzwQNGiRYtWPfjgg+Gf/vSnFXPnzl3/ve99r2Lu3LmJRx99dFNra6s+a9asiWeeeWYCYMWKFb6lS5euKCsr2+lN7erVq10rV670HXvssR39+e/4SamRmqLsIGqY3FPfjATeau9gasDLl6vKMKUkoGsUOR3cuqWRJqN3tfSWvMH5vjBrk1meyrRxVnnhfpvc31foxOkTTD03QqbNYtV/+y7cUvdBmlFHBckmLPxFB0bwa79mGnQsWkDk9M/Qev9fe+xylpZRcuUXSC95n/b/PI2ztIzQ0XNxlJXjDIf3SnPqc3l+uKGueyZL1DC5u76FprzBeSWFuHX1O9Web+bN6P2sT73Xvc0hXJxe8W2qPZPR9sESV6V/ucorcBaX4B4xishpZ6IHQug+H4WBAJ7hI0m+3pk+wD/rcOxEO1YmQ9k1X8ZKpTDqami97x7M1hb8EybT+NvfYKc6KL36SzT/5U89gq0AmeUf4h0/Af8hM/COn7jXi+H1F2+BukXdT90AfASEun6+BbhVSvmwEOJO4CrgjwPVuE+i3TQJOx38asu22aYbszleiyX54agq+ju8UpPN0Zg3OKUojAY81BglZdsEdY1Ti8K0mSaGbeMcQt/5AYfOxeXFLE9leKolxkiPm1OLw1S6nNw4qoqYaSIERBwOyvfj1WPK7nOVlOEqKcM3YVKvfc7ySqTQcITDxJ95ont7vmYL+ZotnT/oOv5DZuAsLevX5f16QZjoP/9B2bVfIfnma2RWrUAPFhA6di6eMeP6PcC7vUzcwszbtKzN4inYxWcSYOUljn30XKI930RLfguWzJOzUljSoCm7jqTewjDfVDQxdL6r9palj8eqtgZbt7IMqS19PFbV3wHXc845J+bomszS1tamX3DBBaM2bdrkEUJIwzC6v1znzJmTKCoqsgDGjBmTXb9+vXvGjBmZmpoa92WXXTbsjDPOaD/77LN7LQF+9dVXA6eeemo8FArZAKeddlrslVdeCZ5//vnxioqK/Pz587tnblVVVeVmz56dARg3blxm3rx5CU3TmDFjRvonP/lJZdf5Qs8//3z4jjvuKAfI5XJi3bp1LoCjjz46satga3t7u3bOOeeMvvnmm2sKCwvtnR23L6i7WUXZQcKySFrb+uXSjgxLOzqfZFa4nFxdWUKb2bt/X+YvonQjrLyrFSNtMXqWD/MkC6r2z4ArQPlkH2tejFN1iJ9lT/aeDQnbUiwJtZR7v2DEYngOGoNwuQifeS5WewzPqNFIw8A9YiQNt/0CO92Zuzi7ZhXJd96k/Es3oE+Ziubp36V8hm3zbGu817JBgGejceYUBBnhVZXJG3NrewRbAUyZ5/mm33Je1f8RcanKB/sj4XDgKi3rsc1VWoZr/on4Z8zqnIlqWdjpFJ6x40kuWkB8h2WWmteLleh8GOYoKcWor+vzvToWvI1v6nRizz5F8ecu2TsfSDngCSGqgdOAnwLfEJ3RsXnARV2H/A24kf0k4JqzJfc3tvZKaZ6ybf4TjXNVZQmufgp+JgyT59vaOaoggEuIHoWkkpbNI81tXFFRjGDo3WuFnQ7mhIMcEvBhIwnqendgtRI1o1XZRmga7opKcnW1oOs9VoRspbk92KkO7FwW3efvl/e1OjrI19dSdPb5NPz+VvwHH0LhZ87DTqfJR1vxzzqsX95nZ6QNgSInG15PMun0MA3LMr2OKRnnASRO774JcqbMGFGjliXxf9OQXY3fUcjUghMw7Bwxu5GIWUXIWbJP2rI/y8StPr/kdrZ9TwQCge4Ax3e/+92qY489NvnCCy+sX716tWvevHnjt+5zuVzdlz1d16VhGKKkpMRavnz5yn/961+hO++8s+SRRx4pfPTRRzft7nv7fL4eQc/t30PTNLYW8tJ1HcuyBICUkscee2zdtGnTehTievPNN/07nm97uVxOnHbaaaPPP//8tssuuyy+u23cW9RjB0XZgWsXT88Duk59Ls9RBYEe2+d7g/heyrPirijttXnSbRab/5vk9f/XQLLJ2NtN3mt8EQcTT4ngcAuGzez7pqWgyomnQMcXUc9v9gd2KoV72HCymzYSmDkLK5Gg5e9/IV9fS/y//+kOtnazLKKPPoQZi/Z7W2KGxdpM38UsLQl1uTztfcwkP5DkzBQrEq/0uS9jJUiZ/frwWxkknJFCXMUluMrK8YwaDbpO5sMPeh0nuwrfOSsqkbmdF4aVloXQNDreeROrre+HZ/tSNmnRuj7L6v/G2fh2kvaGPLa5Dyr1KXvbbcB3gK0DoSIgLqXc+kVeCwyeBMIfR0o+V1bED0ZW8u3h5ZxaVICvK8D6YUeaWD9en2KmScK08Ooaz0X7XlH0VGuc5KdICdJhWrQZJtkdC2UOMgGHTsjhULNYlY8lLYvAzNl97gsefRzoDoSz/+JV+aZGrLY2Wh64l5KLLsMzegxWOo1n7HhCRx2D7g98/En2gDuooTnAX+SgZU2WaecXoru29ZPiMW4OvbyYyHD3PkvBkzSjPNvwG+qzq5BIOswob0cfJm40UuAsI2UO/L3G/sAb1vtMsbOz7f0lkUjo1dXVeYA//elPH1u4o6GhwWFZFpdffnn85z//ed2yZct6JUmeO3dux7PPPhtOJpNaIpHQnn322cjcuXOTfZ1vd8ydOzfx61//uszuuna99dZbH7tEy7ZtLrzwwhHjxo3L3njjjU0fd/y+oCIkirKDiMPBeJ+H1eneuZWPDgepzeY4obCAjdkcm7Od34WHSR9LXurdpzPxzrynk04N7+1m7zXugE4mbjHi8AD1H6bJJrbd7GtOwYzPFRGq3H9n8R5o3MOGs+WH36H6+zdRf/NN2JnOp+Suqmqijz3c52uMpobegdg9FM8b5KRNpdtJba73PYUAJNBmmhQMscrMHydlxkiZcUyZx+8oZFvsQjlQaX4/zopKcps29NguNA3hdCIcDrAtHCWlmC3NvV4fmDmb9LIlICVWsnchyH2po9Vg+RMx1ry4rR26UzD32+WUT/GhqdUS+yUhxOlAs5RysRDiuE/x+muBawGGDx/ev437FFKWhdAEb8aTLEt1Xicn+DxcP6yMu+tb8Olav841XZ3OMDngJWZY3XlLdxQ1TDKWTdghEULQkjfYnM3RnDcY6fVQ4XIS2e562W6YtBomm7OdD2MKHQ6KXQ7K3S4cfQQ105aFQOBVqXyUQU7msvhnzsZoaSK3cdt10TtpCt6x43GWV6D1U4E5O5/HTnXQ+sC9ADTf9Xs0fwDN6yX2n6cpu/xahMOB7u+f2bR9cfl0Kg/xEap08fqtjZRN9nL4NSVIG3SHQOjgCmqESvbNjPCcleb92DPY9P6uWpZ4gZH+Q3BqaoXa7ph6bqRu+xyuALpT2FPPjfS9ZKmffPe73228+uqrR91yyy2VJ5xwQvzjjt+0aZPzqquuGmnbtgC46aabanc8Zs6cOemLLrooOmPGjInQWTTrqKOOyqxevfpT/WLefPPN9ddee+3wCRMmTLJtWwwbNiz3yiuv9F31ucsLL7wQeOKJJ4rGjh2bmTChMy/J//3f/9VdcMEFfT/J3AeE7GMpp7L/mTVrlly0aNFAN2PIaMrn+c2Wxu6AqgacUFhAsdNBqcvJwkQHZ5VEiHfNGhhRq/P6Txv6PFfFVC/zvl2xXxeUyqctFt7bQtV0P8lmk+bVGQoqXYw4zI/DK4hUD2zVWCHEYinlrAFtxE4Mtr5p5/NkVn9Eds0qYk//q3t74bkXknjtJczWPpLxaxrD/u/nuIeN6J82SMnqdJZfb27ghuHl/GxTfa8lm4eF/Hg1jfmFBQdUVeKE0UJTdj15Ow0Igs4iUmacF5r/0OtYjxbkvKobKXQP3gljqm/2n+zG9dT+5Ec9llB6J0zCP2s2rQ/9nfIvfx1pGjTfcycyv222q2v4SMInnkLz3Z2ruKt/9BM8B43Z5+2HzuVhjR9leOGm+l77nF6NU39WTUGFWkK8L/R33xRC/By4FDABD505XP8FnASUSylNIcQRwI1SypN2da6B7psZ02JzLs9va5uI7jCLNahrfKGqlJhhMSccwKVpxAwTG/DrGv5PmTPylbZ2hBDkbZunW+O09DF7ttrt4oRIiKBDp9Lt5GebGkhYFhN8Hg4J+LqvlYaUlDkdLEtlubehpfuRnVMIrqwsYazPTbW7MxgipaQxb/BRKsMrsSSagJOLCpjo8xI+wB52DhZ767rZHwXtBrpvbmW0tlL70x9TMHc+zrIK7Gwazesjt3kjzrIKgocfhebqn2uJlckQ//eTxLbLGbu94osuQ7jdFBw7r1/eb2eMrEWyIU86ZrPkH1HaNuVxBzWmnBlh5JF+/EX77toZy9XzVMMttJt9TyA8q+J/KXINJ+CM7LM27Qu72zc//PDDTdOmTWvd3fOufiFeuPTxWFUmbrm8YT0/9dxIXX/nb1X2rg8//LB42rRpI/vap66kitKHMpeL742spDlvkDRtPJogLyUNeYM765oJdt1UV7tdtOYNTO/Ol3gVVLgGdYVl25KkoybpmInQBL6Ijr+451Nhl0/nkM8WsejvrbQ3GIQqnLTX50g2u6mevvee6Cr9T3O58IweQ/zZp3ps71jwFqGjj6PtX4/2eo1/1mHo/Vg0q9Uwubu+mQ7bZkkyxdeGlfNQU5TGvIFTCI4OBxntdfPP5jbOKRlaN2s7Muwchp3DpXmxsWg3mjFkjpQVZ13HAgCOKb6Mkb5D2JRe0v06HQcnln2FoF40QC1X9jVX9XAqv/19Wu+/l3ztFoTLjWvEKPzTD8UzdgJGYz3Z2hpKr/4iVqKdfH0d7hEjkbkcLffdA4Bv6iHYxr5Pc5OKmrRtzlG7qAN3SOeYr5Wz6rk4zau2rSQxMjbpqKkCrvspKeX/Av8L0DXD9VtSyouFEI8C59EZ2LkMeHKg2rg70qZFTS5Pm2F2B1vdQnBwwIdLE6xOZ+mwbKb4PTTkDJKWRc6yWZvNsTGd5ZKKEoZ7XGifcFn8KK+HO2oauKqihAvKivhdbe9AxpnFYcpcToSU3FXfggC+NqyculyOYR43t9U0krRsBHDDsHL+0tDzAaohJffUN/Ot4RUUO53kbZuabJ7Hm9twaRoVbidbsjlur2niiJCfKypLCDnUUHEIGTIF7RyFhZRd/UXqf3Nz50PIrnyunomTKZh/Ur8FWwE0jwdpbnsAIlwu/DMOxVFQQL6+HpnPIYXAymbR+7nWwfacHp1ghQun3+Lwa0uRNjg9An+JjtO9b/uphUnYVd5nwFVDx+cID7lg6940/oRwmwqwDl3qKqooO1HgcBDQdTZksjzYGGV9JkdeSib6PFxbVUph15P/EreLTIlJZKSL2KaeD4aFBmPnhwZtQSkrb9OyNkOq1cLh0XD6BMkWGyNnU1Dp6pFHyxtxcOSXSknHLKysjSuo4y90DNrPpuyc5vHiqh5O5qMV3dvytTWIo44leOTRJN95s7samnfiZIrO+SyOYP/VY05ZFnW5zqDPv6PtTPH7OKmwAK+uIYGFiQ7+Wp/gmyMqKHUPzeCLYWdpy9exsO1fxIx6yj1jOaTgFEzbYGXiFeqzq/DpBfj0MM82/obTKr7J5NB86jIf4dWDFDjLWZV4nWBhEUWOYQP9cZR9QHM68U2YROV3foCdTiF0B45IBOFw4Cwqwl1VjXvUGIymBsz2BIHDjiT6jwfJrV+LcDoJHTuPwOFHoTn2bQqYVKvBq79pJLph26xbocMRV5eS77CJ1267bsohmD0jYZhETZOUZRPUdQqdDoKO/qucvR/4LvCwEOInwAfAPQPcnl2qzxvETRND2ozzehjtc3OQ182iRIqUZXNqUZiwQ6c2l+fRlhhhh86cgiAFus4R4SA/3lDLz8cMo/ITXrs8QnBReTEvxJJMD/r4zvAK/tEcpS5nMMzj4pSiMAvaO0hbFp+vKGFDJsd11WXc19DCZ0oK+XN9c3fB1xEeN2v6SIsFYEqImxbthsmGdA6XrnFSUZjFyRRRw+SQoJ8ziyP8vbGVVsNUAdchYqgVtBOahnf8RIb/5JekVyzDbGvFN2UarsoqHOH+DfRZsTa8U6YSf+4ZfIfMJHjkHJJvv0m6tgb3qIPwTjoY2zQwW5rQ+2kl2M44PXpn4LV0r77Nx+owY0wMHsfm9FLYYY3a+OAcXOJjU20qygFDXUUVZRd0IRjr83LDsHISloWGIOzQCewwWPIWODju6xW8e08zDUs7c335ixwc8YUSQhWDN79pR4tBe73J+w9FMdKdN+oFw10ceU0JHS0GwVIX6bhJdH2Wta8k0HTB+BMKiAx34Qmpr4/9ldA0gkcfR/srL8B2T+2jj9xP4TmfpfrHP8OKx7BzWdwjRuEqr+jX93fuMPPnD3VNXFpeTJtpsTadpcLl4rOjC6l0Dd6+s6fqMqt4quEWtt6oxox61nS8zTmVPyRtJTih9Ct4dD+6cOAQbgw7x6stf8GrB8nbGRJm58ylrN3B8aVfUjMJDiCOUAhCoV7bhcOBq7QURySCe/gIMhvXEz7ldHR/EKRN8t23aH/lRUouuWKftrf2g3SPYCuAtGDxg60c8tkiFtzT+bvscAu84aEViGzNGzzU2MponxefrtFqmCxOpDg6EqRkCH+/SSlfBV7t+vsGoO/qNoPQ6lSGyQEfK1MZjigIkLYtfl+7LS/yhx1pxnjdfLa0kKl+H6O8bgwpOcjnxrIlX60uY2F7B2eURHZ7lmtL3uDvja0s7ujMlf5uooOwQ+fqyhJCus57iRR/b2jtzu2alzajPG42Z3O0mRY+XSNubltp5RBg7OLpRYdl8ef6Zo4Nh9Cl5Laaxu6QyYpUhrBD58quoO5B3gMnpc8QdxudBe2CXT/v3wXt6LrmVVTiqqjcq+9j53Nk166h4NQzcJWW0/THO7onJeRrt9Dx3jtUffdHZFZ91G+ptwY7l+ZmaftzzC+9lkWxJ2g3mnAKNxNDx1HtmYi568wUinJAURETRdkNYafjY3NZBcucHHtDOem4hW1I3KHOGaCDWSZuseAvLSA7Z+NOPaeQQJmDzQtSBMsclI6XrHstwUf/3pZnesuCFONPCnHI+UW4A0NrcHwgkfkc5V/5Gm2PP0K+tgZ0ncBhR+I7eBpGWysyk8ERjuAsLun39w47HEz0efioawZO0rL5Q10z5S4nny2NUOZyEHE6cH3KXHiDXYcZ49WWe9hxVoAlDRa0PcYpZdeTNKMsbf8vm9MfApJy9xiOLbmCt6IPdAdbAbZklpK1EwRQAVelk+Z0ohWE8Y48iOz6tcSe+icIKJh/Ep7RYzoDtvtIrsNi3SsJfIU6JWM9mHlJ4/IMliHJJW0cXVWWhYDDrynFExw6fT5v2yxo72CC38e/WtpoMy2cQjAnHKQ5b+DTBH41e3DQGe5188MNtRhScn11GffV9k7Dty6TI2nZNBsGz0TjAOgCziyOMMbjZpTXgyEl7t0MuNbn8t3B1q3ipsWvtjRy00FV/Dsa775aaEDelswI+rqLeVk71OPYks1zUlGYF9r6LpBX4nSyPJVlVijAg03RXjnU46bFko40pxSFaMzl+f/snXeAVOW5/z+nTu8z2+kgRQRUREXFrqixa0wzzcT0fnNvys0tuf3+bktPjIkaY0xRY+wNLCAqKipSRHrZOr3PnPr7Y2Bh2Vmk7rIwn3+U933Pmffs7pzznu/7PN/HBoKyhOsYfSYf6xxrBe2GG0FRyT77FO3f+A5d//ef/WLrLuxqlfQjDxK45LIRmuHw45XDpPVuXk09wMzAhbilIJZtsqHwCh2uGTgk70hPcaSxLMsSRFFsFEs6DthZSGzIXc7GSq9BgwMkoelsq2isK5Vpc6iMc6q4RZGALOPwSKie0bMg3bq82K/5nPqRKJ1vFHnrvnJ/v6gIzP9ME/7WErnu3b5/657MMeWCQENwHcUU31xBfslz+M+/iPB1NyFIIsW3V7Ljn75H+Job8JxxFmo4Uqt+fpjxyhKfbIvxH1u7SexRGCSmyARkGd0WCBzDQkTVLA4QTfeks7IW09ZZkvwNWX23N1ZPdQOL+n7BebFP8mTvjwYcY9qDi6s0aCAHQ3hPnYd75mwARMfwVwwWJJh+eYBKzqJ7VQnFJXLmZ5roWV1iw7N5HH6JWdeHaJ/jwRUQcYWOne99RjcJKTI/3MOLU7dtnk3n0C2L62NhPMfO5R4TxHf69Ou2jQhULGuQGLmLl7OFAX2mDX+Op/lsWxOrcwUmuVQc4v4VS301Vxyyb3tFY5xDZUu1FjE2z+/hpUyec4J+tu9skwQBRRDQd0Xd2TbbK1XO9Ht5KVcYcL73RYMs39nmEkXSRv0aBCsLJWZ4nPxsRx+iIDA/4OWqaIg2hzLAbqrBqOAs4CpBEC5nd0G7HwBBQRDknVGuHUDdqui2bd8G3Aa1olnDM+WjBzkcIXLNjZilEma6vs1med0awte9f5hnNnL4lSYub/kaj3T/P5Ylfw+AgMipoasIKx145eDITnDkWRWPx2fEYrFsQ3Q9trEsS4jH4wFg1VBjGku9Bg0OgD5N59+2dFEwTa6JhZEFgW0VjTaHyoZSgZk+96jyuyqna0KNJypjWzbdb5cH9Fu6zWt3J5h1XYjldwyM8khsqBAeN/wv8A0OD0o4gpnNkH7wvsF9TS2osaYj+lI1xungW+Na6dMMMoZBWJGxbHCIIh3q6PkOHQySoCAJCqY9uHiRRwph2uYAsXUXVatITo8TkJv7CxX45RhuKXikp9xgFDMSQusuqnmTdU9mia+v0jrLRdssN5ZpM/l8P03TnQgCnHCxH9UtIav7J06NFixsFqfrRxguyxa4PBIc3gk1eE8yxu5CWRag7MOj3rPTImJvnkhlmOl1U7Bs9rekqFsa+m/fJYqUrVrgTJtD4ZpYiH/f2sW6coWPt8ZYnisSr2p8tCXCr7p3r9MeSmT4eEuE80N+Xs4WEEWY7naxuljmxWxNcN2X5YFHEtla0TCpRdA+n8mzoVzhG2NbaBvBe0qDA+dYKWg3UgiCgOe00zGSyf7iXHsj+QO1vuOImGMc17f/PQUjiW5VcEkBXJIfn9Io5moYxqd6enpu7+npmUktMaHBsYsFrDIM41NDDTi232obNDiMGJbN48kMBdPk1vYm7u1J4pEkBAG2lqssjASIqMqoElzHnu5l2/IibbPcbH+tfoRFJWuiuAY/K+q1NRg9uKafWHfhKDidOCZMGJYIlg6nA48kkTckQMAjiQQUGfkYj57xyWFO9F/AyuyTg/pODV1JWq8bZAJAVu/BI4fIGr2ISJwf+1RjcdvgqEQrW8TXVYivr3LStSEsw2bHigLj5/vperMEIvibVCydUS+2ZnWDnGli2+CVRMKqgigI9GqDN1WgtjrP1XlpbzCyCAx89lQsG78k1f1dzfa5+fGOwRtjWcPEI4ocyFPsdL+XhxKZQe2qINDuUHlfNEiLQyUsSzgEgVvbmvnf7T0sSuX4aEuUcU6Vp1JZvjKmmZWFMiXTZIbHBTv/Huf63BQsi5929mLuEWu1sVRhhsfFmmJ50GefG/TzeHLgnDqrtQyvmKKg7Gf0boOjmlFV0G5vbMvCzOVAqAmeR3LdKvv8IIr45s0n/9KSQf2hK67CLg4dqX6s4ldi+JXDbz022jn11FP7gKtGeh4Njg5GjzLUoMEIkzVNlmTyXB4Jsqlc5fqmMO+Uylg2XBIOsKFUoVfTaXOoo6YCcfM0J8ExB14FXlIEgh3HZvX44wUl1kTbN75Nz09/gFXIAyAFQ7R86esoseZhm0dIqfm1Hk9IosLswELKZo4NhZexsZGQmRm4GJfoZ19v6q3OqZi2wazAJczwnU9YGVU1LhocR1SzOltfLhIco6I4RbpXl2ib5eaFH/T0W9msvC/Nie8LMvPqEI5R6N9q2zY7qhqv5oo8n8lRMi3meN1cEQ3RrCpMdjmJ64VBxzkEAfUY31gajfgkiTZVoWunUP5QPM0tbTHu6I73F6VSBIGPtkR5O18aIF7u4kSPCxEIHMA6sFmV+dTOz9l1Tqco8NUxLbSoMuNcwQHjFVHg7ya00VnVCYgiKwslXskVeS1XZKrHhVMUeCCeJmuYfKG9CY8o4BRFzvB7mev3ULVsFEEgpevM8gYpmyabKzV7AgG4OOynbFnE60TwxjWDsmk1BNdRymguaLcnWm83Zi6PbRqU1r2DpCh4z5iPEj5yG9Cyx0vwsvdhVsqU3nhtZ6NMcOEV6Kk0zslTj9hnN2jQYPRyfL3lNmhwKNg2IgJTXA7eKJT50R6RDYvSOS4I+ckbJoZtAaPjxdETUbjgr1vpXl0iNE6l753KoDHOgIRR3e0DrbhFzrglhjoKX46PR2zTxKpWER0OhD3SnQRZxjVtBmP+4d8wsmkEQUAKho7oYrXBbkJqK7MClzLBcyqWbSAgsqHwCmtyz3Jj+/dpdkyit7pxwDFeOUK7azoTPKegim5k8ditct5g9GJZNultVba9UkRxi0w618faxzLMvTnKkh/17l0rjtWPZBgzz0OTzzUyEz4E+jSdB/rSA3wyl2QLrCyU+d6ENq6OBXk1X8DY65ovjwSJHGcbTaMBzbb4QHOEX3b1kTdrguNvexJ8vCWKV5YQAI8ksb1S4USvm2cz+QF/zh5J5KygjzZ1//1bAbyyzPyAlxNcTuK6jiQIRBWZZrV+JGlAUdBtWFUosV4z2aXdmzAoWrVs2WwoVzgn6Ccky/xwe2//nMc4VL48xsMV4SBhVSZpGPgkCQn4l63ddefapMqNzYIGI4KRy2EWclQ3bST5p3sxsxkEp5PABZfgmnkSfXfcRvOnPoccCB6xOYgeD47xEwicdwG2bgA2uaUv4Jw0GSkUPmKf26BBg9FLY7XXoMF+YNs2OdPkzIAXVRR5bK80K4DF6RzfGNuCdECJZCOPN6Yw5bwA+V6NMXM9A6wFJFXg9FtigM1Zn29CFAVswLYt3MGG4Ho0Y1sWek832ecXUdnwLo4x4wlcdAlqS1t/ISxBFFGiUZRodIRne3Rj2XZ/RJC8D0+/AyWotFA0UryS/jNZvRevFObs6EdwiG4ubf4iq3KLWJ17FtM2mOqdz6mhqwmqLYf0mYalUTKydFfXk9N7GeOeSUBuxiUPX+X6Bsc22U6NF37Qi142Oe2jMWzTZuzpXoyqjT1EDdetrxRoOmH0Ca5ZwxxUlAhqGTEr8iVmelz826Qx/CWe4rV8ibAsc1kkwHSPiya1sWFytJExTO7uSfDhliiGbZM3TJpUhS1VjVXJEt8c20pgpxBaMk3+aWIHjyYy9Oo6M9wuzg56CcoywYMQ092SxFiXxFjX/vmjRlWFq2JhsobJjmqVZ+r4BQvAOKfKtkqVHVWNR/Zau26vavyyM84NTSF+sL2XvxrXiiKAZdcidLN7FdRqUmSKpkXRsnCOksCCBscGRiZTi2pNp+i7/Wf97XalQuaxh8CyCF60EL2n54gKrkokiv+sBZTeeoP8siWIXi/BS6/AMXY8UsPbuEGDBnVoCK7HAbZloff1YlWrgI3odCEHgohO50hPbdTQq+n865YuPtPexMZydchxm8tV5vr2t0zC0YWvWeWMW2PMvDpI11tlZKdAdJKTvnfLbFlWYMb7gmglE1O3iZ3gpFqwcDaiXI9atB3b2fHPf4et1f5eqxs3kFvyLO3f+jtcUxppT/tLn6aRMyy2Vao4RJExTpWYLOM6DLYhHjnICb75NDkmYdhVJEHBrzQhCbVznxn5ILMDlwE2LilwSBGtWb2PqlnExqK7/C4lK0vMMZ6liXsIKi3Mj3wQtxw45GtqcHxTzulU8yZTzvcjKQLukIwgw5aXC/hbhv77HV3blLvZW5DakzXFMpvLVTaUK3x1TAvXxyIg1IQs93FWXGW04BRF4rrBzzv7cIoCLlEkZ5iYwCleN66dxa1ckohLEomoCp/raEK3bZyiiDTMkZ+SIBDeKe6e5nPzar40oP/KaBC/JDHT4xoktu7i3XIFRRTJmiYVy8IhSfRpGp9qi/F0KsvbhVrE7Ck+N+cG/fyiq48Tve4jel0NGuyNkUpQXrOK0puv1+3PLn4a98mnovV245o67YjORYnGCFx4Cd75ZyNIMqLasFhr0KDB0DQE12McI5sl/+ILpB/9C1axgNLaRuiKq7FNE88pc2sm4A3ek5RukDct7u5O8L5oaMhxbkkclmJDRwqXX0ZxiLzzVI6et0uUMyaTz/cx9+Yoz/5XN0Zld/LchHO8nHxTBG/02IvSEQRhDPAboJlaAuxttm3/QBCEMPAHYDywBXi/bdvpkZrnUOiFArau0/rVbwJQeH05uecWgWkS/82vaPvm3yL7G9/996K7WmVJpsAD8d2/YkUQ+NqYFmb53IetuFdQre+ZKwnSIRXEMm2Tgp4io3fxQuIu0noXsqAy1XcOzY6JPNXzY85ruoU3M4+T1LaPCsF1tH83j2VKGYONz+d5495Uf5sowbxPxqjmLZx+CUGkbpTrmNO8wzjTw8e+fDqjikxnVSOuG/zP9h6+Pa6VFkUlrevkDQPLFnBIYr9gVo+UbtCradg2OCQRhVqquXuU+MSPNiKKzDinytaKRsWyqVi7BfXLo0HUOun9qigy0nJLWJG5uTXGeaEqy7IFFEHgzICXFlUhqMikDYOiOUR4OWDYtbWdIgj4ZImqLXNHV4LxLgefbfcBsKpYs9JqURWco3id22D0YZbLFN9cgeT1ofcNLlQH1IILTBO1ffh87SVXY+OhQYMG703D8fwYxtJ1ss88QfKP92AVaylvencXfb/6OZLbQ2XTxvc4Q4Nd7Fpy9+oGPnlo04DZx8Cuv+wQiU5yUM7Urjo83sHSH/cOEFsBNi8p0LO6TDk/uKjCMYABfMO27RnAGcAXBEGYAXwLWGTb9hRg0c5/HzKWru+MQD9wbMvCSCXRU0mschktEae88g26f/D/6PrPf6brv/4Vq1Cg5QtfA0lC274Nq3T8VVI9EHqrGt1VjYpp81BioGan2zb/t72H3qo2QrN7byzbIlXt5K3MExTNFA91/wdpvQsAw9ZYnVvEttJKpvkXsDTxW2YHLmV1bjG2XacCzNHHsH43G+w/hT59gNgKYJmw/Ndxpl0a4N1FOebeHB0Uzjr98gDe2Ojb/zdtm6JpMt45WG6TBDjJ6+adUs0XPakb5EyT5zJZXskXyZgWmm3TV62ytVzF2vndKxgmCU0nZxikNJ3fdvdh2nBXT4LvbtzBtzZu57auProqR+/9ZzQTVmS+3NHC2D1+p4og8LGWKBOcR3e6cJOqcKrfy61tTXy0NcpJXjfNjpqXbLtD4dQhsq98kohtg0usif8hRcYliFzfFObZdI6fdfbxs84+lmTyGLbNx1ujBBr+ww2GE9Okunkjem836tjxdYeIXh+i04USblhkNWjQ4Oii8cQ8hjHTKTJPPDK4w7bJPvs0vgXnY5ZKSO7RLxIeaYKyhEMUqFo2z6SyfLw1ym+6E/1CrADc2tZE7BhZhI45xcOaRzIUEwaKW+wXX/dm05I8wQ4Fl+/YuO5d2LbdDXTv/P+8IAhrgXbgauC8ncPuolbp9W8O9nPMQgFtxzYyzzyBVSjgPfNsXDNmosaa9ut4I5OmvP4dBEFC7+tBCgRR2zvILX4aM5etDbIsCq8sw9I1/OdeQH7JcwOKZzXYTV9VZ3m+wBPJLHnTZLbHzVfHtHB3T5LenVWrgZpQohm0H+ILeF5PUDSyGLaGKrqRBAmPHMQpHVq0X0rrpLeygbKZ583M49gMjmzaUFzOpc1fZHVuMZIgM1qSuofru9ngwNn2Sv2NHMuEasEkubGKKAks+HIzuW4dSRUIjXXga1XwREZfpkRC0zEsm8+0N/HH3hRvFkrYQLOqcGNTmEcTmQEFleKawe1dCU5wO1EFkSZVxiOKFEyDXk0gb5i8miug21AxLU7yubk8GuYfN3ei7xRkLeDlXJE+3eDLHc20OEY6tvLYo92p8t3xbSQ0A822CckSEUWuW7zqaMQh1S+ydX7Yz7JsntQeNhgC8PHWGA/0JfliR1N/Ibd2p4oqCXxvfBsPxtNsr2qMcajc2BxhbONvrsEwI3m9KK1t5Jc+T9MnbqXn3Xdgrw3i0BVXIXg8yI3CVQ0aNDjKOLZUkgYDMMtlbF2v26d17kBt68AyNCQagut7EVNkPt3WxE929LKqWMYCPt/RTNm0cEkiE1wOIrJcd6E7GvE2KVzyvXY2Pp9DlIYWYizDxjJBL5sormNTxBMEYTxwMvAK0LxT8AHooZbWXO+YW4FbAcaOHVv3vFa1Su6FZ0n+8R4ApGCI0qq3qG7dTODCS1GbW/qLW9XDLJUorHgVI5kg8+hDuzskidhHbwHbprJxfX9zacVrtH3zuwiSjBQc2hbjeCWrG9wfT/J8ZncBnOX5IquKZT7T3sT/bu8ZMF4/xGjQtNZNsrqNuLaVHeVVuCQ/033noltVAqqNS/Id1HnzeoqeynpW5xZzov8CtpZWDDHSxrRr0ekCIjP9F4w6O5Qj9d1scHCYxtApy5YJgghdb5XoeqtEdIqTBV9pwhVSkPbxjDlayRsmjyQyzPS6+XlnH5NcTr7c0YxXlthcrvKH3iRxfXf2h0QtUvL9TWE02+YPvUmKlkVUkbmxKYxflkgbJnHdpE/XmeB0EJIlXssV6t5rNpWrJHWjIbgeIQKyTGAfz9/RSLtD5XsT2nkjX2RFvkRUkTkv5CenG3yqvZlmVe73oBUEgSZVpUlVGe9yULVqHrWuY2SN22D04T/nPLKLniK7+GmaP/dlsk8/QXXLJuRojNCV16JEY6iRRnTr0U7JyGLZJg7JiyI2nl8Njg+OrdVEgwGILieC6ugvmrMnansHuUVP4TrxJORT5u5T2GkATklilsfFP03s4LVckZxpIglwosdFa510wmMBX7PC1EsD5Hp0VI+IVhz8Mj1mrodlP+2jbbabE68KjsoopX0hCIIXuB/4qm3buT0FKdu2bUEQ6qputm3fBtwGMHfu3LpjjHSS5H33IigKkZs+giBLFN9YgVUuYaSTYFs4OoYWhIx0CsnjJfGbXw/sME3id/+a5ls+O0BwBUAUCV72PkTl2Po9HQ7ShsELmcHVxkuWxTulMie4nby7Mz1YAlodB/8zLJsF0lonS5O/JWfE+9s3FV9jQfSjOCXPQQuuVatAxSxQNNMkqluIOSaS0LYNGiciIQkyHimEKroJq2MO+npGgiP53WxwcIyb52Xdk3UqpQvgDkkDniGTFvhwBuRRKbYC9Gk6BdPi5WyBrRWNrRWNxekcn26LsSSTHyC2AlwZC7GtUsUEHk5k+tsTusHPOvv467Gt3NEdJ7Mz+nBTuYpmmRStof9Ec+bQBbsaNKhHq0Ol1aFyUTiALAiI+7HJ5pYk3MfmfnqDUYTa2k7bN79L/M5fEr/zdnzzzyG48AqkcAQ9HkdtH9N4lz2KKRlZtpTeZEX6IcpWnnHu2ZwSvJKw2o4oNG4wDY5tGluVI4ggCGMEQXhWEIQ1giCsFgThKzvbw4IgPC0Iwvqd/z24cDRJJnDxwnofTOD8i8i/soy+X/4EPZk4pOs4XvArMpPdTq6OBflgc5i5Pu8xK7buwhWQCbQqnP2FZvZ+HjZPdyLJArkenXeezLLs531UjiE/V0EQFGqCzj22bT+ws7lXEITWnf2tQN/Bnt9Ip8GyiN78SfIvLyV+5+2U3lpB4aUX6f6vf6P09lsY2czQJzANyu+sGeLkBlaljODYnfIuKAqSz4cSPvgiTMcqSU0nZ5gMJW1sLldpU3cLrB9tjdJ8CKJ1xcjTU90wQGzdxbLk79HtKoZ18B6NWb2XNudU3s49w0n+C5GEwXOd7l/A1uJKLmv5Cm3Oqbjl0VNE7Uh/NxscHP42lcnnD94oOPmDETYvywMgOwRmXRcidoIDWRm9S9BVxTKzfW6W5wZu0vymJ8FlkQAfbI4ww+PiNJ+HvxnXSsEwaVIVnk5l657vvr4UZwcH/uy2VnUmuYa2LQk0rGEaHCSqKO6X2NqgwdGCIMu4p82g/dt/T/t3/gH/eReitLUj+/z45s5D8tT3KG4w8mhmhdfSf+GZvp+R0jspmzneyS/h/s5/JFndMdLTa9DgiNPYChpZdhX/WCEIgg94XRCEp4GPUyv+8e+CIHyLWvGPA/Kis3SN0psrUFtaibz/Q2SeeBQzl0UdO47QZVeSfW4xtqHjnXs6VqWCnkggBfyIyrEtIB4OXMfZS47TL9Nyoshl/9hB51slqgWT8LhaUa1X794t1ne/XaaUMnEeA36uQi1c7lfAWtu2/2eProeAjwH/vvO/fznoz1BUpGAIUZapblg/qD953+9xnzQHORCsf7zThb2PCCfbNBFEsV9EDFx6BVKgYSWwNylNJ6kbyPt4+Wx3qHQ4FK6IBJjn99KkyqiHkFppY7GjtKpun2FrFIwkAgJRx4GnvDtFHx45SJPjZDYXV/By6j6ubftbXk79ic7yatxSkDnBK+hwTUcRHASUFiRx9Hxnh+O72eDgcIdk5rw/wqQFfra9WkBSRTpOdqN6BdpmuZlxeQjFJaCVTRze0f0cdYsiAgxyR65aNrd1xWlVFb45tgXdthEFgWfTOaa4m6gMEbHarWmcowwUXLdVNK6LhfFJIvm9KszP8boJNaK5GjRocJwhB4JDrosbHJ1kjV7eyj4xqL1qFVlfeAmPHBpVm/4NGhwojdXaCHIki39YpRK55xcTvHgheipJ7OZPYFWr6L3dJH7/W2zLpOVzXya/bAk7vv9dEAR8Z5xF8LIrkcMRJJfrsF1ng9GP7BAJjVVxhURWP5Ll1bvi6OXBL47V/DGT4ngWcDPwtiAIb+5s+w41MeePgiDcAmwF3n+wHyCHwwQuuYz88pfrDzBNjFQSR0f9VG/J7cF90mzyLzw7uFMQUJpbERQVNRrDf96FuKbOQPYdXJr6sUzRtHg5V0QWYLrbydqdtgG7kIALQn4iioRpg1+WDrl4iiq5cUpDLy4t2+S5+B28r/UbB1xAy6uEmOw9nZWZp7ik+QtsLC7nhfhdnBq6mnOjH0MUZIJKy6jza92DI/7dbHDwuEMy7pBM83QXlmlT6NV5408ptr60MxJUgAnzvUy7LIgrKO/TI/xoZobHxWPJDCd5XawslAf1dzhUvJKIX1HQLIvPtDeh2TYeSaRo1rHncTrorQ723H8imeFvx7fzQDzFinwJtyhyXsjHOUEfLYdga9KgQYMGw41tWeipJGYqiW2aiE4XcjCEHGoEA4wWNLNM3khQNDMoghOPHMQtBckZvVTMIoroxCuFccm73zcKRrJu8VaAHZXVTLfOw01DcG1w7NIQXI8SDqb4xz7Pp6iILhdGMoGtaVjVKn23/6y/v+mTnyFxz10YqWR/W37p81Q2rif2sU8jh4Io0aZGNfMG/UiqiCei4vRJg8RWSRWQHQIO37Hx92Lb9lKGLtt+4eH4DCUcwTvvTPQd24ccs8uPyrZtzEwa2zARXU4krw/J68Uxdjy+s88lv/T5AcdFP/QxLMMgctOHEZ0u1I4xKLGmwzHtY46yZfWn+X62vYmALPNqroAJtKoKn22LIQnw+94UWyoa45wqCyMBxjgcyOLBiUVeOcTswKVsqVPQKqKOIaltp6uylpKZPWDBFSCsdnBK6H0UzQwzfBegBpw4RS9+NXZQ8z2aGI7vZoPDg23ZrFuU3S22Atiw+cUCrpCMJyzhDo9O0TCmyMz2uhAEN1vK2gA/1YAs8cGWCP6dtiOqKDLP7yGtG1wbC/HbnuSAcwnA1dEQP+3sHfQ5Zwd8NCsSNzdHuKGpVn3bK4qE1NH5c2vQoMHxi9bVSfH15WQXP42Zy+I8YRqhy67Etq2G3dUooKAnWV94mZdSf8Cwa7ZXp4WuwyuHWZa8l6pVREBksvd0zgzfRFBtAUARhrbG8csxbPuYCdZp0KAuDcH1KOBgi3/sq9qy5HYTvvoGuv7znwhccjlKSyv+Cy8ht+gpJH8AS6sOEFt3oXd3YaZTmPkcZr6Aa/KUg74us1jEyKSwy2VEnx85HNlnsR7bNDHSKWzDQHA4kLy+RnGfo5DxZ3pZ/XAavWzjbZaZfX0YSREwqja2aVMtjP500eFCkGQ8p51OftmSQX2Sz4/k81N+9x0ERUHr6Sa/9AWsUonoh27GMX4ianMLgUsuxz1jJuX17yIoCs7JUyi8+jLmyy8SvPJavHNOGZZrsTQNRBFxlKW5li2rvwr4T3f0cnrAy63tNXHatGwEQeBvN+3A2HkX3lKpsjSb53vj25nmOfhMgJhjIudEb2ZZ8veYdi2yLax2cGbkAzzd+1MAbHvoqu/7QhREgmoLQVoOen4NGhwq+V6d9c8MLqIFsOHZHBMX+HCHh3lShwlVEjnZVxNRvz2+lc3lKlsrGpPdDqa6XTTtJYg6JYlWSeJsScInSdzflyKuG4x3OrgmFiIsS0xyOfqjZUXgorCf6R4nz2YKhBWZoCwRliXccv3na8WyiGs6ZdPCLYnEZBnHEGMbNGjQYDjR0ymyi54k9+wz/W2VdWvp2bSBtm9+FzkUHpHMG7NQAGwkbyMD7L1IaZ0sSd7d/2+X6COgNPFM38/722ws1hdeAhvOj92CU/biEL20OafRVXlnwPkEBCZ7T6dkZQnTPmzX0aDBcDO63oyPQfZV/MO27e59Ff94r2rLjvHjafrU50ncexfZZ54gePlVtP3Vd7AqlcHVy/fAyKaRvD7iv72Dtq/9DXIggJaIYyYTVLduQQ6FUNrH4Girf3PUkwmq27ZQ3boZJRzFqpRJPfQAocuvwr/g/LoPNT3eR/b5xWBbqG0diG43ks+PHAyhREd/VNaxQCVnUC1YiBJc/q8drLw/zYT5Pl78aS/Vwm5haPL5PmZdF8Yba4jl74USCmHmooSvuYHUw3+GnVFSkj9A0y2fpbR2NYIkIrk9CED42huwLZPeX/yYli9+Hef4CUgeD8lXlmEV8mAYZJ9+HGwbKRgalqhWra+X6oZ3yb24BEFRCJx/IerYCSijJEXML0sIgA2YwLJsgWXZWkTep1qj/KYn0S+27sK04e6eBN8c20pQObjHqFv2Md17Hk2OSRSNNAKQ1rt5uvenVK0iUXUsLinwnufRrAoFI4lmlXCIXrxyGEUcOpqgQYPhINetkdmhYVTre5ZqRWvIMOXRgiKKNDlqvvcTXM79OiaoyMzyuLCbQoBAV1Xj111xFkb8fKg5wmURk7JpEVIk/JLM9mqVnGEQVCRWF8sUTJPZXjfNikLLHkU7E5rOn/pSLMnksQCXKHBtLMw8v4cWR8Obv8HxhalpGIk+rHwOQXXU1kOhUbq7c4xg5rLk6lhg2bpO9tmnkVtaUfzvveY5XBjpFMWVb6Lt2IZr+okgCEgeL3KsqfG3UoeKURjkwzrFN5/VucV1x28ovszc8DU4ZS8uyc/p4Rt4M/M4W0orsLHxyhFOD9/AqtwizoncPByX0KDBiNEQXEeQI138Q3J78M0/G9e06VjFIoJDRQ5FEB0OLK065HFyOAKCiN7ThZnPYVUrxH/za8qr3uofI3q8tH3jWzgnTh5wrNbdRed//BNmJt3fpnaMIXbzLfT+/Ieo7R14Zg+MuNOTCRJ/+h2+084k8/TjZB5/BDkcIXDxQtQx4xBkBTkYPJgfQYPDgGXYJDdXeflXfaS3aIgyTDzHx6zrwyz+j64BYivAhmfztMxw4QpKSKO4CvVwoba0Yk6bQXN7B3algiBJCA4HiAJKNEb87l9jplP9433nXkDzZ79E+uEHaL71CyiRKLEPfZT8iy+Qe+E5RKcT98lzCV12JWpr2xGdu9bXS/yO2yivXd3fVnrzdQIXXELo2huQfUeXJ1NvVSNtmFg2hBWJJlUhJEvMD3h5MTuw2viCoI/Jbie3dyfqnmtjuUrBNA9acAVwyh58dphn+n5BVu/ub1cFFxc1fe49iwgUjDTLk/ejiA4ckodNhddodU1lbuhqPHLwoOfVoMGhYGgW7zyRRXaKRCY6SG4avN5omupE9R6fz4eQqnCK6CGpG4RliTMDXiKKjF+WabcsDNtGsyyWZAtsLFU51e/hpzv6+iPxH0tmOdHj5NNtTbQ4VKqmxQPxFM9n8v2fUbZsftebJChLOEWB4DBkCwmCMAb4DTUbLBu4zbbtHwiCEAb+AIwHtgDvt207PdR5GjQ4FIxMhuJbK0j+4R6sUhEA5wnTaPr4p1GHCBRpcOSxSqX+oIK90bZtBW2wh/WRwshl6fv1L5Bb25AcTnp+8n/9c5NjTbR97a9R2zqGbT6jAcPWKJsDM1bcUoC8UcuWlQUVw9ZhZ6leGxvdqtVE8CohymYWtxTg4qbPY2FStUq8nn6IiDoWr9wQuBsc2zQE15HliBf/EESxFiG6V5So2tyKFAhiZjMD2uVYc83/VVGxKxVEt5viG68NEFsBrGKB3l/+lLZvfLs/AlXPpGviUGbgOlrbsZ3ymlW4Zswk/fCDOKdMRXJ7+vur27biO30+PT/9Qf8Dz0jESd57N6Grr0fy+RqC6wiS69F48vudWHrtIWoZNVG1EDeYtMDPm39MDTpmw3N5mqa58MaOzxfqA0F0OPBMm4GRTmEWai/MmScfQ2lpJf/iCyjRGOGrrkVQ1FoxvBeeRZ8yDdEXwCpXEB1O1OZWgldcje/Mc7BtC9HnRznCYqdVraJ3dw0QW3eRXfwUvgXnHTWCq2XbrCtV+MH2HjJG7R7jlUS+2NHMTI+bm5rDeCWRxek8um1zadhPQJZ5t1TFLYqUrMGp/S5RRNrP9LeKaaIMMd6vNHFd23fpq26ms7yWsNpBh2s6AWWwHUBW6yVnxCmZWfxyE4qoMtV/NusLy0hUtzI7uBCfHGND4RVmBS4ZzYWxGoxiikmDjUvySLLAvE9EWfqTXixjd7+kCJz6kQieUerfejjwyzWBdW8UUUQBErpBWJZRPAK/7Un0i627WF2ssLZYpsWhktSNAWLrnjyazDDB5SA4PD9qA/iGbdsrBEHwAa8LgvA08HFgkW3b/y4IwreAb3GAhWAbNKiH1ttNZcMGyutWo7Z14J45C8s0id9x24BxlXffoff2n9LypW80ohdHCMntBkEAe3DWg9LWjuh2D9tc9FQK3znnISgqPT/4fwP6jHgf3T/4b9q/8/fIgeCwzeloxyUFGOeeQ091Q39bUtvGaaFrcUpeymYeh+imZGZ5NfUAFtaAGgRhRwcn+s/nucSd9FU3IgsOZgUuZk7wchySp95HNmhwzNAQXEeQkSz+ITicxD52C7lnF1Fa9RYIAp45p+Kbfw7YNuknH8U1cxa2aZJ7vn66gN7dhZnNoERj6KkE2o4dlNesqju28OrLhK+9gcxTj2MkEphqDjkcRlQdWMUCxdeX1935zDz+MJ5ZJx/Wa2+w/9iWzcbn8v1i6570rCoz69oQJ14VZO1jGcad4aX1JDcCUMmbGNWD8588XpFDYeRQmOq2reSXPk/zrV/Ad/p8bNMk+affY5WKSMEQocuuxEgn8Z56GqJzdxqr5HAiHeGI1l3Ypone10txxatDjqlu24pz/MRhmc970VXV+PetXVSt3X/HBdPi/23r5t8mjmGsy8FHWqJcHgmi2za6ZfPtTTuY7nZyXsjPY8nMoHNeGvbTtI/oVtu22VHVeClbYEO5ygSnyvyAj5gi4d5LaPEpUXxKlEne04Y8X7K6nUd6/pus3tPfNt59MhM8p7Iy+xQAG4qvEHNM4Nzoxyma6UbUQIORwa49Oyo5izWPZljw5Ra2vVok26URGqMy9dIgobGNNPd9oQgChm3jk6T+TaK9WZTOMdfnoWJbmPWdG0jqBro1ROdhZmex1+6d/58XBGEt0A5cDZy3c9hdwHM0BNcGh4jW3UXXf/8bRiLe35ZyOGj7+rdwTJpMdeOGAeOrmzZiplMNwXWEEDxefOdeCFoVQVEpr1uD3tMNgkDw0itqguwwYFarmKkExbfeqFlx1UHv7cZIpxqC6x5IosQU75mszj9LYWdUa4vzBDrLa3i3sKx/XEBp5sKmz1A0MgTk3YEDkiDT4prC1W3fomoWEQUJjxxGEho+4w2OfRqC63GKHAySWfwkUihE0y2fBaC0eiXppx8nsOB8jHgvrV/7GwRRHDIFBMC2LLS+Xkor30B07eNhaVsgiLimTid5/+8prVpJ4MJLCb3vGuRojOr2bfUP0zRs06jb1+DIYxo2yS1D208UEgY2cOHftLHuqSwv/aIP24KmaU5aZriwbbsRZXeAiF4vUjCE4PZgmwbphx/s7zMzaRL3/oamWz6L0tKKmctiW9awLVR3oXV10nfHbbimThtyjOTxDtk33GypVAeIrbswbVhdLDPW5UARRZp3eh0+uVNgXVuqcEbAy/yAl5eyBWxqO2Rn+r2cG/IjiUNHcG+pVPn+5k7KOz93ZaHEE8ks3x3fxiRJ2u/oWIC8nuL5xJ0DxFaALaU3iDrGEXOMJ17dAkC8uplEdRt++cj79zZoUA9XSOLkD0VQHSI2kI/rCDJEJjqQFAFnUEKUGs+FfeGTRGKqQrVOdP0uRATKto1HFPFLEjnTJChLXBDy06wqmLZNXNdRRuAZLAjCeOBk4BWgeacYC9BDzXKgQYODxtJ1Mk8/PkBsBbCrVeK/vYOmT3+e0ltvkHv2mQEFgs1c/SJ+DY48gizjmX0yuUVPYlUq+M5agBJrQnS5kIZRBDf6euj9xY/xnXEWRrE45DhbHz6Lg9FC2NHONW3fYUPhFeLVrdi2OUBsBcjqvbyeeZiFzV9EEgeLqS7Jh0tqFChrcHzREFyPUySvl8jVN1DZtIHs049jaxq+BecTHDMW27Ro/5vvIYfC2JaF98xzSN1376BzyJEoktdH/sUXKL7xGq6pM3BOmUpl/bpBYz1zT6f8zhp8Z55Fz4//F2yb7FOPIYfCeObOQ2lqHrRwqk1UQjyKhJvjDUkRaJrqpGdVuW6/rAq4AhLL70qQ3aHRMtPFxLN8IEKmU0PxCPibGwV8DgQlHCH2sU8h+fxkFz1Vd0zm8UdoGj+B0psrqGzaQOSGD+BoHzMs87Ntm/xLS6lu2kDosivrpogJThdKS+uwzGd/SOsmE5wOZvvc2Da8ni+yo6oBtQiwPSnsFU12Z3eCc4M+vtjRjG7bRBWZtwslCvvYiCoaJr/rSfaLrbuo2ja/7UnyxY5mmhz7n+NbNrPsKA+2bgBYl1/KTP+F/YIrwIbiS0z2zNvv8zdocDipZEyS6ytsfrGAbYEnKjPr+jBdbxWZeVUIT6ix9HwvHKKIRxKRBYgo8qD7FMC8gAfTsmhxqHykJcIz6RwLwwEeTKTZVtFwCAIXhf1IgoBh2cji8AivgiB4qRWD/apt27k9N11t27YFQagbcisIwq3ArQBjx44djqk2GKWY2QyF5S/X7dO2b0PbtpX8siVEbvwg2WefofLuOyDLWLqOkc0iB4avOFMDMMslsk89Tuaxh/rbKhveRR0/gZbPfQU1Eh2WeeipFFpXF3a1SmXDu3hPO4PKhncHjRNUx3Ef3Vo1S1SsPJKg4BC9KGItICGstnNa6BoS1e082fvDusf2VN6lapbg+HUNatBgAA2DxeMYORDAe/KptH7lm7R949sEFpyPc8IkXJOnIO/cbRREEe9p83CMmzDgWEFRaPrU59DivWBZ2NUq+aXPEVx4BdJevo1KSyu+sxYQvHghiT/+Ds+p8wheeS3+Cy4ms+gpkGXCV19fd46Bcy8clkrrDeojCAITzvKhuAbfKsbM9dC7roLTL5HdoXHSNSGiEx0svzPOsp/18fJtcd59Okc5Y6CXLUopg2pxaJGqwW7cM2YiSFKtyEAdtN5uqhs3UHztFfzzz6HzP/8Zra+n7tjDjW2aaNu2AJB9bhGxmz+JsKe1gc9P61f+CqV5sAfpSDHb62aW183ybIHX80XOCHi5pS2GBMzyDowO1myLiS5nv9eLDTyXyfOjHb38vLOPgmnxUCIzSEzdk7xp8nax/ibFu+UKJevAvgcWQ483bA1JGLiqlQUnsrR/VdMbNDicFFM6r/4mwaYlNbEVoJgweOm2PmZcESQ8obEBtz/Ioohh2Qg2fLI1hmsvsXSO141TEHFIIoIgcLLPzSdaY+yoapwX9HNu0IcFPJrMcm9fkuQwRWsJgqBQE1vvsW37gZ3NvYIgtO7sbwX66h1r2/Zttm3PtW17biwWqzekQYOdCAh1PJB3dwvo3V303v4zgpdcDpJE8OLLKLy+HA7w+XssIAjCGEEQnhUEYY0gCKsFQfjKzvawIAhPC4Kwfud/Q0fi841UaoDYugtty2aqWzcfiY+si1nKY+/8/WudO5CjMZQ6Vlyxmz9RKyB9nJLSOlmTe46CkSKl7WBj4RV2lFaT1Wu3bkGoPXd0e+gMyH2tW3ehWWU0q/5auUGDY4lGmEEDRMe+X4DU5laaP/9ltM5OymtXI0djuGfMRGltI/HbO9C6OnHPOpns04+TuOcuIjd9GKtUQk/04ZwwCaWtA6taIfXoX4h96KPYto2ZTmMAsQ/dDNUq6viJtH71r4nfcydGvA/B4SB48WUELroUUW14vY0k/laFS/++jTf+kKJrZQnVLTL5PD/eJoU3/pDEF1MIjlFRXCIr7t0jdUu3WfNIFtUjoRVNNi0p4G9WmHNTmPAEJ6q7sd8zFKLDgeB0IgUCmNnsoH7H2HHovd1Ut24h/9JSPCfOorz6bdSmIy9yirKM84RplFatpLx6JVapSOzDH69FuooiasdY5JZWxH29DA0jXVWNn3f2samye2F4X1+KGR4Xt7TFiKoD5+mRJHZUND7WEuWungS7ZFUBuLEpzEvZmudX5D2uzykKVOqIsoogcKCOik7RS0hpI613Deqb4D6F7eWB3tknBS5CFRvCVoPhp5wx6XyjzkaRDWsey3Dmp5tQ3Q3Ptv2hSZV5M18irEjc0tZE3jTJGybtDpXtVY2QIhFWFLKGQVo32FSusjxXJK0bnOB28qUxzdzXl+K1XJGroqEjnscv1EJZfwWstW37f/boegj4GLWCsB8D/nKEp9LgKMLI5TCLBexqFQQQ3R4kfwDpPd499oUcDuM/70LSD943qM81/USqm3b6t5omhRWv0vLlv6K8+m1kn39QUMhxwogWtNPjdfdYACi8+gre0844rPZjtm2j9/VgZjIgy0heH7ZhUHz9tZoVliSBaZK4506iH/woZi5Lae1qpECQ4EWXora27VvQP4bJ6n28nXmKcZ45vJF5lE3F1/r7gkorV7Z+k5DahlsKMtEzl7eyTww6h0+O4ZGG1u6LRprO8juszD4JwEmBi2l3zcArv7feb1o6VbOIjYAqOVEaa90Go4Dj827S4IBRm1tRm1vxnjJ3YHv7GHLPLSJw4aUU31yBEe+l7/afIQUCSKEI7tknI3o8pB56AN+ZZ2MbBvHf/Bozm+k/h9LaTtvX/wbPnFNwjJ+AVS4hyApyOIIgNV7MRhpBEAiOdXDKB8OMPc2DUbXZ/GKe1Q9nEETwRCQmnetj7WOZusevfjjDKR+MUMmaVLImT/1TF+d+rYVxpzesIvaFEo0Rvup64nf/emCHIBC85AoSv7sLgOKbK2j65Gcor11F4PyLh2Vu3nlnknniEaxSiermjfT9aiMA7jmnEJ08Bfko2STJ6gYbSpUBYusu1hTL3BALsalYwS9JeOXavcYhikQUGUmAf5zQzoZyFcO2aVIVlmTyvJ4vck00SHgfBbPCsswFIT+PJQeL5WcFvDgP8MUioDRxXuwWHu7+Dwxb62/3yhEmeubySM9/72wROCX4PqLquAM6f4MGhwutOLTnaL7bwKhaDcF1P/HKMid63HTrGh5JZGW+SJ9usKlU4dqmMOOcKkXD5OVsnpJp84e+VP+xbxRKrCqW+fKYZv5vWw+lfVigHEbOAm4G3hYE4c2dbd+hJrT+URCEW4CtwPuHYzINRh4t3oeZTqEnEwiAWSygbd+O2jEG14yZqG3tByW0CaKI78yzKb+zhso7a/rb5VgTgYsupfe2n/S36T3dlNesovjaK7R/6++OSyFtpAva7StwRvL5MFJJlMNkK2BpGqVVb9F3x21Y+doGuTpmLE2fuJXyurVo27YQufZGkvf9Hqtcpu/Xv0BpbsV33oX455993FsJ9FU2Mt5zMr3VTQPEVoCM3s2z8V9xRcvXcct+TgpczKbi6+SNOAGlBUmQyWl9XNh0K16lvi9vycjxbPxXA87dVXmH8e6TuajpM7jl4JBzy2g99FY3sqHwMqIgM8V7BlFlLEHH0WNh1qBBPY6/p06Dw4pz4iQkn5/4XbcT/eDNmIU8lY3rkcMRfPMXoLZ3UN22hdDCKyitWkll3doBYiuA3t1J5slHiX7gZuRgCIJHJKOlwSEgigLeZoVsl86K38WpFmov1bEpToJjHSAKlFL1X+j0koWkDlxQv3pXnOgUJ55w4xY0FKIs45o1m9jHbyXz5CPovT04xo4neOnl5F9+ETO/s/jDzqIqzilTh21uSnML7d/9R5L3/Z7SW28gulwELlqI7+xzUUfQAiSu6awrVXglWyCqyFwQ9rOljti6i3WlCie4nfRper/gCtDqUBGAHk1nhtvJu+UKDyXSuEWRb41rZaLLgUsaOkJblUQuDPnZUdVZWdgd7TfD4+KsoJegcmDGVoIg0uyYyI0d32dj4VXSejdjXTNpckwka/RwSdPnMW2dkNqOVwrjU47fVLgGI4vDLSJIYNd5HESnOFA9jcyGAyGkyoRUmbxhMNahYtk2Xlnuv/9sq1Rpdzj4z63dg47VbZtl2QKn+j0Eh0Fksm17KTCUenbhEZ9Ag6MKs5CvRZraNqKskPjj7zDivf39ostF27f+DudelmX7ixwO0/SJWzEyaYy+PhDAqlTo+/VttWjanTjGT8Q1dTrBiy5tWJRxcAXtDtVfWQoE62dsCQLu6SdilYpwEIKrbVm14s57oHV10vOj/xlQW8BIxKlu3UL4ymvRdmxDiTXT/t1/pPjWG1jFAu5ZJ6O0tR/3YitATk8QVtt5J7+kbv+O8mqKZgZJdFA2sixs/jIWBt3ldRi2RkdsJrpZJVHdhlcO45QGBtek9a5BQi7UisBm9J4hBdes1seSxG/YXFrR37a+8BIz/RdxavBKAmqjFmODo5eG2tHgkJCCIZpu+QzZRU9RWP4S3vnnELjw0trD1R/AKpeJ33U74auuR2lqJv2X++ueJ7f0efznXYTodiOHwo3K9kchikNi3Dwv0UlOKjmzVjArKKO4RbBrFaiTmwaLW75mBb08MOqplDLRimZDcH0PRFlFcDpovvWLGNkMlXVrSdx7N2Zu96JV7RiLkUnjm3fmsM1LEAQc7WNo+cwXMYtFEATkYGjQwnc46alq/Pe2HrZXd0eAvpYvcmU0OOQxYUXGJQq8WSgx0b3b81QUBNqcDqKqQsm0OMfh46ygD0kQcO7nNbY4VG5uidCn+SmYFk5RQBVEOhz7FmuHQpVcxKTxRNVxWLZJX3Uz9+74NmAjICAKMqatc2b4Jk4JXYUkHFwUoW5VqZgFJEHaZ6RBg4NDM8sUzTSWbeKUfHiOsZ+x6hM54cIA654a+GItOwWmnO9HVkdndGtGN0joBindIKrKRBSZwDBGyvmG+Kyeqo5bEtHs+kYlm8pVboyF8EmNNVWD4cXIpJGDIfKvLceuVgaIrUDt/eCO22j9xneQfftftdzcaVmmbdsKgNTUjHP6DPSuTmzTxDnlBEpvvQG2jeBw4D31NESvtyG2cvAF7Wzbvg24DWDu3LkH6oqE4HTS9InPEP/tHf0FkgWni8iNHyD/+qtErr3xgM6nJRNYuSy2riOoKqLHixKJIogi+WUvDBBbBUWh6ZbPknzgj+hdnf3trmkzCF93E9XtW1A7xoxosMDRRMTRgYCIblWGHGPZJkU9iYlJorqNFxJ3Ye80y1qefoDpvnM50X8Bi/p+wbmxT+CVa9Guulllx14WWHuyo7yGNte0un1Zo2eA2LqLVblnmOY7h8ARN81p0ODgaagdDQ4JJRLFNgwiH/gI+aUvEL/jl9haFTkaI/qhj6J2jEHbtrW2e/keLyfldWtIP/QAsY/eguvEWUjORtGXow1BFPDGFLyxgRF67ojEqR+O8PQ/d+1dsJ6Trg0h7RXQJzsEJLnxAvheWKZB8t67sQydllu/SG7pc/0pUlBbSIavvwm1tRWlafgXG6LTheh0Dfvn7k1eN3g9XxwgtgLEdQO/LOEQBap7+al6JZGwIrO1og3px6qKIupBisiSIDDG6SCsyJRMCxEIKTLiYdhMyhl9LEvdCzsXuDY2pl0rivNa+i9M9p5OSB1cCGJfWJZBUu9keep+tpffxiUFmBe6lnHuObjlRkXnw0FW72NN9jmanZNwSB4yei8+OULEMQZJODaWY56wwsQFXrwxmXcX56hkTVpmuJi2MIA7MjrF1rim89/butlS2X1/mbrTIzV6gNHqhxuPJOIRRS4O+9EtmxX5Erk97AOaFZkJLkddP+kGDY4ktq7XfN2bm0k9WD/YorplM1Y+C/spuFrlEvkXnyfxu9+AbeOcMZPIdTcR/9XPKa9djaAoeM84i+bPfJH8K8vwn3Me8Xt/Q+uXvn44L21Usq+CdrZtd++roN2hokaiaFu3ELjoUuRAENs0wbbJLn4a/znnHdD6VevpIv3YQ+RfXAKmiRyOEL7u/VjjxuNoH9Mv6O7Ce8ZZ5JY8P0BsBSi/s4biWyswshnUto6G4LqTsNpBTk8w3nMyq3OLB/UHlGZAwLA1ZEFlSeLufrF1F2vzzzPZO4+8keTt7DOcHr4eUZAomhkUYeh3BrdUf61pWDpbim8OeVxfdRNtruHL8mvQ4EA5Nlb4DUYU0eUi+acHyS95rr/NSMTp+eF/0/6tv0P0+SiseBXvKfNwTZtBeQ+/pV14TzuD0ptvYGaz9Pzof2j/2+/jnDh5RCPmGuw/1YJFeluVBV9t4d1nsqS3aQTaFE64KMCWlwqMOc2DKINl1MafcFEAV3jgy3cxqZPeqtG7rkygTaV5mhNvk0IxYVBM6mCDMyjjCkjHjQegbZg03/oFjHQK2zJp+fxXKa9dTXXbFpTmVvxnL0AKRZC9x7cfbp9u8FK2ULfvvr40fzOujV909tGr1UTJDofKp9tilE2LzqrOheEjV0TDI0l43sOLumIUqNolVMGFSx76xVM3K2SNOGCTqm6vP8auHHDV17yeJG/E+UvXv6PbtagGzSrzdN/PODV4FfPC1zcKExwiRSNDRuthjHsmb2YfY2vpLVTRzezAJciCg7DjwATyoxVRFvBEFFpni7TOciEIApIqoHoknL7Rd9+uWhZPJzNcEQn2R6ZndJOHk2meSGT5YHMESRyZzcOMbuCWRNYVK2wuV3GIIh9sDiMJAs9l8qwtlrk8GiSjG0TUkRWGGxx/SD4/RjKB4HDsux6DMPQ6X0/EsQ0D0elCDgbRurtJ3HNXf3/0hg/S9V//glWqWffYuk5+yXPoPd0ELlpI789/ROCSy5FDx7fNztFQ0M4xaTJWpUzyT/dipJJIgQDhq2/AffLc/c5qNHI5kvf9geJrr+xuSyXp+9XPafnCVxFVB+45p1JcsTtl3TVtBn23/6zu+fIvPEvofddQfPUV3NNPPLQLPEbwKzFs22Km/0K2lt6iYOwuhiwhc1bkwzzc/Z/Y2JwT+QgW9e3kNhZeI6qO5a3sE8z0X4hPiWBj4ZGDyIIDwx6YESkJCs3OyXXPVTULOCTPkHN2isf3O1CDo5+G4NrgkDEzafLL6nu9pB7+M7FPfpbeH/4X3tPOIHTVdWjdXXsVzWrDM2sOPT/9QX9b5rGH8Mw9HefEyagtDTPso51SwiCxocr211NMmO+j5UQ3paTOy7+Ko5csWma6kBQRBJtJC3xMucCH4ti9AC/EdZ759y5ynTqCCB2nehBlAUOzKfTqlDMm6W0anohMZLKD0FgFp+/YfoHUensoLHuB9GMPgVFTql3TZxJceAV6KoH/vAtxtB4bIs3Bktd1enSDHRVtyFT/HVUNCbgmFsQhiLilWlGsLeUqv+5O8FdjWwjKIyME5bQ4JSvLysxT9FY3EFRaOCV0FRF1DM69FpdprZNEdTs2Nj45Qkhtp1x5Z9A5ZcGBIuy/OFoysryZfhydSr/YuidvZB5lhv98QmrjPnwolM08FjpP9PyAqlXc2Zbl5dSfiFe3ckHs0/sU20cDtm2T2lxl6U96yXbWNjcCHSpn3BLDMmxUj4g4QuLkwZLVDaZ53Py8s68/cjQkS9za3sQfe5OkjQDRERAzTdtmR1Xj7p4EW/eIvF1dLHNRyM/ZAS83NYXxSAKv50pM8Yx8JsLxTMUsUDJzCNi4peA+xYNjBTkcQYvHawWJzphP5snHBo1xzZiJFNgd1WbpOoIkYWTSVN59h9Rf7kfv68UxdjyR938Ic48MH/fJcymtWtkvtu5JZf06gpdeQezmT9aK9x4lhTxHkBEvaKcEgijzz8E1ZSpWtYrgUFFjB5aZZWTTFF9fPrjDtsktfZ7gFdfgmjYdpbkFvbenv29Q6t1OLK2KIMuIx3nQgmZWqZp5FMmFU/IQUJtxGj6ubv02XeW1bCu/TVhtp805jZdTfyJvxJEEpX8tUw9REMnovWhWGZuarZxbCtJb3shFTZ/hhcRvKJkZAFxSgPOin8QjBuufTBCY4D6VmDoBh+gipXWxLHUPVauEJChEHY1CsQ2ObhqC63GOWSphpFNYxSKS14scCiO6DmxhbpXLMEQFXL23B0dbB+6T5tB3+88IXnoFrV/+K/REH3pvD1IggK0b9P7qFwMNzpNJqps2krr/D7R+7W9Q2zsavq5HMZW8SfN0F5tfLLB+cW5Qf3i8g3O+3LwzSlXE27x78WuZNu8+kyXXqaO4ReZ/poltywtsWpLjpKtDJDZVefepbH+hLsUlcuG3WnFOPbYF1+rmTaQfemBAW3ntKgSXi9DV1yN6ju8FYsUwWZ4v8cuuOD5J5APNEVYVB0d2tqgKHkkkLMusL1XorGqsyJeo2jbXxUJ0OBRc7xGBeiTI6QlS+g4e6/lfDLsmmKT1LjaXVnBFy9eZ5J3XPzZT7aFoZlmVW8T28ts4RA/nxT5JVx3BdU7gMvzK/r/E5I0EYz2zWJb6Xd1+C5OimSZEQ3DdE93S0KwisqDul3iiWxW6yuvqvqBsLC7ntNC1o15wzXZqPPXPXeil3Z7d2R0az/5XNxd8q5Vin46vZXQJH2XL5n+2d2Ps8b6eNkz+b3sPXx3Twkgl6md0g86qNkBs3cUz6Rxf9bbwT1s6+euxrZwT9B20NUqDQydZ3cHy1P1sLNaEoineMzgtdB1hR/sIz+zIIogizomTMJIJfPMXUNmwnsrG9f39cjhSK7ZbLGJkMpRXr6T45hsoTU34Tp9P/sUl6N1dAFQ3b6TrP/+Ztr/6DmIggJXN4hg7juqWTfuYAPjPOe8IX2V9zEIBI5XA0jQEhwPJ7UUOBvcd6XsEOZoK2u3ppWtpGrauI7pc+5XRaJcrQ4qnRrwPKhXUKSfQ+rW/If/yUoqvvoJVLuMYN4Hq1s2DjvHOPR2ttwf/Oece/AWNYkzLIK13sSq3iK7yO/jkKCeHriAij8Gl+HDIbgREIupYliTv5tX0n3cfa+soohMJGRNj0LnHumeztvdHjHPN7o9AdUguTgxcwKK+2zgtdA2q6O4/V1htx60MthQwLI201knVKtFVWUu8uoWA0sK1bd9jR2kNMed4vPKBF1xr0GA4aQiuxzFGOkX83rspLn+p1iAI+M5aQOSGDyAHQ/t9HtHtQVBVbG3wwt8xbgJSINCfFm2VighOJ+6T5mBNKrL9H76NVRicCuyaOQulqRnH+AmYhRx6It7w1zmKCbSplDMlQuNV0lsG/h1MONvL5hfzjD3NS+dbRcaf6R3g31rJmmx8vha1cPJNYd55MsP0hUE63yrx0i/juIIyp344SnxDhfWLcuhli5dvj3PRd9pwh47NW5iRz5N+rH5mV+mN1whd/r4RW7gfLcQNgzu7EwDkTYs+zeDisJ9nUrl+ESQsS3yho4mwXCtyE1ZkVhZKTHQ5OcnrJqbIeEYgutW2bfqqm1mTW9wvtrY4JtPqmopuVXkl9QBRx3gCShMVI0/ZyrGh+DLby28DULWKrC+8xIVNn+H19ENk9G6coo85wcuY6jsbWdz/zQjd0sgbCfxyE/HqlrpjJBQ0q4wqNqLkbNsipXfRW96IKjqxMAkozQSU5kHVePekYhZIaNuG7C+bgzeqRhOljEH3qvJusVWAyAQHilskvbVKYn2V6CR1VAmuVctiTbE8QGzd3WdTNC18IxQdjwDvFIcuapI1DCQEftOT5HsTju9MiCNNwUj3f3/dkh+PvHv9nNa6eLj7P8gZu30l1xVepKe6gatav3XMZw5IDgdSWzu2adL82S9hpJNoXV2IHi9WIUfXf/4LsY9/msQ9d2KkaqnL5dWQe24RsY/egpFOoe3Yed+0bZIP/IHIte8nfucvqWzagOuEaRRXvFr/s/0j4z1e7dxB369/QXWnuCxHokRu+ACi24Nz2gwkx/Ftz6Nn0pipFNUtmxDdbpTmFrTeXlwTJ72nl6vk99fqgRiDBT7HuAmIoSAAaksr4auux3/O+SBJOKdMpfPf/gG7ujuNXQqG8Mydh6AoSNGRe7+0bZtSyqCSNzE1G4dXwtesIA5DocOU3sn9nf+IZtWixBPaVjaXXueSpi8wVT4bQRCoWDkyRi/x6mai6jhsbJLadsBmZfYpzo19gmfjv+qPYoXaxn9XeW3NgiD6YVRp99ox4ujg4ubP0lNZT09lPTHHeNqc04bcgMroPVStEs/0/bx/w3pHeQ1rc89zWctXqZoFqmYep+Q+cj+oBg0OkWNTrWjwntimSebpJ3aLrQC2TX7p8yjNLYSuuHq//VOlUIjgxZeTfvTBvTokQu+7ur/4lbRXyoYgywQuWkj6wfsGtDunz8Q9YyaJ392F1rkDJAnvvDMJX319w17gKMUdlrBtOO3mKPH1FbYtLyKpAuPP9KIVLfrWVeh9p0yuSx9UcAsBBElAcYmIssD0hUFeuq2vP6I116XTu6bMnPeHaZ7hondNmcx2jUrOPGYFV6tcwswNIcDYNpgWsmdwVJ1ZrWL09VJ883WsUhH3rDko0WaUWOwIz3j4Sesm+h6RDn9JpDk74OUrY1rQLQunJBKQJJoVBfdOUWSMJDHGOfIvO2UzR9Us0lV5B6fo5bzYJ+mtbmRbaSUO0cNJgQvRrerOsQUEQWJt7oUB59hUfI14dSsn+S9inHs2FiZeKYJHCR7QXJySh6U9v+WKlq+zsfgq7BWzN849h+7KOtxSAFVtCK5pvYeKkUe3K9h27R71VO9PmOo7m2m+BfiV+pEWTsm7s9hEfRyj/GWhmjcpJmovwa2zXJxwYYC+dWWqeYtxp9eKaG17rUhkorNmLzMKsGybhL77xT6iyLhEkV5NR7dtsoYxpJXJkUYRBAL7EHtdooi+03agYFgEjs1H5YgTr27hufgddFfWAdDqnMp5sU8Qc4wHIFHdNkBs3UVW7yWtdR7zgusuBElC9HiQsCk9t4jSa8uxNQ3n1OmU167qF1v7sW1SD/yR8LU3Ev/Nr/qbtW1bUdvHAFB++y3C19yI+PjDg2wFnJNPQAqFj/h17YmlaWidO+j56Q8w4r397UYyQe/tP6Pls19G27Ed16T6PpXHA3oyQfqRB8k9+0x/m+Bw0PLFrxP/85+IXnMDanPLkMfLkQihy64k/fCfB7QLqgPf/HOQ9xDZBVFEidSex7I/QMd3/pHCay+j9/XiOnEWjvETsCsVzGIRM51Cdg1/xLmpWWQ6Nd55MotRtWib5UGUdLKdGs3TXDiOoO95xSzyRvqRfrEVYIL7FCZ5TwcgpXUSUttwSX5My+CS5i/SW12PgMS88HVsKLzC+sJLTHCfwpWt3yRe3YphV4mqYwkp7WwsLuemMf9CUBl8jwupbYTUNqb73zuyuK+yiU2l1wZlB1mYvJT8PSf4zmJ5+n4ub/k6QXXov50GDUaSxhLsOMVIp8guerJuX+bxR/CePh91P6tGyl4fvvMuQAqHyTz+MEY6hXPyCURu/CBqx9ghjxNVlcCFl+BoH0Pq4Qcwczlc02YQvOQydvzrP+zewTRNCi8txUglafni15B9R67ATYODQ3FJTDzbR6FXp2m6k8gkB8lNVXpWlWg5yc34+V5EEaZeFMC115ufKyAx9SI/m5bksW2bzrdK/WLrnqz6S5p5n4zRu6aWNi4ewwGeosuFa/oMCi+9OKhPCgQQXYPFGUvTKL72Sq04wE4hMvP4I3jPOIvQ1dcfc36vch2dY2m2wNJsgTP9Hi4I+WlzqniPwkhgQRDQ7QpuKchpoWtZlrx3wEt5V+UdTgleySzhUixMbNtC36vAAEDeiLMsdS/j3XPwyhE8cvCA5lEy8li2wTTfOVi2xYVNt7I89QB5I46IxGTv6Yx3n8yivl8wwXPKoV72qCevJ1meup93C7u/ly7RxwVNn+bZ+K8JKi14pABSnQhjrxxmrHsWq3OLMW19QF+L4wS80uhOiatkTSITHYQnOBg3z8sL/9fTn/m5aUme2BQH0y8LYmo20ihxg3GKIie4nawrObg8EqRPNyiYJuOcDrqqGhNdzhGbm1+WmR/08mQqO8jWICBLaHYt3kgEhiFQatSR11OUzAxprQtZVAkprQSUlgPKDkhpnTzY9a8DotO7K+t4sOvfuL7t7wg72olrg9OYd5HQtjGRuYd0HaMBI52itPptsoufJnTF1RSXLe3vc00+gUI9T07AzOcQ9vJeVZqawbZpuvULlNeupvTOatr++m9J/uleymtWISgKvrMWEFz4PtTo8G40a5070Ls7B4it/Zgm5fXrEL1eHGPHIiqjJ9L/cKJt3zZAbAWwq1V6f/4jWr/6TfIvvkD46uuHzOASFZXAxQtRmlpIP/IgRjaDa+p0QldcjRxrGiC47okgimQXP0Vl0wbCV9+A6HKRf+E5ci88i61VkaMxYh/5RC0C2Tl89/ViWmfzsjwdp3jY+lKBV27vwwbGnOrBE5WPqOBaNnPsKK/u//c50Y+S0bp5Nn47pq3jED2cEX4/49xz2FJ+gzcyjw44/vTwDZzgmU9IbePh7v/EI4eRBIXX9Ae5tu1vOT1ywwHPybA0CkYK3a7gED24pRCK6GRb6e2641N6J145QkLbxtbSWw3BtcFRS0NwPU6xTXNAagUAgoDS3ELggosxsxk000QOhRCd7x3VpMaaUM6/CPfMWWBZCG43SiD4nsfJPj/e007HMWEixTdXYOQy5F54tm66SGXdWsxUqiG4HqWobonwhN2Lg9gUF1xaS5fBrvXXQxAFJi7w0ftOGV+TwjtP1I/sNKp2f/BdZJJjkHB7LCH7/AQvWkjprTcGRW6Er31/3cgNI5Wk79e/GORvVXj5RTxzTkGQpP3eRBkNhGSZgCSRreMffX4owEm+ozdi0CX58UgBTgtdS8FI1o2AeiPzCFO8Z+CSAuhWhbGuk9hWXjloXJtzKl4lss909nrk9QQbi6+yNvc8kiATU8cjALMDl+KUfAjAltKbPN33MzxSrars8U5XZe0AsRUg5pyAYetc3PQ5qlaRopHFrw4WT31KBMPWuKz5q7yc+gMJbRsiElO8Z3B6+Ea8yv7b+ByNOHwSskNg5tVBXvpFfJDNXnx9lQlnm8jO0RHdCrWNkQ5V4YpokJ/s6B1gLXCK182C4Mj6aLepCl8e08wvO+OUrNomZZMi85HWKHfttFs5M+AlpBy7z8qDIaf18W7xZV5K/r4/DVYWVC5r+SoxdRxeZf8q2vdVN9e1AimbWeLaFsKOdqLq0MVcIuqYg7uAUYSRTtH3q19QWvUWAFZpryi1ahXRPbQHtiAN/NsNX3Mj8XvuRO/uwjlxEnp3F7nnF9P+V9+pvTeIIlI4jKQO7/PKMgyyLyzGuY8gEyOVRHW7MItFxODxJbga2SxmqUTuhcV1+61iAatSofj6coIXL0Tax3ue7A/gP+dc3LNmY1UqCA4Hyn7Y4FnVKu4TZ1Ht3I6RiJNf8tzu+SXidP/ff9L+3e/jmnLCAV7dwWNUwNeksuJ3SfI9uzdity0vktxc5eLvtuE/QjY8kqDgkv0UzBTj3LPJ6X28nXu6v79qFXk+cQcLm7/MhsLgTZFXUvfz/o5/4unen2JjUzCSuCQ/LimAKnqwbZu03k3BSKBbFfxyE145jEuu/7st6CmWp+5nTf45LExU0c38yAdodkzGKXoomIODDkSkfmPidwvLmOKdj3uUe+E3ODZprMKOU0S3G8f4iWg9XYSuuKaWcmxZyJEYpVVv0fmv/wCA55TTiH7wZpT92CkWRHGfqSD7QonGcE0/kfwry9D76uwO78QsDV0RscHRhXIAL9aeiMJZn2tGK5m4QxLZHfXHSYqAMyBx5q1NR3Tnd18IgrAQ+AEgAbfbtv3vR+JzpEiMli98jcJrr1DdtAE5HME3/xyU9rHIvsELCr2vZ8jidcU3XscsFJDPvQBRGfnwMqtSrhWTUBSkOtG6+0OLqvD1sS3857ZuimbtpVkAroqGaHeM/DW+F62uaVSMAu/kl9Ttry1gU8Qc48lo3ZwRvpGervVo9u7CYIrgYEH04wcsthaMFI/2/C991Y0ACIi0aFOY5JmHF4OykWV1fjG6pbEg+lFijvEYtsb24ioEQUQVXbjlAF55eFM2R5KqWeStzBMD2s4Iv5+qVWBR320YdhVFcHBq6Gpm+M7Dqwz+2YTUVtxSgIXNX8GwNSRBxidHUEe5nQCA4hJY9ZcMkxb40cuDMxQAtrxUYNK5/mHxpjsQbNumT9PZXtEwbZsOp4pu2yiiiCQI3NEVH+TjuqJQ4vyqn9YR9GP0yjKn+72MdzhIGyYly6SrqnNHV5y0YTLV5eQDzREcjYJZ/di2Tc6Isyy5u0iggMhU3zloVpmM3kPFKuCXmwb4DtYjo3W/Z1/MMR6vFKZgpgBwiB68cgQBiYjacRiu6OhG6+7qF1tFjwc51kT4+pvQOndQfH05hdeXE7riKqqbNgw61jFpMlp3JwBSIEj4+ptwTDmBls9+ifzLL1LdvBHXSbPxzp034pvJVqmI0d2FOP3EIcc4J06qZScNUfTpWEXr7iLz1GN4T52HXSeYph/LQgoEEfZzjSoHgnAANr3e0+dj6xq2YQwqSLuL1IN/ouWLXzvodemBUErrFPo0RJEBYusuinGDzHbtiAmufiXKKcH38WTvj5nsPYPn43fWHbc8dT/TfeewPL33z8xmR3k1mlVmjGsmM/0XkjeSiIKEKAjEq1t4sOtfqVi1Gh0CAqeFruVE/4X49trU0i2NV9N/ZlV+UX+bZpV4Lv5rrmj5BrODl/Fi8p5Bc5vkPY2tpdr9RRVdNJ50DY5WGoLrcYrs8xP9yMcxM2lSf7kfbfvuYh6eU+YS/fDHSPz2ToqvL8cs5Gn61OeOeNEqR3sHwoLzyYsC5TWr6o6R/I3o1mMVV1DGFZQ58aoQ3W/XqTY/04XDL3Lmp2P4mkdGUBMEQQJ+AlwM7ABeFQThIdu21xzuz1J2VrQNhMKYuQyiw4Xk8w29+SEMvdQQJInSyjfxzD4ZcQSLz1m6jt7bg97TRWXLJpRwFMfkKchNLcgHmMYlCAInuJ18f0IHcV2nYtm0qAphWcI/CiK6VMHFtupK3NLQbwyq6EYUJFqck8kbKa5r/x6bS2/QU1lPs2MiU31nE1T2b5PLtm0yejdVswQChJRW4tXNgMD17d/jrcyTPND1fWxsFMHBvPAN+OQYz8Vvp2IVaHJM5JTglbyVfRwBkVOC78N0GASU46OYoY2NaddeFt1SgPnhD+KWA5TMHBc0fYo1uefYUV7Ny6k/oggOpvnOxSUPFsIdknvU+7UORa6rVvhjKGRV2NdtasTYXtHo1nRkQBIF/n1rN3HdQATOCHj59vg21hXLPJfOs6W6uyjk08kss71u1BEUNEVBoNWp0gpkdYOoIjPR5cAjSUQUCb989N8Lh5OqWdrpVb0LgQuaPs3m4gqe7P0xEbWD6b5ziahjCShN+0xRbXJMGLIv5qz1hdQ2rm77NstTD9Duno6ASE7vI+aYAMe4PGAWi/1ree/p8/HMPpnUn/+EEe/DMX4izZ/7Mum/1OzE/OddSO75xf1ipNLWTvOnv4Bt23hOmYvodO2u4RAMEbn2RmzTPHqKhyoKjslTqKx/F8/ceRRfGxgRKMeakCNRRJcbyXv8ROAZmTTVrVvAsui74zaCl11JaeWbg8YJqgPR6yX64Y9jVqvYgnjYi4up7R1U1q0FQRgyOEHv7qplfw6D4FrOmOhlm0J8aBE6vVVj7GlHbg5tzmmcFroOERGjjm0VQM6I497DrkoVXLilALYAbjHAePcpRBwdPNH7oz0KZwmcHr6BMe6ZrC/UasXY2CxPP0Cba9ogwbVgJFmTe7bu5y9P3c/Cli8Tr24ZkGHU5pzGJM88nur9CQAn+i/A2YhubXCU0liJHcfIkSjphx8cILYCFFe8htoxFnXMWLTt26isW4u2bQuCIOxXpOuhoEZjeOedSfapJwalHvnmn40cPH4iqo5XopMcnPGpGK/fk0Av1xbfLTNdTFsY4MWf9HHu11sOKHr2MDMP2GDb9iYAQRB+D1wNHHbBFUD2+WrRrG3vbeYvR6IIqgNbG7xocs2cRfyO27DNfUQXDAN6bzeJ395J+Z3dPy7B6aLta3+NPHX6AZ9PEATanSrtztGXnlcwEjyfuIOLmj7DusKL7F2sKqS04ZNri1JVchGR2jFtg7DajoCEJO7/47ts5NlSeoOlyd9SNnMIiEz2zuOips9i2wIrs0+zvri7gKJuV3kxeQ+XNn8RSahtbvRVN/FU74+5rOUrPNHzQ9bkn2OcOYfpvnMPyPdwtOKUvMzwn8+r6Qc4P/YpliZ+S9aoZWNIgsK80PV4pBDrCkt5PfMwrc4TcMlTRnjWw4c7JNM83YlWsHBHZErJwfeaKRcFkNWjS2SKVzWeSWdZlM7x5Y4W/m9bT/830QKWZQvkDJN5fg8fbo1SMi2eTed4s1DbuDiaCCgygVGw2TSSCIBh7X5GTnCfTHf5XTYVX2Vu6BpU0cUbmUcpmmlijvGcE7mZZucUFHHwMyasdhBWO0hpOwa1R5WxJKvbKZoZZEHl9MgNPNL9X2T03VGxbinINW3fJeo4Nq0FrGoF0etF7RiLc8oJ9N72k/4+I5Wk9PabNH/+KxRXvErgwkvxnXkOVqWM6PGgxJpqEYz74KgRWwHZ5cZ76ul0/+9/ELriapzjJ5J/aSlWtYrn1Hn4zpiPkU6jNDUfFVlGw4VZLmFkUliahq3r2LqO68STKK/ew5NTEGj65K2ITie5F56lsn4dciRK8NLLUTvGIO2Hrd3+IKgqcqwJIxEfcq3s2BWFfAQxqhZa0UQUAcEmNH5oYTk0/siubX1KlFODV5I3ErilICUzM2hMs2MytmUzL3gDHa4TEUWRrN5LycwQUJtpdk7m99u/tYfYCmDzSupPLGz+CusLL7Pn+nZ1djFtjunIe5i561YZk/rvJ3kjiWHpzA5cxsnBy6mYBTSrTFzbwtN9P8PCYk7g8uPCoqXB6OXoWvk2GFbsSoXSyjfq9uWXLcE778z+f1vlMsU3Xh+WeTnaOuj423/EM+/MWspxMETkAzcTef+HkepUZm9wbKG6JSac7eXSv+vggr9uZcFXmgl2qKx+OMP8zzbhaxnRxWo7sH2Pf+/Y2TYAQRBuFQThNUEQXovHB/tzHgmUaIyWz38F9opoClx4KdVNG1CaW5A8I+c5aBaLlFa+OUBsBbArZXpv/xnaPqxEjkXKVq3S/brCUs6LfhyHuPveFnNM4LKWrw6KrpIEGVl0HJDYCpDQtvJ030/7/QZtLNYXXmZjcTlNjrH9EQh7syLzCNN8C/r/bWHyTn4pE72nsbn4OorgqLtAHykEQVgoCMI6QRA2CILwrcN9/omeU5kf/hBLEr/pF1sBTFvnpdTvGe85GUlQKJkZ8kaSilk4pM/LaQl6yhtYk3uOdfmlJKpbqRql9z5wBJAUkSkXBnh3UZbTPhrF4R24vJxykR+tZKFXh46AHQm6NJ2nUjnmeD28kisMKkAFsKpYxitJvF0o8VAizWyfm2luJ5eEAyMa3drgwHHIHiZ6d4eMTfSexrrCUjpctVTwZcl7KZppAOLVLfy5659JatvqniuotnBFy9eZHViIU/TiFH3MDizkipZvsLm0gj/s+C4Pdv0Lr6f/wuvpvwwQWwFKZoYlibuomMemVZYgSSjRGP4LLhpUVR7A1nVyzy3CN/8cJK8XpbUNz+yTcU0+4T3F1qMRORql5QtfRevaQXHlm/jOPpemWz6L75xzMdJpJL//iAetHE0YmTTa9m2U3l6Jlc8Ruvo6bEPHNXU6TZ/6HP4LLiF8wwfo+Id/RWnroLp1K0okgpnPU3z1ZTr/5e8prRrsW3+wCAggCJTfXUfgoksHD5Akwlddj3gEbWJy3RpblxcoxA3KWRNJEvG3ynhjg9d07rBEeNyRt6xRJRdhtZ0zwzcN6hMQOTPyAZpdkwioMVLGdkpmhh3l1byY/B33d/4jLyTu4pzYx+qeu7e6keheQqhmV7CFgesAWXDgEutHpzY7J2Fh8KfOv+WJnh/SXVlPQGmhxTGFi5o+yw3tf8903wJCautB/gQaNDjyNLbCj2Ns0xzSS8gql3ZX0RRFpECQ7DNP1hZGdURP2zDQU0mMRBxsGykYRAqGkQ9SIFXbOmi+5bOYhTyCKCEFgwjCURZO0uCIoTglfK0gu0VKKYNxp3s44aIArpCEw3P0RDUMhW3btwG3AcydO3dYDLtEVcUxYSId3/tnKu+uxapUUZqbKa18k/xLS2n/m7/bZyGCI41VKpJ/eVndPiPeh5nLwTFU1Ou9EBCRBIVNxdfJGynOinwISZARBAnDquKSDs/vqmzkeT39UN2+TcXXmRu8eq/IhN0UjTR+ZeALYkrbwUTPXGxsLI4e8Ww47D58SpSA2lS3yBnApuJrjHXNIm/EyRl9/RYEB0NW72NT8VWWJu/p//2ISFzc/HnGu08+Km0JAu0KZ3++mQ0v5Jj70Z2FwwSITHBQSptsWpJj7GluOErqr5mWzaJUbRMiJEtsqdRPqQTQbZslmTyXR4L8rifJ18e2MMF5lFxIgwMirLQzyTOPjcXlCIiYts5U39m8EL9r0Fgbm5eTf+Tylq/W9VoOqW3Mj3yI2YFLsQGvHKG3soHnE3f0jxnnOZmlid/Wncv28iqKRgqndPDBBCUjQ8nMYdsWLsnf7x9t2RYFI4lmlVFEJ145giQcufWTbRhofT2153mxiGPMOGxZxtExDjObrXtMZf06hKuuQ4kOnzWNbZq1wlWqsl9FgfcX2edHHKsghsNQqWLkcxReWYbgcuM7/UzUljaE48Tiw8hlid9zJ8VXX+lvK61aieeU01CaW4j/9k48c09DbmqhumkjjvET0Lo7Ka54jcgNN5F+9C9o27aSuPsOnOMmoByiFZaRy1LZtIHUw38mfMXVmIU8kZs+QnbxUxipJM7JJxB9/4dR9yOb7GDJ9+msejTFtItDvPiTXtLbavY0Dq/Igq+28O4zWbYtL4INHad6OPXDEbyx4QkwEQSRNtc0FjZ/hTcyj5DVe4k5JnBq8Eqyeg+L+n4xYL03K3ApswKXsjL7JNvLb9PhmkFIaSOtdw04r2WbCHvdc07wzkcRB1qIOUU/p4Wv54XEnQPaJWRm+i+gatU2pbJGL8vT95EzelEFF6atM8k7j7CzEd3a4Ojm+LjzN6iL5POjtLSi9ww2/nfPmkP53XcA8C84H0GSEBwOBGlwNIelaZTXvI2eiCN5fNi6hlUuYWZzWNEIatPBFdISHY4jutPY4OhGcUooTgn/CPm1DkEnsOeTvWNn21GBHAgierwIikJh+TKyTz6OOnYsY/7h31Bb20Z2coLA3mnze2KVCliahqiOPnuAg8Ep+jjRdz4rc08Rr25mcfyXO3sErm//ezx7eGYdCrpVGVIgBBvD1nGJPso7CxvsSZtzOsnq9gFtIbWdvJHAJ8dQBOdhE4YPA8Ni97GvaLSKWcAt+TkldCVZrQ+ndHB+YpZtkdcTLEnePbAdk6d6f8IHxvwbMWno6ucjhSAISIqAXrSwLYhOVtGrkO/VEUSB6ZcFMao2jqMkUcXGRtu56dyl6Ux0OdlQrlcJGfyyRMWyUUQB3bYRgWAjfX9UElCbOTvyEU70n49uVQgqrQiI6Hal7vi4tgXNqgxZ3E4RVYI7o6sMS2dl9qlBY4YOFzi0QIJkdTsvJu9lS+kNwKbFMZlzY5/ELQVYX3iZ5en70awSquBibvhqZvjOxy0fQKWh/cS2LKpbN9P9w/8aIK52fO+fsKqVWuZNnYJJcjiC5B2+Z4gW78OI92EkE1ilEo5Jk5HDEZRw5L0P3g9ElwuHqybiOgDXCdMQRBHhOIuE1/t6B4ituyiueJXmz34JW9cQZRW7UiF5/x+wCnmck6YQueYG0k8/TuiKq+n92Q8xsxnMfO6QBdfKu+vo+fH/ANB724/xnXk27tkn0/LFr2HrBlIgcMTrlMTXlZl+cZAVf0j2i60A1YLFov/o5uwvNDHzqhCiIuCNKcNuneaXo+hmhYubPkdfdQudlbWUrTyL478ctLm+MvsklzR9gdXCYkxbZ33hZcZ7TiadGSi4tjgn8/Ye98MW5wm0OgdbLbkVHxGlg4uaPseq3CLyepxm50Sm+85lfeEVQsrA95dx7jm0O6chCvIRuZ81aHC4Ob6eAA0GIAcCNH3yM4NSkKVAAO+8+Wh9PURu+ghyOIKRShK8aGHd3WAjmcC2LDJPPErvL35E369/Qc9P/o/CKy9iZnPoycRwXVKDBkeaV4EpgiBMEARBBT4A1A8fHCFEWcbR1k74yuto/atvEfvIJ3CMGTvikRVKNIZ/wfl1++RoDK27Gz3eN8yzGjnccoBx7jnMDV3TbycQUtp4X8s3CMgHt0m1J5ZtUdDT2MBZkQ9xavAqvNJAD2xZUHGKXuaGrxt0vCw4OCV4Batzu6vGCohM853DpuJrnBG+kWbHJBTxqNkUGxa7D7fkR6R+lNg49xymes9mc+ENpvrOGjKazLYtcnqCtNZFQU8N6q+YebaX6xeOtLHorWw84HkPF+6oTMtMF8ExCoU+kyU/7OHZ/9fD4v/oZtnP+sj36FSLI+slvQtZFDk/VBPF1xTLzPS4cNURRs4L+dEsi6uiAdYUBxd0bDD6CKhNjPecTJtzBudGPw7YyEL9zb6w0r7f9znT1ilbuQFtW4ormOw9o+74sa6TcEoHZ/WT1rp5tOd/2FJawa7NzJ7qBp6L38HW0pssTd6NZtUsSDS7zLLk73m38BK2XT+j4VDQ4730/OyHA8RW7xlnYZZKWNUqrV/6Oq7pJw46LnTldajNw5PZosX7MBJxqls2ocf7yL2wmM5//jtS9/8erbsLSx9cKf5QEWX5uBNbgUHWUXui7diO2tqG9/QziN95G1ahttlb2bienp//kNCll2MkE8iRKAgCwiFuwuvxXpL3/77/37amkXt+MT0//G96fvBfSF7PERdbAVJbqxiaTdcbg22BLN3mtd8kUL0SoTGOEalTIYkKbjlIyczxVN9PeCf3PIZVxbTrfy+2ld+m1TkVqK1LhL02j2b7FxJW2pnhP5/JntNZ2PxlLmn6XP/m1N5EHGNIVztpdkxkVuBSFMHFsuQfmOY7mzezj/WPCyltNDkm4FUiDbG1waihsT1/nCNHar6PlXXvoPV24xw/EcfEyeh9vXhPPpXs4qcxEn20fuPbKM31RQA9lST1wB9rdgK7sG1yzy/GNW0GtmWhRKLDdEUNGhw5bNs2BEH4IvAkIAG/tm179eH+HFPXMfp6sYpFRLcbJRZDdDjf+8A9ECQJQZQwMmkQRZTQyBecc514Es7JJ1DZ8G5/m+BwEHn/h0j+4R5cJ0wdwdkNL07JQ4trCh45RItjCoIg4JFC+OQILvnQIn4KRorO0jsE1CZeSd1HT2U9PjnKaeHrSFS38nbuaQDmhq7BKXlpUSdzafOXWJ1bTF5P0OyczMnBy8lqvUiiimkZRNWxzAtfT6q6g2vavotXiuBXR999/VDtPlySj1NDV/FqeqAnYVhpp8k5ka7yWs6I3DBkdfOSkWVdfinL0w9QtYp45QhnRz7MONdsHHJNeN+V5jwUhq0N2TfSqC6J1lluyimT5/+vB1Pb/SNOb9N44Qe9XPzdNhyeo2P5OcXt4iSPi7eLZf7Um+Q741t5OJFhVaGMX5Y4P+THxuYH23v5/sQO7utL4xQFgrKMZduIDaujUY1HCaCIU8kZfZwUuIQ3Mo8MGnNm5CYc+5ny75DcTHTPpbO8W3DaWnqThS1foaeyfkDKrVcKc1b0Q3jk0IBzlM08mlVCRMIjh3daigiDNnCyeu8gX1iAKd7TWZ66v+78lqfuZ5JnLj7l8N67zWx2wDuA59TT8M6dR/yu22tFipwuAhdcjHvOKSTvvRvB6SR89fU4Jg9PYUHbNLFKJQqvvkLpzdcRFBXfmWchnu8jcc+duGbOQSnkcU05ftYgRxLZP7QQJgWCxD7xGeJ33Q7WXuK/aVJY/jLO6Sciejy4x4xDiRya762tG+jdXXX7jFQSu07k9ZGgebqLatEayskPvWwz0o+TkpmmYCRr/xAE7H1kpdm2hbgzbm+G/3xaHbXvsmkbjHPPQRJkNKvEBU2f2q/PdssB5oavoWimKBgpxrhn4hA9dJbX4pFDOC0vU3xnMN13LiF1hDP2GjQ4QI6OFW+DEcM2dHp++N84p04ncsMHid/1S1IP3jdgjO/sc1GaW4bcARRsG23H9rp92cVPE7r2xsM+7wYNRgrbth8DHnvPgQeJ1tdL/oVnyTz5KLaugyDgm3824etu2u+NC9u20Xq6MVJJrGItBVr3+5HDEdQj7JOqp5JUN22k8OrLSD4/vjPPQoo1ofgDiC43vnPPx3/ehWg7tiEFgsjBMOm/3I9tmoiuw+enNhpwST5cko8mJhy2c1bMIkvj9zAndBn37fj7/lSwqlbk2fjtzA9/kKmesxnvPZk251S8ShiPHMJjhIgoY7CxcEpeZJx4XCE+0PGvACiCA0GQmeA+BUk8qmw+djEsdh9eOcp49ymElDY2FF+hahYZ657NOPds4tWtTPOeg1+t/4Jo2SZrc8/zYup3/W0FI8kTvT/kfS3fQBU9+JUWTKvCOPccVmQernueVucJh/uyDiuSItCzpjxAbN1FJWuS7dIJjT06IqPDisznO5rZXtHYWqnwXDqHIgjc0BSmbFk8n8nRVa2J31sqVdySyM0tUe7s6uOT7U2Mafi4jnpUyUlUGsss4RJcoo/XMw9RtYoElBbOjX6cmDr+gM433jOHlbmnyOo9QM26YlHvL7ii9etUzCJ91U34lBgSEoZZE3ss26RoZKiYBVZmn8bCYE5gIT3VjazNPY8oiJzov4CYOr7fozU/hFWMU/JRMAdHzgNUrPw+N3MOFtvcnXIsuj14555Bz4//d3d/pUzmsYcIXHI5rd/4NmY6hXPqdNRhCsbQ+nrp+fH/YsR3FztMPXgf7llzCC58H/nnF+GYOBkl1owcDA7LnI5lnFOmgiSBOTAVXVAU1LZ29L4etG1b6h6rdW7Hf96FSP4A0Q985NDXhbKEHI0NDAraiRQIIijDs57xt6kUenUCHSrZHYM3TcfO8+AMjFyNioKRIqV10llZyzj3LLaW3kIRnYhIdf36x7hP4vn4HbQ6ptLhPJFFfT9nuv9cBCSWp+6n2TmZeaFrD2gODsmNQ3ITVjv620JqK+Pcs7FsE68cPuCisQ0aHA00/mqPcySXG7Wtg8q6tSTvu5fQFdeQfvRBtB3bEZxOghctxH/eRSjRfSyK9pGqbFXKSO6jr7hHgwZHI0YhT+ntt0g/8uDuRtsm/+ISRJebyE0fQdyPxaHe24OZSVPd8C6iy4XkD5Bd9BSBiy6pVQ4+Qi85ejJB789/RGX9uv627DNPEP3oLXjmzkMJhlCbW+n6n//ANXU6/slTET0eoh+9BUGSkWPHT9GsI0XBSBJSW3g19UDdRfLrmYe4ru17hNQ2ZLGWqicIAn4lSo44eSNJUUtjYeEW/WwprWSM+0SaHOMHFTo4yui3+6AmtH4A+NDh/hBZVGh2TsQtB4k6xmLbFrLowLZhoncurn2kB+eNJK9mBlfrBng59ScWNn+F7spa8kaCZsckLm/+Ok/0/mDA73Fu8Bo8UvBwX9ZhRZYFiomhRZ1y2qBSNHEe4QKICU1Hs20UBGKOoe+bIUXGLYlULZM+zeDFbJ4Xs4VB4zySyCdbYzyczLCpXGVtsdIQXI8hAmoTp4SuZKrvLAxbRxVd+/TSzmlxDDQkFALq7oCEkNrGla3fZHNxBRuLy3GKXk4KXEzeSPFC/E48cgjLNpkXvoG8mcAsaWwtvcna/AsATPctYLL3dJanH2BjcXn/eTcVX2OG73zmRz6AWw4QVOpHeWX1XiLqGJLa4ECIgNKMIh7+jU0pHOm3KJND4UGBG7vIPfs0jrHjyC56CtEfQPJ4kLwH53V9IFQ3bxwgtu6itPJNfGefS2X9u1ilImYx3xBcDwNSKEzLl75O320/xSrVNv1Fj5fmW79A9vnFeE+ZW/P1rxPuqbS2I4XCNN3yOZRQaFD/gaLEmglfcwPx396J/6wFOCZMBNumtPptXFOnoTYPT3X7UtrAFZCYfX2IF3/ah6nvvnZnQOLE9wWR1ZGznyibORAE1uWXcWnz50lWt7M6t5izoh9mSeJu9qzBMM23AIfo5vKWrxF1jMMl+VjY8hWS2jYqZpELmj6FV44eUjHAPfEph8djuUGDkaIhuB7nSH4/sY/eQud/fJ/KurXovT34F5xP8NIrcIyfgNrWgSDt+6VIDoYQPV6s4uAXFO/c05GPglTmBg1GA2YmTeaJR+v25Z5fTOCihagt+14cGpkM6Uf+Qn7pc/1tgqLQ9MnPkHroQaLv/xByOIJwBHKXyu++M0Bs3UXy93fjnDgJxR9AisRo//bfYyQTJH53Vy3qQJbxn7UAyeMZ+eJeo5yKmafJOYmVuWfq9letIppVwmJgKl9W7yOlbefV9IP0VNYDIAkKZ4RvZFPhdcCm3TX9SE//oBkuuw8AUZAIKAee5qiblZ0Veh10ldfRW93txZrWu+murGNR/Lb+tnbnDD7Q8a+8nVuEKEhM9p6OX471R7gdrchOidYT3ax7Mle3PzhGpdin45xw+ATXqmWRMwwqVq2gVcWy+U13nHfLVaKKzHWxEHN8HkL7KHS1LJPngkiQp9O75z3L6+KcoB/LtgnIEmuKFbp3Rrxuqw4usNWgPoIgLAR+QO27ebtt2/8+wlOqiyiI75luXzKydFXW8WLyd2T1HrxyhDNCNzLGPQvfzu9mWG0nrLYz3XcupqXxVO9P6KyuBUDXq1zW8hWWJH7LnOBlvJZ+gIS2rf/8r2ceYlvpLab5zx0guAKsyT/LzMCFuOUAfiVKi2MyPdUNA8ZsKb3J/MgHebj7/7F3ocqzIzcftoKMu7B0HTMRJ/GHe7CKBSI3fKBuMV6gP2sn+rFP1TaFt21F8vmQQmHkIyi8lle9PWSfmcngPWsBmSceJnjZlUdsDscTosOBLYi0fOnrGKkkCAKSz48NeE89Dcnrx3vm2RSWLdnrQJHQ5VeiNjUfNu9bQRBwnXgSbd/8Dsk/3Ut20ZMginjnno5r2mBf4SNBKWOgOETKeQNXWGbBV5vpWV2m0GsQmeSg4xQ3/raRLRgrCQo7SqsY5z6JxfHbOTN8E5IgAyI3tn+fzsoaqmaJdtc0CkaatzJPcmHzZ/rvJ0G1ZUgrpQYNjncagutRynAuTh0TJ9HxD/9Wi2zdvg09Ecd72hmorW3vKbYCKE3NNH3yM7UKkHvsVirNrXjnnYkcCB6pqTdocMxgWxa2pmFm6qcCIgjYpkll6xZEpwM5GK4tam0bPZnAKhURBAE9mRwgtkLtJSf+2zuIvP9DWMUCVqmI5Dm4Qh1DYWkahRdfqH9tmoYe78MxZhxmKoFtGPT86L933y8Mg9zzizFLRaIf+vhhiWo4XnFIXkpaDr8co2xmB/VLyCiiC3WPaFXTNuirbObN7OP9YmutXefF5O+4vOVrvJK6n8tavoJLOvLRSAfLkbb7OBRKRo6s0Uta66Jq1WwI5gQv57n4r6laRaLqOFL6QAeEzsoatpZXMtV3DkGlaVQViAiNUwmOVclsG5g62TbLRa5HRxAgMuHwREx3V6skdJM/x9OsKZaRgNP8Xi6LhtjS2UtcN/hFV5xPtNpcEPQjicIg71WHKHJWyA/Y/H/23jtMjupM374rd849PUk5oggKCBBC5GCiDcYY29g4grO9v7XX4dtd76693uRdp7WNc1xHTM5JRAmEkFBCOU2e6Zy70vdHSyMNMyOSNDMa1X1dXGjOOVVdHarq1HPe93mvjIW4uy/DBeEAIVnitvYe9IPXqskujVtbG/hBWw8z3GM64nvMIAiCBHwfuIh6MbsXBEG4y7bt4SvrjGE6K9u5r+tb/X8XjCSP9P6Qc+MfYn7gwgGLmR45QKbWy/LYe+ip7qajso1W9xz2FtdTMfOoonuA2HqI3to+FohuFMGFblcG9HVVdtDomk5QSXBR4hNszD7M1vwqTFtnum8Zp4bexrr0PVyS+CQvZx8kWTtAWGlhWeQ6Etr0Y/556N1ddH77P7Br9XO91t2FNmEipWxm0FhB09AmTqL3t7+kcqiwkiQRuvQKgudddPRsureA2jKofmI/UiiEVS7jmjINOeTMPY4FgiCgNTaR/PPv8S1eilWpYGbSCB4vauskjHyW0GVXIIfCZB97CLtSQZ0wkfj7PojaOvGYFxqzKxVyTz1OcOX5BJafgyDLFF96kc7vfYuWv/3Kcf/eq3mTNT/vJbmzii8hM/uSEBOWelHcIn07KlQLJqI0ugauXilEwUgx078cUZB5vPenqKKbtyU+x4Pd30URNSRBYX32Pkxb5/z4R/DJzvni4PB6cATXMchIT05FVcU1aTKJD38cq1JBdLsQlde/0iaIIp75C5nwT98k99SqesGtxUtxz56DMgKVHx0cxgu2ZeOaOZvy5oHRGNrkqYSvuZbkn39PZec2lEiM8NXXoja3YmQzVHduQ47GEP0Bck8MHdloFYsIiopdqyFIx/7Sb1sWgmt4AUIQRGzbxkYg8/D9YNvIsTgIQj3K1bYprn2e8OVXO4LrW8AnR9icfYzF4asGiAKHmOVfgetVomnZyOGVg3RWXhlyny9nHyaoNGBYVRjDgutYpWZVWJ+5j7WZO/rb+mr7CcoJzondxMM9P+DU0GWs6v3FoG035R5limcRJTNLV2UHNjZBJUFAjqNKY9fz2J9QWX5LAwfWFdnzVAFRghkXBvGEJZ76bjcrPnNsImEOVKp0VGvc1tFL0axHbZvA6lyB9mqN6+IR/tyT4j2NMWxsftTRQ1SRWRbwEVNkAkdEvE53u7ijN8U5IT+L/V4Kpsl/7u8a8Hp7K1Xu6ElzTTzMdEdwfb2cDuy0bXs3gCAIvweuBk44wTVX6+O51B+G7Hs+9WcmuucNqsJdv7ZuQbernOJfiUvy8VTfr/ArcdK14W2m07V2/EqMVK1tQLtLPHwNDqtNnBV9NwuCFwHgkcIIwLzABazL3EWzazbzAxcRUVsJKA3HLMX3SKr79vSLrQCF558j8ZGPU9qyaVBRpPDlV5Nb/exhsRXANMnceyfahInHTXD1LlpC6o4/1yNsj0COxeuWS6seI3HzRxE1xyLkWKEmGom+43rS991J8eX1iC4P4csuR5o+Eyngx8rnCZx/EcFzL8C2bUS3Bznw1gqGDoeZz2FXa3Tf9v36Qr8kEVh+DoGzz0Xv7jqugmu1aLLprjSTlvmYe0WIQo/BzsdyZNpqnHZDPSLe3zC60a0AmuTl3PiHuK/rv4moLVzYcAs2FiYGlzZ+mp351ewvv8wE91wWh64mpk06GAE7tqlZFindIG2YqIJATJUJHsUK0cHheOD84sYmozI5FVUVUX1zF31RVdEmTCJ+40114eUYr046OIx3BFEESSR8+TVUtr/S/2AgKArhK6+pF6A4WE21ms/T9Z3/JHrDe3FNn4E2eSrdP/wugQsvAdMa/kVsGykURjyKMPpmEVWVwMrzKa59flCfFAwihcOIsozk8+KeMZvI5ddg5rIIqgqqSn7VY+SfXoVZGGxN4vD6cUt+FoevIqf3sjJ2M8+n/kzZyiMJCrP9KzgteDmBV6XMSoJM1SoNu8+SmWGCex6SMCaLZY15CkaSrflVLA2/g6CSwLZNdhafZ19pA0Uzwzua/551mXuoWPlB29q2iWnr/LH97zHtuqghInF+w0eZ6l2KSxq7HumSJtKxocS0lX4s02bHYzmybTVkTcAbkUjuruBLyGjeNzcVLRom+8tVunWjX2w9kgPVGiFF5ubmOPclM+yvHBaF7urL8NkJjSz0unHJ9UyekCJzbUOEtGHSVa6yaggfV4DdlSofbI7T4hr9h+QThBbgSEPRNmDZKB3LW8JEHySAHqJkZtHtwTYTiqgy1beUTK2LV/JP0uKagyjIlM0cPjlKQpvOKYFzkAUNw66yNbeK7uouYuokuiu7B+xLEhTi2qQBbbKoDBJ5Wz1ziGmT0K0KquhCOw5C6yHM/MDrll2tknn4ARK3fIrsg/dR2b0TORojfMU1aJMm0/ZPXx1yP5n778F9ytzjkhWnNDTS/LdfoecnP0DvqXu5uqbPJPa+mxEkmaZbPz0iXrInG2pTM/H3fYhoIQ+SNPC79R8fcfXVmJUKxZdepPDc00c0muSefJzwlddgloaf+xwLqnmTWRcG2fCnFN1by7hDMnOvClErWex8Is+5n2/E1zA25lYhNcF58Q+TN3owbB1F0OiobCVVa8MrRbis8XP45AiKeGIsTBRMk1XpHL/vTvVnqUzUVD49IUGr47/uMII4guvY5ISenDpi67FHtyxEQUA6Dr6bDmMHJRqjsncPzf/vy2QffYjqvr34zzmX/LNP9YutR5K+669E3/UeJK+X2HveT9///Yro9e+htHH9oLGCy40cCh+3ghCCKKI0NBK+4hrS997Zbxcgen003PwxpFCIWkc7gixj2xbt3/xav6jsmj6T6PU3giw7Dz3HAL8SxS0FCCgxmt2zqZpFVNGNRwoO6f8pCAKGVRsyfRVgsuc0mlwzT6iU9rFE1SyxIvY+1qbvoK+2H1nQmO1fwQXxj7CjuIYZ3jP6K5q/mmm+0+mu7sIjBfurkluYPNLzQ25onYhLmjKSb+UN4W+QWXhdhKe+002taCFKMPPiANPO8WNUbEQZUntqJGZLiPIbv7eVTAsBmOLSuLWlAVkQ2Faq8Hg61/9wZdkWSd0cILZC3dnyxx09fG1KCy3yYeskvyzjl2U0QeCu5GBLjkNUrKMsbDm8KQRB+CjwUYCJEyeO8tEMjSTIRJSWQfYfAG4piCwM/RCviR4SrqnEtcn0VHYzx38eL2XvIaZOouatsDr5RypWAbfoZ2HoMia4FwAwN3Aeul2hp7obTfRyaeLThJTXV+THJXmPS0TroNeZNmNQW2XbVmptB2j+2y8j+fxYlQqpu25HkOUhCyXBwShEffA851ggSBLumbNp+fI/YuZzIErIwaAz3+D4W9iJqooYGb2iR2Y2Q/bxoTO/so8/SvOSM47ba1dyJpWsyUP/0oF1sEhWMWnw/M/7mHtViPgsDfH41o58Q9i2zbrMnewqvoBL9LEi9j5U0YMqeGh2n4Jp6xSN9Anj1bqnVOXXXckBbfurNb7b1s3fTGikQXMWTR1GBkdwPYE5ESanDkenYJgYtoVtQ8YwsWybgCITVWR0y6ZH1+nTDUzbpmRaNKoKLS4V7+vw1nU48ZADQdxTp6HnsgQvvwpBEBFkiexDQ9tSWqUigiSRvv9uIldd228Z4Dl1EaX16w4PlCQSH74Fpbn1uKZOKQ0JfGevxLtoKbWuDkRVrRfo8vlJ3f4nXDNnoYTCpP74uwHbVXZuJ/nn3xN99/uQgo6odyyQRQW/GMPPa6doioJCe/kVlkbewbPJgd+NRwoyy78cv/zGi0Q51BEFkYe6v4+FCYBhV9mUe4SSdykzvGdgWxYr4zdzb+d/odsVIkoLja4ZqKKXBm0aeaMX2zZftVeb/eWXaXCNXcFVUkSa5nu45B9aKPbquMIym+9K88Dft2Nb4G9UWHpTjEKfTqDxjT/4mNgULZsfd3ZTPiiALvB5+HhrA//bVvddjasKD6WGLt5VMC2yhslQ7o5xVWGR38PeyuCIRU0UCDkpiW+EdmDCEX+3HmwbgG3btwG3ASxZsmRoVW6UCShxzm/4CJZtoYguBASKZgbdKuOS/BhmDdM2hk21LRhJ7uj8Btc2/z0FM0mydoDVR1gUlK08q1N/5Pz4h9mSX0VnZRvvav06lm2iiV58cgRJHFu/PTkaxXfWikEFkFzTpiN5/Six+r2j4aYPYmQzSP5AXfR8Fe55C4/7/b++6OxYFh1ivPkrD4ltY1fKQ3ZZhXx9EeA4UckZbH8k1y+2HsnW+zJc/PctuCNj63w+ZDl1XsOHebrvt/jkCKcGL+Wl7H10VXbglcIsCV/DdN+yY16A71hSMEzuTWaG7NtXqZEyTKKq7QQyOYwIY+ssdzjEuJmcnqxULYuKaYHAkF4xWd1ga6nMqkyec4J+ECBZM2jWFAzq0TMv5Ir8pTeFefCbnebW+EBTjLXZAmcE/WiSE0k8HpF8/gFRF7WebuRoHDM7RLSVJIEoUt1Vr1KsJJrIPvIgsfe8n9DFb6O8bSuSP4D7lDkoDY2IyvFNWzpUKMGqlJEiEQRJQnC5ydz1F3ynLca2bTIP3DvktpXtr2CXyyhTph31NWzDQE+nsHUd0V2P2hWcCdProqRnyZtJDpQ2YmEwwb2AgBLDK4eZ7F3I9sKzXJz4JNvzz1A0M7S4ZtPqnodXCo9IpNR4xLR0malT9AABAABJREFUNmYf6Rdbj2R3cS1Lw28n5GrCqlpc2HALHjlEV2UHe4ov4pL8NNiTadRm8Kz5f4O2r1lDP0SOJSzdxjRsenZU6dmaoWfb4QjqfJfO4//VyaVfa31T++7TDX7a2Tug7eVCCdu2uSAcYHupQtE00Y6SdTPcw5YoCCwP+nginSNlDPzubkxEiSvO9PkN8AIwQxCEKdTnsjcAN47uIb05ikYay7bYU1yHVw6xOvUnjIM2AkGlkbOj70GqSUS0oX/TZTNPzSqRM3pZELiYB7q/M+S4Nam/cHrkHcwPXsiOwnO0lTcTUppYGLqUsNKCIo6dyCwlEiX69uvxLT6d3JOPgWXhP3sl2tRpKPHDC3WSz4/g9hC78Sa6f/S9AfsQvV5CF1923OcoDoMYN/7KR0NtnUCt7cCgdm3aDKTj5BsLUC2YJHcNzhoCsAywTVDdIxtAk9P76Kxs40B5M5NdC4m5JuOVwiiSStUqMtlzGlm9h7bSZkpmhhWx9/FA17f75zBFM82qvp9TNrMsDb8dSRyb52zRNMmZg+ddhyhbFkndoEEdm8fvML5wZoxjk3EzOR1v2LZNzbZRhMFVjgEs26atWmNjocT+So2JLo2ZHo2EqhA4KLyWTYu7kxmeSOf4WEsDP27vHXBTONXn5txwgD/2DKxWv6tc5bddSa6Lh0kbBo3S2JlwOxw/RK+P8OVX0fXdwQWQ/Gcsp/TSi0ihMAgCZiaFd/HpIAqoiSY8c+aNwhGD6HIjuuoFffTebtQJk+n99c8JnHfR0MLxQWy9NmwfgJHJkF/zDHIwhJnLYRYLuGfORo4nUBucAn1Ho6zn2F58lif7ftnftpo/sSR0NQtDl9KgTaOj/AqP9/yUqd7FBJUEeT1JMJhwrASGQLdq6FYZRdRQxOE9kQ27Rl9t3zC9dr8vq0+OULWKPNLzQ9J6R/+I3cUXOCNyPZM8C9lX2jBg60mehW/5fYwEpaRBeILKpjvSg/psE3atyhGdor2hKs0ZXefO3sH7A9hYLHNFLMQFkQC6ZXFJJMiW4mBxOqEqhOThH3ZbXBpfmdzC6lyBl/JFgrLE26IhJmiqs+D5BrBt2xAE4ZPAg9TTln9m2/bmUT6sN0zNqtBT2cMTvT9neexGHuj+9oD+rN7Fk32/5NzYBwmqTUjC4N9W3ftQoKuyg8neRRTNoX/DRTNNXJvCXR3fpGLVvYQ7K9t5Jf8kVzZ9gcne0475+3srKPE4SjyOe94CsC0k19AF/URJwj1/IS1f/kcyD96H0deLe87cukDbMmHIbRyOK6/Lwu5EzajUUyn0VJLou95L53//28AibpJE7N3vQz6OXrKiLOBvVMh26IP6BAFk18gGC+T0Hh7o/h4Lgxczw3MGsqTQXtlCXu+jyTWTkNpMb3Ufi0JX8HjvT5juXcbW3BNDLhi/mLmb2f6VhNTEiL6H14sEzPO62V0eIktFEPCIIhlHcHUYIRzBdQwyXian44m0bpDSdWzq3m853aRJU0loyoAIma6qzh+7k2wrVcibFpAnJEt8dkIjmiCiSSIp3eDevgxXx8Pc3pMetALXoKrc1ze0KPVKqULGtBB0g0bHe+akwEz1Ifp8xN73QVJ//RPWweID/jPPxjVtBr2/+imxd9+EIIoIqob3tMVIwSByeLBX52hgW1Dduxszm6GybQueBadS6zhcdESdOBk5HMFIp5CP4vNlGwb5Z59CjsXo+dmPsCv1qIE04D11EdH3fgA11oBl6HUrhuNsu2FaNpJ44kTWFqwUT/b9alD72sydTPEuock9gyWRq5kdOIeCnkQR3fjkCH5l9LzXxiKmbZCutbMufQ+d1R2ElUaWRq4lpkxEkQb7N8qii0ZtOj3V3YP6BARckp+qWcawqvRW9wwQWw/xQup2LkzcOkBwPcV3DoETwOZB1kQUl0CtOLznabZdxzLsowquWd0ga5jodj0FUBMg/xrRK7f3pHlPYxQBgZUhP6syh4v7BGWJT7cmSLzGfbTFpfIOLcylkSCKKKA6HvVvCtu27wOG9sY5QSgYKUpWlojWwt7SuiHH5I0+RFHCsKpIBwvaGZZBzujGsk1kQWNx6Co2ZB9glu9sgkrjkP7NIaWJbK27X2w9hI3NYz0/5p0T/hlFcFEwkvRW96KJXqJqK34ljiiM3m9U0l67EI3s8yPPnI02ZSp2TUd0uY77/drhrXGiZlQamRR2qUj2kQdp/Phnya9+Gr2jA7V1AoFzzkMKHN/FZNUrMeviIG0vleoPj0cw6Qwfmm/kfveWbbEt/wxLQlexJvVnlkbezv2d/z0gU6ZRm8F58Q/TWdmOIroIqY1sya0acn+mrVO1iiN1+G8YtyxxisfNs0qBvld5Q1+fiLA+X2Rp0DdKR+dwsuEIrmOU8TA5HS/sr1R5PJ1jskvjoVSW7prOFJfGZdEQumUzyaOhWxadVZ2ns3ncksT1DVEM2+Z33Ukyhsm9fRne1xilQVLJGiY20KIp3NE7eOXNI4lHfZA0bJu7+zJMc7twOVE2457agf0Ibg+lVzbT+MnPYVfKmMUixZdepO//fkXwoktxzZyNVSmRuOVTqImxZWYvKDKVHdsAKG/dTPiKa8g/+xRSIEjk6mup7NmF3tNN4OyVWJUq1Y52tObBropGOoWgqiR//5t+sfUQxQ0vEbzsSvT2dgovrD4oSC9HSTShHGPhuatao6uqY1IXfpoUhaAi4RrjD4xdlZ0MmvEfZE/pRZrcM1BFDxHVQ0QdytXSIVvroWim+GvH1zHtesRKVu9ib2k9VzZ9gSneRQPGG5ZOycgwO7CSzfnH+7c5xCn+c7Esk4f7vk9Ybaa7unPI1zUxcIk+5vjPxcJiln85YaUZvzLQn9e0TQpGkrKZQxE0/EoMVRw60mwk8cYVaqW6xc5QP8HGeW4kdXixtbta48lMngdTWQqmxRSXxjXxMB9pbuAf97T3F8g6hCYIVCwbTRTQRJGAS+LKWIjlIT+9NZ2gLNGoKq+7SrEgCHiPEgnrcHJgWjXKZh5VdFM288OOs2yzv4p3Vu9hS+5xNmQfpGaViKoTODv6XqZ4F2Fhcnr4HTzc87+D9nFW9AbWpu8ccv8FM0XJyJKpbiVn9tJZ2cHe0kvIgsrVzV8ioc4gaVrkDBNNFAjLMv4x+PsVFRWUtxY4YGQz6N1dlF/ZghwK133iYw3H1ZdznPG6LOxORIxclsILq9E7Oyi/soXKrh14T1uCZ+Gp6L09dPzPv9P61X8+rsfgCUuYNYuzbmng5dtTFLoNJEVg6jl+pp/rxzOC/q1lM4dt27yYuZvpvmU8m/z9IFuiruoODpRfRhW8zPafTabWTVhp6i/YeSQiEtoYmF8Mh1eSSKgy70lE2VetsblQJiBLLA/6CCsSP27v5bJoaLQP0+EkwbkjOTgchb6azs87elkW9PGD9p7+9o3FMpuLZT4/sZGILrGzUuU/9nVyKIbnqUyeqa665+qPO3p5MV/kuoa68OM6GBU3TKFWdpYqzPO66awNTkHxSiKmbdNV06lYliO4ngSIXi9GJgM1nY5v/hPeJcvwnrYY78LT8J66iMLzzyGIIp7Zc0f7UIdE8geQYzE4KLp2/+QHJD7+WTB0Or/zX9i1+qJDce0apGCI+M0fQdRcKNGBkZVWtYro8WCkkq9+CcJvu4rsow9RfP65/rb8qscIX3ENwYsuRQ6Gjsl7aa/UaK/WeDSd5fSAD8O2eTFfZIKmMsPjwieKxE/IyPP6NaliFEAQHL/WIcjpvewtvcSe4ouDhFOAJ3p/RkhpRETCK4cpGzkKZpqXsw9g23Bl0xd4IfVX2itbcIl+FgYvYZpvKU/3/Yb95Y1MEwRc4vAVsxVR44KGj2LDkBFsZTPPtvxTPJf8A7pdBQRm+JZxZuTdo57yF2hUsQybKct97Hl6YMSe6hWZcqZvWB/mZE3nvmSWB1OHsz72VKp850AXX5jUxIUhP/enBxbguTIe5slMnnfEw/1CU6tLo8m20d0uVHFoSyAHh6OhiC4CcozN2UeZF7yAfaX1g8YIiKiiG1GQqJklXkzfxabc4QrpydoB7ur8Ny5v/DwP9fwv1zb/f1zYcAvrM/eRqrUTUVtZGnk7PjmGYQ9nsSMgINBV20FvdR9xbTLXtfwjT/b+kq35dWyREvymO4VtQ822meVx8YnWxLhLnTXSKZJ3/BltwqR6cU5RJPfUKjwLTsM9c5bj7f76GLcWdkYqhWDbGH11sdDWdQpHzBGB/vnn8UJxSQSaBCRZYMn7Ypg1G0kW8MZl/AnlDdnovFVERMJaM6vTf2R+4EIyeueQ4zblHuPqpi9h2gbranczN3Ae+8sbefVq6fzgRXjlsZ0B1ezS6t4NNjRGZPySRMEwyWdsvqol6Ftd4kDWpGG2G39CweUfewtTDuMDR3B1cDgKPTWDpQHfkF5xFvBIKktjo8L32rp5dcLk7kqVpYZJk6qQ1A0O3VcjiswETaVHN5igqRyoDpxUbyqWubYhzPP5ItlXFeu4riHCo6kcMzwaHie18aRAbWqh9/e/oeGmD1F6+SWKa9dQXLumv9+7ZBlSdGzYBwyFqCgEz7+YwupnwbYx0ylq7QfIrXp00GTXzGYoPPcMciQ2SHAV3e76xOlVCKqK0tJK+t7B0UDpe+7Au2TZMRFcK5bF1mKJF/JFzg8H+V13ku4jFkW8ksgnWhPU7Hoa8lijUZvOcCGGUzyL2JJbxdb8KgRE5gbOo1GbQVB1fHEPUTCSCIJAR+WVIfvzRh+91X24JT/d1V2Yts4jPT/EPvh57y2vY67/fFbE3odpG+zIP8eD3d+j0TWDy4Of47nUn1gavoadxTWD9h1UEnikcN0qY5jj6yxve5VlhM2OwmoEJM6MvGvUv8tQq8ap74wSm+5i670ZqgWL1sUeFrw9QqBp6POlp6aT1A0eSQ+22DGBR1I5bkhEMATYWCgTkiVWhgPsLleY5XHR+qrFD0kQkEbwAddhfGDaJiUjg2Vb+OUYUXUCLslPRGkhpQ8MBjwt9DYMq35fyBl9bMk9Pmh/Nhabc48zxXMaGzIPMTd4PotCVyIIAqZlElFaWNX3S+b4z+Xp5G8GbT/Fs5hNuUf7hdyOyitsyj3KNU1fpqPmZ3fV4mPNDZRMi5Ai0V0zuK29h89MaByTka5vlsqBfbimTid1+x/6veFd02bgmj4TI5UaNIdwGMx4trCzazVqHe1ok6cOWTALWUb0Hv/FZVkVCbZo+BpV9JKJpIgorpF/fnPLATzSa1soCAiYtk5Ea+Hs2Hsp6Ckub/wbnkn+lozeiSq4WRi6jAXBi8ZU8b7haNZUwrJM3jDp03WmWgpGySK5v0opbeJLyHRvKbNrVY5Tr4vgCjrSmMOxx/lVOTgchYJp4pVE0sbgFH+vJHJBJMj+So2iObQ/3Yv5IvN8bkzb7i/OEVJk/mZiI7/q6uO6hgg/bO+hfISR+0RNpWhYfGlSE2tyRTYVyoQViTODPlZnCxyo1ri1tQHViW49KZBjcRIfvpXKju0kbv00yd//ph7lKcv4zzyb8JVvR/YOHxk3FlAaEjR86Bb6fv8brEIeORyhtn/oQkLFDesIXXL5oHY5EkWJxpGCwQGFt7QJk6js2Ibo8eI/+xy0CZOwKmXyzz5Ndc8uqnt345o85S2/h4Jh4pYkRATW5YsDxFaAomlxe0+K88MBYqp81MroI0nFKJIzejAtk3NjN/NE3885UnQ9PXwdeaOPR3p+0N/WVt7EDO8ZnB1776C09ZMRyzbpq+6nYhXwymEKRooZvjNods3GsGq8UniKZO0AQaWR/aX1SILC+uz9/WIrQM0q81L2XopmChvYUahH2iRrB9hRWM1FDbeyu7iWMyLX80L6r/1RtEGlkcsSnzlqlGrFzPN8+vYh+3YUnmOGbxmiII76d+lPKJxyaYhJy3zYlo3mk5C1geeJbdukdIOabbEqXWC214U5TDZIW7VGzbIRbfhYSwOmbZPRDS6KBIkpMp4xbvPhMPapmEXStQ46Kq9woLwREDg1eBmmrXN65Doyeif7SuvRRC/TfWeQrO4nqNQXN6pWcchiMwApvZ0ZvjNYm74DtxygQZtKWu8gW+vCLftpK2+ixT2beYEL2Jx7HPvgkn6TaybLItfyp/a/H7A/09bZV96GS7mQHcUMgZJIa0GidKDK5JjMqROi5Axj3AiuRi6HYNv0/uLHA9LFKrt2kPzjb2n8+GfBEVxfF+PVwk7yeanu30f8fTdTeGE1dnXgAn/wwksRXZ6ROx5JQPKPruzil2PEtclUrSJhpXlIz/gZvjPRrbptl0vy4pK8xJhATJ2Ablf77YrEIYoCjlXckohbEokIEtmeGk98q4ty+vC1OTpV45TLQqT21Whe4EhjDsce51fl4HAUGjWFnaUKmihQtQY+9V0ZC/GH7hRXx0PDbq+KIgFJ4uyQH98RnlKNmsqtLQnyhsE/Tmlhb6VKR7XGRJdGRJYIKzK2DXFZ5pp4mJfzRX7a0ctUt4uvTWmh+YRMW3Z4MwiiiGvqdORQGLtSoenzf4ddqyKoGnI8jqQNXyF9rCAHQ3gXL0WbMg0zm0H0+g6m+QxWUkRNQxji9y0IAnJzMw0fvpWu7/wXtl4XpGxDR2lqpuGDHyXz4H1kH7of0e8neO4F+Jadiahp2Lb9ltMLRUHAsm0W+D38qTs15Jid5SoXRwSyhkGDOvrnaF7v4+nkb9lZWI2NzVmRG3lX67/QUX4FC4tW9xwERH7f9qVB2+4ormZh6LJRF+nGCi7Jz/rs/SwOXkVATWDZOnkjiSyqnBu/GdGWEQSBdZl7WBG7iYIx2PoCYF/pZZaG394vuALUrBI7Cs9h2jpt5S1c3PAJVNGFKMj45AghpWnY4yoZWYpGmoIx9G/SxqJqlemp7sEtBZHF0U8r9oSHnnrqlkVbuYYtgmnbrMkVmOV1IcGQslWzpqKJIn2GySOpLOeG/MzxuomMs9Rph9GjYKTIGt2UzCwT3PPwyVGeSf6OU/znMME9j6jaiiZ46KruYG3qDi5M3EJAaaBmlXGJPs6IXM8r+acGpe9G1VZyet2m6sXMnQSVBGdErqdRm44qugkpTaxJ/ZkZvjO5OPEJTNtAFhSyejcdlW1D2pr45GbWFcpcKAVI/izHS9sOe527AhLnfbUJTpwC80fFNgyK69YOOYfQOzuwSmO3mI/DyCCGwsTf90GSf/0jiY99kvxTT1De9gpSMEjosisRXS6kQGC0D3NECShxLoh/jAPFjVzYcAt3dn6TmlXq7290zcCvxChbOUpGFo98OCI2OMrWRMeCctrghV/1DRBbAZK7qyR3V1DcAok5LiR5bARMOIwfHMHVweEoRBWZjabF+eEA9ycHpjXGFYW2ao2sYRJXZHpfVQUR4KJwgNkeF+EhHgD9stQfbTDJPXTxDlkU6KrVWBTwcl4kgF+SiDoPkycdgiCgRE9s4Utye5BaPNDSip5O4TltMaV1aweNC5xzPlJ46MgUxedHmjWH1n/4OpUd2zDSadyzTkH0eGj7+j+AUT8HrXye9N134D97Je65CzDSKZTIW4t2CckSEUWmUtU5WlZy3Rty9NOWa1aZZ5K/GyDsPZv6HaQErmr6AltzTzLNezobsw8Pu4/uyk6a3bNG4nDHNKIgEVabqFll4q7J9Fb3sqr355jUf28iEmfH3ktCm07VKh50WBQGRLgewi0FBjzgHKK9vJUFwYt5LvUHJnkW0l7ayjnxmwipwxfBKxoZVvX+Ak300uqey/bCM4PGuEQ/pl1jb2k7DdpU/OLYjfrqrek8ny9wZ1+G6xoiTHCpPJXOc0EkwEOpgT6tInBVLIRXEvhwcwwJgYDiTGkdjh3ZWg9P9v2CtvLhDGtZ0Liw4RbWpP5Ek2smT/T+jIsaPk7CPR2vFMYrh0nV2lid+iMHSpvwyEHmBS7EsKusSf0ZqF8vZvvP4cHu7x5+Lb2bmlWibGYJyy2cFb2B+7r+mx2F5wZcwy9o+Bibs48NOE5JUDg3djNeZSL7K1VmbxBIbhtYWLKSM3n+R71c+HfNaOPAp9DWaxipoReZAKzacP63DicLsseL2jqRxM0fI792De5T5hK8+G1g22QefZD4u29CVI7t81ShT6dWtBBEcAVF3IGx97wW1yZj2QaP9PyQlbEPULWKFI00EbWVsNrE3R3/yXnxD/JS5j7OiFyHNAYWaY8Vetmm55XKkH17ni1w+vtj1Iom7qAjuDocW5zZqYPDUfBKEmeH/fTVDGwbHk3n0G0bryj2F7+6ry/DB5ri/Lijh/wR1gIXhAPM8bkJvoVqqXFVIe4IrA7jDCUcIXrtDRg93QO8tdzzFuI/+xxkz/BpXqKqorVORGuth+oUNm4g/+jD/WLrkeSffQrf0jOOyaRaFARaNIWKZXFW0D+giM8h5nnd+ESB6BhI2ywa6QEP6oexeSF9B3FtElWrgFcODbuPI6MbTnZ8cowrG79AzSrxRO/PBqQKW5g82fdLrm35R1TBzYHyRqZ6l7Kr+Pyg/cwNnMem3GOD2j1yiJpVYmHwMnSrwqzA2fjko3szdx2sTn5l0xcx7DK7i2sx7IFpk0sjb2dT7jGme08nW+vGr4xdwbWtqrO/qvPpCY20V6pMdWskVAVNEAhIEvcnsxQti4kulZsaYzSpMoFj/MDs4HCItvKmAWIrgGFXebrv15wWvoKqVSRT60QTvcSU+v0oVWvnj23/X/95WDEldKtCo2s6lyU+C9QXXVan/jggSjWuTQYEGl0z6a3uoWAkuSD+Udam7yRrdOOTo5wWupwmbSZ9rn10VXf0b3tW9N1szD3CTH+QxUyh47GBixOHSO6qUs4Y40JwxbZxz1tAaeP6wX2CgPQWfNvNQh5L15HcHkTX2M8gchgeNZHA0FSCK8/HzOeoth1AbWig4b03I4ePXe0Dy7BJ7a2y7v+SdG0uIyoCU87yMe+qMMGW0c92OpKqVeDJvl+R0tt5uOd/cUsBXKKPDdkHiGuTmeVfjixqbMjez7zg+QTFEz+y9RBD1Bvtx7Zs3BEZa/CjhIPDW8YRXB0cXoOgLBOUZZpUmYujQQzbxi2KFE0TSYCUYZIxTD4zoZGkbqBbNlFFJqRIuMeIj6ODw1hDa2ml8VN/g5FJY+WySNEYcjiC8gYmwXo6hShLVPftHnqAZWEWC6ja0BHkb5SQojANaFAVdpQq7K4cFreiisx1DRHcokjOMAmro3vu61Z1yAhLqBeAmuiZj4jEBM98xKQ0yGtQETRi6uQRONITA7fkAwV2FJ4d1pexs7Kds2Lv5sneX3JR4uPUrBIHypuAevXyBcGL8EghsnrXoG0Xh67EL8eomAWCagK/HEc+SkEKw6rxcvYhZvvPZl36LvJGL5ckPsmOwmq6qzvxy1EWBC8lq3eTqh6gNXYzJTNzTD6L40HZNNlRKjPT4+J/Dgz8fC6PhvCJAh9oihGQJRpVhYRjq+NwHKmaRTblHh2yr2CmcIt+JEEhpk1CEev3F9M22JB5sF9s1UQvFzbcwvOpv/B8+i8AKIKLlbEPcHrkHWzNraLZNZuw2oxbCgI2zyR/x97SS0C9WN7c4HmElCZCSjOKoOGVQswLXEje6GV38UU00YssqPRUdxNUXiSuTOfA0CUFgCEz8E9MRBH3jJnIkWjd0/4I/GevpLzpZQRR6F+YfT2YxSK1znbMQgFRVanWqigNTagNDQhvIXDCYXSRQ+H6PxqbcM84Phk72c4aj/xrB7Vi/eSzdJtdq/JkDtQ45zMJ/Imxc7+qWqUBCzZlM0fZrC/SdFa2c3r4Wl7JP4Vh1zCs8RUp7g5LRKdpJHdVB/VNPtOPqVu4AuNgQcphzOHcQRwcXiceWcZzxBkj6nBVNMz+ao2Oao2kbjDZpZKxDAQDMgcF2YnOCrmDw5CoiUbUxPAp06+FXauBKKM2NlM7sH/wAEFASTS+IRH3tQgpCqatc11DGEkQ2FGuEpElTOBb++tC0d9OakSVRLyjWLRHk7yoopuaVR7U1+iagYiMV44iiyqXN32eh7r/l6pV971zS0EuS3yasPLmv5vxiCZ5hhWxAWpmEa8UYkn4Gp7q/Q2zAmcyL1Cv5KuKHjZkH0AUJCZ6FrC/9DJQTwdeGn47qVoHzyX/wOWN/4+I2vK6j6nFPYcHc98DbO7r+m+meBcx03cWJTPH470/5ezojVza+BlyepIG16S3+hEcN3QbZns9/Of+zkF99yYz/OOUFgQgoSqEHOsAhxFheGsYSVRI1tpYHn0PLskH1G1cOiqv9I9ZFLqS51J/IFVr62/T7QqP9P6Q61q+RkKbwdrMnVTMPBM881gavpb0EV6vWb2bZ5O/B+BtjZ8jqkzklcJTtJW3sjh0FYtCVwGwvfAsALuLTzEzcQXGCi877xicgRGaoOIOjY9zRw6GyK5bS+On/4bCC2sovrAa0e3Bv3wFVqVC8o+/JfPw/TT/7VfQml/7empbFnpvN4XnV5N/7ikEQcR3xnIkn59aj/269uFw8tK+rtgvth5JcneVUsrEP4aCRAVEFMGFbg9OrVcFNyCwrfA0bimIKrpf934rZoG80UdXZQeq6KlbGClxZGHsXHNcfpkzP9rAQ//UPuD78jcpTF7uwxOSkRQnUMrh2DN2zgIHhxOMqKJwbthPzjTZVaqyvlDizr50f39AkvhkawMJ1RozFcsdHMYVgkCtbT++ZWdRePF5sAZOeH3LzkL0+ah2d6Ilhi889EYpWRb7qzWeyeQpWTYF0xxQVO+hZI5rG8KjKrj65ShnR9/LY70/HtCuCBrzAhfgl2N4ZD8Ak9wLeWfLP1E0MwgIeOUwIaXxLRcaG2+IgkiDNmXY/oRrOjsKq8nq3ZweuQZZdCELCptyjzHbv4KdhTXsLrzA3OAFnJJYiWkbeKQAmVoXfjXK5lxtyIegoZBFlQXBizHswxEoNha7i2vZXax7I0uCQvCgaF62c/jksWsn4JNEkro+rJy9oVDiymgIzxiw63AY/2iSlwXBi3m4Z+egPp8cJaQ04ZXCxNRJFI00IKCKbsJKM8laffHPr8QGiK1HsiH7AFM8i8kbfQDsLr5IW3kLFzbcyn1d3xo0vquyk33FDWzO1+1ItheeRhY0FoeuwSuFADBtnVV9X+fyc79B34sqmQOHrw2KW2T5xxvGTfSWqGn4lp1J7qkn8MxdgCBJ2NUKmQfvw0jWP1MznaK6fy9KLI74GkUs9Z5uun/0ffTO9v627EP3Udm2hfDV1yEFAsg+//F8Sw4nKNWiSXJPlVmXBEnMdmFUbCRVIN+ts+nONKXU2MpR98oRFgYvYW3mzkF9pwRWsjZzBwArYu993XOGspHjhfQdpPUOpnmXYtoGW3KPM9G9gGbPbKQxJLpGJmlc/o0JdG8tk2mrEZ2i4W9ScAclvFHHosjh+DB2zgAHhxOQhKZSLVep2DbrCwMLoeRMk1929fGFiU1O+uMJhCAI/wFcCdSAXcDNtm1nDvZ9CfgQ9aLZn7Zt+8HROEY9lcQqFrD0GrIvgOQPILpf/0r0eEEQBORwhMwD95D4yCdI33sHtbYDCJpG4Oxz8S45ncKa51AnTELSXIdTy94imigQkWUOVAdXigZYly9yZSx0TF7rzSIKEtN9ZxBQGliT+jMFI8ks3wpm+c/Csusp8YZVQxZVRFEmorUQwYnieS0kQWFh8FI2ZB8Y0D7bv4Kymadmlemu7qS7Whdqwkoz03xLqZh5fHKEvNHHy9kHeTn7IC7Rz4UNH+Pp5G/wymEWh6/GI7/+qsmNrhnsLKxmsuc09pbWDeqf4TuDHYXnWBC8hJg6sT/1eSwiCgLqURYmRXDEVocRZYJnHpM8p7KvtL6/TRE0Lk18Cr8cpWaVeCH9V7bln+q/LpwWvpydxTWA3X+dHYqSkcEl+XBLgf503ppVpq28mWbX7AGRslBfQNtVGOgJbdhV1qT/wPWt/8ya1J+xMCkYSW4vfprzPvMZlJ5mstslgs0aDTPd+BLj65FPCUcIX3YlmfvvJn3X7UOOqbW3YUyfiRwMHdXLvdbZPkBsPUR1316sUhEzm3EEV4dBVPMGpbTJrIuDvHJ/lie/3d3fF5mscdatCdzhsXXfkgSJBaFLyOjd7Cyu7m+f5j2duDaZzsoOrm7+Eo3ajNe96J7U24hpEzHsKk/2/RLDrpHQppFwTaNopAko8eP1dt4U/oSCP+GIqw4jx/i6+zo4jAKKKPBsNj9kX3tVp2BajKFsEofX5mHgS7ZtG4Ig/BvwJeCLgiDMAW4A5gLNwCOCIMy07aM8VR0Hqh3tVHZso7D6GaxKGc/8U3GfMhe1dQKy//WLNeMBI5VECgYxkn30/eE3BM45j9All2ObJsUN6zCzGSpbNuGaNh0jlTpmgmtEVggrBgIMGZHnkUQUcfSjQ12Sl4me+SS0qehWjZzRS291HzYWnZVtSKgsjlz5msWZHCBd66CzsgOvFEJE4eLEJ2kvb8ayLVrdc0nWDqCIGgfKG/FKYeLaFGpWCcOuYdo6PjnKVU1fYnPuUdJ6B3FtMjF1Ei9l7iOkNpGudRBRW1AED+laJyISQbXhqMfklUPM9J1Fi3sOfbV9FIzDXoYhpYnp3jOwbIOweuyiu48nMzyuYc+pxQHvSB+Ow0mOT45wUcOtZPQuuio78MoREtpUgkoDBSPFHR3fJKN39I9/MvlLFoeu4srG/8cTfb9AEmREBvtjA7S4T2FX4XkmeU7llfyT/e291T1E1NYBgqskKITVFrJG96D9ACSrbVzUcCtPJX9Nycyi21XWGL9k5aybOWXBNNzy+BUKRUVBPYpPq9rYRM+Pv4+aaCZ02RWoTc1DjqvuGhzJfAi9u2vY7RxOXjJtVZ7/RR+1gsnk5X72v1Ac0J/aW2X3Uznmvz1MKW3gCY8dycUnR7ig4SMsM66lYhVwiT5cUgDbNpjqXYxLev3XDNu2yda62Vlcw77SeiRBwSdHSdbaeLD7e1zX8rUxJ7g6OIw0Y+fsd3A4QXEJAuZRKhHU7KNUMHAYc9i2/dARf64Grjv476uB39u2XQX2CIKwEzgdGKoU/HFBTyXJPfYw2UceQFAUbMuiumc3hRdWk/jYJ086wVVQVTr+5z9o+Zu/o+//ft0f5aJNnkr4iqtJ/un/cM2eQ3XvXtwzZh6z15VFgbgiscjv4cV8aVD/JZEgDSNYPV23KmRqnewvb0IWVKLqRPxyFFEQKZlZZDTKVpYnen9GSm8HBCZ5FjI3cB4vpO7g7NiNKKLjNT0cvdW9/LX961SsPH45zorYe3my91cElDiiILKq9+ecFrqc9tJWVsTeh21btJe34lcnMMN3JjsLa4ioLXgOFsZRRRdVs4QgCDS7Z2PaOisi70MTPTzc8z3aylvwSCEWha5gsncRwaM8rLjlAG45wNXNX6ansouCkSSqTsQjBbCw0EQvtm0hHK087xghKst8pDnObR29A9qvb4iQGMHzycHhEB45iEcO0uweWGynq7qLjN6BImhM9S5lqm8phlVBQCSoNPL25q+i2xVOj1zL6tQfB2zrl+OE1CbaylsGLYZElFbsI6xxfHKUlbEPkKkNLrR3GJt1mXs5PfwOFNGNIAgUjTQFvY9JnoVv+TMY66jNLSgNCfSegYK0HI0hutz4lp6BrRu0feMfaf3q11CHsBeS48MvbsnhCII6drMDHEaebGeNJ/+nm0xbjdNuiLDtwcGeyQDt60pMPtOHJItjSnCFum2KJh2bhUyvHKa9vIXl0ffgkQLkjD58UhgTk52F5/FKYbxy8ISYhzg4HA/G1tnv4HACElJkzg76+UNPalBfTJEd/9YTmw8Cfzj47xbqAuwh2g62DUIQhI8CHwWYOPH1V8l9LcxCHiPZS+LWz2AVC/XKuYJA5oF7qOzaidrUgqidPA8GcjiC5HJR2LgBz4JT8Z+9EmybWmc7Pb/4CVa5ROKc8+j473/Dt/Trx/S1g7LM9Q1R0rrJ7srhiqfLgz5OD/iQRijC1bQN9hU3oNtVDLvKnuKLHJA2sTB4CXtL68nUOlkWuY47O7+JaR+yQLDZV1pPwUgxy7+cgpEirDoRPENRMnI80fsLKlY9iyFv9PJU329YErkarxRBETX8cgzbtuiu7mZ95l56a3v7t9+Ye4RLEp/ELQWRRZW4NplUvp2ENp37u77NRPd8ZvjPRJY0eqt7qZpFTFsnb/Syqu/nZPQuloWvwyUP/2BU0rM82/c7FoWupL28lZDSxKq+X9Bd3YVb9LMofBWz/SvwyqHj/Gm9NVySyFlBHzM9brYWyxi2zRyfm5gij6ofsoPDq2kvbeGMyPWElEZ6qrvpq+4jpk3k5cyDPK3/hrc1fp4m1wwkZLxymG35Z6iaBSZ45hPXJrOq9xcsCV/Ny9nDrkQCInOD56NbFVo9c7GxqVgFnu77DZc2fnrIaFlVcJNwTaeQ+j1P9P28v73VPZeLEx8/KXy41cYmGj/zt6Tv/iuFF+pTNO9pi/GfeTY9P78Nq5DHPXcBoQsvofDcM4SvegfCq+blSqIR0evDKhYGtEvBEJI/gBQKjdTbcTgBKPUZZNrqHsmSKlIrDR1YY9swsjlwI48gCAgIXNDwMdZl7qa3ure/zy/HuaDhI6xL38NU/2KaXbMQBede7nDy4QiuDg5vEUEQWBLw8lyuwP7KEUUKBIEbE1ECjuA65hAE4RFgqBLsX7Ft+86DY74CGMBv3+j+bdu+DbgNYMmSJcOHP7+xfWJVKqitE+n+4XfqMzlAcLlp+MCHKW1/ZUBkzMmAHArT9Jn/R+f3/pvodTdQeGENheefA9NEaWom8bFPkrrvLqLX34gcPrZp825JolEV+OSEBDnDpGJZBGWJmKzgV0ZuQlnQkxh2jefTt5PVD0dB7S6+wGWJz3CK7xy25lcdIbYeJlnbT0C+Bt2qYBy0HKiaxXqFZimMTxm7RZZGipKZpvNVfop5o5cnen+GLGi8e8K/ElabsG2btvLmAWJrHZvHe35CvHUSEa2VVvdcNNHLvV3f4qzouyibOZ7s/QW6XUUTvZwWupyEa3q/R+zG7EPMCZzbL7ima5301fayr/gyASXOFO8iFNy4JT/rMnczJ7CS+7u+3S/MlK08zyR/S9FIcWb0hjHt4wrgkiRaJYlWl+N77jB2meZbytr0nQOiV0Ukzot/iJdzD3Fnx79yw4Rv4BYDKIJGQI6jqBNoL29hXeZuml2nEFIaKRj1hfqQ0sTK2AeomRUqZg5N9FG1injFEJc1fhavFOayxs/ySM8PqVr11GWPFOJtjZ8lqrbyrtavk6wdoGAkiamTCCgJvHJwVD6b0UAJRwhedCnhy6+iumc3pc0b6frBd8CoFywqb34Z/5nLyT/9JMFLKkhuz4Dt5VCYxC2fIvXXP1HdXbcXcM2YReSa65DjDSdd9pDD8JiGRSV3WEXt2VamZaGHvc8VBo0NNivoFWvM+bgeawJKA7sza+mt7kUWVKZ4F+ES/fTW9vJS5l5a3HO4s+Nfec+E/yCkDvXo5eAwvnEEVweHY0BYkXlfY4yums7ucpWwLDHRpRKSJEKqkwo51rBt+8Kj9QuC8AHgCuAC2+73i2gHJhwxrPVg24hgpFJgGKTv/uuAdrtSpveXPyHx8c8inYSFs9TmVlq+8FWMdIrQpVcQvvxqbL2G3tdLaeMGIpdfjdrUfNSCGW8WTRJpllSaR1HDKlsFskb3ALH1EH4lzkuZe6nagx8EDmHYNRTBzYHyJp7o/Tl5o57OHZQTXNL4KRLatJMiSmo46qf/0M6ioiBhHWwvmzm2FZ4ech81u0zRzBChFb8So6uyg2b3bCpmkZcy9/WPq1pFVqf+yMrYBwgqCbJ6NxYmFbMeXZuqtfNA17fpO1gFHeCF1O1c3vT/mOZdyiuFp9iWf2ZIz8iXsw8xP3jxCePn6uAwEpSNPBWzQE91F4at0+iaTkBJoIhHF/zLZo4D5Y0D2ixMnkr+mhWxm3i050ckawdQBQ8xdRKyoNJZ2U5MncSS8DUUjBR7i+u5vvVf6uerDUUjTc0uHbQFgG2FpykZGSZ6FnBK4BymeBdzfes/UzTSCIKIVwr3ixcBJX5S+ySKHg+uyVPJrXqU3l/9bMgxld07cc0+BVEZ/N0qsThGJoPvzLOJXv9uBKmePSQFgqgNThUGh8OIooDmPyygHlhbZOVnG+naXB4gxIoyLLwuQmiCijt4fOUWw7JIGyayAOFRsN8RkdhWeIYZvjOY6l3KjsJz9FR3M8N3Fk2uGciCihGq0V3d4wiuDicljuDq4HAM8EkS09wuorJMg6wgijYxRSGuKMgnsVhxIiIIwqXAF4CVtm0fadB5F/A7QRC+Rb1o1gzg+SF2cVywDYPCmmeH7LPKZcDGtqxBqXInA3IoPKggljphEr7Fp4/7z0NGYX9p46D2uDqFVK2N7upOZvjPZHfxxSG3jyitJGv7eajnfzHsw9YIWaObOzq+zg2t/zpmJsiCIPwHcCVQA3YBN9u2nTnY9yXgQ4AJfNq27QeH288bQRU9TPTMZ3/p5UF9s3xnowp171tJUI7qgysJA6dbM31n8Uxy6OD59dkHOMW/8mD0nIAmejEsnV2F5weIrQAmBo/2/Iirm79EUG5iV3HNkPu0MPsj4xwcTnZKRoa03kl7aQua5KNBm4KITN5IkjeSTPDMG3TOHsKwamzOPT5kX80qI1IXYwpGmoAs8Wj3j1gYvozpvjMwbR2PFCSmTqTRNR1Z0MgbvbyUvZf9pY00u2YxxbOIZ1K/699nb20vW/OreEfL3xNRWxz7l2EQJAnRN3yxH8nrxbf0jLoV06u3lWU8s09BTSQwslkEWUIKhpzIVodBCKKANyoz+Uwfe58rYJvw/C/6WPqBGNn2GsldVYKtKpPP8OEKSfhix1cAba/UWJXJ8XyuiEsUuCQSYq7PRYM6clkioiARUybQ6JrJg93fRUDkvPiHyBm9PND9HQxbZ7r3dKarLVi26dgKOJx0OIKrg8MxwiOJeCSVZicV8kTne4AGPHwwsm+1bdu32La9WRCEPwJbqFsNfMK2R86dSVCVg8Lq0NiGMe7FxTeCOMRD1XjEJflwS75B7T45QqrWQUpvJ6Q04ZGClMyBhR2meU/HwiBjdA8QWw9Rs8r0VHePGcEVeBj4km3bhiAI/wZ8CfiiIAhzgBuAudQXQx4RBGHmsTg/fUqEsyLvJl3r7I/+BYipk5gfvBDPQV9UTfIwP3DxkMJsQI7jkeoLArZt4ZUjGHqNmjX0+ZzTe/BK9f1O856ORw6R13vZXhh6waVoprFsC68cJKy2kD6icvohBEQ00TPE1g4OJxdFI80TvT9nV/HweqkkKFzUcCthuRkLk4KRPkqxOgHpKIKBQH2R3SMFeaj7e1yYuJXHe37CwtBlLAlfg3iwcEyQBMlqG6v6fkFG7wRgTuA8nugdHKFZMrNszT3JmdHrHbHiKGgTJyOoGnbtVfczUcR76mKUoxTHgrov/LG2H3IYHxg1i2rerAuuDRJzrwoRnqyya1UevWzRtanE3KvDLHhHBFEamUCb9kqNf9vXQY9u9Lf9qKOHc0J+bkxECSkjMw9WRRdLwtfwYM/3AFgSvprthedoK2/qH7Mx9zD7Suu5sukLRLUJw+3KwWFccnI8kTo4ODi8Tmzbnn6Uvq8Dx7b60utE8njxnLa47lH6akQRJe6kvZ2M+JQIC4KXDopg7azsYJZ/OQBP9/2G8+IfYmdhDXtL61FEFwuDlzDDdyZbc09StYa3HDjkMTgWsG37oSP+XA1cd/DfVwO/t227CuwRBGEncDowxMnyxpAEGY8U5PLGz5PRO8nqPUTUFnxyFLfoGyC8NGiTOTV4Geuz9/e3eaQgFyU+joBIutbB7sI6NMlDSEngk6MUjOSg10xoU0nrnZziX8mS8NWooouykUMSho+UMewqE9zzCSgN7Cm+iM1AP+d5gQvwyY4nr4NDZ2X7ALEVwLR1VvX+nIsSn2Bn4XlOC71t2O1lUWH+waKEr8Yt+tHtCrN8y+movELNrrA2fSdzg+ezIXM/cwLn4pMPC3olM9Mvttaxh1z8AthXeolF4StwS8NHcZ7sKA0Jmj7/Rbq++63+AliCy03iI7eiTJiEOIJRfw4nLqZhU84YCAIggFG1eeWBDLufLKB6ROZcEWLSGT6mrQwwYXHdX90dktF8I7sYsqVYHiC2HuLJTJ5LI8ERE1yTtTYUyUXVKiIg0OKeQ0ydyGz/2UiCQsnMsjZ9Jzmjl7byFnxKHO0oGUEODuMNR3B1cHB4TcpZg0quvrLrDkojPqlwAFHTcE2bjnveAsqbBkbRxd5902tGbjiMXxLaVFbEbuLZ5P/1F8dySV4iait+OU7e6OW+rv9hqncxp0euRUKmQZuGWwrglYL4j1IcK+GaNlJv443yQeAPB//dQl2APUTbwbZjgk+JIIkKqugmokxAEuWDkcUDhQ+/EmN+8GJa3HMpmmlUwYVuV3iw+3vE1Umc4j+XZ1K/5bLEp9mWf4azIjfwUM/3B+xDQOCM6PWUzTympeMWgxSNDHmjj3mB83msd/eg4wsrzXikICG1EUlQuLr5SzzV92uStf2oopvTgpczL3jBmC+Y5XDiMhp2H28G3aqyMfvwkH1lK0/VKhJU4nRUXiGqtQ67n4Q2lbn+89mcf6y/TRY0zm/4KIZVJaQ2sSb1ZwB6qrtZGLyEml3BtgcuhLw660AcxsYAwC2FkI+y6AJ1uwNBkI4agTueEUQR98zZTPjav2Ik+7AtCzkSQYk1IEgn52fi8MbId9fY/0KB8ESNvl1V9q0uoLhEJp/l45S3BXn5L2le+GUffbsqLLs5jqd1dO6rhmmxoVAatj9pGEwdgePQrSpr03eyJHwVAEvC17C/9DIvZe7BPuhxH5AbOD/+YR7rua1uc2WdAY7g6nAS4QiuDg4Ow2JZNsndVZ79QTfZ9rqQE5/l4owPxfE3KciKk8I+kqgNjTTc/FFqbfvJr3kOyePBf9Y5KE1NiJojppysaJKX2b6zadRmUDCTSMi4pAC6UeGyxs+wIfsgO/PPsbe0Hpfo59TQZQiIKKJGq2ceu4sv0uiaSVdl+4D9TnTPJ6SMbJElQRAeAYbyMPiKbdt3HhzzFeq2HkOboB59/x8FPgowceLE172dW/K/rsiynuouHuz+HpKgYNlG/wNHwUiyKHwlAgJ7SutIaDOIqBO4JPFJXsrcR0bvJKZOYlnknWzMPkxW7+aSxCdwyV6K1RQv5x7kzPC7mOY9fUB0nvtgBO0h24eg2kBQbeDtzV+hZpWRBBmvHB42DTmj62QNCwsbvyQRc4o8Orw5Rtzu480yuPzdQCxMXsk/ySzfclRp6EKUHjnI8ti7mR+8iJ7qbjTRiyZ5OVDcxOb8Y1SsfP/YusWAwDTv6bhedQ0JKQMvdcnq/iGvxQCLw1cM6xOdqXWxv7SRncU1+OQIC4IXE1FbUMXxX0jT0msYmQx2rYZdqyHIMnI0ijt2yoBxZqGAkU2DIIJtIwgCoteHHAyO0pE7jDUKvTUyB2pEp7hY/dNech16f1/PtgrTz/UzbaWfXavy7Hm6wLyrw6je0RHyJVEgrg4v43hHyGLMsGvkjV7yRpIpnkX45RiP9f54wJic0cNzyd+zMHQZlm0CTm0Th5MLR3B1wLRNamYRWVSPWvTD4eQj217jif/qZPp5AYLNKrZpYxo2a3/bx2nvjBCeqCGpjug6kijRGEo0hnfhotE+FIcxhFsO4JJ85I0QNavCnR3/ylnRd/F450+5sumLTPUspmoV2Vtax+8OfJHpvjM4O3ojQSVBq3sOPjlCxnMqOwtrEBCYF7yQiZ4FeA96lI4Utm1feLR+QRA+AFwBXGDb9iHtpB040hSs9WDbUPu/DbgNYMmSJa+lvbxhDhUwOxRpfCTpWgcBuYFX8k9xavBt3NHxL4iCxGz/Cmb7V5DRu3ii96dckvgUoiDjP+gh6ZL8ZGvd7Ctv4LTg5ZwauoxUrR2PFCQoN+BXBtuJ2NiYtolp61RrJTTBg0+JIhxRxPFApcrPO/vYUqx7yU5xaXyoOc5Ul4ro+EE7vAFGw+7jzaCIGvMDFw7wFjyES/TjlgK8mL4LtxRAEI5+DrgkPy7JT4NrCpZt8ULqdl7M3jlo3GTPaXRXdrEscu2gKHO/HGeiewH7y/WslZezD3JR4uOsy9h0VXYAIAsqZ0ZuIK5OGbRv3dLJ6Z3c0/UtsnpXf/sr+Se5qOHjzPSfNWzxr/GAkU6RWfU4rpZWUnf8iVp7GwCu2XNouOlDqM31RIdaVyc9P7+NwMrzKW3cULdmMk2UpmbiN30I1/SZWOUSVrlcF2zDEccT/ySkVrLZdGeaict8A8TWQ+x8Is85n0mwa1V9QaWSNQfOPEYQQRBYEfTzUDLLq1evEqpMdMT8Wz1M9Czkqb5fc23zP/J434+HHJfS2wkoDQTlBB7ZKUbncHIxfu/CDq9JvpakZGXYkltFe3kzPjnG0sg1xNRJaJJTXONkp5w1aF9fYtkH47z8lzQbb08DoPlFTr0+SiVnUugzCDY7nlgODmMBQRAJKHHay1sJq020lbcw1beUjbmH2Pmq6vU7Cs/SoE1mUehKGlxT8CsxGswpTPeegSwoBNThCsaMHoIgXAp8AVhp2/aRuXR3Ab8TBOFb1KPoZgDPD7GL405QGb7AmEcOUbZyNKhT6a3uw7QNKlaBdZl7BozLG300uWZSs0rIgoJXDnFB4mPc0f51dmtrOcV/Dl45Qk7vJapORJMGLpQWammKVpq9pZforuwiqDQww3cGul0jotUrnHdWa3xzXyfJI/zf9lSqfGNvB1+b2sIElxMx7/CmGTG7jzdDs3sWU71L2F1c298mIXNe/EOUjTx9tX1c2fTFN2TBIQoicwLn0VHZxoHyxv72iNrK0vDbcUk+QurhbAHdqlE1CyiiiwsbbmFr/klezj6IbldpL2/looaPUzWLGHa1vrCiNg4STot6mpKZY2dxzQCx9RBP9P6UZvdsgsr4tBuyKmXSjz2Mf/Hp9P3uF/1iK0DllS10fOubtHz5awiCQOf//DvehaeRf+YpypsPWzLpnR10/Oc3aP3K1+j5xY+p7d+H6PUSeeeNuGedgiCISH4/ktc7Gm/xmHCi2H2MNrWyye6n8rgCMr3bKsOPK1mIElgmqJ7RFeUbVZnPT2zkJx29pI267DrNrfGxlgYS2sg8m0mCxLzABWzJPU5n5ZVhi4EC/YvEDg4nG47gepKS03vJGt3c2/Utalb9uTWlt7O/fQMXNtzKbP+K/kqqDicnlZyJP6Hw4m+T5LsOr/RW8xZrftbLRV9tJrWv6giuDg5jDMs2sbERkWn1zOGRnh8NOW595n6meBcTUVted8r8KPM9QAMePhipudq27Vts294sCMIfgS3UrQY+MVopy1O9i3ghffugCFevFMYl+oiqrayM3YyFyVVNX8S0DTZk72dPaV3/2LTewYbs/eT0Xk7xr+SUwLk0umby7gnfZHPucfYU1zHRs4Bp3iUE1YHRrbZtU7ay3NX5b5SP8IfclHuUyxs/X/+eZT+dVX2A2HqIkmWxpVh2BFeHQYxVu483ilcOc378I5wWupz28lZcope4ayo9ld082fdLTg2+jYT2xr2r/UqUSxKfomD0kTV68EohfHKUgHJ48cqyLFJ6G5tyj9JZ3oZfjnFa+HLm+s/nlMBKbNtCQKBoZjDsGh45iF9uGCS26laFgpGmr7af/aWXX30o9TF2lZKRGbeCq97Xh+Lzkb7rL7imziB00dtI3fkXam37ATD6etG7OxFkGb2rE+3t7yTz4H2Dd2SaZB95EDkcQe/sIHr9jVjVKrnHHsY2dLRJU/HMmYvScMIWJj1h7D5GE71ksf+FAp6wTGjC8M81siZimRCdpuGJjq6M4pFlTvN7+fspKjnDRBYEgvLIWwOFlEaub/1ntuefY4pnMT3VwV7zqugmIDfgURwLD4eTD0dwPQmxbYuuyi4OlF7uF1uP5Km+X9HqnjNgkuhw8pHr1FFc4gCxtR8b9j5XoGWREwntUBd5krpB0bLQBIGIIqM66Xgjim3bByveCwTlBnorezg1cRlVqzSoYv0hKlaBrsoObNsiqo1SXtwbwLbt6Ufp+zrw9RE8nCEJKU1c2fQFHu25jbzRC0BcncyFiVtIVTs4J/Z+1qT+zL7SehTRxWz/ChaFrkQVvWwrPAWAVwrRVdmJYddYk/4zO4svcHnj54lqE1gRex+mbSCLQz9QlYwML2buHiC2Qt3i4Km+X3N549/glv306ENc1w/SXq0do09j5LEsm0K3TrVgATaltIE3ImPbYNYs/AkVb8zxqX0znOh2H0fikYN45CAt7lMo6CkyRhc+OcKNE/4dnxx501leHjmARw7QMEy5mpR+gD+3f61/7t1b28vu0louSXyKGd4zyRpdPN77E9rKWwBQBI0zo+9ihvdMvEq4fz8Vs0Cytp+80YtLGj76UnqNIlsnKrWOdjr+7Z8x87n+NkFVSXzk4/T+6mf97UYqiaDUxTO7Nvx1Te/pRm2ZQPT69yBqLuxqFSOdQvIHkLxess8+Rej8i5EDJ14q9Ili9zHaSKqI6hbp3VbhlMtC7Hgkh/2qq5A3KlMrmExc6mHJ++K4g6Mvo4iCQJOm0jSKa6SCIBBWm1kSvoqc0ce2wjNk9I4jR3BB/KMElNioHaODw2gy+lcKhxGnbOZRBY0DQ3hYAVStIiUz6wiuJznukEQ1N/xCd7HPINziRLee7JQMk5cKJX7V2UfWNJGAc8J+3tkQIaKMz4e9sUam1sXO4vNsyT2ObVvM9q/g7S1fYVvuGVo984ioraRqbYO2m+RZyIHSJvYW13N+w4dxSb5ROPrxhSyqTPTM5+3NX6Fs5hAEEa8Uwq/EEBH5S/s/UbEKQP1euyH7AMlaG2dE3sn2wjPE1ImUzTyGfVgcSNb20V3diUcOooquo1Yqr1ll9pZeGrIvrXdQs+vpfhOOkm4403NiFtqpFkz2PJtn/R9S1IoWogwzLgjQOMfDpjvTNC1wE6/YIIA36lybjiUngt3HcPiUCD4lctxfp2qWeDF997CBDnFtMk/0/rRfbIV6lOqTfb8ipDQPEFyrVomCkaJk5pjhO5N9pQ2D9hlRW/HKx/99jTRWrUrqrtsHiK1QF1TT99xB4NzzSd99BwBKvAEzmwHqgiyCwCAVDVAnTkLv68O/YiW9v/hJf5QsQO6JR4i/92aMbOqEFFxfxZuy+xip6PPRxOWXOOWyEM/8oIftj2ZZ9uE4L/0+STVfX7AOtqosv6UBRJuWRR58Dc495NVIokJYbeKa5i/RXt7C9sJzBOQYcwMXEFaahy3e6eAw3nFCkE5CBEFEFT14hi2GIoxrk32H14cvriCIDFtMsnmBB83v3DxPdnZXqny3rZusWRfnTeDxdJ7/60pSsYaOrHQ4dmRr3axN30V3ZSeKqJE1ulmT/jOP9vyYOcHzUUSNc2M3I71qfVUTvZziX8nOwmp2F1+gZOaGeQWHN0NIbaTJPZNG13T8SgzLNtlbWt8vth5JW3kTulVhRewmFoWv5LnUHwaN6axsp2RkXvN1RVEetjK5gNAf8dagyEx3Dw6JSagyU09AO4FCn07HyyWe/1kftWL9umMZsO3BHD3byix+X5Te7VWe/WEP5bSJbR3XAMqTke8Bfup2H+sFQfghgG3bm4FDdh8PMIp2H6NNyczSVt48bF/FLAwQW4/kpcw9lIzD12jbttEkL5M88+mt7mVx6CpEDs/HgkojlyU+g1cef+m7Zj5Pcd0LQ/ZV9+1FSdS9ct1z5yNoLkqbNuI7czmljRvwnbF80DaCy4Vnznwkj4fKjm0DxFYAbJvkX36PXake8/dyrBAE4RFBEDYN8d/VR4x503Yftm3fZtv2Etu2l8Tj4zcYJzbDxbSVfjo3ltn2YJbT3hVlxacSXPqPLSy/tS62PvzPHUMW1HI4TECJc0pgJVc0/S3nxj9Eg2sKinTizSscHI4Vjqo2Soymiblb8pMVZOb6z6Orsn1Q/yTPQjTRiXQ62fGEZUxdZdbFQbY9ODA91dcg07rIg+pxBNeTme5qjdt70wPaEqrMylCAsCKT1g2aRsi4/2TDsHQytS5MdNySj7KZYaJ7AUvC1/Bc8g/01faR03uY6luMYRlcP+Ff2JR9lKzeTUybRMI1je2F51gZvxlJkLFtk6pRQpMdm5DjgW5V6RzifnuIilWgxXUK/9f2xSH7fXKUkpnFa4ZQXlUk60gCcpyFwUt4Jvm7QX2TPYsISFEA4prKJ1sTPJ7O80Qmh2nbnBnwcWksRPMJds4m91Q48GKR/WuKQ/ZvfzhHeKLGxKVeVK/IrqdyeGJhPCEnQulYcSLYfYw2sqDilgIUzfSgPgEBWRj+vDvk6XqIQ9HuuwovMNl7Gh3l7VyU+DimbeCW/ISVpgFFusYTgigiai7MoSwCRBFBlgldfhW+JWdgFQvknllF9O3vBFFC9HpRGpvIPf4IZiGPZ+58IldfS/eP/xf/8nMorF0zeJ+AVSod1ZJgtDnedh/jkWreoNBnUMmZGFWLQKOKOyLRvNBNy6kejKqNpAgUkwZb7s2w6MYoW+/PoJdt0vtqtJx64hZSGymkMRLR2lapsq1Uoa1aY7rbxRSXRrPrxJrnOJzYOILr6DGqJuYBJUbe6OX08LWsy9yDYddXbid6FrA0/HZ84zAN6c1g6TpGKoldrSK6PcjRKMJJ5E3pb1CZ//YQjXPcbLk3g16ymLLcx+TlfvxOOs1JT9ow6KsdXum/JBKkSVO4P5mlp6Yz2aXx3sYo090uNOnkOW9GgnStHd2uclfHN/vTxPeU1qGKbi5quJWHuv+X9spWpvoWI4syfimGJvpwSSXaypsPFjCI8XTfb6jZZdxSgGXha5nqOx2fHH6NV3d4o0iCTFybMqAy+pH45Aiq6MEt+ilb+QF9quAmpk6kZGbJGb1EpeH9dgVBYKbvLLoru9hZPCwexNRJnB17D5p8eDG1UVN5Z0OY88J+bCAsS7iksfGA9HopZw2e/m43My8KUuwbOurI1Ov6wgu/7OOczzby0u+TzLwwiCc0ggfqcNLjV6IsCl3BQz3fH9Q3xbsYTfSgCBq6PTiScoJ7Hm7pcDq7Vw7R6JqJJCiUzTxRtQVZ0AgpjfikKF4ldDzfyqgiBUMELryE9F//NKjPu2gJiBLVvXtQWyYieb003voZrHIJ0e1B7+tB9PqIXv8etImTsE0TORym4QMfwcjnEbXhF7ME7cSM0DuR7T6OF7muGgfWFtn2YJZKzqRxrpvp5wXI9+o0zvWQ2lNl5xNZakWTCUu8LPtgnN1P5Wl7sf7xBZqd558ThT3lCt/Y20HePJRxl6VBkfnipGZaHNHVYYRwBNdRYrRNzD1ykIRrGnkjxXnxD2FjIwkylm0SVBoQBUccMTJp0vffQ+6xh7B1HdHjJXLdu/AtOWM8+Di9bjwhhUnLFJrmu7EMG80nIYhD+wxU8ybFlEGus4YrIONPyP1eeeWsgV62EGUBT0RGHGYfDicGBdOkZJrc3BQnb5pkDRNREPhFZ1//mD2VKv+yt4N/mNLCbO+J6Qs5FqlaZbJ6DxtyD/SLrYeoWWU2ZB9itn8FIeVwQXGX7GO2/2zu7vp3vFIYw67yYuau/v6ymeOJvp/jloLM8J8xYu/lZEEWVaZ6FrMufdcgQaVBm4pPihBU41zV/CUe67mN3tpeoF5w67z4h+mr7sOnRMjpfa9Z4MyvxDi/4SMs0a+hZGbQRC9+JT6kkC6LIo0nWETrkZQzJtkOnUxbjdh0F50by4PGuIISRqX+sNW9pUzjPHfdg3xCXUCxbZtCb73QlqQISLKAKyg5GRwOx5xm9yksCV/DS+l7MDEAmOCez/Loe/DIIc6M3sCTfb8csI1L9DMvcAGKOPA8DatNuEQvZSuPbduoohuvHB7383dBFAmsOJfqrp2UXj7sV61OnIR/2Vl0/eh7xG/6MFgWXd//H+xa/XorqCqxG9+PnkqiRCLkX1hNYPlK5EAQORCk1t2N/6wVlLcMrm8hxxOInhM2ovF7gEbd7gNgtW3bt9i2vVkQhEN2HwYnid1HJW+w9b4M2x46bNHRtq5E15YyZ38igV62aDnVS6BFoXNjifTeGg/+Uztmrb5w54nKBFtP3HvmyUDJNJEEgZJh8YvOviPE1jo9usFdfWk+0BTDfYItMjucmDiC69hgVEzMA0qc+cELKBhJqlYJTfTgkyMo4vArvCcLlq6Teeh+sg/eC4Dn1EX4zzwbq1ymunsnVmMTSkPipIp2fa2Hz0KvzsY707iDEv6EQjGp07GhyLRzA5RTBmt+1ku2XUf1isy9MsT0cwO4Q84l6EQlpRs8kSnwQq6IDcx0u7gyHiKhKnQfEfVqA7/rSvKFSU34ZGdicyzQzTJeOUT7MH5/beVNnOI/hwZtyoD2iNbC1U1fomLmuaPzX4fcdnXqj7S4T8EzDr3/RpuA3MDVzV/mqb5f013diYjEDN+ZLI28g6CaACCitHB+w0fQrSqCIFCzyqzP3oduVZjoWUBIbaJiFo9amRzAJflOqiJoe57Jc85nGunaUubVksG8q8PseLz+cF0rmkxZ7iffU79GmTWL9IEaOx7L0rzAy47HcqT3Vwm1qCx8Z4TQJBVJE0npBiXTQhDAJQg0nMAitcPoEVBiLA5dxUzfWZTN3EGRNNK/GDLDeyYhpYmXMvdQNDNMcM9jXuCCYRdZ3HIANydPAMAhlEiUho/citHbi57sBdtG7+6m7w+/JXL1dSjxOB3/+Q0wD18M7FqN3l/9lKbPfZHuH38f2zTRmpoRNQ05GEQOBbEti8B5F5J7/JH+7aRgiPh73o94gka4OnYfAymnTbY/PNiz3qjYdGwo4Q5J0Aj+uIo+1Wb3k4V+sbVxnpul748RbHKu/2OR3ppOR6WGJgoIgoBPEthWqgw5dnW2wDXxsCO4OowIjtpxHBEE4RGgcYiur9i2fefBMW/JxBy4DWDJkiVvqgKEImqE1eY3s+m4xkynyD7yAAD+5ecgx+J0/+h7cLAIkOjx0PS5L+KaNuOkEl2Ho1ow6dleonm+hw1/SZHZX/e6ajnVQyVj8ui/dzLrwgBzr9Qo9Oq88mCWat7k1HdFkVXn8zvR6K7W+J8DXXRUDwur28sVftDWw4eb43ynrXvA+H2VKlXLwoczsTkWyKLSXwDJtAenUcuCSlybREgZfG0PKHFyeu+QlbIBsnr3kPt0eOtosoeENI1LEp9Ct8qIgoxbCuCRDwsmiqQh1AQs26KtvJG16Tv7+/aU1tHkmsX58Y+8puB6suAOSQSaFXIdOlvuS3PRV1vYfHea5M4qvgaZmRcF6dpUJr2vfk9qXeylZ0eFSafXP79ct84zP+hmwTsiPPntLuyDgTDldJnOze0s+9sEHZNtprg1HktnWZXOE1NlrotHmO/zOItIDm8YTfKgSUMHSXiVEF7lVBLaNAy7iksKDIpsdagj+wPI/gCuqdMw0imUhgSi20Vpw/p6Fpb5qpUXQSD23g8gutzE3nkjkj+AFIlg5LPIwSCi5sI1eSqVHdto/MRnMQt1iwGrUsEsFpDDjtXaeKCSM7GHeWJO7qky/fzD9+PIZI2Vn22kkjVBAFdIwh04vtJJQTdJGgadtRqKIJBQFRKqguI8ax6VvppOT00HAVZl8/TUDOZ43Xx2QiO/7eqjVzcGjJcEJ8vSYeRwBNfjiGNifuJi1Wp1g3xZxjN/Id0//O7A/mqV7h99j5YvfBWlITFKRzl2KKUMFJfEU9/pxqgensm4ghKdm4tc9OVmNt2VZteTebxRhaU3xejbWaGUNAg4K8UnHL26MUBsPUTJsuis6TSpCp1HRLk2agqqYyFxzHBJfhQxyyzfcrbknxjUP8d/Hn45jiQOFoNEQcIt+/FK4SGLt8S1KchOlsNxQxJkQurR7xkeOUylVuDF9F2D+jor20jWDhDVWo/XIZ5QuIMyKz6V4KF/6qBrY4WmeWWmn+tn5vkBuraUWffbJJVcXXhpnOvCtmwEAXwHPcgzB2q0nuZlyz2ZfrG1Hxu2/DqF9mk//9qd5G8mNXKKx82felJ8u62b9zfGOCfkwys7U2mHY4tb9gP+0T6MEwY5HMEyTYovvYiR7EObPHnQmKbPfYHck4/T96uf9bdJoTBNn/tC/99qcwuhiy4jdfsfqezZhRQKEX37O3FNn+UEV4wTFPfw36M/oeAODJw3uUPyiGXjZXWDp7N5ftuV5NDtSBMEPjexkbletyO6HoWKZVE0Lb59oItDSy2bi2V8ksjHWhr4n/2H2wFWhPxEnXu3wwjh/NJGiZE0MTctnbKZRxBEPFIQ4YhVnYpZpGSksbBQBI2A0oAgCBT1LCUzTdnKo4kePFIYv3LyrO6KHg9SMIjaPIHSppf72wWXm+g11yEGAli5HHoqiaC5kIMnd/ptOWOQ2lMdILYChCeqxGa4eOif2rEOLi5W81We/HY3p38ghmW+qcBsh1HmSMuAV9NV04kq8gDB9YZEFL8zsTmm+KQIcwPnIyBhUqNgJGkrb6XZNYsFoYvQJM+w22qin2WRd/JY722v6hFYHn0P7pMoFX0s4lPCtFe2YDP09XFX4Xlm+s8c4aMau0Qma1z6tRa6t5ap5EzcQRlBgsQpbkppA6NiM2W5D5dfQvVLtJzqRfNKWKZNMWkQbFHZfHdmyH3nO3VaLZmsaXJ/MouMzfuaYvywrYc/96SY7FaZIUrIzoKSg8OoosbixN97Mz0//zFq68AIYm36TIy+PoprBz5OmZk0PT/5AU2f+zuUSARBltEmTiJxyyexSiVQVGS/I3yPJ9whieZTPXSsH5jlI4gw+9LgqFqddes6v+5KDmir2jbf2t/FN6a10uo6MW0tjidlw6SzpmMBv+1O8moT4oJp8WymwNKAj9W5AgCTXCqXRoOoTjFfhxHCeQIePUbExDxT62Z95j52FJ9DFjQWBi9hqncxfjlGzuhjT/FFXsrcS9FME1FaWB67kbDSwtb8k6zL3N2fWjrRvYBz4zcTUpve8hvP6310V3dzoLSJsNrEJM9CgkrjmDL6l8MRou96L4U1z2JVD/q/yDKJD99C8vY/onccDjp2zZxF4mOfQonGRuloRx+9alHoNQa1hyerbLor3S+2Hsn6P6W4dP6Q9sQOY5yIMvytY6Zb4+FyvUhFVJG5MRFhutuZJB5rJFFBEV14pACd1R3E1MmcFb0RTfAQUBqOum1AidLiPoW3NX6eNak/kdG7iB/cPuGaOkLvwOFouKThH/KP1ncyIggCgWYVvWqx8a9perdX0HwSsekqp98cQ/PKiNJgQVSUBCITVdIHarjDEuX04KmW4hGpiHXhe32+yLsTUf7QneSdiQg/6eilt2YQUQwSqlO12sFhtFGbmmn8xGcxchn855xH/snHAQhddBnpe+8Ycpvagf2Y2TRK5HBQiehyI7qcQp/jEW9UYen7Y2z0p9n7bB7LrEe2Lr05RrBZQZRHb/HsuUxhyPaabdNR1R3B9VXYts2Bao3/OtDFjYnosMEgLxdKfGlSM9M9Gi2aSkJVaHJ82B1GEEdwHSVGwsQ8p/dwe8c/UTAOr5Y9nfwNB8qbODNyA3tLL7I69af+vpTezt2d/8FVTX/HpuzDA3z89pdf5qm+33BR4uNvyTuuaKS5s+PfSOkH+ttkQeOa5i/T7J71pvd7rBEEAe+pi5D8Acx0iuILa/Cffia5p58cILYCVLZvI/voQ4SvuArJc3JGhgUaFBpmu9m1Kj+gXZQEkjurQ25TK1oYZSfC9UQkJstMd2vsLA/8bsOyxHSPiwkuFUUUcQsCDarqRH8dB1K1A9ze/s/U7HpV9rbyJjbmHuaapi8TFl7blzusNuGTo8TVydhYuEQfLvnkvH6NRfxSFJfoo2INfgCb7T97FI5obCPJAg0z3Jz1UYVK3kSSBdwh+ajpowC+hMLuZ/LMviTIS79PDeqfcnmAB6z6fc0lirRoKpfHwkzUVMKyhA3kDNMRXB0cxghyMIjR10fg7JW4Z8yi9PJ6pGAQWx8+M8c2hogKcBi3BJtUltwUZe6VIUzDRvOK+BOjL8BVBvnaHKZ6lL6TlZ6azk86e8kaJqIAAgyZF+SVRMCmu6pze0+av5vUVA95c3AYIcZOSKHDMaetvHWA2HqIfaX1WLbBS5n7htxuTerPzA6cM6h9T2kdBaPvDR9HycjSVt7C4z0/YW36Tk6PvINZvsMPjIZd5ZGeH5LT3/i+jyeSx4trxiy0qdNwz52Pe848ShvWDTk298QjFF/eQPmVLeipJJU9uyi9soVaVydmdWjBcTzhiSkEGmW88YFrOLYF3tjQ6zqiBAiQ76lhmjbljEGhV0evOJOKkaJimiRrOqVXF5d4DUKKzI2JKBdFArhFEVmAZQEvn5vYyD19GdbmioQkiWaXNi7FVlM3KaUMauU3nXzwligZWZ5N/aFfbO0/LlvnyeQvX/e1VBFVgmoDIbXREVvHGCGlkSua/h9u8XA0q4jEytgHCCqOb/hwuEMy4QkagSb1NcVWgECjyvy3RwhP1Jh7VQhZq1+vREVg2hUBcoslXinXs1zOCQX4bVeS77d1860DnXyqNcH6fBHXOLzGOTicyMixKNlVjyG43XiWLMMGfEuWDT02EkXyB4bscxgZamWTTFuV9P4qpdTIiN8uv0x4okZsqmtMiK0ApweGnocJwATNUQhfTcG02F+pF8TcVCizyD90QNi54QC3dfQy1eMiosjj8rnEYWzjRLiOY/YV1w/blzf6MO2hb2qp2gFm+1cM0WNj2LU3dAwlI8uTfb9ke+HZ/rYN2QdYFrmOqd7F7C6+CEBG76RkZAgoYystX3K5sINhwle/A0GUGK60pVWrgWmS/NP/ETj/ItL3343edgBEkcjV1xI8/2KkcewDpXklwpNcXPCFJl55KMu+1QUkRcAybGZfGuLp73UP2mbqOX72PV8g164zYYmH9P4aDbPcpPZWmLoiQLB5bEyAxiO6ZdFe1Xk4lWF3uUaTqnBZLEizqryuAjB+WUITRU4PeFni9yIKAjJwT2+G5/NFPtWaYDza81qWTeZAjVfuz9B7sAr6vKvChFpVNN/IVSuvWkUOlF4esq+3upeqVQTG1rXU4Y0hihKN2gyua/0aBSOFaRv45Sg+OXpUf16HN06wScUXlwlNVJl2jp9azaZb1HnQzLO2kAPgNJ+HmCqzu1JfQO2uGfyhJ8WygJeI40/t4DCmkIMhotfdQK1tP3a1hpnsw7fsLAovPj8wS02WiX/gI07x21Ek11nj5dtT7H2ugGVAbIaLpTfFiE5RqRYtbNNG9UnI6viPEWvVVJb4PazND/SXvSERIeD4jQ7iyMeMZ7J5PtGaIGeY7Di4SCoA54T8xBSZ/dUa/9eV5KamGH6n+JjDCOPMEscxMW0SO4rPDdnnkYNIgoxhD46+DKst5IzeQe0u0Y9bemOrwCm9fYDYeojnU3/hksSn+wVXAISxqdDIfj/YzRjZLK7pM6ns3D5ojG/JMkSvD9fMWQiyTMPNH8NI9WH09ZG++3a0qdPwzj915A9+BFE9IqpHY+lNMeZfE0YQBVSPQL7XYNkHY6z/U4pq3kKU6mLrnLeFeOK/u8h16Ew528/W+7K88mCWMz/SwHO3dbP84434G5w0zePB/kqNf9rTTvXgAsKeSpXVuQJ/O6mJGS6bomWTNy0sbMKyTFSREYWBK8IuUeB3XWnypoVB3V8KYIpLIyxL4zLqK72vyoP/2N5fHC7bVqP9pRLnfCbB5DNGbkHFtm000TtkurkkKEiMnPjrcPwQRYmw2kxYfW2LCIe3hiSL+GJHPIRVRa4wZFYYfkQEtpYq/Kxj4LxoW6nC+xtjeGXnfHNwOEQpbWCZNoomovlH59ywqlWMdAozmwVBQFBVLL1G4yc/T3XXDspbNyPHYngXLUVuSCA4AsyoUOjVefr73fQdYT3Wt6PCw//SzkVfbWbLvRlaF3lxBSS8cRnNJ+EOjl/pIq4q3NQY56JIjU2FEnO8HoKyhG7btFV1KrZFQlWRhPE3v34zRGSJhCrTXTMwbPjfth6ujIW4LBpEFgQkAV7KF/vH50yTqCITd/xbHUaY8XvVcmC673SeT/9lgBcrQEhpQrAl3tb4OQpG3bPMtHXWZ+4jpbdzZuRdPNH380H7WxF7HwE5/oaOYXv+mSHbbWzKZg5VcFOzyzRoU9HEsZvSKgeCyIEg8Zs+RPs3v1avXnoQKRQmdMnbKG3cgNKQwK5WSf7xt0Suvpby9m00fPQTZB9+APeMWSeFCb+kiHijIqZh0/ZikT3P5Ghd4uXUd0aRNAEBOLCuyP3/0MbyWxOs+lYXlayBrAkYVZt1v0uy8J0RureUR1VwFQThb4D/BOK2bfcJ9ep23wbeBpSAD9i2PbTHxBgmqxv8qSdF1bZpVBW8kkhHVadsWbycLxFXZLKGSc228Ukij6UyzPf7mOVx1f2RbJBEgbAic3U8zI5yleeyBZpVhdODPia7NAKyROAohbVORKpFg5f/kuoXWw8RnaJhlC36dlVQ3CL+hDJkgZ5jScFIcUrgXF7K3DOob7ZvBT7ZiW51cHgrGNi0V2pMdKv8z4FukvrQGUGOAY6DQ51KzqR9Q4n1f0xS7DOITtVY+r4YkanaiEcnVtsPoLe3kfrrnzBSSRAEPAtOJXL1dfjOWoF3yTIEWUZUnEX90aSUMgaIrYcwqjbZ9hrxWW6MqkWmzWTTXRkkRWDWxQHCE1V88fEpmvlliSfSZaZ7XJjY/KKzj+0HIzbdosBNTTGmu+vz8ZAs4zuJF/wiqsKtLQm+sbeDmm2j2za396Zp1VSuiYf53oF6duUMz+Fnb3UcBoM4jH3G1xOxwwCCSoJ3NP89j/T8gLTeAcAE9wKWhK8mbbTzVO+v+j0ANdHLefEP4ZaCNKhTuLzx82zKPkJbZQsBOc6i0JU0uCZjYlHQe8jWegCboJLAJ0eRxaEnLbIwvOeMJMiYGHilMMsi1yEJY3/io06YSOs/fIPSxg1Udu3EPWs2UiBI5//8B2Y2A4Do99Nw80cpvrwe0eXCKpUInH/RSWfKX0oaPPO/3Zz+wTjP/7R3kFAFsP+FIs2neVC9Emat3l/JmciaQPeWMtPPHR1fLUEQJgAXA/uPaL4MmHHwv2XADw7+/4SiaFkUDZPPTEjQXtVRBJjs0jDtetTqn3pSPJ8rYgOaKHBtPIJo2+yvVOmtGbhEgaAsEZAkJrs0REHAL4kYto1PFJmoqTS7xt9EuJqz6N5aGdA286IAvrjCi79LUs1byC6BOZeHmHVREHfo+N1eN+UeYYJn/gBbFoBW9xzmBy9ClVzH7bUdHE4GsoZFgyaT002WBbzcl8wOGpNQZSLKyfuw6+BwCMu02fd8gUK3zsJ3RKjkTHauyvHg19q55GstNMwcuWCDWl8vVi5Hz89+dNgGzLYpbXgJq1Cg4ZZPosYdC4GxQCU3tA++rAmoXolKTmf/6iI92w7PvTo2lJi20s/k5T4ik7RxE/Ga1A1Suk7JtFgU8NFRrfFAKsPuI4rTli2bH7X38qnWBLe19zDVrfGxlgYaT+KIzZkeF9+Y1srafJHumsEUl4aNzY87evrHHMrQa9YUYuMsGMThxMD51Y1jREGiyT2Dtzf/fxTMJGUjS9UsUbUKPN7zEywO3+iqVpFHen7Iuyf8G5rsQZMnsiL+fmpmEVnUkAWVvJ6kYnWRqnWwo/Ace0ovIiJxceITTPEuQREHXvCzejct7tmszw4uziULKhG1hXPjH8SyTR7tuY3rW//5uH8mbxVBEFATjaiJRspTplJrP0DXd/5zwBirUCB97114T1uMqKj03PZ9AudfjHv6zFE66tGhlDL6RdahxFaA3h0Vpp8XoJIzB9jjCoJAdNqoikb/DXwBuPOItquBX9m2bQOrBUEICYLQZNt256gc4ZtEFeCyWIjHUjkujATZVirzZCbPKV43U1wa6wulfl+kqmVTtSyezxcHCA4RWeJzExuJSjLzfB6muV2Ytj2uV9pFWcAdlKgV6zFt3ni9OM+anx1OMzYqNi//JY0oCcy7OnzcIl3dUoAnen/K/ODFXJr4DIZdQxZUeqt7yBm9xO1JCIKTIung8GYJyhIvZMtsLVU4NxzghVyR3iOiXGUBPtzcQMSJkHNwIN9dQ/WIdG0us/meDN6ozOxLg5QzJi/9PsXZn2jAGx2Zc8U2DfJrnh2y5kJl1w6sfB4cwXVM4A4OPWecsMTLvtV5Gud6Boith9i1Kk/LaV623JNh4XURZO3Enu+0Var8277O/nuMAPzdpKYBYuuRPJvNsyjg5blsgX/f18lXpzSftPciURBo0lSm6AYv5UuszRXIm4dzT0KyRMk0CcsSn5vQSNDxXHcYBU7sK5TD68KnhEloU1FEF9sLz9BX3T9AbD2EYdfore7t/1sSJNxyAMs26arsZG/pJXYUVmNhMDdwHufGPoiFyQPd3yVv1FeSbNumbOSomEWqZoldxRc4PfwO6onkdWRB5YKGj2HbNk/0/ozHe3+CS/QiiydWBUY5GCJz/+GUXkFViV53A4mPfRL/GWfhmjYDpaUVQVHIPfYQRjo9ikc78hzSeyRZgGF0J29UJjHLxct/SfW3BZoVyhmDpvmjY78gCMLVQLtt2xte1dUCHDji77aDbUPt46OCIKwVBGFtb+9gP+TRRLfh4VSGs0J+vn2gi/uSWZ7JFvhJRy8/au/hlpaG/rEBSaJZUwdFd6UMk/9t6yFn1a8jbkkc12IrgC+uMPfKUP/f087x88oDmSHHbr47TTF5/CLaZ/tXYGPzcvZBHuj+No/0/IAHur/NltzjuMWAI7Y6OLxFIrKMKgpMcWv8pKOHaxsivCcR5cyAjyuiIT7V2khknF/zHBxeD3rZopQ2efq73SR3V8GGYp/Bi79JImsCkgLlzNCRjMcF08RI9g3bbVUGC3gOo4MnIpOYO3CuL0rQON/N9POD9O0eWnAEKPbq7H4qT6atRr7njRV0HkukdYP/2t81YEHPBjLG8OdMxjDxHSyi1VHT6azqlI4yfrwjCQKNqsIUlzZAbPVKIp9uTTDV7eKfp7YywXVi6QwO4wdH5j9JEASRiDoBv9JwsIL10FRfVYSlaGQoGCnu6fpPyuZh0SWuTubs2Hv7U1rbS68gCxo7Cmt4Jb8KSVBYELyEiDqBrsp2Lk18mqKZQRIUFEFjV+EFZvjO7PeXXRG7Cc8bLMg12giKCtbBC7so0vDhW8ncexfVfXv6x2jTptPwwVvovu17VPftQZswcZSOduTxRGRUr0j31jItp3loX1caNGbO5SFWfburP2rQFZRY+v4Y7pBEoPH4pcgIgvAI0DhE11eAL1O3E3jT2LZ9G3AbwJIlS8ZUNbi0YXBWKMDvuvoG+Q/ur9borupM1FT2V2ssDnh4NJ0bcj+dNZ20btKkWmgnSfXUxnke5r8jzOa7M3jCMvkefchxetnGqBw/d8eA0sCK2E082/c7TOqTdLcU5Pz4h/E7/q0ODm8ZlySyPOinVzd4OJXlh+09xBWZFk1lS7FMd03nY0csTjk4nKxUcgYb/5oeKqCUrfdnOfMjcSzDplY0Ub3Hf5FCUFTcs+dQ2f7KEJ0Ccih83I/B4fXhjSmc+ZE42x/OsuOxHIpLZPnHE+x4Ike+K0vjHM+w2yoesS72Jw0qWQFBEPDFT6woz7xh0l6t0VkbPJcUBQFFENCHOLFme9xsK5X7/86a9f3MkMd/nZDhSGgqV8RCrAj56ajV8EkSCVWhSVUQnCJjDqOMI7ieRHjkADN9Z5A3ksOOSWjT+/+dqrWzq/ACe4prB4itAL21vewuvshc/wXsLr5ITJvI3Z3/TrJ2OADwkZ4fMN27DJ8c5f7ub6OKbizbxLBrnBW9gVfyTxJVJ7Ii9l4S2oxj/4aPM5Lfj3/F/8/efYdLUpWJH/++VdU53ZwnM4mBYRiGnHNUQEVRREVd1B9iDmtYdXfN2XUNyxoQUVlEBCRJznEIQ4YZYOLNOXY+vz+q584NfSf2ze/nefq5t09VV52qrlPV9dYJJ9B+3TWEVq+h7+m1w4KtAInXN9Bf+wLBAw7CCk3dQcHGQ6jU4cTPVXPPD+o5/IMVWJaw9ak+jAFf2OKA84qJ96Q59rJKuhtTBIocfBGLTMqM+2BZxphT8qWLyIHAAmBd7gJdBzwtIocB24A5Q2avy6VNKxaCV2TYU+ChHuvuZUU4wOZEEo9YxLNjBw4TxjClosnjLFzuYfHJUcr28xEqdph/dIQ37u8ZNV+gyMYTGL8gdMgpYnHoSKp8+9GdbgYEnxWixFNL1KsBVzV1pTo7wWSxQ2Es79Tudy7qcYh6HL6+oJa/NbeztqePeDbLWaVFHF8cnfG1+pXaHdmMoWNj/pqIqf4sgWKHgc4M0ZqJyY8TjhA6aDVd99xJtnf49Tl2yhk4JaUTkxG1W6JVXg5+VylLTomRzRju/Gb9YI3oA95agsjo3iE8AQvbcQfazaQNj/22heM/XUWo1EGmyaBIWWN4vLsXzxjBwIc6ezi3rIjrWoa3jixybPYL+rilrXMwTYC2dJraTIagPXuvS2VeD2VeD4uCOo6Bmlo04DrLlPnmY4B5wVVs6n922LQVkZOIetyb9b50Bzc3/JDDit9GY2JD3mWt732UxeEjOab0vXSmGoYFW7fb0Pc4Z1Z+iue67iCZdZ/GlXjrWBQ6jKXhY7DFS9CZXjVbtxPLInLE0fQ+8SihlQfT/Iff5J2v97GHKbvoA3hr6/JON5kM2UQcy+dHZtCFUiyhfKmf079eR/OrAyw8LsIB5xYR78ow0Jlh/T3d9LenOflfq4l3Z0h0Z6g9OERRnYMnMDn7wRjzPDBYbUlENgJrjDGtInIT8HERuQZ3sKyu6dZ/K7h9E3aMMeI2gNdyB8ACeLlvgOOLInn7kQpZFjHHxj9LarcCxHsydG1Nkk3By7d3ES5zOP7TVbx6RxeNL+6obbD63aXjXtMi7Ckm7Ckmlq4kS4aAHcUWvaSrqScTj5Pp6iTd3kamqwswZPv7CSzbH29N3l5ZppQ5fh8fq6ukJ53BEqHIsQcH4VBqpsqkDfEu97eCP2q7wa1kFk9g+ANFT9AmUuUhkWe0eccnmIzB8Qn+yMT8rrMCAZyKSmo+/xW67von/c89jRUKU3zWWwkeuArLr8GYqcb2WviLHDY+3DOs+4nX7uzi8A+X89TVbaQG3If/gSKbQz9QzrPXtlGzMkjr+jjxrgxbn+4jVuvBH5kev4PaUmmuaWrj4qoyfJaQyA6PKq/r7ee0kiiX11Vyd0c33ekMB4YCLAsF+H3Djq7KjoyGealvgO50hv2DAZg5t5FKzRjT46yk9kl3qoWedBudyQYinlKKnGqOL3s/LYkTeKnnPiwsDoydRoVvAX47AkBvup3O1K5iSQaPeFkQWs2T7X8fc64sGY4quZD21DbmBw+m0r+ImGdmNMXzlJVTddmnyHT3QCZ//zkmlcK/YBGesvIdadksmd4eMp2ddN17J4mNb+Cbv5DYSafhra5BZkin3pYl+EIWmx7tpbsx5f6QGvKbYunpMbxhm5Xnl0xeJnffrcBZwAagH7hkcrOzd6q8HpLZLDVeD/V5mjGdVhLjye5eKjwOC/w+Do4Eua+zh62JHX1kCfDuylJKZ1ENr0Rvhr7WFOv+2k7rkBtLseDIj1SQTmbIJGHl24opXzpxN3RBJzZh61JqT5l0muS2LaSbm2i99s9kOtpBhNCq1ViRCIjgrZ6gqm/7wGdZ+Lyz5+GSmt16W1K8clsX6+/tBgwLjokw55AQzesHqF0ZJFDk4I/ZePw2wSKHVe8s5a5v149azrKzinjt7i4OesfE1ip1IhGcSATPu99L5q3nY/n8ONHpWbljtuiuT9D0ysCwtIYXBkj0ZTn0fWUEim1S8SzxrgzPXNNK6QI/dYeEeORXTQA0vxJn/7MmI+d7J5419Gay3N3ezbsrS7myYXi/w7U+DxkD8/1ePlZTjs+26ElnuK2tC1uEOp+XY4si2AJXN7axMhzEO01q9xZCTzpDMtcCT0SI2BYeS6/RamqaGVEdNabOZCN3Nf+a+viOvoxinkreUv15FkeOYEHoEATBtoYfCmnjBlfakluo8C2kOfHGqGUvDR9DyiRZ23YjRd7qMfMQcopZGjm6QFs09Xgrq0l5/QSWr2Dg5RdHTQ+tOgSnvALJXQiSzU2kWpoQY6j/6Q8g7dYgSLz5Bt0P3kftF/+NwOKlE7kJ4ypU5uHgC0u55/sNw4KtsVoP848IjzlK6VRgjJk/5H8DXDZ5uSkMyf1Q+/icSr6/qWFYx/wnFUc4MBRgdSRIMmsI2hZey+Jzc6t4pT/OUz19FNk2h8XCVHgcKnxTu0lwoWTShrY3B+jamh4WbAUwWVh7VSunf70WxyuEyj1Y9uz50avUzqTb2yCdpumKX+xoF2oMfc88RXZggOhpZ+KprBq8PiqlJld/e5p7v9+AN2Kx5uJSshnDS7d10fjCAMdcXsnWp/sIl3sIlTqEKxwiFV7KFvs4/jNVrP1jK30taTxBi/3PjuEN2dStKiJaPTl9a9rBEHYwNCnrVrsv3p3mues7KF0w+mF1+5sJHvmfZk76QjXRai/peIKV55ewbV0/D/+qCZP7CRuucPCGp+79xEg+SwhYwmsDcd5SVsSn51TxVE+fW1M1FCBsW/xyWxOHRcJcVFVC1HHoSmdoSaY4uThK0hju6+ge7P/12FgY/wxqJTmW/nSG9QMJ/t7SzgGhAPMDfooci40DGWp9XipnyX2Jml404DqDpbNpXuq+d1iwFaAr1cQDLVdxeuXHCQxpzm9MlnimDxGLkF2MjcOL3fdwcsWl3N18BfEhA2qVeOewLHocD7VezfLIcXgsPxY2WYbX8gzZxcScmVGbdWc8xcWUXfR+tn3738n27xiUzApHKL3g3dgBtyPzZHMzrX/6A96aGgZefWUw2Doonab1mj9S+ZHL8VZUTuQmjKtYnZeT/7Wa5lfj9LWkKZrjJVzuEKnyYHv0Rnui2ZbFwoCfby6sozmZpjeTocrnodTjEMr9YAsO+d1W5fNS5fNyWDRExhgClo0zi56k9zanyKZh0+O9eacn+7LEuzNUHzD2AA+qcETks8APgfJcdx8C/Ay3Bno/8AFjzNOTmUflyiYSdN5z5+hO+ICBV14idtpZZONx7KCWnZlgJpTNVEsz6e5uxLZxiopxioomO0sTqqsxyeEfKqerPsmmx/twfMKai9waqiZjSMcN665tJ5s1LDwuwn7HRQmWOsw7LEzpAi/JfkMmZcBk8cc8hMsdHbRG7VQ6aah/tp8FR0XcwbD6h48dEKv10N2QYqArzWt3d9M2svsKgeVnFGE70+c4K/U4nF9ewp+b2ujPZrmivpkVoSABS7irvYvmXNdfz/f1k8Utf5VeD2uiYX47pEsBgEV+H8tD7n1mVzqNZSDimZkhnqd7+3hjIMFFVWVc3djKdS0dCHBQOMA7K0ppTaYo806vwdPUzDczS6MCoCfdwks99+WdtnngefoynYMB145kA43x13i970m8VpADo6dyVOl7eLDtKh5o/SPHlr2PeLaX3lQbtYHl9Ge6aE9sZUX0JO5s+gUV/kWcXHEpD7f9hf5MJ+D21Xp65eVEPLNjEBdf3Vzqvv4t+l9YR3zDegJLlhHc/wA8lVWD8yTe3ED/uqcJrzmMzttuzrucxOsbyPb1AjMn4OoL2ZQt8hMscUgnDZYtBIttDbZOsu0dzO+u2doZ/0BHmkzK7PTHvDU7d82EE5E5wGnA5iHJZwKLc6/DgV/l/qrJZgnp5qaxp2czMEvPKzPNdC+b6Z4ekps30vzbX7s1swFPVTWVH70c//yFk5y7ieMNWDz+u1Za18cH0zY/0cdJX6xi7VWttKzfEex68cZOtj3Vz0HvLKFkrpdIldYum6qm8sMQxysUzfHy7F/bOfbjlTx/Ywctr8YRC+pWh1h4bIRHft2EycJZ36zjyataaXje7X7AH7M5/EPlxOZMr2PPFuH44giOgCNC1sBzvf2j5os5Dk7ugYXXsji6KMKCgI+727voymQ4tijCkoCflDHc2trJA509eEQ4pSTK8pCfiik+OOWeaEmm2BJPcnAkxPc21dObG/zXAM/2DrA10chn5lRR4nG0n3U1pWjAdUYzpM3oPhq3T8vm2mF0Jhu5s+kXwwbHeqXnAc6u+ixvq/ka67pu58Xue1gUOozawP7c1/I7ejNtnF35WVpTm8mQpiH+KvFMD4cWn4fXCiBYRD0VZLMZulOtg4NxzXTeyiq8lVVw8umjpmWTCbrvvwcAk04h/gAmPjBqPisQIJvIP+LrdCaWECrVp46FlskYxBgsR4PX4yGdzJJOGhpfGGDxyVEaXhhdZoOlDrbXoq8tpcf4+PsJ8AXgxiFp5wJX5br9eExEikSkejoOajfT2OEo/iXLSLz5ep6JNk5ZBbbPN/EZU+Nh2pbNbCpFqmEbDT/9Pia143dzqrGB+h98i9ovfR1v7ZxZUVOzpyE1LNgKYHuERE92WLB1u86tSRI9Ge7/aRMnfr5Kr4FT0FR/GOKPOhxyURl3fquezU/0Mv+oMItPcisENTzfz4M/bySbaxA40Jnm+E9V0Z97EO6P2ARLp2ct6pjjcEZpES3JFIdHQzzW3TdqnreVFxMZMl5C0LbYL+hnv6CfrDFYIjQlkvzXlibeiO8on+u3xTk8EuJ91WWUzpAan33pDAsDPjYOJAaDrUO1ptJsiieIODblM2Sb1cygd+gzWNAuYlHo0LzTyn3zCdjuYCuNifXDgq3b3db4U/x2mDMqP8Fba/6VKv9+3Nz4A3oz7pN/I1kGMt2D83ek6rm/9UrubP4VdzT/gqbEBpqTr3Nj/bdpTWwetfzZZ8ePgd7HHyV67Al554ocewLimTlPJFVhJPszdNUn6diSYKAzTbwnTevrcZ77axv3/qSRzU/00t+R3vWC1B4xGejYkqSvPUOk0jN4E7CdN2Rx6PvKeOL3LcS78w+cpwpDRM4Fthlj1o2YVAtsGfJ+ay5NTTInFiN6zPFYefpRLDr1TKxoZBJypQqtEGVTRC4VkbUisralpSXfLOMm3dVJfMP6YcHW7bJ9fSTefIPk1tnxO3bTk6ODPoESm+7GsSpwQOfmJAh0N4w9j5pU2x+GDO3bZfBhiDHmMaBIRMYekGOcle7n46R/rSYVz9LbmOKRXzXzyK+aefOh3sFgK4AvYuMN2RTV+Shd4CdU5pmWwdbtLBEqfV4urCxldXhH1zoeES6sLGFZrquAsT4LsCmeHBZsBbAFmlNul2Ezhd8SNsaTNOc5T2/Xls7QkdJ7ITW1aA3XGcxnB1ld9Ba2DLxAb7ptMN0rAU4s+xARTwlZk+G1nkfzfj5Lhp50C2W+udg4lPrqOKfq8zzYehVd6Sae67yTg4vP5rmuf+b9fMgu5pnOW1lTfB63NPyIt9d9g7BTPC7bOh1YXi+xE09h4KUXGHjlJcKHH0no0MPpW/uE27+dCKE1h+GbvwinqAiTyZDuaMek01iBAE6saLI3QU2CeE+GRHeanqYU8Z4stiM4PgiWeOjalsTyWCw4MkLD8/28dk83R320gmCRntoLxROw8PiF+UeE6WtPU7UiQPXKIH2tKbxBCxHh6T+3ud9P18z5YTtZROQuoCrPpK8AX8atpbMvy78UuBRg7ty5+7KoWcek06RaW0g11mOyBk9lFZ7yCqxdNFn01s2h9ktfp/P2m+l/7lnsSJSis96Cf+lyvCWzo/XLTDDeZdMYcwVwBcCaNWtGd/o7jkwqRbqzAwArFCZ63Il4a+tAhPjr68mmUnTc+g/KL/7gjO9v2BcZXRcn2ZslWDz274pQmUN8bYbeZg24TjVDH4aMCEyO9TBkVO3zibhuegM2datClM73MdCVYf093aQTw08DVSv8BEtn5u/bKp+Xy+ZU0pHKEM9mCdsWpR4Hz24MKDmyK4IzS6IcGAnRlkzRncnyen+csG1R7vVM66b2HsuiLZVmYWDsVjHlHoeEGV37VanJNDPPWmpQqa+O86q/TEP8Verjr1LirWN+cBUl3joABMFnjf3j0ZYdN1JeK8j80CrKfHMwBixxD59a/wq2xV8c9rkFwdW0JDbSlNhAa3IZATtCb7ptVgdcAfxLlrlB1icfp+Wq3xE97kQqP/oJrGAAk0qT6enGN2cuYtt03n4LODZOtAiTzeCtrsEpr8CJRHe9IjUjJHoz9LeleOEfnWx8pBcMrHx7MeFyDy/e3Eo6bqhdHcRkDbbXIlhk07U1qQHXAqs7OMRd361n+ZlFNL88wJuP9OILWaSThkxyxw1BakB/5O0rY8wp+dJF5EBgAbD9prEOeFpEDgO2AXOGzF6XS8u3/EkL6kxn2VSK/hfW0fTLn+2oBWjbVLz/w4TWHL7TIJSI4Jszl/L3f5hMb487GJE+QJx2xrtsTiqTxTtnLp6KSkrfeREdt9xA523/ACCwfAWxE06m/R9/J9vXN+MDrouOjfDaHd3D0pJ9WRyf4I/Zox4seoIWgWKH/rY00RptnTUZZtLDkECRgz9qc9rXanniD620vhbH8gj7HR/hwPOK8Udm7u/bkG0PDly7J0qHDJB1YUUp3ek0bwwkSGaz/LmpjYGsIWRbXFBewhHRMEXe6bkP/bbF6kiQvkyWCo8zOLDYdgv8XnoyGZYE/ZOUQ6Xym54lTu2REl8tJb5aVsROGjVNxOKA2Mm82vvQqGkBO0bEKR1835ls5KXu+3mz/ylCdhGHFL+Vct8CTqu8jM3963ix5x4Ei/3Ch2NMlofa/gTA+t5HOTB6KqlsfNQ6ZqJ0ZweJLZvpf2EdTkkZgWXLcWJF7mi3sSLKL/4QRaefTfzVl7FCYZySUtJdHWS6OrH8AexYjM7bbsa/32LarruGVEP94LKjx59E8dvfBckk6bZWsskUnrIynJJSLO0Hb8aJ96TZ9EQfGx/uBWC/EyP0t6V57m8dg/O0b0wQq/Oy/IwY3pCPrU/3UX3AzL4hnGjhcg+n/GsNTa8MUHNQkDcf7iXROzq4Gq3WPqPGizHmeaBi+3sR2QisyQ3+cRPwcRG5BrcPuq6p1kfkdJdqaabxv38CQ5snZjI0//4K6ubMw16w60GFLK8Xq6R0l/Op6WUmlE2TTGL6+ym98GKaf/NLsv07aowNvPwiDT/7IWUXvBus6Vs7bHcFyxyO+HA5T/yhlWzKja35Yza+iM1RH6lg3XXttL3hNl8unutl5dtLePovbZTM9xKp1GvgZJhpD0PEEsoW+Tn5C9UkejNYlhDQgXbpTKVpTaVJZDNEHIdSj0PItjk4EuS6lna8CEtCfu5v72JVNER7Ks37qst5tKuH53oHuLKxlYBtcbgVwu9Mv8EqQ7bNfL+Pa5vauKiqjLU9fTzR3YuDcFxxhJXhIH3pzLAAtFJTgR6Rs5QxWXrTHRiyFDlVHFv6Ph5qu5qIU8YBsZMJ2yWUeucQ9bi/oTuTjfx129cZyHQB0MZmNg88xwllH2RF7CRq/MtoTryBIcsznbcM68LAmCyWWMSzfWzqW0eNfykee/TTp/50N/FMDwAhpxifPf2CRqn2Nhp/8VMSr68fTBOPh4oPfwzf/IV4K6twolGcaJTAfktIdXSQbmvBDgTx1c7BLi4m09UJxtD5z1uHBVvB/eEf3rqFxl/8lGyfG4TDsih710VEjj0BO08/eWr6SscNr9zWNfi+5qAQD/y0cdR8XVuTpJOG5EBag37jJFzuIVzuoac5RazWQ9e24U0nFx4fIVSm+36S3Io70vIG3NGWL5nc7Mw8yY1vDA+2bmcMfeuexjd3HrIXNXMyAwNkOtpJtbWCZWGHIzglJdqSY+aYFmXT8vvpuu8uYqecMSzYul26rRXL68MpmjmttDKpLH1tGbd7nJCFWEI2bfAELLAMp3+tloGuNOkBQ7I/wxO/byHZl2XxSVGWnRHDH7Pprk+x9o+t1B0SYsU5RTvtdkBNvOn+MMQXtvGFp19gcDw0JZM8291P2LFpT6WJOhmakykWB/xUez18bm41m+MJulNp9gsG+PmWRnoyWXwinFQS5YBQkD83tXFdczsLAj7mTsOAK7hdL7ynqoz6RIr9Aj6OjUWIOBbdqTTFHoflQT/e3eiGQamJpFfGWagv3cFL3ffzdOc/SGT7qPOv4Jiy93LxnB/RltrKQ61X05VuwhEvK2Onsyp2Ji/3PDAYbB3qobarmRc6CL8doiG+ntbkxlHz7Bc+nIhTjkd89KRbaU+GqQwsGpxujKEtuYUn2v/Gm/1P44iX/aMncGD0FIq8k9Z/+17pX/fMsGAruH2Dtf7lj5S8/Z1YvuE/2D3FxXiKh/+ATzXU45s7j87bbx61/LL3vI/GX/5sR7AVIJul9S9/xLdoCYH9Fhd2g9Sk295M3R0leOw+QptfHWD+EWGK52mTvvEUqfBw8r/WsPHRHl6/vwfHZ7H87CKqVwT0xmACGWPmD/nfAJdNXm5mNmMMmd7e4YkixE45g9AhhyK2Q8/DD2AFQ/jmzMUpK9+t4Gs2mSTx+nqS9dvo/OctpNta8VRWUXzu2wks2x+P1oadlqZj2XSKSwgfdhTJzZvGnGd7dxgzQTqRZeuzfXRsSjJndYhX/tnFGw/0YLLg+IQVby2it6WXWLWXh3/ZPOyzL/6jE4BTvlxD9coAdauDBEs92M7Mr/07w0yLhyEK+jIZtsSTPNzdy2v9O1qLVno9XF5XyX5BPweFg8z1engtnuC3DTsGHUwYw21tXZxVWsQBoQAv9A3QkkxR7vEQsKdnYLLM66HM62ElQypmjT22mFKTTgOus0wi088jbdfwcs/9CMKyyLHMDa6kLbmZct98nu68ha50EwBpk+Tpzn8Qz/QRsPOPJJw2SfozXcT8lZxa+VH+tu0/SGZ31A4o8daxLHIc67pu45WeB/FbEU6uuJSidBU+x62N2Z7cxg3136I/F9DNmBTPdN5CU/x1Tq34f8S8FXnXPdVkenvpvu+u/NM6O7CDIVJtrbusIWEFQ5js6ObKRWe/FZM1ZHt78n6u+/57NOA6w9heoXShj7Y3Em7NE//YP44CMYeiud4ZWcuytzlJJuMO5uEPj33Zinel6WtPg3EHu/JFLXyhwl/mwuUeVpxTzH4nRBFLNNCqpr1kYwPx19cTX/8qvjnzCCxfgae6BhEh092NU1buzmjbhA4+hNhJp2FMlr61j9N1146BM8XjofozXySwdH9kF7VMMt1dJLduofWaPw6mpZoaab7iF1Rd/lkNuKoJY/n8RI8/kf7n18H9d+edx1s3J2/6dNTTkkJESMezrL+nO/fwUEgnDOmEYd1fOzj8g2Uke7NU7h+g6aWBYZ+vWOYnVOYQ0z5bp5Xp+DBEQW86zYt9A8OCrQBNyRTXNrfzkZpySr0eBozhuub2vMvoSad5R0UJJ6bS+C2LeCZDVzpNZzpDFkPEsok5NlFtjq9UwWmpmmX6Mu283PMAgnBSxaVs6X+eO5t+hSGL1wqwpvh8yrxzeL77zsHPvNxzH+dUf46nOvMv08YN8JT75vPuOd+hMb6B9uRWKn2LyJDmxvpvE8+6tWPi2R7uaPoF76r75mDAdevAC4PB1qHq46/Ql2knxvQIuGIJ2GMXKSsYwsR33Y+tU1KKHSvCLi4h0+FeOK1wBG9N3fCarSNk+3ow2ewub3LV9OGP2Kx8WzH3/6SRbMat7RosselvH17TVQQWHB0mWOLgeKf/958cyDDQmYEs9DSneOrqVvrb01QsDXDQBSWUzPdh2cNr03Q3Jml5LU643MP6+7rpa05RtSLA3MPD+GM2gWhhL3diCf4CL1OpyZCo30rDD79Dun1HV0BWMEjNF76Kf/5CEIi/+TolF7wbb3UNvU88RvPvr6D07RcOC7aC26Kj4Wc/Yu5/fg9P+c6v3ZmebjrytOQAaLvuL3iqqvHV1u37Biq1GzwlpQSWr8ApryDdMrxWp2+/xbs8nqeT/tY0z/+9g+VnxhjozHDsxytJ9GTwRWy6G1I8f0M7L9/WxXGfqqJ4vpfOrSE23NMDGBadEKVmZVCDrUrl9LWnGOjIkEkZ/FGbaLWHXJ+5BZEw8HBn/vu/53v76c1kKcoaWpJpmpPpUfO8t6qUbYkk//nmNjKABZxUHGW/gJ9f17vnuhWhAOeVFzMHKNKgq1IFpSVqloln+gDD4vBRbO1/gdd6HxmclswO8Ejbnzmp/F8I2kX0ZzoBBoOx5b75tCQ2AuARH3WBAyjxzsGSHYdRzFNJzFNJX6qL57pv48mOG0blIWXidKQaKfG5N1IN8VfHzG9PunWft3miiO0QOfIYEm9sGDXNKa90m6I5uy5ylseDb8FCyi++xB2kJJsldNDB9DzyENHjTgDbztuXXuSY4zXYOsP4ow6xOi8nfLaajY/2sPnJXo7+f5U8/rsWuuvdPkR9YYvDP1SOv9jGG5j+NS07tyZ44cYONj3eh2XD/KMirHx7CY/8upltz/bT8OIAZ/5HLaUL3H6gE31pkn1Z+jvdmq3//I9tkBtDt+nlOK/d1c2xl1eSrTKESmde7V+l9kUmPkDHzTcOC7YCZPv7af3j76n65OdxojFCK1cB0PCT75Pt7yN40MH0PbM27zJNfMDtHmBXASpjyHR25J2Uaqgn1dSAHY3hRPK3sFGq0LwVldR+4at0/vNWeh55ELFtoiedSvS4k3BiRZOdvT2S7MuQihsc3+hWGJZH6NicIFbr5eVbm2nfmBycVr7Ez1EfreSx3zTjC1tEqz3YXiFa7cEbtBnoSrPh/i6WnVo0I1vUKLUnOrcmeOR/Wmhd71ao8UdtDrukjJqVQbyhwvwmtxFSxuSdZgABEibL1kSShQEfrw6pCbs44KcnneXejh2tI7PAXR3d+G2LZUE/r/THeTHX1cDlcyo14KpUgWmJmmV8llurdH7wYO5q/nXeeV7ovpulkaN5pvMWAGzx0JNuY3XRW3i1+yGi3goqfYt4s+8ZMiZJT7oVnxUk4tnR/M/vhBnIjF0bsyfdSjzTi98OU+adz2s8mne+kF2yt5s64cRxcIpLCB60mv51Tw+mW6EQZe96D2Sz5L9cjuaEIwQOPIi6r3+bnkcewDtnHj333kXPQw9Qcu7bab/+2mHz+5cux6s1gWakaJUX2yMEiotIJ7L4wjbLzojhDdgYY7BsCFc4hGfAjU/XtiR3f6+Bvhb3CX0GWH93N22vx1l1QQlvPtJD2WIf3Q1JQuU27a8nefEfnax8RzGJrgxP/bmNkYVsoDPDpid6KVvkZ+ExDjILRplWanel29vpW/tE3mnx19eT7mzHJOK033oTnuISsv19AIhlYTKja9Jsl69bnJEkEMSOFbkDRY7gqawmuXULnooqDbiqCeUpr6D0XRdRdNZbEBHsaGxa9d2aTmRp35TgmWva6NycpKjOy6p3lVIy30smbehvS2NZMPfQMC/f3jUYbBWBcIWHvtYUTS8PsOz0KJ6ARXdjkoHODOv+2k7HpiThcoeVby+hY0sCT8AqWFBJqemmpznJAz9tonPrjgcW8e4MD/xXE2f9Zx1l+xWmbMQciyOiIe7tHN2l3MKAj4hj47Ms+jIZziiN8Vp/fPCn8DFFYf46RjcD97Z3c2FlKa/kArTNqTQtyTR1vuy07d9VqalIA66zTMgpZr/QEWTJkiX/ADw96TYC9o4Rgg+OncVrPY+wqf8ZLqz7Dut7H+ONvrUsCR9Jffw13uh7klQ2TtYsGuxv1RabhaE1vNCdv0/TsFNMKhvHb4dZEFrNkx1/J2WGN7cv9c4h4pQVaMvHn9g2TkkJ3ro6IkcdQ6qpETsSQTxeuu67m+gJp+CfN3+3l2d7vNjz5uOfNx+TyZDt6abt//6EHYlQ+bFP0P/8OrLxAYL7H4h/6XIY4+mnmv5CpZ7B2pmpeJbqA4REbwYBAsUO4fLpH2wFaH09PhhsHap9Y5LV7/FhOZDNuv3Vtr+RxBOyCFd6QIRU3BDvyn9O2/Z0P6FSh4HODMESvewpNZR4HEwyMXqCx4P4/CS2bSUwfyF9z+54kDjw2quUXvDuvMFa8XhwSnd97faWV1By/gW0XPm/o6aVnH8ByaYGjF7X1CSwPB6sadqHcOvrCe785jaWnRFj6WlFpPoy9HeksT3CtnV9dG1NMe+IMMvOiHHnf24DYMmpUSqXB+jcksTjtwhXOhTN8WI5wkB7hvt+1Dj4MLO3Jc0jv27mkPeWEq3xaMBVzVr9HZlhwdZBBl67u4viBV7sAgQuw47D2WVFPNc3QFtqx2/kgCV8qLqc4lyN1GOLolzV0MIn5lRyR1sXG+MJYo5Nbyb/A9C+bBbviEoI3XlaUCql9o3eeU4yEfks8EOg3BjTKm6nLz/DHTmyH/iAMebpnS1jT/jtEMeUvYe25Db8VoR4dvTTshr/EtoSW4k45ayMnUaJt461nTcCEM/20px4g7rgCm5r+tngZ17svof9QkdwQvklBJ0Y4HYvUBdYwdaBF4ctf0X0ZFriG6n1Lweg2FPL+bVf5f6W39OUeB3BYlHoUI4sfde0GTBrO29NLd76Opr/8Bssnx8TH8ApK6f0gvdgF5fsdR9gYtsE9j8A75y59DzyID1PPEpg6XLE4wWPQ+ftN1N89lsLvDVqKvL4rRnbd1rrhjxBn5yW9XHW39NNf5v7Y3PVO0voaU6y5KQYWWNG9ek6lDdsk+rP6jMJpUawgiEiRx1L1523D0sXr5fqL3wV09dHausWEKHk/Avoefh+eh9/lGxfL5me7lEtOhCh/IMfwdmNYJU4Dv5lyym7+IN0/OPvZDo7cMrKKTrjHPpfWEeqpZngigNJd3XhxGKF3nSlZpx4d5onr2zh0PeXUf9cPy/fumN8hKI5Xo74l3JeuKGejY/2csJnqshmYP+zi0j2Z3nwv5oG5xULjvtkFamBLOv+1j6q5QjACzd2UHNgcPQEpWaJ9MDYLTn6WtOYlIECPY+o8/v48rwaNgzEeaUvzly/lwPCAep8O+4Hqn0e3l1VynXN7ZxVWkR3OoMFLPT7eCM++vf1fL+X5mQKWyCTK+N1Pq/WblWqwDTgOolEZA5wGrB5SPKZwOLc63DgV7m/BZM1WTb1PcNRpe/inpbfDJtmi4eVsTPoTjVT5ptDibeWe5qvAMBrBehONbN/9ATuaPrFqOVu6HuMA2OnDAm4VnBo8fksCh3Kxv5nscXD8sjxCELIKcJrBehKNbOh93G2DrzM4SXvIGgXYYtD2CnDZwcKudkTwvIHiBxxFIGly9w+8WwHOxDACkf2+YbRiRVRcenHSax/lf6XnseORAnufwDdD91P/7pncErLKXnr+dqPq5q2iuaMHUgOljgke3c8eX/22naO/3QV667vYPV7Sujc3J93NGWAJSdH6e9I449pTRylhvIUFRE94WTir28Y1v945Sc+S+K1V2i79s/D5i9+69sIH3YkvU88Svv111L81rcROfpY4utfwwqHCa06BG9VFZZnN2vdZw2BZcvxzZ1Huq2VdFsbXXfeTqqpAYCGn/6Aqo9/GjscnlbNupWaDImeLGJBvCvD1qf6h03r3JLk+es7WHhshPX3dNP48gA1KwMUz/Py8C+HDxJmsvDQfzdx6r/V0Lk5Tw2+3LoSfVobTs1egSIbkfwNDGtWBnH8hb1m1fq91Pq9HF8czTvdEmF+wM/H6irpz2T5bX0zrw8k+GBNOf+9pWlYu1YLeE9lKZ3pDB+uqcAReLl3gArtv1WpgtNSNbl+AnwBuHFI2rnAVcZtR/eYiBSJSLUxpqFQKxWRXD+tx3Bqxcd4ofseetKt1PiXckD0FF7teQgRYV7wIJ5ov56+jDuoRcakCdhR+jNdY3ZH8HLPA8wJHgCAJTal3jl0phoJ2yUsCB1CU2IDL3ffT8okWBw+kvnBg3m68x8MZLrZ1O/Wkjm14mMUeasLtbkTThwHT3lFwUe0dYqKSbU0037T9fjmLSC5bSvd9909eKXvvu8uYsefiFM8ffq9VWqoyuV+fBGLRM/wWgPhcodsypBODP9V27UtSde2JJm4IVjusGyRn1R/lvaN7pN8EVh+VoxUPMui46PYjvbfqtRIdkkZFR/6KOnWFlJNDTjVddh+P40jgq0AHTddT9Xln6H3yccASGzZTGDZ/gRXrsI7bz6e6J49WPSUldP/6kuIgaZf/3zU9GxvD4k3X8cpK8dbVr53G6jULJDNGFLxDAuPjfDy7V1559m2rp+jP1bB+nu6ef3+Hk79ag2v3JZ/3kzKkEkZotWeYYNqbecJWNgevaaq2SGeydCUTPNaf5wshqXBAGVFNktPi/HKP4eXoWCpQ+3qyav9HbJtQrbNOypK+bc3tnJ7WxefnFPFQ109bE0kmevzcnppEX9tauOlXP+tPhE+PbdqsHsCpVThaKmaJCJyLrDNGLPO7UVgUC2wZcj7rbm0UQFXEbkUuBRg7ty5u73uoF3E4vARvNxzP2/2Pc2SyFHMDa6kL9VOOpviiNJ3srnveW5p/AlD2xGVe+dT5K0mHh97MCyP+Iavy4lxQPQkugMHcn/rlWzsf2Zw2gvdd7Gx72mOKb2IO5t/NZh+f8uV1ASWE/NMr+4EJkqms4P+PCM7m3Ra+3FV01qs1sspX67hyT+00vxKHARqVwVZfGKUR69ozvuZ7WfPllfi1B0SYunpUbwBG8QN1GYyhlCxo6MpKzUGJxDAqa3DKS7GN38h2UyKnvvuGXP+VHMTNZ//KlYoBJZgeX04JaW7X6t1CMvrJbDfEnoefWin60P7lVNqp7rqk2x6oo/qA4JjN3U2O34mpvqztKwfcKu6jWGgI82yM4p45Nejr79LT49pqxE1K8QzGR7s6uG39a0AeEXwiHB+eTHHnR2jbLGPV27vItGXZc4hQfY7MUZR7eR3/TXX5+Wr82v4fUMr/7W1kaNjYS6qLKXc4/CVN7aRGnLPmDCGH21u5NuL6pjj9+1kqUqpPaUB13EkIncBVXkmfQX4Mm53AnvNGHMFcAXAmjVrdjvS5rF8HFH6LtqSW2hLbsUvYRYGDyFjUmzofYLHOv6PZZHjuLDu2zzW/lcS2T5WRE9iTuAAwk4xGZPCER9pM7o/mOXR40aliVgkswPDgq3b9Wba6ct0EXUq6E67P+iSZoCBTJcGXPOwo1G8c+eR3Lxp1LTIkUdj72HtIqWmEhGhdIGf4z5RRbwng4hbS/WWr2wlkxx9iovWeInN8dLTkmLLU31ULPVTsyqI47PwBi1sj3avodTusoMhwK216qmqoey9l2BSKXrXPkbi9R3dDWBZxLdsIrx6Dd4CtOSwA0G8VTVjTvfWzgFbf66q2SfRkyGTNvjCO7+e9bYmefGmDhy/RX9rirpDQrx+/+gxGmI1nsF+0AF8YZtFx0R4I8+8lgMgNLzQx+EfLOeFmzroa03jC1ssPS1G3SEhgiX6IFPNXH2ZDJ3pDMlslt/WtzLH5+UtZUWkjCGRNRR7bDq9WRYeE6Vy/yDZdJZAsYMzRX57em2LFeEg/za/ht5MlgyGiGVxS1vnsGDrdilj2JZIasBVqQLTX7DjyBhzSr50ETkQWABsr91aBzwtIocB24A5Q2avy6UVVMxTwbk1Xyae6eXpzpu5dtu/IQiLw0eypvhc7mr6NVFPBedUfw6fHcZn7ehPtdhTy9lVn+Hmxh+SManB9CNL3kWRJ39XANuDqfm0JN5kYegQnu++a3B5jkz+k8GpyFNaTvnFH6T+R9/FxHf0VemUVxI75QzE0SKtpi5jDKn+LJZHcLwWxrjdBFgewR4y6FWwxCFY4h7Lid40B55XzLPXtg9b1qp3llC/ro/VF5aSHMhw1n/WESx18Aa1xo1S+8bQ//yz9D39JJbfT+So44gedyItf/gtZLP45swjm4iT7R/dX/Le8lRW4Z07n+TmjcPSnbJy/AsX4S0rK9i6lJrq4t0Zml8doP75fgIxG1/EpvqA4KgBM9OJLAMdafo70rz5cC/HXl7Jgz9v4uQvVlO/rp+Bzh01wy2PsPLtJTz1p1YQOOC8YsoW+fEGLRafFGX9Pd2D84rAmovLeO2uLppfidP2eoKD3lFC8TwvGPBHLfxFHu2mR81YDYkkD7R3sSgYoMzr4ZKqUiKOw//UN5PI7ghWnltWTInHQ7hk6t5/xTwOsSHPRuLZseto7WyaUmrvTN2zwwxmjHkeGKwWIiIbgTXGmFYRuQn4uIhcgztYVlch+28dKm2S3NzwA7rSO0Ymfbnnfhrj6zmy9F3c33olLYk3WRQ+bNjnHMtDXXAFF839Ae2JbaRMgjLfXCJOCV4rf581QbtozHyUeGoRsTm54lLaElvYOvASIbu4INs404jj4Ju/kLqv/gcDr7xEsn4bgaXL8C1chLe8crKzN2OIyOXAZUAGuMUY84Vc+peAD+XSP2GM+efk5XJ66W1N0deWwnYsUgNZvGGLbc/0U7+un0iVh+WnFxGt8eD4htcM8IUdlpwapXZVkMYX3QBP6SIfCMw/Kky0Sh/OKFUoqeYm6n/wbTLdbp90mUSCztv+QWDFSorOOAc7EkECAUx8ACtUuIEtPaVlVF32SbruuoPuB++DTJrQoUdQfMbZWEX6e0DNHplUlq3P9BCr9iECW57sJ1LtEK3yIhaD17zelhT1z/Wz5ck+lp4RY96RYXwRmzXvL+PRK5o55L1l9DSlaH8jQdEcD/OODBPvybD6ojKKaj0Eih0CMfc28KB3FLPg6HAuwOsQLHUGg60AA50Ziud6KV3gn7T9otRE6UilaE+lSSFc29JOiePwjopivr2xYViwFeDG1g5WR4IsdabPQM+HRkPc1dE9Kl2AeX79Ta1UoWnAdeq5FTgL2AD0A5eM14paE5uGBVu360jV41g+POLn9b4nRwVcAWxxKPJUUeTJ12PCaBFPOUWeGjpT9cPSHfFS4qvjtsafUu6dz+ElF7AgtJq+TCeIRcAO79W2zWSWx4Ovbg6+ujm7nlntMRE5EXfwuoOMMQkRqcil7w9cCKwAaoC7RGSJMUY7F9yF7qYUXdsSWBY0rB+g+sAgd3+ngXiXu+uaX4nz+v09nPi5KuYcMrrM+yMO/ohD6UK92VNqPPW/+NxgsHWogRefo+S8t5ONx9n271+h/AMfxlNa2EGsvJXVlLztAmInnYLJGiy/HydWpC031KzS154mVuvnzm9uIx13gzvtGxNseqyPEz5TRbjcQ39Hmru/W0/XNrdV2OKTowRiNnd+q57qAwOsvqiMbMpQtb+fuYcFiVV7sZyxmzkHSzz4ixyi1R7SySzpuKHmwCC+kE3xfB9zVgeJ1WkgRs0O3ekMP9nSSG/G7Qt5C0mOLgrTn83fN/Jd7V3EbBu/bVE0DQadqvZ5ODQS4smevmHp55cXU+RoKzGlCm3qnxVmAWPM/CH/G9yadeOuJbFxzGldqSZCTjFRpzD9qIadYt5a/QXub/k9mwaeAwyl3jkcVvw2nmy/ngXBQ5gXXMldzb8innUH5ar2L+HUiv9HkXf3grqJTD9pk8BrBfFY2v+M2msfA75rjNtJsTFme38Y5wLX5NLfFJENwGHAo5OTzenBGEPr+gGK5/pYf283qXiWNx7oHgy27pgRHvvfFkrm+wiVar9wSk2G/hefH3NaurWFpt/9DwB9T60leswJsA/B0FRXF9mebjAGKxzGU1yCHQhiByZvdGelJpvJwgs3dgwGWyuX+1l4TAR/kdu1QNsbcSxbWPOBMhKdWTY+2gMGXr7VfVDS8NwADc8NIBaEqzyc9LmqnQZbt7MsGdYna2yOD7JG+0JXs0o6a7ino2cw2LpdZict7ePGcHVTG7U+D6eWxCjzTu3fsBVeLxdXl3FicZRHunrwWsLRsQjlXodU1tAQT+CxLEo9DiMG9lZK7QUNuM5iJd7aMadFnDIGMj0sDh9RsPUVeas4o+oTNCfexBKbrQMvcn/rH0hkejm05G3c1vgzYMcVrSH+Grc0/oTza75M0Bl7MKiuZAudqXqe7LiB7nQzNf6lrCk+nxJvDZbokzq1x5YAx4rIt4A48DljzJNALfDYkPm25tJGEZFLgUsB5s6dO765neL6WtMEihzu/WEDvc1pDn1/GS/d3Jl33oHODImejAZclZokvnkL6Fv7RP6JIpBya9TZJSVg7X0gJrF1M61/+SMDuQCvb9Fiyi++BP/8hXu9TKVmgkzSDHafs+KcIiyv0NWQpL/D5qVbOkgNGMSG+UeGqdo/wLIzY7x4U+eo5Zgs9NSnGOjIEBt7TLox2baArcEWNbv0ZjKs6+0flmYAjwiOQDpP4HV1OMSfm1pZ29PHilBwygdcASq8Hiq8Hg4Mu10hNCdTdKez9GQybBpIEHZs6nxeKr0OxZ6pvz1KTWX62HIWq/QtImiPDmSGnVJs8XB65WW73WXA7vLZIRrjG+hJtfJ4+3X0ZzqZG1zJ671PMjTYul1bchO96fbRCyJXcy6+mY39T3Fjw3eoj79Mb7qN13of4f+2fpm25JaC5l3NHCJyl4i8kOd1Lu6DqBLgCODzwLWyh494jTFXGGPWGGPWlJcXttntdJPNZOlpStHb7I6MHK314IuMfemxPHqDp9RkCR96OOId3XTYWzeXdFvb4PvYiacgexlwTdRvo+HH3xsMtgIkXl9P/Q++RaJ+614tU6mZQgT8MZtotdvP6hv39xCp8LLuunZSA+7vZJOBNx/qpeW1OPHuLKmB/E2dATIpHQRHqd3ltYRYnmb193Z0c1HV6MEbV4YDVHkdan3ewfkyY3Q9MBV5LIuOdIbeTJbb2jr53qYGrmlu5zf1LXx3Uz1vDCToTaUnO5tKTWsacJ3FYt5Kzq/5KnMDK3G7yhbmBw/mLdWfpy6wP/OCB2FbhX+qtV/4MEQEW9xl++0IfZmOMedPZeN503vSrTQkXuOJjutHTcuYFI+3XcdAuqcwmVYzijHmFGPMAXleN+LWXL3euJ4AskAZsA0Y2nFuXS5N7YQ3aLPt2R21BdIDWRYdH807b/UBARy/XpaUmiyeiipqv/R1vHPnuQkiBFcdQsm5b6f9H9cjPh+Vl16Gp6p6r9eRaqgn3d42Kj3b10d8w/q9Xq5S05nJGhJ9GcQWjvpIBUf/vwqy2SyLjo/w6l2j+1UGeOOhHmwH5h8VyTvdExCCU3j0dKWmmqBt89ayolHpL/QNsNDv41Nzqji9JMbxRRE+UlvB8mCAb2+s57QStwJTwmSZPuFWV3MySWsqzcNdvcPS41nDFfUtdGR0qAql9oVehWe5Ut8czqz61GAtUr8dIbST5vuFEPNUkc6mOKXio9zZ9EtaEhtZEFrNtoGXRs0rWGN2J9CZbMARLwOZ0SMtAtTHX2Eg003Ayf9DVKkx3ACcCNwrIksAL9AK3AT8WUR+jDto1mJgjLa3ajtfxCZatePBTSYJiZ4MS06Nsv6ubkyu8k3pQh/7n1OE47PobkjSsj5Oy4Y4RXVeKpcFCJU7eAPaRYhS40ksC/+CRdR8/itke3rAthGvj0x3FzWf/TJOURFOccleD2SVTSZJNtaPOT25TVumqNmnuylJqi9LX1uaJ69qpa81TfWBAepWB6lbHeL1B/JXHsimIRU3VCzxE6vz0rU1uWOiwJqLywiU6HVTqT2xIODjwooS/tbSQSr3I/XYogjrB+L8qbGNRQEfXsviiYZWBnK1WdtSaYocm6NjETz70N3OZLAM3N+Z/xzTlc7QndaAq1L7QgOuCp8dxGdP3CAVlliU++cRcoq4cM53aE1sIuap4OXu++nNDO8+YE3xeYTt0rzLiWf78FpBLGyyjL4YhJ0SEtn+PJ9Uaqd+B/xORF4AksD7c4PZvSgi1wIvAWngMmOM/grZBRFhwTERXrq1E5OB/o40bz7cS+lCH8d8vJJM2mA7Qte2JKn+DImuDHd8cxsDHTt2rT9qc/xnqiie58MbmHo/ZFMDWTKpLJ6gje1olwhq+nMiUYjsqInuKS7eq+WYbJZkSzPE4yCChCMElq8geNDB9D/3LINPXHL8C/fbl2wrNe101SfZ8lQfJfO9PPDTRoIlDsd/uor6Z/t57Y5utqzt55D3lrLtmX5ev394UMQfs0nHs/R3pjn+01W0ro+z+cleAjGbRcdHCVc4+MN6q6fUnijxeDihKML+oQD92Sx+yyJgCU9292GADQOJUZ9JGMOKoJ9Fgek3aHPYcciYsbse0U5JlNo3ehVWkyboxAg6Mcp8c4ln+jm/9qu80vMgG3ofx2eHWVP0Vqr9S/DY+S9eRZ4qNvQ+ztLIsbzcc9+o6QfETs0biFVqZ4wxSeC9Y0z7FvCtic3R9Ber8XDyF6t5+FfNvHxbJ4ddUs5jVzSz8dEdzZfmHRFi8clR1v6xdViwFSDeneG5v7Vz2AfL8QZG9y85WeI9aTq3JGndEMdkwXKg5qAQRXVeHdlVzXqZRILk1s20X/9XwO33teem60k1NeCbv5Cqyz9D+/V/Jbl1MwBOeSW+OfMmM8tqH4jI5cBlQAa4xRjzhVz6l4AP5dI/YYz55+TlcmpJJ7O8eHMHi0+K0vjiANmsWyv1kf9pJtnn1pzrqk/R+MIAq99TSvkSPy2v7ehm68Dziml7I87cQ8sIljgU1XpZcHQILMsd9GoaScWz9LW5g3zFuzKEyh0CRTaegI0vbOk1dR9o2dxzRV4PEcemMZWmI5Xmlf4EK8IBrmvJ3wXeiqCfNZEg5dNgwKyRIo7FcUURXuwbGDUtaFk4IjQlk1Tm6d9dKbVrGnBVU4LfDuK3gxxe8g4Oip2BLQ4+O7TTzwTsGIlsHytjp5ExKdb3Poohi0f8rC4+h65kI/OCB03QFiilxmJ7LGpWhjjrm3XEuzM4XuGMf6+luzFFvCtD8Vwf4QqH1IBh8xN9eZfR8MIAie4MptIg1uTfeGXTWdrfTNDfnqH+uQHinRkql/vpaUwhFhTVTr9aDkoVUrqpkYYffQcrFKbk3LfT+IufDNZoTW7ZTO/jj1D5sU/ScuUVBA9cRdEZ5+CtqZ3kXKu9ISInAucCBxljEiJSkUvfH7gQWIHbFc9dIrJEW4e4BrpSLDouStPLcQThtK/W8ObDPYPB1qGe/3sHx1xWweO/byVc7rDsjCL8UYu5h4WH9dNqe6ZfFwKZtKFza4IXbuhky9o+DnpHCYmeDG8+0ksqnmXRsRHmHREmXD79glmTTcvm3rMti1qfF0eEm1s7KXccji0K82Dn8L5OTyuJ8nh3L3V+HzU+L/Y0ezhQ7PGwJJjlwFCA54cEXS3gI7UV/KmxhbdVlBK1HQL21GtlptRUpwFXNaVYYo/ZZ+tIEU8JK6In0p/pZlHoUOYHV5Elg8GwvvsxDi09j4gzekRJpdTkCJV6CJXuuGGKjQhKJvuTiC2Y7OgGTCIgFvS2pYiUT/5T9t62NC3rE6z7645uUDq3Jtn0eB/HfqKScHkWx6s/TNXsZIyh96knyPb3U3z2ebTfeP2o7gNMMkn3vXdS84V/w/IH8JTm7z5ITQsfA75rjEkAGGOac+nnAtfk0t8UkQ3AYcCjk5PNqSPem2H9XT28cGPnYNoB5xXT+HL+gWJTA1n8MZuzvlmH7REcv2A7M+MaE+9Ks+2Zfras7eOA84ooWegj2ZdhySlRMPDKHV1suK+bk79UQ7hMg657SMvmPir3OFxYWUJ7Ms3hkTAHhII819uPJcKBoQBvxhPc1tbFl+ZV451m/bduF7YdziyNcVZZEc/39BPz2CwM+LmppYP1A0m8IrSlUtSN0epUKTU2DbiqCdef6qIv28FApge/FSZoxwh7SobPk+6iL91B2iQJOjFCTimOjD5ci721ZBOGgXQ3YU8JfekO/HaEEyouIeqpwJLpeeFTajbyhiwWHRtm/T2jO++fsyYEAt3bUnh8Fv7o5F6+Uv1ZXrhxdNOyeHeGLWv7iNZ4cEr0/KNmp2w6TWLTmwDYsRjplqa88w28/CLpjnZCB6ycyOypwlsCHCsi3wLiwOeMMU8CtcBjQ+bbmksbRUQuBS4FmDt37vjmdpJ1NyTp70gPC7YCJHszBGI2PQ2pvJ/zBGyCxTPv1i3Rk+GNB3oomuulanmAB3/eRCphWHhMhKr9/RzynlJ6mlO0vZHQgOue2+eyOdtZIswP+PFbSd6MJ/hTYyvzA36MMfymvoWkMZR5HEo907dsRhyb1lSavzS1UefzMdCX5S9NboWCEsemPpEkZgdoTaZIG4NHBI8lRPdyAE2lZhMtJWpCdSWbeL77LtZ13U7GpBCExeEjOaLknRR5qwDoSDbwz8b/Ym5wFXOCK+hINtKb7qDYUz2q9qvH8lEVWESJt5qkiVPhWzihA4AppQrHH3FYdmYRLRsSdG7eMdpytNrDircW88w1rdiOxap3liA2+EKTdwlL9WfJJN0ae9EaD47PomtbkkzS0PTSAPufvXs19ZWaiWyPB9+8BfQ/+7Rbs9VxIJ0ePV+sCERItjSTbmkm2diAt7wCp6ISb2XVxGdcjUlE7gLyfSlfwb2fKAGOAA4FrhWRhXuyfGPMFcAVAGvWrJmx47R0bE7w3PUd+MKjH8hteryXQ95TRvMro2u51q4KEiyeft0F7K5UPMuqd5Vy348bQeDYj1ey4b5uHvplMxiI1XlZ/e4SBrpTBKIadB1qvMvmbHoYsjNRx+aFnn4uqSnn2qZ2GpLug5ElQT9vKy8mak/v8nlwJMSDnT2sH9hx/vGI8KHqcnyWxaZEgoxx0zwi9GcyVPq8LAz48EzTmr1KTQQNuKoJkzFpNvY/y9Od/xhMMxhe630EnxXkqNKLSJskT7Rfz1Fl7+Gl7nt5sPUpSr1z2C98BGt7nuDg4rOIeEZ3E+C1g3jRQKtS012o1OGoj5ST7DN0NyQJlTv4IzYv3drBAW8pBoHmV+NsfDRNxVI/0Wovib4MliMEYvawLgvGkydgUbl/gKWnRunYkiTVl2X5mTF6GlO0vpmY9Bq4M5UO/jF9hA89gs5/3kLfM08ROeJoeh66f9Q80eNPxlNeQePPf0Ry86bBdE91DVUf/wyeikosj1umUx0dZDo7yPR0YQVD2LEiPCWlyDS/yZ0ujDGnjDVNRD4GXG+MMcATIpIFyoBtwJwhs9bl0malga40j/y6GcsRfOHRXeMkerK0bIiz5uJSnr22nXTCjTvXHBTg8A+V4w3NzGPdF7WZe3iYZF+GdMKw+t2lrPtb+7AHr11bkzzw0yZO/0atBlxHGO+yOVsehuxK0LY5tTTGjzc3ckJxlFKPgyWwaSBJ0LKITuMargDlXg8frCnnjYEEbw4kKPI41Po8hByLtlSGa5s7aMoFmQ8MBTi/vIS13b34LIv5Ae1qQKmxTO8zg5pWelKtPNt5a95pL/Xcz8rYGRiTZUHoYG6s/w4Gd9CA1uRmNvQ+zulVl/No27WcUHEJXiswkVlXSk0Qb9AmVOEgrRle+2MX8e4s8a4MJ3y2inTK8Mivdoze/OI/oHielyP+pZz6Z/some8jk8wSrR7/H36hUodFx0V48OdNmCHjm9QeHOTgd5bg+PRpf6Hp4B/Ti7emltov/hut11xNaNVqsv199D3zlFvj1baJHncSwVWr6bz1pmHBVoBUQz2d/7yF4nPOpf+F5wksXkr7jX+j76knhnz+RGInnIJ3zlxEa9dMthuAE4F7RWQJ4AVagZuAP4vIj3HL5mLgicnK5GTrb0/T9kYCy4Flp8d47a7uUfNsuLebs75Zx4mfr2agM020ykukyoMvPDODrQDBYodlZ8TYutYdNDNU5gwLtm6XSRk2Pd5LUZ1Xr7G77wa0bBbMXL+PL8yr4c72TtZ29zHP7+XMsiKqvTPjIYCFcG1TO6eWRKn1erARfJbFX5qaaE3t+En1fN8AHekWPjGnkhubO/hIXcW07b9WqfGmAVc1YQxZejPteadlTGqwi4FNfc9xfPklOOKlJfEmL/c8QDLbz7Odt1HuW0BvuoMSrwZclZqpAhEP8c4syX5DvCtD6UI3gLrur+2jRm/u2JRk02O9ZFOGgY4MvohNojcz7jen8Z4sT/y+ZViw1XLcWjh9rWlKF4zr6mcrHfxjGhHLwr9gEdWXf5ZMdxf+pftTfN4FZHu7sfwBrEgEMhl6Hn5g+Oe8XkrfeREAHTdcj1NaSqa7i2xf346BtzIZuu+9C6ekDCsaxVNcMnL1amL9DvidiLwAJIH352rUvSgi1wIvAWngstn8ICSb3vG3+dU4S0+N8uqdQ4KuAoe+r4xs1tBdn6Ry/wDRGi+WNb1GPd9TIkJRjZfMAYZ1djup+PDrvO0RwuUOyf4s3dtSGGZtJcu9oWWzgCwR6vxe3ldVTtxk8YrMqOb05V6Hy+dUcmtbJ39r6cAAdT4vF1WVcVNLJ2/GE4Pzbk0k6U1nSJks8WxWA65KjUEDrmrC+O0wNf7lbBl4btS0iFOOI17SJsWy6LHEMz282vswiUwvp1R8lMfb/0p9/BWWR48nnU3kWbpSaiaJVnk44NwinvhdK8Vz3aaXHZtG13gB2PhoH0tOifLo/7aw/KwYS0+LjXvAtb89PdjcU2xYeX4JkSoP3Q1Jkr0ZuuqThCs82M7MvlGeYDowzzRkh8PY4XDeacnGekxm+D1++XsvofOu24fVeu245UbKP/AvZPp6hqV333cXoVUHgwZcJ5UxJgm8d4xp3wK+NbE5mpoCxTaBIpuBzgyv3tHF4pOjHPfJSto3JvGGLapXBOiqT/LgfzVy5KWVxGq8yAwPtm4nlhCp8rD45CjeoJVLg5VvKyFc6dC5JYk/alO60EeiO4OnfObW+C0kLZvjw7aEEDPvGExlDX9qbOXN+I7f21sTSX65tZnL6yr58ZbGYfP3Z7KsCAfxa7BVqTFpwFVNmIAd5ajSd3HdtpfJmKEjsApHlryTmxt/SE+6lcXhI5gfXE2pp4643csdTb/g9MrLuKf5N2SyKfx2/hs3pdTMYXss5h0eZqAzQ8fmBJY99k3n0Cmv3NbFouMi454/GfLb8rAPlLPx0V7WXbejBr8vbHHSF2soX+wHIBXPkEkaMmmD47HwRWbeD/VC0IF5Zhc7Vkxo9Rr61rotWT01taQ72kd1MUA2S9v//YmqT3yW+u9/E3JB2kx3F1rZTU0X4TIPR15awb0/bMBkYf3d3Wy4p5vKFQGO+FAZGx/vxRdyOPlfawlXeGZNsHU7X9jmoLeX0NeeZs6aINUHBNn8ZB/rrhsYnMfxCSd8tppw+eg+cJVS+6YtnR4WbN0uZQwv9w+wOOAfNqhW2LGp9Xm1dqtSO6EBVzWhynzzuKDuP3im4xaaEq9T5Klm/+jxvNx9P52pBgBe6XmQtsQWFkeOoshbzcs9D7C5/3mOLL2QgB0j7JRO8lYopSZCIOaw8vxiuhtTmCyULPDR/uboGu7zjgiz9Sm37zdjYKBr/FvFBUscvCGLQLFDvDtD00sDw6YnerM88usmTvhsFdk0tKwfoH7dAJX7Byhf4ifenSZWq4MMjKQD88wudiBAyfkXEN+wnkxnB8HlK+h79um882b7esl0dVFy3gW0/+0aAAJLl2MFdcBMNX1UHxjg7G/X8foDPfQ0pag9OETV/gGi1V5WnqfXBH/MwR9zOPD8Elpfj9P44vBrazpheOR/mjn9azVEKjXoqlQh9abH/v3clExR7LEhVySPioYJWhZlXg0nKbUzWkLUhLLFocK3gJMqLiWVHaAlsYlbG39EygwPorQkN3Kwcw5v9K5lbnAl7cmtrIqdRdCJYYk+RVNqtrA9FrEaL90NCQ77QBn3/rCBRM+O/t1KFvgonu/lpVs6B9O2N0ccT5EqD8d9spLGlwbY9Ghv3nm6tqVofT3Bo//TzLzDwyw4OsLDv2oiUORw1EcrsJpTRCpmxkALE+QGdPCPGcdXO4eaL3yFxIb1GCCxdcvYM6dTOEVFiD8A2QzF570Dp0Qfwqrpw/ZYlMz3UzLfj8maWVeLdXc5PuGNB3ryTutvS9PXlsYbsmf0YGJKTbSIM3Z5WhLws663n0qvh5OLoxwYDlDl88yoPmyVGg8acFWTwmN58Vhe1rc9MirYul1/uhODwREvMd9CYt5KDbYqNQtZthCp8tG5JcGJn6+mtyVFX2uGQJFNoifDY1e0DM4bKnMIlkxAEDMLkWoPwWKHLU/0jT2fcQdIefPhXto3JVn1zlLWXtXKlrV9LDw2DGjAdQ/o4B8zlLeqhmxfnxtIBeKvvjxqHqe8knRnB6mWZorPOZfg8hXgCyB6s6emKQ22js0bsgbHyMtHLKG/I60BV6UKKGrbHBIJ8lRP/7D0mG0zP+BjVSRIf9YQFGF+wD9JuVRqetFfqWpSlfvGHso76MSoCSylOfE6K2InabBVqVnMdoTSBX7C5R6K5/lYcGQIxys897d2Min3rixa7eHkf60hVDr+zxI7tiRoeG6AtVe3Mvew/P1KhysdBjp3xP26tibxhSxsj7Dt6T5SA9m8n1P5GWOSxpj3GmMOMMasNsbcM2Tat4wxi4wxS40xt01mPtWeE8vCKS7BpJJkuruIHH/SsOl2NEbZhRfRecdtOKVlBA5YScPPfoitN3xKzUjBYg/7nRDNP63ExmQMW57opbsx/2CaSqk9V+r1cF55MeeVF1Pi2AQs4chYmA/XlvNkdy+3tHVxTVMbPlvvyZXaXVrDVU2qmsAy/FaEeHZ4s6FS71wy2TRBu4jTKy+nyJNvDBWl1GwTLHYIFruXrmCph9JFfuKdaSyPECx2CBSN/2VtoCtNb1Oax/7XrVk7/6gIJfN9tG/cUVvf8QmrLyzlqavbhn22ry2NL2rjBCxsR3+wKrWdp6wcMMTXv0rs9LMJHXgQ6Y52rEAQk0nT+ueryHR3EVi2gq6776DyY5/Q7gSUmsGiNR4q9w8M6yPd8QlrLi6jZUOcaI2X5lfiRKu0L1elCiXmOBTZFmeWFuFYwit9A9zb3s2ppTF60xn2Ky+m2qdlTqndpQFXNanCdjGnV17GM523snngeWxsFoeP5KCiM3HER8iJ4rfHf8RxpdT0Y9lCpMIz4f2gJvuyvHJH1+D7x3/TwsHvLmXpaVE6NieJVnvwhW2eu76Dvrb0sM8GSx0SPRlWnFOEN6zNSZUaylNWQdm730/zH39L7LiT6LzjNtLtbZDJIP4A5Rd/kGx8gJKzz8VTVo6IliGlZirbEaoPCLD4xCgdmxL4YzbBEofn/t7ByvOL6W9P07UtNWZNWKXUnqvwejg8FqY9laE9nea0khiVXge/WIQ9GjpSak9pqVGTKuBEKTF1LIscx9LIsXgtP1mTxWcFKfJqrVal1NRjMobeptTg+0zKsPaqVjxBi2iVh0XHRbj7ew3Eu4Z3Ixqt9pDqzzLv8DCVywNEKrSGgFIjeauqKLvgPaSaG6m45FJMNgPpDJnebrruuoPKSy/DW1U92dlUSo2zcKWHjts6ef6GDiIVHhJ9GQY6Msw9NITlEV5/oIdFJ2ilDKUKrdjjodjjYdFkZ0SpGUADrmrSRTxlLHaOpD/dgcEQsCN4LO2XTSk1Ndl+oWSBd1Tt1VR/lq5tSbobUxzx4XJeu6ub+uf6EQvmHRFmxTlFmKyhbnWQcLlHB0xRagxOUREdN15H/M03yPT2QNotayVvf5d2I6DULBEscjj43aXUrQ6x8bFeQjjMeXsIb8iipyFFf3uaymWByc6mUkopNSYNuKopwRabiKdssrOhlFK7FIg6HHBuMdue6Sc7vBIry84oYsM93TS/FmfZ6TEOuagUsSBY4sEb1D5bldodTlEx5e//MImNb9L9wL1YgQDRE07BW12D5dcHskrNFtFKL45fKF3kJ9mTZqAry+Yneol3ZTj28iqCJXorq5RSaurSq5RSSim1BxyfRbDUw6lfrWHd3zpofjVOqMThwPOLsTzQvjHBYZeUU31AgHD5xPYvq9RM4RQV46wqJrhyFYhof61KzVLBmAdL0qQHLMTOMu+IMP6IRbjCSyCmt7JKKaWmLr1KKaWUUnsoVOLgC1kc+eFy0kmD7ZVcNwEw//AIlqPBIaUKQSytGa7UbOePOvijDtl0lmwWHK+eF5RSSk19erWaRCJyuYi8IiIvisj3h6R/SUQ2iMirInL6ZOZRqdlGRFaJyGMi8qyIrBWRw3LpIiL/lSubz4nI6snOq5pcjs8iUuWleK6PaJUXy3Zr4WmwVSmllCo8y7E02KqUUmra0Bquk0RETgTOBQ4yxiREpCKXvj9wIbACqAHuEpElxpjM2EtTShXQ94F/N8bcJiJn5d6fAJwJLM69Dgd+lfurlFJKKaWUUkopNUgfEU6ejwHfNcYkAIwxzbn0c4FrjDEJY8ybwAbgsEnKo1KzkQGiuf9jQH3u/3OBq4zrMaBIRKonI4NKKaWUUkoppZSaurSG6+RZAhwrIt8C4sDnjDFPArXAY0Pm25pLG0VELgUuzb3tFZFX9zFPZUDrPi5jX02FPMDUyMdUyANMjXzsKg/zCriuTwH/FJEf4j6UOiqXXgtsGTLf9rLZMHIB41A2C20qfKeTQbd74hWybBbUU0891Soimwq4yKl0fE2VvEyVfMDUyctUycfSyc7AWMahbO6tqfJdjZeZvn0wPbdxNl0398R0/C4LQbd76piyZVNNXRpwHUcichdQlWfSV3D3fQlwBHAocK2ILNyT5RtjrgCu2Nd8bicia40xawq1vOmah6mSj6mQh6mSj0LnYRdl82Tg08aYv4nIO4HfAqfsyfILXTYLbSp8p5NBt1sNZYwpL+TyptJ+nip5mSr5gKmTl6mUj8nOw1gKXTb31lT5rsbLTN8+mB3bOJEms2zO1u9St1up6U0DruPIGDNmkEZEPgZcb4wxwBMiksV9krMNmDNk1rpcmlKqQHZRNq8CPpl7+1fgN7n/tWwqpZRSSimllFJql7QP18lzA3AigIgsAby41eZvAi4UEZ+ILMAdoOeJycqkUrNQPXB87v+TgPW5/28C3ieuI4AuY8yo7gSUUkoppZRSSik1u2kN18nzO+B3IvICkATen6vt+qKIXAu8BKSBy4wxmQnK01RoAj0V8gBTIx9TIQ8wNfIxkXn4F+BnIuLg9q+8vS/WW4GzcAey6wcumcA8FdpU+E4ng263Gk9TaT9PlbxMlXzA1MmL5mP6mOn7aKZvH8yObZwtZut3qdut1DQmboxPKaWUUkoppZRSSiml1L7SLgWUUkoppZRSSimllFKqQDTgqpRSSimllFJKKaWUUgWiAVcFgIh8VkSMiJTl3ouI/JeIbBCR50Rk9Tiv/wci8kpuXX8XkaIh076Uy8erInL6OOfjjNx6NojIv47nukasd46I3CsiL4nIiyLyyVx6iYjcKSLrc3+LJyAvtog8IyI3594vEJHHc/vk/0TEOwF5KBKR63LHxMsicuRk7IuZRkS+ISLbROTZ3OusIdMmrJxNhskq25NBRDaKyPO573htLk3LzziZKuVqrOuoiMwXkYEh+fv1eOZjSH6m2vV0zO9pHPMyJcqiiCwdst3Piki3iHxqMvbJVDdVyvN4m4nXxKlS3lThzJbymM9MLKNj0bKrZjLtw1UhInOA3wDLgEOMMa25C9rluIMEHQ78zBhz+Djm4TTgHmNMWkS+B2CM+aKI7A/8BTgMqAHuApaMx0BiImIDrwGnAluBJ4F3G2NeKvS68qy7Gqg2xjwtIhHgKeA84ANAuzHmu7mLbbEx5ovjnJfPAGuAqDHmHHEHcbveGHNN7kZ9nTHmV+Ochz8ADxpjfiNugDcIfJkJ3hczjYh8A+g1xvxwRPqElbPJMJllezKIyEZgjTGmdUja99HyMy6mSrnayXV0PnCzMeaA8VjvGHmZitfTd5LnexrnvGxkipXF3HezDfe33SVM8D6Z6qZKeR5PM/WaOBXLm9o3s6E85jNTy+hYtOyqmUxruCqAnwBfAIZG388FrjKux4Ci3E3MuDDG3GGMSefePgbUDcnHNcaYhDHmTdwR4g8bp2wcBmwwxrxhjEkC1+TWP+6MMQ3GmKdz//cALwO1ufX/ITfbH3BvGseNiNQBZ+MG4BERAU4CrpvAPMSA44DfAhhjksaYTiZ4X8wyE1nOJsOkle0pRMvPxJvQcrWT6+hkmIrX06lissviycDrxphNE7ze6W4mXSdn0zVxssubGh8zqTzmM5vK6Fi07KoZQQOus5yInAtsM8asGzGpFtgy5P1WJu6G5YPAbZOQj8nc5kG52kgHA48DlcaYhtykRqBynFf/U9zgezb3vhToHHITPxH7ZAHQAvxe3K4NfiMiISZ+X8xUHxe3yfHvhjTPmRLH/jia6ds3kgHuEJGnROTSXJqWn/E11crV0OsowILc+fR+ETl2AtY/JcrciOsp5P+extNULIsX4tYM226i98l0MNXKc6HNpG0ZaiqWN7XvZnp5zGemb99IWnbVjKUB11lARO4SkRfyvM7Fbab9tSmQj+3zfAVIA3+aiDxNNSISBv4GfMoY0z10mnH7/xi3PkBE5Byg2Rjz1HitYzc5wGrgV8aYg4E+YFjfReO9L6azXZSzXwGLgFVAA/CjycyrGjfHGGNWA2cCl4nIcUMnavnZc1OlXO3ldbQBmJs7n34G+LOIRMcrj1NFnuvpZJz/plRZzHXR81bgr7mkWXlNmCrlWRXclCpvavdoeVRo2VUzmDPZGVDjzxhzSr50ETkQtzbhOrflOHXA0yJyGG7/XnOGzF6XSyt4Pobk5wPAOcDJZkfnwgXPx05M5LpGEREP7s3hn4wx1+eSm0Sk2hjTkOvSoXkcs3A08FZx++/1A1HgZ7jdSTi5Wq4TsU+2AluNMdtrJF2HG3CdyH0xbe2qnG0nIv8L3Jx7O6nH/gSY6ds3jDFmW+5vs4j8HbdpmpaffTBVytXeXEeNMQkgkfv/KRF5HVgCrN2XvOzClLueGmOahkwf+j2NmylYFs8Ent6+LyZjn0wFU6U8T6KZtC2DpmB5U7tBy2NeM337htGyq2YyreE6ixljnjfGVBhj5htj5uMGulYbYxqBm4D3iesIoGtItf6CE5EzcJuyv9UY0z9k0k3AhSLiE5EFwGLgiXHKxpPAYhFZkKsFcmFu/eNO3Ij3b4GXjTE/HjLpJuD9uf/fD9w4XnkwxnzJGFOXOxYuxB185SLgXuAdE5GHXD4agS0isjSXdDLwEhO4L2YqGd4P8/nAC7n/J7KcTYZJK9sTTURC4g4UhLhdcZyG+z1r+RknU6VcjXUdFZFycQfgQEQW5vLxxnjlI2fKXU938j2NVz6mYll8N0O6E5jofTIdTJXyPM5m3DVxipY3tY9mSXnMZ8aV0bFo2VUzndZwVWO5FTgLtxPyftyRbMfTfwM+4M5cbdvHjDEfNca8KCLX4gbc0sBl4zUCpXFHdv448E/ABn5njHlxPNaVx9HAxcDzIvJsLu3LwHeBa0XkQ8Am3FGWJ9oXgWtE5JvAM+QGsxpnlwN/yv3IeAP3+LOY/H0x3X1fRFbhNsvZCHwEYCLL2WSY5LI90SqBv+fOow7wZ2PM7SLyJFp+xstUKVd5r6O4gxD+h4ikcPvn/qgxpn0c8zHZZW6s6+m7831P42hKlcXcjeypDN/uvMfuLDdVyvO4maHXxClV3lTBzPjymM8MLaNj0bKrZjTZ0XJbKaWUUkoppZRSSiml1L7QLgWUUkoppZRSSimllFKqQDTgqpRSSimllFJKKaWUUgWiAVellFJKKaWUUkoppZQqEA24KqWUUkoppZRSSimlVIFowFUppZRSSimllFJKKaUKRAOuSimllFJKKaWUUkopVSAacFVKKaWUUkoppZRSSqkC0YCrUkoppZRSSimllFJKFYgGXJVSSimllFJKKaWUUqpANOCqlFJKKaWUUkoppZRSBaIBV6WUUkoppZRSSimllCoQDbgqpZRSSimllFJKKaVUgWjAVSmllFJKKaWUUkoppQpEA65KKaWUUkoppZRSSilVIBpwVUoppZRSSimllFJKqQLRgKtSSimllFJKKaWUUkoViAZclVJKKaWUUkoppZRSqkA04KqUUkoppZRSSimllFIFogFXpZRSSimllFJKKaWUKhANuCqllFJKKaWUUkoppVSBaMBVKaWUUkoppZRSSimlCkQDrkoppZRSSimllFJKKVUgGnBVSimllFJKKaWUUkqpAtGAq1JKKaWUUkoppZRSShWIBlyVUkoppZRSSimllFKqQDTgqpRSSimllFJKKaWUUgWiAVellFJKKaWUUkoppZQqEA24KqWUUkoppZRSSimlVIFowFUppZRSSimllFJKKaUKRAOuSimllFJKKaWUUkopVSAacFVKKaWUUkoppZRSSqkC0YCrUkoppZRSSimllFJKFYgGXJVSSimllFJKKaWUUqpANOCqlFLTgIj8l4jcvBefO09EmkQkvBvzFonIN0Rk9R4svzKXt9dEZEBEWkXkKRH5mYj4hsx3n4gYEbkqzzI+nJs2f0jalbm0fK8bdjd/u8i7EZFvFGJZe7n++bk8fGBI2pUisnGc1vcNETkpT/q4rbMQRORIEXlcRPpy+2vVBK33PBH5zASt61Mi8rYCLm+ZiNwjIt25fXZeoZY9EURko4hcOeT9B/KcI0Ii8kcRac5N+2kufVKOlz0hIqty5bFkN+cftj9mm939TscqsyJyQu5zp4x7ZsdZbju+uRvz3Sci9w15v0fH3F7m7YTcOvT+UimllEIDrkopNeWJyCLgo8A39uLjNwINwOd3Y94i4OvAbgVcRSQKPA6cA/wEOAv4CHAr8BYgkOdjF4nI/ruzfKAFODLP6wu7+fldORL4TYGWVSj/CZw/Tsv+OjAq4DrO6yyE3wIO7jF1JPDaBK33PGBCAq7Ap4CCBVyBHwMLgXfi7rP7C7jsyXAL7nY0DEm7DHg38LnctJ/k0ifreNkTq3DL47gFv2aY3f1Oz2PiyuxU9/9yr+1WMf7H3Am5dej9pVJKKYX740UppdTU9ilgnTFm7Z5+0BhjROQK4D9F5DvGmHgB8/UOYB6wyhizbkj630Tka3nmfxaowQ3wvX03lp80xjy2z7kcw3gue28ZY16fDevcXbmaUkuBbxlj7pns/Ewjy4EHjDG372wmEfEZYxITlKe9ZoxpwX0AM9RyoN4YM1hrfjyOl+myjyaDiHiAtDHGjOM6Zvw5YDz2ozHmpUItazKJiAAeY0xysvOilFJK7Sl9AqmUUlNYrln+e4E/j0j3i8hPROQFEekVkUYR+YeILMuzmGtxa6+OWYMu11T3zdzb/x3SfP8DO8ne9poyjSMnmJwRyX3At4G3icghO1nuXhORC3L5Xpln2q0ism7I+2FdCojIEhH5e66JclxENovIX0XEyU0f1aw5l/4NETEj0j4uIo+KSLuIdIrIYyJy9m7kf1jz/lxT4rxdKwyZ57TctjWISH/umPisiNhDtzX371eGLOMb+daZS6sWkavE7SIiISLPich7R8yzfX8cISJ/yjVfrxe3iwn/bmxrVET+O/eZhIi8KiKfzt1gkzv2Mri/Vf4tt66NO1kkInJGbr8PiEiXiNwgIktHzJO3efbIfQK8H6gdsr825qZtb5789ty+68ht+59EpHTI8kZ1GTHi8ydszw/ug4uLhqzryty0nR6TebbhhNx3PR+4eOixsv04FZEDROSfItKLe27Y0+/7KBG5VkR6xO2u5EtD9v0z4jb7flJ2s4yLyCdz30lcRNaKyLF55hlW9nLb9AFgjgw/V415vIjI8SJydy7ffbl9cMCI9dwnIg+JyFty25IgV0tQRBbkvuOW3D56VkTOH/H57ft4sYjcIu65eZOIfE1yzaxz+fx97iPrh+R//u7sr9wyykXkf8TtyqVfRLaIyJ9FpHbIPG/PLfegPJ+/T0QeG/LeEZEvicgruW2rF5EfyZByPOR4/n8i8n0RqQcSQJGIVInIH2RHWW4QkZtFpGIX21Gwc4DspMwOEcytrzX3ulpEikYsZ5f7Yifbs8vz/s72Y276+SLycO7Y6RaRJ0TkrXnW9QkReTN3PN8vIitGTB/sUmBXx9zubrO43Xh8V0Rez83XKCJ/E7droW/g1m4FSMnwc8+wc96Q5eXrKmRj7nv5oIi8AiSBs3PTDhKRm8Q95w7k9tOo84VSSik1VWgNV6WUmtqOwL0Re3BEug+IAN/EbWZbghsYeFRElhtjBoOgxphWEXkZOIMRgdshGnADstcD3wFuyqXvrPbjE7m/14jId4GHjDF9u9ieX+M2+fxWLj87JfkDS5md1AT6B9CFG6Qe7HpARCqB04Av7mR1twAdwMeAVqAWt5uEvXk4OR+3u4KN7GgKe7OInLmrWocjnI/7XW8Xxv0O24akLQTuBn4OxIE1uN1PlAP/mpvnSOBR4Ergf3JpW/OtUERCuE3Qi4EvA1tw9+cfRSRojLlixEf+CPwF9/g5MrfuDnbcfOdbh4W7v1cDXwOex72p/nEu31/OTT8GeAi3SfFvcAMTYy3zjNxn7gHehbuv/gN4SERWGWO2jfXZPP4zl49Dge3BjpHr/ilwF26z9sW4DxNqgBP3YD3gfse3AuvY0W3I9tqce3pMPo37HdwEPJnbjpFuxN2f3wOye/F9/wG4CrgCuAD4di5odRZuue4Fvg/cICKLdlYzTUQ+hLsfrwT+D9gP91iKjPWZnO3H2UHs6A6jgTGOl1zQ60bc/bk9kPxF4EERWWmM2TJk2UuA/8Ldd28A7SIyB7f7lGbg07jfz7twa/OfZ4y5ieH+jhvg+glu2f933P36+1wevgl8FXf/bS+HDey+Etyy/qVcXmqAzwIPi8iyXEuGG4F63G5eBpuWi/tQ7njgkiHLuzqXz+8Bj+DWHv5P3PPYyNYIX8E9ti4F7Fw+rsV9aPD53HZWAicDwbE2YBzOAbtTZn8G3Ay8B7fW7PdxA7rv38t9MdJ8dv+8P2o/isjluMfeDbk89eLun/kjPvte4FXgk4AX+AFwY+67T+fJ166OuV1us4h4gTtxy9x3gceAGHA67rnjN0Ad8CHc7yyzk/20KyfidoHw77hlbqO4fcs/CDwD/AvQj9vV0l0icpQx5ql9WJ9SSik1Powx+tKXvvSlryn6wg0KZAHvLuazcW9ue4BP55n+R+C1XSxjPmCAD+9B/r6GWwPFAGlgLW4gpGjEfPfhBmTBvSEzwLG59x/OvZ8/ZP4rc2n5Xp/bRZ7+F/eG0hqS9qlc/qqHpBngG7n/y3Lv37qT5X5gZD5z6d9wL6djfs7Cvfm+A7gxz/7+wIjt3riT5dyEG2BZOMY8klvXV3ADdUP3gQG+meczw9YJfDw37wkj5rsL9+bXHrE//n3EfDfvxrF2zshtz6VvD6iU5d47Q7+nXSxzLbAecIakLQBSwI+HpG0Erszz+WHrye2XrXnmOyE37+0j0i/KpZ881vc74vMnjMjT1SPm2+UxuZN9sXXkNm4/ToFPjkjf0+/7a0PmcXLzpIAFQ9Lfmpv3+F2Uiy159uO7cp+9ckja9nUPPUdczYiyMtbxAmwA7h6RFsUNYv90SNp9uOfbVSPm/S1uuSsdkX4n8GyefXzJiPmeB+7Isz377eb3mfeYHTLdBubklnn+iPx0AaEhaT/GPTcEcu+PzX3ufWMcz6tGHM9PAzJi3l7gE3t4jI7HOeBKdl5m/zAi/b9xA8ayJ/tiN7dvV+f9Yfsxdzz2ANfvYrkG9zznGZL2jlz6USOO5ft2dcztwff/QXZ9jdx+/Dsj0rfv/5HnmO15GlquN+IGU6tGzHs38DJDfgvhHvcvAzfsybGnL33pS1/60tdEvbRLAaWUmtpqgG6Tp5aYiLxT3JGbO3GDiX24tfqWjpyXHbWg9piIWLkmh9tfg03VjTH/AczFDZr+ESjFrdn4Qq5WaT5X4g568u1drLoZt7bSyNcfd/G5q3BrAg4dIOpi3IDLWLXI2nBrs31XRP5FRBbvYh07JSKHiNuktgn3u0kBp5L/u9ld38OtpXueMeaNIeuqFrd58Sbc4HcKtzZTEbDTJr1jOA7YZoy5b0T61bg1yEYOenbLiPfP4x4Tu1pHltE1rq/GrbF15O5mFgZr5a4G/s8MqeFljHkTeBi3Rl+hXTvi/V9xt2mP8r4TBT0mh/j7iPd7+n3ftv2f3L7egBtgf3PIPK/k/s7ZST7qcq+R+/FvuGWmIHL7bRHwp6HnMdygzqO42z/URmPMsyPSzsCthdw1Yhn/BA4SdwDBoUaWiRfYdZnYIyLyMRFZJ27XEGlgc27S0HPMFbgP4t6d+4wft+bkVcaYgdw8Z+CeN64bsW135KaP3D83GGPMiLQngc+L2z3EgSJulwC7UNBzwG7Kd67y4dbIhT3fF8Ps4Xl/5H48Cvf6PbJGeT53GmNSI7YD9u4Y291tPg1oNKNrc4+Hx8yQVjoiEsA9h/8Vt1b+9jwK7oOhnX4vSiml1GTRgKtSSk1tfvI0oRSRt+A2wX0Zt3nk4bjByJbcZ0YaGCN9d3wN98Zx++vuoRONMY3GmN8aYy4xxizArTFXi9u8dBRjTCa3zGNE5MydrDdljFmb59W0i/w+hFtL5mIAEVmOG4y7aqwP5G58T8WtJfkd4DUReUNEPraLdY2Sa358N26z38txb6QPBW5nL7+DXNPrzwIfNMY8PCR9e63Xc3CDrCfl1vWt3Cx7s74S8jdvbhwyfaj2Ee8TDO8GYax1tOd5kDDWOnalGPfme6x8j8fI3MOOw9y2dOAe+/uskMfkCCP30Z5+3x0j3ifHSIOdH3/Vub8j92Oa4V1m7KvtDx1+y/DzWAq33JSOmD/fvqgA3pfn8z/ITR+5jHxlYm/Pv6Pkmp7/EjfY9DbgMNzuZxi6HmNMPW7XAh/NJV2A+33+DztU4AY4+xi+bc256buzf96Fex76AvAcsE2G9Fs7hkKfA3ZHvu8FduyzPd0Xg/bivD9yP25fdt6uXkbY1Xbsid3d5lJgT7pl2Rf5zlE28G+MLoMfB4p3cawppZRSk0L7cFVKqamtjdxgGiNcCGwwxnxge4K4Ix2PdZNawt4HMa7AbSa+Xc/OZjbG/EJE/pPRNeOGuha3f9Fv4vbrWjDGGCMiVwOfygWnLsZt8jqyZt/Iz70BvC9XO+sg3Bu5X4rIRmPMbbhNT8G9OR1q5E34Gbh9273TGDN48ywiY/ZnuDMicjzwK+A/jDEja4Mtwu2z9WJjzNVDPvOWvVlXTjv5a2RVDZm+r9qBEhHxjgi47O06OnCbplblmVY1YnlxRnyHMmSwqz0wrAZ3ro/DYnYEJXb3eBnTbhyTe2Nk7cSJ+L7z2R5UGbkfHfZgH+2G7ee9L+EGKEcaGfAbuX+2L+NB3Frm+dTvXdb22oW4NfY/uz1BRBaMMe8vgbvFHcTsI8CDZvgI9m24x+pYgw+N3LZR+8cY0wxcBlwm7iB178ftf7MF99yVT6HPAYWwp/tiqD0974/cj625v7W4NaInyu5ucytwwBjz7MqengtH7ptO3NrQv2CMB6fGmOxe5k0ppZQaN/o0UCmlprZXAK+I1I1IDzK62e3FuLVA8lmAO8jGzmyvJRMYmmiMqR9Rw/RVcAeiylerRESqcW88xxwEJld776u4NU93NRDJ3vgjbvPMt+H2RXe9MaZ/dz5oXM/iDu4FO24yN414vz04dNqIRWy/wU4NmW8JcPQe5H/75/bDHcjsr8aYb+SZJd+6PLjbPFKSEd/tGO4H6kRkZH7fg1vr6aXRH9lj9+P+BrlgRPpFuPl8dE8WZtzB2p4CLhja5YWIzMOtaXbfkNk3MTpwcDajJdj5/nrniPcX4G7T9rw35Zaxz+vayTFZCBPxfeezFbcP15H78e0UtkLAq7g13leMUWP+ud1Yxu3ASuDFMZYx5mBuY8h7rt0DQYaU+ZxL8s1ojLkH9zryY9xz0MgHXNtrYMbG2LY9CiYbY141xnwZ9yHIzo7Tgp4DcnZVZndlX/bFvp73H8F9MHjp3mR8N4x1zO3uNt8BVO3iYd5Y6xh17czJdy4cJXd+fxD3odPT+fK5O8tRSimlJprWcFVKqantgdzfwxje1PB24DwR+Qlu7dM1uM0YO0cuIFc77jDcmk4704Rb2+VCEXkOt4nhm8aYsWrGXgxcKiJ/Ap7A7RNxCW7T9yRubZQxGWNuEZGHcUc5zscrIkfkSe/fVZDEGPOaiDyOO5pyLTvpTgBARFbijmD9f7h9Utq4A3qkcUe9B7efwteBH+QCzQnc0b9HNp+/K/e5q0TkR7hNp/8dt4/FPX3QeTPufr1i5L4wxjyG26XEJuBbIpLBvdn/9BjLegk4W0Ruxw2G1I8RQLgSd/Tr60XkK7jH3UW4zds/kusSYl/dhtv1w69FpBx4EXeU+w8D3zHGtO7sw2P4N9w+Gm8WkV/iBtz/HXfQoB8Nme8a4HdDys5BuN/1SC/h1sD7GG6z/rgx5vkh01eIyO9zy1uC243DfcaYu2GwpvX/AR8SkddwA39n4w4gk29dx4rIObhNqltxB9HZ1TFZCFcy/t/3KMaYrIj8O/CbIftxP9ya790FXI8RkctwR3H34taub8WtWXsUsNkY8+NdLOZruOe4B0Tkv3EDuMW4AaSFxpgP7mG2tgexLxORP+CW2+fyNK8fy+3AF0Xky7l8nYQ7cNJYfoV7LLXi9pE7yBhzn4j8BbcPzx/nlpfFHdzpLOCLxpjXxlqwiMRwz3l/wg3spoBzcffPHWN9jvE5B+yqzO7UPu6LfTrvG2N6RORLwM9F5G+4+7MHWJXbjp/v7naMYaxjbne3+WrgX4C/iMh3gMeBCO71+6fGmFeGrOOzInIbkMkFRBtE5H7gSyLSivsg573Awj3I/2dwfw/9U0R+i/tAtwz3oa1tjPnXvdgnSiml1PgyU2DkLn3pS1/60tfYL9wbm9+PSLNwm+PX4wbk7gcOJs9o1rg1bAxwwG6s6zzcm6YUeUaQHjHvcuAnwDO4gdoU7k3QdcDqEfPeBzyUZxnH59YzcqTiK4ekj3y9sJv77bLc/FsBK8/0wZGvcfux+wPuYF79uM1Z7wdOH/GZFblt6cW9kf4MuZGZR8z3TtzgQxw3kHBhbps2Dpln/sh9nGeesfaBGTLPKtzARX9uW/8DN2gxcp8ejVsLND5i24etM5dWjVtLuBU3sPwc8N4R83yA/KNej9ofY3w/UdxRwhtwA/Sv4QaLh47cvdsjlOfmPwO3ZtwAbqD1RmBpnrLzNdxAdT/uwEeLRq4HCAF/YUd3BRtz6Sfk3r8tt+86cQMjfyY3svqQZRQN2Y/tuLULz2bEiN3AMtwaXP25aVeym8fkGPthK6PPA98gzwjiBfi+72NE2WbHsf3h3cjrJ3PfRRw3SHYMI85j5B/N/GpGH7djHi+4gzDdnPs+47l1XAMcuavzVG5aHfAb3C4jkrjH7Z1D99NY+5j8ZezruWVlRm5bnnWP3B8B3CBqS+7Yuxm3FcNY216dm/aDMZZv5b6Hdbl905X7//u4NR/H/E5xHzj9D+55rhc3WP4k8J6JPgew6zJ7yhjH9Pw92Rc7Wf+enPfzlg3cwPnjuOew7tz/5wyZboBvjlHePjDiWL5vd4653d1m3IdYP8Atr9vLwHVARW66jfugtRk3aGtGlJ9/4J4vG3EHzcx3ndoIXD3GvlmOW2abcc9TW3H7Dj5rV8eGvvSlL33pS1+T8RJjDEoppaYuEfkAbu2karObzeJHfP5XuMHWsfpoU0rtJhE5AbgXONUYk69PUKWmFBH5F9yg6BJjzIbJzo9SSiml1GygfbgqpdTUdzVuTdb/t6cfFJEq3AFMvlLoTCmllJq6RGT/XJ+b/w7coMFWpZRSSqmJowFXpZSa4owxadwBUfa4dituU8PPGmMe2NWMSimlZpRf4vbZ+hrw8UnOi1JKKaXUrKJdCiillFJKKaWUUkoppVSBaA1XpZRSSimllFJKKaWUKhANuCqllFJKKaWUUkoppVSBaMBVKaWUUkoppZRSSimlCkQDrkoppZRSSimllFJKKVUgGnBVSimllFJKKaWUUkqpAtGAq1JKKaWUUkoppZRSShWIBlyVUkoppZRSSimllFKqQDTgqpRSSimllFJKKaWUUgWiAVellFJKKaWUUkoppZQqEA24KqWUUkoppZRSSimlVIFowFUppZRSSimllFJKKaUKRAOuSimllFJKKaWUUkopVSAacFVKKaWUUkoppZRSSqkC0YCrUkoppZRSSimllFJKFYgGXJVSSimllFJKKaWUUqpANOCqlFJKKaWUUkoppZRSBaIBV6WUUkoppZRSSimllCoQDbgqpZRSSimllFJKKaVUgWjAVSmllFJKKaWUUkoppQpEA65KKaWUUkoppZRSSilVIBpwVUoppZRSSimllFJKqQLRgKtSSimllFJKKaWUUkoViAZclVJKKaWUUkoppZRSqkA04KqUUkoppZRSSimllFIFogFXpZRSSimllFJKKaWUKhANuCqllFJKKaWUUkoppVSBaMBVKaWUUkoppZRSSimlCkQDrkoppZRSSimllFJKKVUgGnBVKg8R2SgiAyLSO+T133uxnBNEJDtiOe8fjzwrNRsUqmyOWObvRMSIyH6FyqdSs00Br5snisjzItIpIm0i8ncRqR2PPCs1GxSwbJ4tIg/lymajiPxGRCLjkWelZoMCls1qEblJROpzv2fnj0N2lVJ7wZnsDCg1hb3FGHNXAZZTb4ypK8BylFKuQpVNROQYYFEhlqWUKkjZfAk43RhTLyI+4D+BXwFv3efcKTV7FaJsxoBvAg8APuDPwA+Aj+7jcpWazQpRNrPA7cB3gEf2PUtKqULRGq5K7SER+ZWI/G3I+++JyN0iIpOZL6Vmuz0tmyLiAD8HLp+oPCo1G+1J2TTGNBlj6ockZQCtfa7UONjDsvlnY8ztxph+Y0wH8L/A0ROZX6Vmi724bv4SeHJCM6mU2iWt4arUnvss8KyIfAB4HfgQsMoYY8aYv0JEmoB+4Abgq8aYvonIqFKzzJ6WzU8DDxhjntPnJUqNqz0qmyIyF3gOiOIGXP9lgvKp1Gyzp9fNoY4DXhzHvCk1m+1L2VRKTREacFVqbDeISHrI+88bY/7XGNMvIhcDtwE9wOXGmK1jLOMVYFXu7zzgD8CPgY+MX7aVmvH2uWyKyBzccnjI+GdXqVmjENdNjDGbgSIRKcENtr4yrrlWauYrSNncTkROBd4PHD4+2VVq1iho2VRKTS2iD0mUGk1ENgIf3lmfOiKyFqgAFhhjMru53COAm40xZQXJqFKzTKHKZq6Z1o3GmKty7w2w2BizofC5VmrmG8frZhWwDqg1xqR3Nb9SarhCl83cb9l/ABcaY+4uZF6Vmk3GoWw6QCo378YCZlUptZe0D1el9oKIXIY7YEA98IU9+KhBy51S42YPyubJwA9yIy035tIeFZH3jHcelZqN9uG66eDebEbHI19KzXZ7UjZF5GDgJuCDGmxVanztw3VTKTVFaJcCSu0hEVmCO0rrCbj9sj4hIrcZY57NM++JwBvAZqAO+C5w44RlVqlZZE/KJrCE4Q8/GoC34NakU0oV0B5eN9+G2y/keqAUtxueZ4wx7ROWYaVmiT0smwfgjoR+uTHmHxOZT6Vmmz38TYuI+AE799YnIn5jTHwi8qqUGpvWtFNqbP8Qkd4hr7/nmmpcDXzPGLPOGLMe+DLwRxHx5VnGwcAjQF/u7/PAJyZqA5Saofa5bBpjmo0xjdtfueRWY8zABG6HUjNNIa6btbhBnR7ca2YWOH+iNkCpGaoQZfOzQDnw2yHL0UGzlNo3hSibAANAb+7/V3LvlVKTTPtwVUoppZRSSimllFJKqQLRGq5KKaWUUkoppZRSSilVIBpwVUoppdS0ISJFInKdiLwiIi+LyJEiUiIid4rI+tzf4snOp1JKKaWUUmr20oCrUkoppaaTnwG3G2OWAQcBLwP/CtxtjFkM3J17r5RSSimllFKTQvtwVUoppdS0ICIx4FlgoRnyA0ZEXgVOMMY0iEg1cJ8xZukkZVMppZRSSik1y2kNV6WUUkpNFwuAFuD3IvKMiPxGREJApTGmITdPI1A5aTlUSimllFJKzXrOZGdAFUZZWZmZP3/+ZGdDqUnx1FNPtRpjyic7H/lo2VSz2TiUTQdYDVxujHlcRH7GiO4DjDFGRPI23xGRS4FLAUKh0CHLli0rYNaUmj70uqnU1KRlc+ZKJLMkUlmSqSx+r4XHsehPZLAtwRLwOG5duGQ6y0Aii89jEfBZeD1aR24q2N2y+dRTT1U4jvMb4AC0guNMkwVeSKfTHz7kkEOad+cDGnCdIebPn8/atWsnOxtKTQoR2TTZeRiLlk01m41D2dwKbDXGPJ57fx1uwLVJRKqHdCmQ90eQMeYK4AqANWvWGC2barbS66ZSU5OWzZlpa/MA3/vjmzz/ei8AlsDn37uAzY1xbnigiYFEliVzgvy/t8/lxTe6Wb20iGXzQ4jIJOdcbbe7ZdNxnN9UVVUtLy8v77AsS/vvnEGy2ay0tLTs39jY+BvgrbvzGY24K6WUUmpaMMY0AltEZHv/rCcDLwE3Ae/Ppb0fuHESsqdmiKbGRh5++GGuuOIK7rjjDrZu3TrZWVJKKTVNZTJZ7n2qYzDYCnDmUeU8+nwnf7mzgYFEFoDXtvTzuZ+/yprlRew3J6jB1unrgPLy8m4Nts48lmWZ8vLyLtzay7tFa7gqpZRSajq5HPiTiHiBN4BLcB8gXysiHwI2Ae+cxPypaWzbtm1c/vGPU1tbSyQS4cYbbqCp6f+zd9/hTVVvAMe/N0mTpk1XundLB6tsBBkiIluGCIIMcSEOFJApDkRAQQVliAI/FWTJUFCUJagIMmUIZbeF0r2bpiPNvL8/Squ1LSp0MO7neXxo7spJbXJy33PO+6bz1fr1RERE1HXzJJJKZWZmYjAYUKlUeHtLKawl5QmC8AowChCBaEr6TV9gPeAOHAceF0XRVGeNvINl5JrYeTiz3LaWkc7MXhlX4ViLVWTLrxmMHxKMnRSpuV3JpGDrneva/9t/PXFVmuEqkUgkEonktiGK4h+iKLYWRbGpKIoPi6KYK4pitiiKD4qiGCGKYldRFHPqup2S24/FYuH3o0d5fORIDAYDFy5c4P7OnXlz+nTmzpmDTqer6yZKJOXk5+eze/duBg0cSKf77uPh/v359ttvSUlJITkpiYyMf5ViTnIHEwTBHxgLtBZFMQqQA48B7wEfiaIYDuQCz9RdK+9sIiD+LfxmstgqbCt1JdVAYbG1xtslubOtXr3aVRCEVidPnrQv3Xbw4EH1hg0bXEof//DDD067d+92vNHnyMrKks+dO7csr218fLxdz5496914q//Upk2b+vv27XMofXzx4kVlRERE4+q49oQJE/ymT59eYXRyx44dmkaNGjVUKBStVqxY4VYdzyUFXCUSiUQikUgkd73s7GySk5OZNHEi+fn5uLm5sWnTJj54/3369e9PdnZ2XTdRIinn6NGjPDtqFFevlqQWTE1NZfy4cWzfto1Ro0bxcP/+bN68mdzc3DpuqaSOKQC1IAgKwAFIBbpQkgcd4Evg4bpp2p3Py1VJtzbu5bYpFTKqyhgQ7q9G4yCvhZZJ7mTr16/XtmzZsmDVqlXa0m3Hjh1z2LZtW1nA9eeff3bav3+/5kafIzs7W/755597lT4OCQkx79y58/KNt7pu1atXz7RixYr4vn37VtsXPingKpFIJBKJRCK56+Xn53P23DkWLV5MWFgYSpWKMWPG8Ozo0cTFxaFUKuu6iRJJmaysLN59991K9y1btoxHH32UlJQUJrzyClu3bsVqlWbM3Y1EUUwG5gEJlARa8yhJIaATRdFy7bAkwL+y8wVBGC0IwjFBEI5lZmZWdojkHygUMrq1cScisGyyHscu5PFAS22FY5UKgYfv90ZlJwVc7xYJ32zV/txrUJMd93Rp9XOvQU0Svtla8Q/jP8rLy5P9/vvvmhUrVsRv2bJFC1BcXCzMmTPH7/vvv3dr0KBBo9dff91n1apVnkuXLvVu0KBBo507d2pSUlIUPXr0CIuKimoYFRXV8Mcff3SEkhmhjz76aEibNm3qBwQENJk9e7YXwMSJEwMSExNVDRo0aPTcc88F/HUWalFRkTBo0KCQyMjIRg0bNmz0/fffOwEsWrTIvXv37mH33XdfRHBwcNTzzz8f8F9fn8Vi4bnnnguIiopqGBkZ2eiDDz7wKH3d7dq1i2zUqFHDyMjIRmvWrHEtPWfq1Kk+ISEhUa1ataofExOjquy69evXN7Vt29Ygk1VfmFTKDCKRSCSS21aBwUKu3oJCDiqlDBdHO+TymikyIIoi+UVWFHJwsJe6T4nkTlNYWMg9rVsz5sUXy7bt2L6dJk2a8Ozo0ahUlX4/l0jqhF6vJy42ttJ9mZmZODk5lT2eP28eXbt2xd+/0phaBTk5ORQUFGBnZ4ePj49UvOc2JgiCG9AfCAV0wCag5789XxTF5cBygNatW0t5KW9QgJeaGaPCSUgzcOZyAX6eKprUcyLAy57Ne9MpMFiJqqfh+UcCCfZR13VzJbUk4Zut2vMffhJsM5lkAMasHOX5Dz8JBgga2O+G02OtW7fOtXPnznlNmzY1urm5Wfbv3+9w3333FU2bNi3l2LFjjqtWrUoAMBgMMo1GY505c2Y6QN++fUMnTJiQ3qNHj4KYmBhljx49Ii5fvnwWIDY21v7gwYMXdTqdvGHDhlGTJ0/OnD9/flKfPn3UFy5cOAcly/5L2/Dee+95CYLApUuXzp08edK+d+/eEXFxcWcAzp0753Dq1KlzarXaFh4eHjVp0qT08PBw899fx8iRI+vZ29vbAMxms1AaCF2wYIGHi4uL9cyZM+cNBoNwzz33NOjbt68+LCzMtG3btlitVmtLTU1VtG3btsGwYcN0Bw4ccNiyZYs2Ojr6nNlspnnz5o1atGhRdKO/3/9CumOUSCQSyW0pKaOYTT+l0rqhC0fO5hGfaqB+kCN97/MiwMseRTUGXjNzjVxNKya/yIJcJqB1UuDvrcbNya7ankMikdQdo9GIQqHg/fffr7AvOjqa7KwsXFxcKjlTIqkbVquVsLAw4uIqFt4ZNGgQISEhzJs3D5VKxdmzZyksLPzHaxYXFxN9+jRvzZiByWRi8qRJfPP111yKiaF9u3a079CBoKCgmng5kprTFbgiimImgCAIm4EOgKsgCIprs1wDgOQ6bONdwd/THn9Pe9o1+TM15OO9/OjWxh2bDRzVcjxcpZUUd5PYz1b5lwZbS9lMJlnsZ6v8bybgunHjRu3YsWMzAAYOHJizevVq7X333fePAcYDBw44x8TElEX8CwoK5Hl5eTKA7t2769RqtahWqy1ardaclJR03VjiwYMHNS+//HIGQIsWLYr9/PxM0dHR9gAdO3bUu7u7WwHCw8OL4+LiVJUFXFetWnW5U6dORVASzO3Tp08EwJ49e5wvXLjgsHXrVjeA/Px8+blz5+xDQ0PN48ePDzh8+LBGJpORkZGhTEpKUvzyyy+a3r1765ycnGylr+Vf/BqrhRRwlUgkEsltJz3HyNufxTKilx+zVsRhMpdMujhzuYDvf8tg8cSG1A8un5LIahUxmq2olHLksn8fjE3PMXLuSgErtyVzNa0YO4VAl1bu9LzXHWWQI45qqSuVSG53GRkZZGRkYDAYKt3/448/8tjQoTd8fV1uLrk6HXKZDA9PTxwcHP75JInkOlQqFc+MGsVr06aV2z7mpZewWiwMHToUi6VkxXjbtm0Z8MgjXLp0CU9PT9zcKq8FcunSJYYMGYKLiwvvzpnDK6+8QlFRyT361u++w9PTkw0bN1KvXrXURJHUjgTgXkEQHAAD8CBwDPgFGASsB54AvquzFt7F7BQyAr2lGa13K2NWTqUR9qq2/xvp6enyw4cPO128eFH90ksvYbVaBUEQRJvNlvRP54qiyIkTJ847ODhUmM2uUqnKtsnlciwWyw3PbFEqlX+9lmg2m//TtURRFObPn58wcOBA/V+3L1q0yD07O1sRHR19XqVSif7+/k0MBkOdplGVcrhKJBKJ5LZiMFq5kmKgWYQTm35KKwu2Ajg7yBn8oA+XUwzkFZQMlFqsNuKSi1jyTQJTl1xi6ZYELqcUYbVVXBlnNFlJyijm6Fkdxy/kkZ5jJCPXxOwVl7maVgyA2SKy60gWX+1OI1dvqXANiURy+8nLy0Ov11e539HRkaysLE6dOsXVq1cxmUz/6rqiKJKQkMDvx45x/Ngxtn7/Pe/NnUtiYmJ1NV1yl3JxcUGv1/POO+8QGBgIQPPmzQkJCWHp0qVlwVaAI0eOMGfOHFZ88QXPPP008fHxFa5XVFTEooULsdlsPPbYY3yyZEmFvK+ZmZksXryY4uLiGn1tkuojiuIRSopjnQCiKbn/Xw5MBSYIghALuAOf11kjJZK7lMpDW+mXiaq2/xurV692GzBgQE5KSkp0cnJydFpa2umAgADTrl27NM7OztaCgoKyGKCTk5M1Pz+/LGFwx44d9XPmzCkrgnXw4MHrjga4uLhYCwsLK40pdujQoWDNmjVagNOnT6tSU1OVTZs2rZbOo1u3bnmffvqpp9FoFEqvr9frZXl5eXIPDw+zSqUSv//+e6eUlBQlQJcuXQq2b9/uWlBQIOTm5sp2797tWh3t+DekgKtEIpFUQhAEV0EQvhYE4YIgCOcFQWgnCIJWEITdgiDEXPu38ikikhqVkWvkapqBqHoazlwuAEAQYPKIEN4aFY5cLlBsspGaZSQxvYjEDAMvvHeWzXvTiY4rYNNP6bz4/jliEssvrzQYrew9kcsTM6OZsuQSExddZM/RLH74LaPS4OzRc3nkFVZY/SKRSG4zRUVFpKSkoNPp8PHxqbBfpVIx5qWXOHfuHIWFhZw/d47vv/+enJzrr/ZLSkoiOjqaRYsWMebFF5k0aRJbtmyhRcuWLFy4kDutAI3Ub9au/Px82rdvz6FDhxg2bBjz5s1j5qxZrFyxotLjf927l7b33suJEyd4dtQo/vjjD06cOEFKSgoABQUFnDt3Djs7Ozp37szo0aOZPn06ixcvZuKkSdjb2wOwfdu2f/zbl9xaRFF8SxTFBqIoRomi+LgoikZRFC+LothGFMVwURQfFUXRWNftlEjuNuGjRibLlErbX7fJlEpb+KiRN5ziY9OmTdpHHnkk96/b+vfvn7tmzRptr1698i9duqRu0KBBo//9739uAwcO1G3bts21tGjW8uXLE0+cOOEYGRnZKCwsrPHHH3/seb3n8vHxsbZq1aogIiKi8XPPPVeu+NWUKVMybDabEBkZ2WjIkCFhy5Yti1er1dWSB/qVV17JatCgQXGTJk0aRkRENH722WeDzWazMGrUqJxTp045RkZGNvryyy/dQ0NDiwE6duxYNGDAgJyoqKjGXbt2jWjatGmlOXZ+/fVXB29v76bbt293e+WVV4LDw8Mb32xbBVGUcl/fCVq3bi0eO3asrpshkdQJQRCOi6LYupqv+SWwXxTFzwRBUAIOwGtAjiiKcwVBeBVwE0Vx6vWuI703q9+mn1IJC3DAUS3nSooBO7kMVycF3/+Wwd4Tf36/UMgFJg0PwdFezr4/cth9tPwNYvNIJ2Y8E4arU8mqncvJRTz9zplyxzw3IID9J3M5F1957rt5L9endUMpr2NVauK9WV2k96akVE5ODvM++AAnJydatGzJ66+9RnZ2NlAyi/Czzz/n888+48cff8Rms9G+QwfGjx+Pk5MTDRs2rPSaV65cYfM333D69Gl+/fXXcvsUCgVLlizBw9OTVq1a1fjrq4zUb97+4uPjeXvGDIY89hhmkwmj0UjDRo145umnSUtLq/ScefPmMWnSJAAWLlrEuLFj6dSpEzPefhtvb2/GvvwyvXv3ZvPmzRw4cKDsvGbNmvHe++8THR3ND99/z9z33sPX17dWXufdRuo3JZJb0799b546dSq+WbNmWf/2ugnfbNXGfrbK35iVo1R5aE3ho0Ym30z+VknNO3XqlEezZs1C/s2xUuI5iUQi+RtBEFyATsCTAKIomgCTIAj9gc7XDvsS2EvJkixJLQr0VrP/j1y+25eBTQQXjYJXHgsuF2wFsFhFFm9MYMygIDq3dOe3UzosVpFmEU4oFTLOXSkgr9CKWmUlr9BKYbGVOS9EUFRsxV4p548YPScv6WkYqqk04CoI4OwodaMSye3OyckJR0dHIuvXZ/v27UyYMAG1gwPFBgNNmjblpTFjuHr1atnxBw8c4OKFC7zz7rtoNJqy5dylioqK+OD99+nZsyeLFy+u8HwWi4UdO3cyePDgGn9ttUXqN2ufq6srer2e06dP4+LiwurVq+nQoQOd7r+fjRs2VDje09OTor/kKDYZSyY07tu3jzdef51Ply5l6quvsnr16nLBVoBTp07xyZIl9OvXj2HDh9fsC5NIJJK7SNDAfjlSgPXOJaUUuAUIgiAXBOGkIAg/XHscKgjCEUEQYgVB2HBtloBEIqk9oUAmsOLae/MzQRAcAW9RFFOvHZMGeNdZC+9iuflmtvxaEmwFaFXfmV2HKx9ILiy2opALfL8/g+f6B/Lq4/Vwd1aikAuM6h8AIizccJUnZ53m7c9iiU0qwkurIjapiGYRzozo4Ue7KFfUqordZa92HjiqpW5UIrnd2dnZMXTYMN6ZPRtfHx+cnZ2xWq24ubmRkZFRLthaKjs7m5Tk5EpnEiYnJ7Nr1y6MxqpX6F6Nj8fZ2blaX0cdk/rNWubq6spbM2aw4osv2LhxI8OGDqVly5aMHDkSV1fXcscKgsC4ceNYu2YNADKZDLX6z9R8Bw8eJDUlBQcHB7Zs3lzp8+3YsYPc3FyOHjnC5m++IS8vr8Zem0QikUgkdwLpTvHWMA44/5fH7wEfiaIYDuQCz9RJqySSu5cCaAl8KopiC6AQePWvB4gl+VgqzckiCMJoQRCOCYJw7E7L0VfXdPlmNuz5M8BhpxAI81eXTDe9Dm+tkgKjlVkr4th1JIt9f+Qyb208H66PJ9hXTVGxjaw8M59/n8zaXSkUFlt5Y1kMX/2YCoLI/LENuLexC3KZgLuLHc89HECr+s58/1smsUmFleZ4lUjudrdT2qrQ0FC+/uYbCouKeO/99/nqq6/QODmRnFR1Ud+k5GQyMjLKbbPZbOh0OuRyOSqVCpms8q/aUVFRODg4VOtrqGNSv1kHXFxcWLZ8OV0ffJAD12Ze5+bmsnbdOp5//nmaN29O7969Wfzxx+zdu5eLFy8CMHToUH7cvbvctQqLihAEAcNfZsH+ldlsRhAEVq1ahX9AQJVpCyQSiUQikZSQ1kLWMUEQAoCHgHcoqRQpAF2AYdcO+RKYAXxaJw2USO5OSUDStcquUFLd9VUgXRAEX1EUUwVB8AUyKjtZFMXllFSApXXr1rdPxOFfytQZyco1UVhsQ2UnQ+tih7+nfa08t8Uqoi+00Kq+M73be2IwWnHRKAjyUXMoWlfheI1ajtkq0qmFlikfX6yw/1RMPg+2dsdVo0BXUFLR+fCZPHq09QDg0Jk8OrXQ4mBvpWGohmE9/DgfX8BPv2dzKbEIgB2HslgwvgGhfndU8EQiuWFXr17l0sWLfPvddzg6OjJk8GDCIyJwcbl18x0LgkC9evWYPn0648aNQ6lUYjAYKCysPH8zQHBwcIV0AjqdjlOnTtGzVy/27t3Lww8/zOa/zRh0cHBg4KBB5Ov1NfJa6ojUb9YBg8FQVuzKw9OTP/74gy+++AKAsePG8fGSJQiCwKaNG4mLi6N58+Y8PnIkAf7+pKSm4urqyqaNGxFFEQ8PD9zc3OjatSu7du2q8FwtW7bkwsWLmM1mLGazVDhLIpFIJJJ/IAVc694CYArgdO2xO6ATRdFy7XES4F/ZiYIgjAZGAwQFBdVsKyW3vaKiIgoKCtBoNHfarJpqJ4pimiAIiYIg1BdF8SLwIHDu2n9PAHOv/ftdHTazTmTkFBOXbGDlthQuJpQEIuoHOTJhWDD1gzQ1/vzOjnKGdvfBZoM5qy5jsZbclz/bz5+u92jZ8/ufN4B2CoGXBwfzw/4MhvXwxWqr/JrHL+TRMETDoTO6sm02G0x7oh6iTSQly0ijEEfaN3FlwsIL5BdZy52fV2Bh6/4MXhwYhJ1CWjgiqX2J6QZOxeYTHZtPeKAjbRq5EORtj/APM7+rmyiKXLp0iffmzuXnn38u275xwwYmTpzIU08/jUZT858TN0OpVOLp6Vnu5wYNGnDhwoVyx/n6+pZUbf/bLF6LxUJRURE9e/Zk/vz5PPbYY4wPCmL9+vXk5OTQqVMnRj7xBG9Nn87HS5bU2uuqaVK/WTdcXFyIPn2a/fv3V9i3aOFCunTpQvPmzXnp5ZcZNmwYqWlpTH/zTU6dOgVA+w4d+GjBAlJTU3Fzc8PBwYGXx47lyJEj6HS6sms5Ojry7OjRvDq1JP2uUqm8pQdQJBKJRCK5FUgB1zokCEIfIEMUxeOCIHT+r+dLswEk/4bRaCTm0iX+99lnpCQnExkZycgnnkCj0eDu7l5ywyipzMvA2ms5lC8DT1GShmWjIAjPAFeBO6fiyb9QaLCQV2Bl7qor5BVayrZfTChk8uJLLJnUkEBv9XWucPOUdnKahjnx3Hvnym3/7PtkhnX3YfGEhpyKzUdlJ8PbXUlcUiETh4eQnWeu8ppqlZz8IlO5bfZKGa8vi0Eug3ZNXOnYzA2T2Vou2OpgL6NxqBM2UeTERT35RRa0zlLKbUntik8tYuKii2V/47uOZLPCXsaH4xrQILh2g5spyckkJiaWC7aW+vDDD+neowf169ev1TbdDLVajZubGxMnTeLHXbv4/vvvsVqtdOvWjf79+zNt2jTWffVVuXM0Gg0tmjdnypQpjB49umSQU61m8ccfI5PJ0Ov1jH72Wd566y38/SsdT7+dSf1mLfPy8iImJqbK/aV5VhUKBbk6HQMfeQSL5c/+++CBA+Tm5DBt2jTSUlNxdnYmOTmZ2e+8Q0pKCsePHaNevXpENWnCvHnzyMvLo3379uTk5ODj41Pjr08ikUgkktuZNBWnbnUA+gmCEA+spySVwELAVRCE0mB4AJBcN82T3AkuXLjAuXPnaNumDQ927UrXbt34/fffGTRwIG+8/jpxcXG3VZ692iKK4h+iKLYWRbGpKIoPi6KYK4pitiiKD4qiGCGKYldRFO+a9XQpmcUs3ZLI6bj8csHWUvpCCzHXltjXtKPnKhbqEEVYuyuNxAwDiRkG5HIRN42Chzt5E+LrgJebEo1aXun17mnoQnRcftnj8AAH4tNKcthZbfDbKR1vfx6Lg/2fY5SP9/Tj5UeDcdEo8HBR8lSfAKxW6X0kqV35hWZW70ipMKBQVGxjwfqr6AurHmioCcVGIz/++GOl+0RR5Pz585Xuu5XVq1ePxMREsrKzmT59OrNmz0YQBF566SW8vb3x8vIqd7yDgwOBQUG8PXMmP2zbxptvvsnSpUtZ9eWXZGdl8fHHH/PxkiX06t27yvyutyup36x9crmc1q1bV7nf3d0dKHn/bdy4sVywtdT584k5QNIAAQAASURBVOfR6XScPXeO1GtB15fGjCE5OZmhQ4dyOjqaMS++yOW4OLp268YrEybQvXt3tFptjb0uiUQikdyc1atXuwqC0OrkyZNls6sOHjyo3rBhQ9nyhB9++MFp9+7djjf6HFlZWfK5c+d6lj6Oj4+369mzZ70bb/Wf2rRpU3/fvn1ly3IvXryojIiIaFwd154wYYLf9OnTKxTxnDFjhndYWFjjyMjIRu3atYu8dOnSTc+kkWa41iFRFKcB0wCuzXCdJIricEEQNgGDKAnCSsuvJDcsNzeX3NxcPvjgA/5ahKJly5YsWLiQeR98wICHH+a7rVsJDQ2tw5ZKbmXpOcVs/CkVEMnRVx3ASc4srpX2FBVbq9xnE+G5hwORywRcNHZl2/097Xn3hQheXxpTNktVLoPnBgQSm1SI2SIiE6B9E1e6tfFg7urL5a6bnGkkU2fi3sYuhPo5kJRZTGxSEW0auyCKsO1ASfGsx7r6onGQulZJ7cjNt/DbKV2l+y5cLSRLZ8bZseR9kJVnwmiyYa+U4e5SMzOxLRZLpasmunbtyrDhw/H18aGwsBBHxxv+bl8nevXqxZ49e3jttdfKtmm1Wj5asKAs6CSKIkajEaVSSUhICDKZjDEvvojFakWj0RAYEIBcoeCzzz7Dzc2trl6K5A7Uo2dPPvnkE/R/ywncvkMHfH19gZL3ZlxsbJXXMBqN/HbgAC1atMDNzQ0/Pz++XLmSI4cPM2z4cAY8/DB2dnZENWlCQEAAKpWqRl+TRCKRSG7O+vXrtS1btixYtWqVtkWLFikAx44dczh27JjjkCFD8gB+/vlnJ41GY+3WrVvVCeuvIzs7W/755597vfrqq5kAISEh5p07d17+p/NuVa1atSqaOHHieScnJ9t7773n+corrwRs27btpl6PdFd4a5oKrBcEYTZwEvi8jtsjuU3l5eXx0Ycf8veKvydOnOCXn3+m90MP8cQTT/Dtli2MHTcOubzyGYCSu1datpHouALSc804qOR0au6Mj7sKtUqOxWJDJhP4+Xg2h8+U5EGtDR2auvHV7sqrIzcI1lS6rF8mE4iq58QnkxuRkVsSePJxV+HhaofNBg/e447FKnI11cA7K+MwWSrOVk3NMjJ2cDCXUw3UD3bk8Bkd//suEZkg0Lmllnr+DqTlGAmXAq6SapajN5GRY0JXYMHdRYGDSo6DWoFNFFEpZRjNFRMUywSQyUpmwR49r2fplkQyc034aJU8/0ggrRq44FTNf6u5OTm0bduWVV9+CZQUolq3bh0XLlxg9qxZ6PV6unTpwjOjRt1WqQV8fX1ZtGgRCQkJnD17Fn9/fyIjIwkICEAURa5cucK3337L77//TtOmTXn00UcJCQkhKCgIk8mEnZ1drefTldw9QkJC2PT117z7zjvs27cPe3t7hg8fztPPPFM2w9XOzo4HHniAvXv3VnoNtYMDPt7eFBcX88LzzzNjxgyWLl3KiRMnmP7mm9SrV4+5c+cSEhIifVeUSCSSarRmzRrtooUL/TMzM5Wenp6msePGJY8YMeKmVoPk5eXJfv/9d82ePXsu9uvXL+Kjjz5KKS4uFubMmeNXXFwsa9CggWbgwIE5q1at8pTJZOLGjRvdFyxYkNC0adPip556Kjg5OVkJ8OGHHyZ07969cMKECX6JiYnKq1evqlJSUpTPP/98+htvvJExceLEgMTERFWDBg0a3X///foJEyZk9OnTJyImJuZsUVGRMHLkyODTp087yOVy3n///cS+ffvmL1q0yP2HH35wNRgMsoSEBFWvXr10S5cuTfovr89isTBmzJiAAwcOOJlMJuHZZ5/NmDx5clZeXp6sZ8+e4Xl5eXKLxSJMnz49ZcSIETqAqVOn+mzYsMHD3d3d7OfnZ2rRokWFpZl9+/YtW/LYsWPHgg0bNrjfzP8HkAKutwxRFPcCe6/9fBloU5ftkdz+ioqKyM3NLSuM8Hdbt25l6LBhrF61itnvvENBQYFUAEFSTpbOxDsr44iOKyjb9tOxbJ7q48/FqzoORutQKgQevt+bVg2cCfGt2fytpQK87OnWxp3dR7PLbX+itx++7lXP3JPJBAK91ZXmmXV1sqPYZCMxvbjSYCtAkLcaP097UrKMfPRNPMmZxrJ9PxzI5OyVAl55LPgGX5VEUrnULCNv/S+GRqGOdG/rgb7Qii7fgsbBiqtGzsShwRQYrKTlmNh5KJNMXcks9HZRrrg723H4bB7vrPxzcD4tx8SMz+KY+Ww4nVpU75Jgrbs7X65axavTpjF/3jxmz57N119/zTfffFN2zMaNG/n555/5av16IiIiqvX5a5KHhwceHh60bNmy3PZLly4x8JFHKCgo+Zw8dPAgK1esYOOmTTRr1gylUsrrLKlZgiBQv359Pl6yBJ1Oh1wmw9PLCzs7u3LHPdClC0uWLCEjI6Pc9n79+3PgwAF69erF+fPnuXLlChMnTuSxoUN5fORIbDYbaampZGZmSsFWiUQiqUZr1qzRzpo5M9hoNMoAMjIylLNmzgwGuJmg67p161w7d+6c17RpU6Obm5tl//79Dvfdd1/RtGnTUo4dO+a4atWqBACDwSDTaDTWmTNnpgP07ds3dMKECek9evQoiImJUfbo0SPi8uXLZwFiY2PtDx48eFGn08kbNmwYNXny5Mz58+cn9enTR33hwoVzULLsv7QN7733npcgCFy6dOncyZMn7Xv37h0RFxd3BuDcuXMOp06dOqdWq23h4eFRkyZNSg8PD6+wjHLkyJH17O3tbQBms1koTcW0YMECDxcXF+uZM2fOGwwG4Z577mnQt29ffVhYmGnbtm2xWq3Wlpqaqmjbtm2DYcOG6Q4cOOCwZcsWbXR09Dmz2Uzz5s0bVRZw/atly5Z5du3atWIeu/9ICrhKJP+R1WolNSWF1LQ0RFHEx9sblb09GRkZFOTn4+HhgbePD87OznXazrS0NNJSU6vcb7Va8fH2ZsrUqez+8UeWLV1Kp/vvp2vXrgQHS0Gju1GO3kRRsQ07hYCHq5Izcfnlgq2lVm1P5vUnwzgYrcNkEdn4UxrTnqiHh2vtBBZcnex48ZFAerfzZOeRTJQKGT3v9SDQ2x5H9Y13a/ZKGY1CNXi62pUFrUrV81cT6FOyVDqvwFwu2FrqSoqBAkPV6Q4kkv+qqNjCp5uv0ruDJ0XFVqYuuUR+kRWtsx3jhgSRnSewemcqV1KKCPJR82SfAP64pOdSQiHP9g8gK8/M5l/TGd7DF2dHBbFJRfx6IgeTReTTzYk0rqep1vQCfn5+ODo48Nv+/cybP5/Q0FCmXqtq/ldZWVn8+OOPt1XAtTL5+fnMmTMHf39/Rjz+OGp7e+QKBZcuXmTOu+/y6dKlUvoASa1xcnLCycmpyv1BQUFs+vprvvj8c3bu3InGyYlBAweisrfH0cEBo9FIQkICUPK3/b/ly8ud//LLL/NQnz41+hokEonkbrJo4UL/0mBrKaPRKFu0cKH/zQRcN27cqB07dmwGwMCBA3NWr16tve+++/6x2MaBAwecY2JiymamFBQUyPPy8mQA3bt316nValGtVlu0Wq05KSnpujddBw8e1Lz88ssZAC1atCj28/MzRUdH2wN07NhR7+7ubgUIDw8vjouLU1UWcF21atXlTp06FUFJMLdPnz4RAHv27HG+cOGCw9atW90A8vPz5efOnbMPDQ01jx8/PuDw4cMamUxGRkaGMikpSfHLL79oevfurXNycrKVvpbrtf2TTz7Rnjp1ymHZsmUX/+l39k+kgKtE8h9YLBZOnTrFhQsXsLe3J1+vRxAETpw4wdw5c8qKTz02dCgTJ07E09PzH65Yc9LS0jh//jwNGjTgwoULFfY/NnQoDo6OvDRmTFkRhV9//ZVPP/mETV9/LeV0vYsUG62cjstn0cYEkjKK0ajlTBgWzM/HKu/nrTYwmGzIZSU/A6zZkUKbRi64OdlVek51c3NW4uaspEX96h3Y8Pe058NxDfhyewq/HM9BLode7TwZ2s0Xj2uBqfi0qnPVJqYXQ5NqbZLkLpatN5Ojt1BUbGX5t3+utlLIBQoNNt5fc6Vs25UUAx+sucL0p8MY0tWHM1cKiAx0pNs9Hny/P4NsvZmoehqmPxPOFz8kcTnZgKmSVAQ3Q6PRMHnKFNatXcsbr7/OggULqjz28KFDPPXUUzg4OFR5zK0uLy8Pq8XC0888w8kTJ2jXvj1WqxWTycRTTz2FXq+XAq6SW0pwcDBvvPkmI594gqKiIjIzMigyGHB1daVhw4Yo7aruw1v8bXa3RCK59VksFtLS0igqLEQul6Ows8PBwaFO71Elf8rMzKx01Luq7f9Genq6/PDhw04XL15Uv/TSS1itVkEQBNFms/3jsn1RFDlx4sR5BweHCsv9VCpV2Ta5XI7FYrnhXElKpfKv1xLNZvN/upYoisL8+fMTBg4cWC55+aJFi9yzs7MV0dHR51Uqlejv79/EYDD8pwql3377rdO8efN89+/ff1GtVt90ReQ7qzyqRFLDUlJSyMnJ4dNPPmHihAnMmDGDRwcN4vejR5k+fXrZceu/+oqffvqpDlsK9vb2rF27lnHjx1eY8RAREUGn++7jvblzK1SszcrK4n/Ll2M0VpzBJ7nziKLIxYRCpi65hMVqo+e9HrRr4sreEznXze9oJxfKgq0A2XoTZkv1Bm/qSqC3mknDQ1k3sylr3mrKS4OC8HH/s0DI9VInBHpVLBgkkdwoqxW6t3Xnqx/Lr1bo3d6T9bsrX8Gw/LtErDaRyEAHjp3PY9HGq1xJNaAvtHAwWsesL+J4uk8AgV4qVHbV/zXQ29ubsePGsevHH3Fxda3yuJDQ0EoLbN1O5HI5Tz39NMHBwfR+6KGS7wjZ2XR+4AFcXF3LBmElkluJnZ0dYWFhNGnShFatW9O5c2c6duyIu7s7wSEhFdJmADRp0oSwetVSeLpOiaJIfpEFg1FajSK58+n1evbv38/Jkyf55ptv+P3330lKSqKgoIDLcXF13TwJ4Onpafov2/+N1atXuw0YMCAnJSUlOjk5OTotLe10QECAadeuXRpnZ2drQUFB2Zc/Jycna35+flmumI4dO+rnzJnjVfr44MGD180X5+LiYi0sLKz0y2SHDh0K1qxZowU4ffq0KjU1Vdm0adNqqbDcrVu3vE8//dTTaDQKpdfX6/WyvLw8uYeHh1mlUonff/+9U0pKihKgS5cuBdu3b3ctKCgQcnNzZbt373at7LoHDhxQv/zyy8HfffddrL+/v6WyY/4raYarRPIf5OTk8MmSJSQllR8g2rNnD81btCAsLIy4ax3Y8mXL6Nq1Kx4eHnXRVHx9fbGzs+P9995j1erVXLxwgfPnzxMZGYnFauXq1atlS8f+bufOnYwdNw4fH59abrWktqVmG1m7K5Wxg4MxmW0cOqNDqZDRqbkbwT5qdhzKqnCOi0ZBsal8cLVFfWc06jsnt5u9Uoa9tvIqzI1CHHHRKMgrKN8Pe7jYERZw+87Wk9x6XDQKnBwU5BeVDw54a5UkpFf+nTUt28TlZAOCIPDl9pQK+41mG78cz2HC0BC01ZhO4K/kcjl+fn7YbDYaR0Vx9swZoGQgUKlUUlRUxJDBgynNxXW78vLyIjU1lV/37mXhwoVl2+VyOTNnzZJmEElueX/P3R8SEsK8+fP5/vvv+XbLFkRR5OGHH6Zf//4Eh4TUTSOrSWpWMb+ezOGX47k4Och5rJsvEYEl/blEAmC12jBbSopR3gmFDq9cucKlixfRaDSoVCo++eQTiouL6d69O0OHDePy5cvUq+GBlMSEBP44dYqUlBQCAwJo1rw5vr6+t33/X13GjhuX/NccrgAqlco2dty45Bu95qZNm7STJ08uV124f//+uWvWrNF++OGHyfPmzfNt0KBBo4kTJ6YOHDhQN2jQoLAdO3a4LliwIGH58uWJo0aNCoqMjGxktVqFtm3b5rdv377ygAHg4+NjbdWqVUFERETjLl265E2YMKEsSfiUKVMyRo4cGRwZGdlILpezbNmy+OqYMQrwyiuvZMXHx6uaNGnSUBRFQavVmrdv3x43atSonF69eoVHRkY2atq0aVFoaGgxQMeOHYsGDBiQExUV1djd3d3ctGnTwsquO3ny5MCioiL5o48+Ggbg5+dn+vnnn2Nvpq2CNPp+Z2jdurV47NixOm1DUbGF1CwjJy7kI8hFGtdzws9dhYumdpYY14bfjx7l0UcfrXRfeEQE3bt355MlSwBwd3dn2/btVQYtMzIySEtLIzc3FyeNBg9PT7y9vVGpKg/y/BdJiYmcPXcOjUbDlMmT8fLyYvY775Cfn8+ihQs5ePAgH370ERMnTKh0Bk5pxdvb5WZREITjoii2rut2VOZWeG9ez+lYPVdSDPx4NJuzl8vna+3T0ZN2Ua689b9YLNaSvxNXjYJXHgth2beJpGSVzIJW2gl8OqUxYf53T7AxPrWIj9bHcyqm5Hd2T0Nnxg4OrrQg191Mem/evNikkhno2Xl/prZ6bkAgW/amk5FbcQKE1tmO8UOCkckE3lgWU+k1/T1VvD0qnPBAxxprd6m4uDi++OILWrVqhdFoxGwy0bRZM1xcXFAqlfj7+9d4G2qK2Wzm+PHjPDZkSIV9crmcLd9+i6+vLwUFBWg0mluqT5Xem5LrMRgMpKenAyUD+NXx3bSuGE1WkjKNXE4uQi4TuHC1kG9/TcdkEXmmrz+DuvigVt06A8Y18d4UBMEV+AyIAkTgaeAisAEIAeKBwaIo5l7vOnfqe7PYZCU5o5jcfAtx1/5OmkU44e+pwsH+9gzI5+bmcuzYMU6fOsUff/zB/v37y+0PDAzk7Zkzad68OVpt9RbQLHU1Pp4jR49iKCpC6+6OXCbj+PHj+Pr60vmBBwgKCrqtCkv+2/fmqVOn4ps1a1ZxxkoV1qxZo120cKF/Zmam0tPT0zR23Ljkm8nfKql5p06d8mjWrFnIvzn29vwEkdxyDEYrB07nYrUJyBUCWTozV1MM5OSV5Iy7U4Kuiuvktio2GFD9pdPo3qNHlR3YlStXmPbqqxw+fBgoyXv38ssvc99996Gyt8dms6F1c8P9BmbHJiQkMHv2bOKvXCEvL4/Ro0fj4emJXC7nudGjGTp0KIMefRRvb286d+7ML7/8UuEao5977pa6MZTUHF2BBXuVvEKwFeCH3zLpda8H00bWw2yxIZcLODnIcXJUEOKrRiEXaBLuxKNdvO+6QGOIrwOzn4tEl29GEEoKeWluomCXRFKVEF8HRvcPYM6qP/O17jiUyaNdfFjyTcVJB8N7+PL7eR3tmrghE8BWybi6j7sKx1qakR4SEsJDDz3EqGeeoaiopF6DIAi8PHYs7du3x1BURPhfimcZjUYyMzKw2my4ublhNpuxWCxotdoKVddrm8ViITU1lezsbOzt7QkICGBvJX0olBSmvHDhAmvXrGH37t1ERETwyiuvUL9BAymvq+SWp1arCbnNZ7QC6PLNfLM3nXW7UrFe+zBsEenE1MfrMWfVZVZuS6ZzS+3d8B1mIbBTFMVBgiAoAQfgNeAnURTnCoLwKvAqULHK4V3gwtUCLl4tYumWRP46D+WFRwJ5qIMncplAZq6JvAILdnYCLo4KPN1UKOR/zoLV5ZuxWG14uNbt4ERRUREJCQnYrFYcHByIjIxk8eLFFY5LTEwkNTWVwMDAGgm4FhcXc/XqVb74/HOGDhvGqi+/5Pfffy/bP3fuXFasXEmHDh3u+tmuI0aMyJECrHcu6e5QUi2ydSY0agVzV10hr/DPZbaRgQ5Me6LebR1wzc7OxlBUhFKlwsvLi4DAQJISEysc92DXrhw8eBAADw8PnnzyyUpH7XJzc5kyeXK5TqegoIA5c+YQHBzM5MmTyc/Pp0GDBrz3/vtERUUhl/+7G+PU1FROnz6Nu1ZLeFgYjaOiWPXllxw5coSNmzbRpEkTli5dCoBKpeKjBQvIyMjg7NmzZdcYPHgwXbt2/U+/I8nty0er5Lt9mVXuT840cvZyAanZRppHOGG22LHzUCYThwYjk8vQ2Muxq4E8kLcDJwfFdfPcSmqOIAhy4BiQLIpiH0EQQoH1gDtwHHhcFMUbzn91K1HIBdo3dWP2c3KWf5dEckYx9nYyosI0TBgawhffJ6ErsODiqGBINx8ydSa+/y0LixU6NnNj3x8VJywN6+6Lp2vtzCpJSUlh9LPPlgVboSSP4qKFC6lXrx5vvvEGny5dSnh4OMnJyXz88cd88/XXmEwm7m3XjtGjR/PpJ58Q1aQJIx9/nNA6yiNZUFDArl27+Ox//yOyfn2KCgsJCwvDZqs6d7XFYuHQoUPk5ORw5MgRhg4dyooVK+j8wAO12HKJ5O514qKe1TvKp1Y5eSkfB3s5Xe9xZ+fhLLLyzHd0wFUQBBegE/AkwLW+0SQIQn+g87XDvgT2chcGXJMzi8kvtFYItgJ8ujmRFpHOxCUX4uRgxy/Hczh7OR8PVyXDuvvSOEyDodjGmbh8vt2XQbHJxgOttHRq7lZnf1NX4+PJyclhw4YN9OzVi/SMjCqPPXbsGPfcc0+NtKOwsJCLly5RWFhIcXFxufteKOkfX37pJbZu3UpQcHCNtEEiuRVId4qSamG2iKz4IblcsBXgUmIRP/2ezdN91chkt1cunMLCQn4/epTZ77xDbEwMAQEBTJ8+nQ8++IAnRo7EZPrzXj44OJgePXpwOS6OF8eM4Z577uHSpUuEhISUW4aVkZHBlStXKnQ6pTZt2sTSZcuIiYlh5YoVDBk8mO07dvyr/DppaWlMnDiRgwcOlG1TKBS88+675Ofnc+qPP3jq6ac5f/482dnZGI1GJk2cyCsTJjD9rbcwGo34+Pjg4+ODs3P1Vn6X3Lq83FTXzV/m5CCnyz1ajp3P41JiIe2buDHm0RDcaylYI5FUYRxwHij9sHoP+EgUxfWCICwFngE+ravGVTcnBwUdm2lpHKrBZBGxV8pw0djho1USGeiA2WLDUa1g3rornLtSkpbqxyNZTBoeitJOxi/Hc7DaRLTOdrz8aBCRgQ4oFLUzUJJ8rUBHZX777TdmzZ7NuXPnsFqtvDZtGsePHy/bf/jQIc6dPcu7c+bw0pgxbN+2jY0bN9ZJLsnY2FgcHR2Z8fbbZGVmolSpcHd3x2Q0snz58grHC4JAZGRkuVzpoijy7rvvEh4RQUBAQG02XyK56+jyzazeWTGPNcChaB2vjqzHzsNZKO/8QeNQIBNYIQhCM0oGJccB3qIollZfTAO866h9darQYCUhvbhCsLXUkXM6IgMdmfFZLAZjyQBbWo6J15bG8N6YCPb9oWPbgT8nLsQmFbHnaDazRocTUMtB16ysLHJ1OqZMmUJycjINGzbE7zppe/z9/NA41kxqIZ1Ox9bvvqNjx47s2b27ymMuXLyIg6NjndU8kUhq2h3fw0hqXm6+meQsI1fTiunVzoNxg4N5uo9/WbXuYxf06AurpchbrTp27BhPPvkksTElOfCSkpIYPXo0utxctu/YwaTJk3n44Yd5/Y03ePHFF/niiy9w02o5cOAAJqOR6W++SXZ2dtn18vLymPPuuyRWUagKSoKmP+3Zw5IlS5gwYQJhYWH8+OOP/9jW9PR0fv3113LBVigZPXxn9mxGPvEEGzdupLCggNdef53XXn+doUOHMnHiRFxdXDh27Bjt2rUjMjJSCrbeZVyd7HiglZbKxkM0ajkhvg40C3dmaDdfJg+vR/e2HrU2M04iqYwgCAHAQ5Tko0MoqWzRBfj62iFfAg/XSeNqmJuzEm/tn7nR9YVWLiUWsXpnKpt+TuPRLj50bFayXN1qgw/WXMFqE3n/pUimPx3GrNHhNI90xsmx9ladmMzmKvcVGwwsX7aMd2bPJiM9vVywtZRer+fChQvUr1+/rK+rbSaTCZPJREZ6Os88/TRjxozh2VGjmDxpEi6urjz51FMVznn99ddZs3p1he2XLl0qN9tXIpHUDIvVVqG4ZSmbCFabSICXPZ6ut+8qvH9JAbQEPhVFsQVQSEn6gDJiSUGHSkOOgiCMFgThmCAIxzIzq14RdbtSyIUKqXc0ajmqa4F4T1cle37PLgu2/pXRJJYLtpa6kmrgXHylNXlqlF6vJyYmhuTkknpLy5cvJyQkpNIBPnt7ezo/8AAeNZBCzmq1cu7cOdRqNRar9bop+QoKCvjtt9+qvQ0Sya1CCrhKblpqlhEQefPpMFw0Cq6kFpGYYWBoDx8WvtKAB1pp+eFABmfi8snVV33jdSvJyMjgvblzK9335ptvolKpeOmll5gydSrh4eH8sncvyUlJKORyxrz4IgsXLqS4uHwF6dTUVLZs2YIgk1VZfKD1Pfdw9uxZMjMymDx5MqOfe67ccv/K5OTksH37drZs3lzpfr1ej52dHQGBgdzTpg1pqamsW7uWixcv8sUXX3D23DkeHTSoznPjSepOkLc9M58Nx8H+zy7B3cWOeS/Xx8e9JLjqYK+otZyPEsk/WABMAUrvftwBnSiKpXfWSUClUzrupBvHq2kG3lgWw4dfxXP0XB47DmXx9udxNI90olFIyYwVm8i1JZAFfLY1iSydGXtl7X71CwwMRKGofBZ9h44dkSsUvPHmmyQlV12QNzY2tqy41t69e7FYancQ12QyYbFYmD59ernZunFxcTz77LM8PmIEW779ljEvvcQrr7zC1q1biY+P59tvv61wLQ8PD6m/lUhqgZODgjaNKp9E4O5S8h6cMSoML7fbtyDYv5QEJImieOTa468pCcCmC4LgC3Dt30rXnouiuFwUxdaiKLa+E+s7OKplRAaWFH3t1sadGaPCeaK3Py89GsSrI+sR5u9AdFx+hfPUKhnZ17mvPXxGV1NNrpJSqeTixYtlj3Nzc3nllVdYvHgxbdq0KdseFhbGipUrCQ8Pr/aiVYWFhZyJjmbDhg306duXvXv30rNnz0qP9fb2xmQysXzZMnJypBSmkjuTlFJActPikooID1STnWfBYLQRn1pMs3ANPloVUz6+hNFcek+cTNvGLkweHorHLTpDzmazkZKcTJHBUK7D+qusrCzy80s6XmdnZ9atW4edQkH79u25cuUKL7zwAlarlSeefLLc8ojS0cYtmzfz/PPPs3DhwnLXdXd3p0ePHuh0OiIiIhg4aBBaNzcGDx5McnIyvr6+lSYVT0xMJPr06SpvaAGUdna89dZb+Pr68uzo0fTt2xd9fj4aR0d8fH2xt7f/z78ryZ1DpZRzbxM3Pn+9Cdk6E3K5gIeLEk+3W/N9Krl7CYLQB8gQRfG4IAid/+v5oiguB5ZDSbXl6m1d7bHZRH47lUtiRnGFfV98n8TLjwZzLr6kyJZCLhDobU+O3kygt32tV+P29fXlnXfeYerU8qkB77//fvJ0OgYMGMBLY8awaNGiKq8RGRHBjh07AKhXr951+7uaoFAoqhzUTEpMJCMzk3bt2hEUGIher2fv3r1VFp587vnnCZby1UkkNU6llDPwAR9+O6WjwGAt2y4I8NKgIAK97HG0v/MHkkVRTBMEIVEQhPqiKF4EHgTOXfvvCWDutX+/q8Nm1hlvrT0Go41Zo8M5eSmfGZ/Flu1Tq2S883wEjUMdScsuSSXnYC+jexsPGoQ4EuhtT6v6zhy/qK/kurX/HdrV1ZX69euX23Y5Lo7HH3+cIUOG8Pobb2Cz2XB3dycoKKhG2hAbG8uKFStQKZXk5uRwf6dO5Ofn06t3b3Zs3152nEajYfY773D69Gn0+fm1PpAqkdQWaYar5KaFBdhTYLAye0Uc3+3L4HRsPhFBjryz8vJfgq0ljpzN4/jFvDpq6fXZbDbOnDnDjz/+SJ5Ox4KFC5nx9tsVqrS6urqWjQZqNBpee+01/vjjDz7//HN+/vlnrFYrkZGRPPvss+VGDUurEv/2229k5+Tw/gcf0K5dO8IjInjq6adZsXIl69atQy6T8e677/LVunU8/vjjPD5iBA/17s3evXsxGo0V2n3h/Hl+/fVXelQxeujp5UVUkyZlr0OpVBIUHExUVBQhoaFSsFUClARlfN1VRIU50TBEIwVbJbeqDkA/QRDiKSmS1YWS6suugiCURuECgKqnS94BdAVm9ldSDAugqNhGaYYQjVrOpOGhbPo5nRceCcTXo/Znctnb29Onb1+2b9/OCy+8wMBBg/jfZ5/R+p57iImJ4etNm7DZbMTGxtKqdesK57u4uBAREUFMTAwKhYJHHnmk1l8DQGZWVpX7jMXF6PV6LsXE8NZbb/H2228D8Ozo0ajVJTn8HBwcGDt2LL169brrKzJLJLXFUS3n1ZH16N/Ji/pBjjzQUsuH4xpQWGxly76M6+awv8O8DKwVBOE00Bx4l5JAazdBEGKArtce35W8tEoc7OVs3ptebrvBaOOt/8XyyAO+AAT52DNtZD3i0wzMXXWFSYsuEuRrz5QRocj/8rEul8EDrdxr8yUAJfel9957b9k9Zymz2YzVasVJoyEwIAB/f3/S09KIjY3l3NmzXLp0qWwy0c0oKipi1ZdfsmvXLvr3789HH32EQqEgNDSUxx57jA0bNjBz5kwWLFjA2zNnsvmbb9Dr9Tz00ENotdqbfn5JeatXr3YVBKHVyZMny272Dx48qN6wYYNL6eMffvjBaffu3TecyDcrK0s+d+7cshHm+Ph4u549e1ZLddM2bdrU37dvn0Pp44sXLyojIiIaV8e1J0yY4Dd9+vQKeavff/99z8jIyEYNGjRo1KpVq/rHjx+/6UDJXdPLSGqOq8aOZd/GU2wqCa4q7QQc7eVk51W+zOK7fZm0aeiCm/OtFdBJS0sjLTWVlStXlhW58Pb2Ztprr/H5Z58RHR0NwOjnnsPX17fsvNDQUL7+5htiLl3i8uXL1K9fn3phYfj4+JS7vre3N8HBwVy9epU1q1fj6upKr169aN6iBV27dqVf374AvPvuu7zwwgtk/eXmTqfT8eyoUezYsYPIv41cenp5kZ2dTU5ODv3692frd38OUGs0Gj799FNCQ0Or95clkUgkdUAUxWnANIBrM1wniaI4XBCETcAgSoKwd/xMHZWd7Lozs3w9Vcx5IQKTWSQ6Ts+ofv7UD3Ks9dmtpRwdHWnUuDGNGjcmPT2d+Ph4fj96lGbNm5cVkfzkk094/4MPCA8P57tvv8VoNNL5gQcYPnw4b8+YgZ+fH3PmzCEsPLxOXkP37t3Z+8svFbbLZDK8vLxITU1Fp9Oxb98+AD766CM6duzIjLffRiYIBAYF0axZs7IArEQiqXneWhXHzuu5mmagUagjOXozU5dcREBgyeSGONjfHbfCoij+AVQc0SqZ7XrXs7eTs/1g5WmG8ousFBksjBscjIerHe9+ebksn6vBaGPL3gzaNHLhkc4+bPo5DRdHBROHhRDgWTepKurXr8+atWuZPWsWhw4donnz5kyYOJGv1q1jxIgRBAUFMWnyZGQyGe+88w7Hjx1DpVLxyCOP8NxzzxFyE/eMhYWFXLlyBYPBwM6dO3lrxgwWLVzI+vXrUavVtG/fnqHDhvHq1KlkZWUxefJkfv31Vz6YN6/WV67cDdavX69t2bJlwapVq7QtWrRIATh27JjDsWPHHIcMGZIH8PPPPztpNBprt27dbijpcHZ2tvzzzz/3evXVVzMBQkJCzDt37rxcfa+ido0aNSp7ypQpmQBr1651GT9+fOD+/ftjbuaa0l+25KaJCJyK+XNUrG1jVwxGa5XHCwIUGKy43WK1mXJzcpg0aRJ6/Z/LQtLT05k6ZQrz589nxowZPP300/Ts2RPHv1V09PPzw8/Pj/s7d67y+jabjRlvv83Hixdz/PhxdDod+/fv5905c5g3bx4AdnZ2KJXKcsHWUlarle3bt1cIuEZGRODq6spHH37IE08+ycdLlnA1Ph4XV1datGhBRETETfxWJBKJ5LYwFVgvCMJs4CTweR23p0Y5qhUMfMC70mWMQT72nI4t4Jfj2TQIdqTQYOVCfCEt67tUcqXa5+3tjU6n45lRo9i+bRsNGzYkISEBk8nEK+PH06lTJ6a/9RZKpZKwsDA0Gg3vf/ABnp6ehNdRsNVsNlOvXj3CwsKIi4srt++FF1/ETqkkMzOz3PcHKFnRUloMpEuXLvzvs89qrc0SiQTkMoEHWmnx1ipZtT2FjFwjnZpreaybL6F+0uDH3SxTZyIjx0huvgVvrZLmEU78cjynQgEtAEEQ0LrIuXi1sNLiWUfP5fHEQ/60beyC1tmOYB975PK6W8nQuHFjli1fTk5ODrm5uQwZPBiTqSQlQkpKCpmZmUyaOJHCwpIYm9Fo5KuvvuLylSssWrQIb+8KE//+FRcXF5o3b86JEyfYvn07CQkJTH/rLby8vMjKyuL3o0cZ8+KLGI1GWrVqRdu2benbr1+NpTe4XXy3L127anuKf7berHR3tjON7O2X3L+T900ltc3Ly5P9/vvvmj179lzs169fxEcffZRSXFwszJkzx6+4uFjWoEEDzcCBA3NWrVrlKZPJxI0bN7ovWLAgoWnTpsVPPfVUcHJyshLgww8/TOjevXvhhAkT/BITE5VXr15VpaSkKJ9//vn0N954I2PixIkBiYmJqgYNGjS6//779RMmTMjo06dPRExMzNmioiJh5MiRwadPn3aQy+W8//77iX379s1ftGiR+w8//OBqMBhkCQkJql69eumWLl2a9F9en8ViYcyYMQEHDhxwMplMwrPPPpsxefLkrLy8PFnPnj3D8/Ly5BaLRZg+fXrKiBEjdABTp0712bBhg4e7u7vZz8/P1KJFiwoVTLVabdkbvKCgQF5Sl/fmSAFXyU0TRREHexlFxSV/n04OcopNNjxc7MiqZJZrr3YeJKQXE+h9a33Rib96tcLNEpR0QpmZmaxavRqtVlth5up/YbFYuPfeexnx+OPYrFZycnP57H//Y9jQoRw6eBCVSkX+Xwpy/F1SUsXPooDAQNauXcuYMWP4cuVKVq9aRYMGDXh12jR8fX2rPRm6RCKR3ApEUdwL7L3282WgzfWOv9PUD3bk8Z5+rN2VUnaD6OuuYnT/QD5Ye4W8AguXkw0A9Gp/axU68fLyYuWKFTzQpQseHh7s2bMHq9WKKIr8+uuv/Prrr4x4/HGyMjMJCgoiKTmZJ598ss7a6+TkREJCAq+99hpxcXFs27YNZ2dnhg4bxuW4ONRqNQ4ODjg6OFR5jWbNmiGX3/n5IiWSW42Tg4K2jV1pFKrBZLahUStQ1XLxQMmtJSmjmNeWXiLc34FGoRrikovIzTczdkgwC9ZfLXesUlGScsvZ0YGt+6tOLZNXYGbP0WxGPxxYp8HWUs7OzhgMBl5/7bWyYCtA8+bNOX78eFmw9a+OHD5MakrKDQdclUolgwcPZuPGjRQUFHDmzBleGT+eZs2aMWXKFCLr1+fpZ56hY8eOhFWyGvRu9N2+dO2SrxOCTRZRBpCtNyuXfJ0QDHAzQdd169a5du7cOa9p06ZGNzc3y/79+x3uu+++omnTpqUcO3bMcdWqVQkABoNBptForDNnzkwH6Nu3b+iECRPSe/ToURATE6Ps0aNHxOXLl88CxMbG2h88ePCiTqeTN2zYMGry5MmZ8+fPT+rTp4/6woUL56Bk2X9pG9577z0vQRC4dOnSuZMnT9r37t07Ii4u7gzAuXPnHE6dOnVOrVbbwsPDoyZNmpQeHh5eIXA0cuTIevb29jYAs9kslKZkWrBggYeLi4v1zJkz5w0Gg3DPPfc06Nu3rz4sLMy0bdu2WK1Wa0tNTVW0bdu2wbBhw3QHDhxw2LJlizY6Ovqc2WymefPmjSoLuALMmTPH85NPPvE2m82y3bt3V17U5z+QAq6Sm6ZSyOjTwYuNP6UBcCmhiCBve14cGMT7a66UpRoAaNXAmXp+anL1t15i7OtVR0xNTaVRo0Y3dX2FQsGCBQs4e+ZMhX0hoaHce++9HD58uMpCGwDde/SodHvjqCg2btpEWloaFrMZrbt7hdyzEolEIrlzuLsoGdbDlwdaacnKM2GvlJOYbmD+upJgayl/TxX1brGZXG5ubowbP56vvvqKVi1bsnjxYj799FOio6PRarWMGDECtVqNf0AAfv7+tGvfvs4HDzt06MCoZ54BoPU992AoKuL1115j1qxZZTeNly9fpkWLFpw8ebLcuWq1mj7X0gZJJJK64eQg3fZKoKDIwsrtSYzuH8juo1ms3JaMs6OCXu098fdQUc9fXTZYCTB5RCiebkryCsxEBjlw/ELFyTkAapWcFwYG4XmtMLTVaqOw2IrKToZKWTeDbYUFBZw4caLcNn9/f2JjY6s4A3J1upt6zvCICNZv2MCCBQv4bf9+tFotffr2xdPLC6vNRnBwMN7e3hXyzN6tVm1P8S8NtpYyWUTZqu0p/jcTcN24caN27NixGQADBw7MWb16tfa+++6rNMD4VwcOHHCOiYkp+9JYUFAgz8vLkwF0795dp1arRbVabdFqteakpKTrfqgePHhQ8/LLL2cAtGjRotjPz88UHR1tD9CxY0e9u7u7FSA8PLw4Li5OVVnAddWqVZc7depUBCXB3D59+kQA7Nmzx/nChQsOW7dudQPIz8+Xnzt3zj40NNQ8fvz4gMOHD2tkMhkZGRnKpKQkxS+//KLp3bu3zsnJyVb6Wqpq97Rp0zKnTZuWuXTpUu1bb73lu3nz5vh/+r1dj9TzSG6aXCEjMsiBjk1d+e20jtikIh7r5su2gxlMGh5Kdp4JXb6Fev5qHFRyNu5JZVgP/7pudjk5OTnXXXrfoWPHm36OvLy8SoOtADt27OCZp5/m8OHDHPjtNwYMGMCWLVvKHRMVFUWTJk2qvL6XlxdeXl433U6JRCKR3B7UKjn1/B2o518ys9LTTUmnxEJ2HspGRKRHWw+GdffFy61ucsldj4+PD2PHji3Jn56WRteuXRk5ciQFhYV8u2ULHTp0wNHBgebNm9d1U4GSm9TPv/iC48eP8/3Wrfj5+bFm7VpCQ0NRKBT4+voSFRXF+Fde4etNm9i5cydms5mmTZsyc9YsaRBUIqlD+kIz2XlmzBYRVycFnq5KqmOpqOT2k6M3c18zLXNXXabAUJICr8Bg5fOtSfRu58EbT9Zjy68ZuDgq6NRCi6+7khy9mYmLLvD6k2Fs2ZtRbjIRQMv6zlxKKCTsWl+ckllMeq4Js8WGi6MdxSYrjmo5nq52uGhKArK5ehNGsw1RBHuVHDcnu2p/rQo7O3x9fbl69SotWrSgsLCQhIQE2rdvX2lOcuCmi1cpFAqioqJ4//33MRgM2Gw2EhIS+GTJElxdXTEajdzbrh1Go5HGjaul/tFtLVtvrnQ0uart/0Z6err88OHDThcvXlS/9NJLWK1WQRAE0Waz/eOyfVEUOXHixHkHB4cKyTVUKlXZNrlcjsViueEPUaVS+ddriWaz+T9dSxRFYf78+QkDBw4sNwKyaNEi9+zsbEV0dPR5lUol+vv7NzEYDDc05fzZZ5/NmTx58k3nu5ACrpKbpnW2Q6NW4OmmZPozYZhMNlRKgcd7+nPiop6zl/PxcFUS5KPizOUiHrzHA7OlYv6bupSVlUVRYSGdH3igQgfUvBryoObr9VgsVc/qlctkZUsNv/rqK16dNo1Fixezds0aDAYDPXv1ok+fPuWKdUkkEolE8le+7ipeGhjMsO5+CICrkwKl3a27jF0ul+Pv74/NZiMoKAgRcHd3Z8bbb1NUVIRarSYzIwPP6wwmiqJYa4GT0nztffr0qfCccrmciIgIHBwceHnsWJ57/nlkMhmenp7XXbkikUhqVlJGMYs3xmOxQkGxlSydicnDQ2lZ3+mW/nyU1AyZHE7H5pcFW/9q5+Eset7rgcUq0rmlluRMI7oCM2azyDP9AjAYrUx7oh4bf0rj7OUCVHYyut7jTtMIJ77dm0avdp4kZxYTl1yEDIi+XMCWX9MxmUXslTIe6exNr3YepGUXYzCKHD2vw9/DHkd7OYE+9oT5O+DsWH2B16CgID786CNMJhMnTpxA4+hIVFQUBoOBdevWkZ+fX+74++67D3//m58UVVBQQEJCAuu/+gpHR0e6de+OIJPx+7FjNKhfH3uVCr1ej06nw9XV9aaf73bm7mxnqiy46u5sZ6rs+H9j9erVbgMGDMhZt25dWX6Me+65p/6uXbs0zs7O1oKCgrIApJOTk1Wv15d9EHbs2FE/Z84cr1mzZqUDHDx4UN2+fXsDVXBxcbEWFhZWGtDs0KFDwZo1a7T9+vXLP336tCo1NVXZtGnT4iNHjlSdf+lf6tatW96nn37q2adPn3yVSiWePn1aFRISYs7Ly5N7eHiYVSqV+P333zulpKQoAbp06VLw9NNPh8yePTvVbDYLu3fvdn3iiScqVMqLjo5WNWnSxAiwYcMGl+DgYOPNtlUKuEqqRZNwDYIAn25OJD7VQKCXPaP6BxDgpaJlfWdsokhegYVAbzVffJ/Mk31urRmuV65c4YXnn+eNN96gXbt2bN+2DYvFQp8+fWjatGm53Df/VVJSEm++8QYRkZGVLjUEGDhoEL0feoioqCgyMjLI0+tZ8cUX1K9fH0eNhh7du9/1CcXrgiAIcuAYkCyKYh9BEEIpqYLuDhwHHhdF8cb/OCQSiaSa2dnJ8NbeejNarycwMBClUklubi7r1q5l3NixiGLJ5If69euz/H//Izg4uNw5GRkZnDt3jk2bNuHo4MCQxx4jLCysxm/e8vLy0Ol0KO3s8PTyKldZWRAEAgICavT5b3VSvympS7p8M/GpBnYczsROLmPIg97oi6wM7e7HsQt5FBttRIU58c0vaXi5KctWB0juHmo7GZcSKi/IbhMhW2/m52M5dGjqytofU7iUULIKWxDg7VHhrNqeTMv6LvTt4InFKrL/VC5zV11m8vAQ1CoZf8QUcfSMDh8PezbsSSu7drHJxrofU9E62xHqp6bYZEatVLB5bzo2ETq10GKvlOPkoKi2QcSUlBQ2f/MNq1atKtsml8v57PPPWb16Ne9/8AEHDxzAwcGBYcOHM3LkSDw8PG7qOc1mMz/t2cP48ePx9PTk9TfeYMTw4WUTj86eOcMPP/zA0qVLKSgouOsDriN7+yX/NYcrgFIh2Eb29ku+0Wtu2rRJO3ny5LS/buvfv3/umjVrtB9++GHyvHnzfBs0aNBo4sSJqQMHDtQNGjQobMeOHa4LFixIWL58eeKoUaOCIiMjG1mtVqFt27b57du3T6jquXx8fKytWrUqiIiIaNylS5e8CRMmZJTumzJlSsbIkSODIyMjG8nlcpYtWxavVqsrKUv3373yyitZ8fHxqiZNmjQURVHQarXm7du3x40aNSqnV69e4ZGRkY2aNm1aFBoaWgzQsWPHogEDBuRERUU1dnd3Nzdt2rTSD4EPP/zQa//+/c4KhUJ0cXGxrFy58srNtlUo/UIrub21bt1aPHbsWF0349ryCBGlnYy07GJe/OA8UNJJ/fVPrW1jF2Y/F4Gdou6Tiufn5zPqmWc4cuQIUHLj9+CDDyKXy9m3bx9jXnqJkOBgmrdo8Z+vrdPpePGFFzh48CDOzs7MmzeP119/nczMPwdUmrdowcIFCwgOCcFms3E1Pp4ffviB48eP06pVK/r06UNwSAilSaJLmc1mUpKTyczKQq/X4+npiY+PT4WZNBaLhfz8fFQqFQ7XKehxOxME4bgoiq1r4LoTgNaA87Ubx43AZlEU1wuCsBQ4JYrip9e7xq3y3pRI6kJNvTerg/TevPV89913jBs7tsL2tvfey7Jly8puzDIzM3lt2jR2795d7riJEyfy1NNPo9Foqr1tFouF2NhY1q9fz6GDB3H38OCJkSNpHBV1WwZZpX5TcqfJL7Lw26lcjp7NIzffzKAuPuw4lEl0XD6dmrvRsoELJrON91dfYfxjIRQaLAzt7lfXza5A6jdrltVqY966eHYcqrwA1jvPR3D0XB5JGcUV8rV6uSmZ+ngoby6PKSsWDdCmoTOTH6+HQiZw8pIee5WMOV9eJr+o4iza4d19CfKx55tf0rmUWD6lZqifmhmjwgn2qZ6867/99hsjhg+vsF2lUrFh40a+3rSJZs2aYbZYaNa0KY2jom76OWNjY3lkwAD0ej3jxo1jx44dXLp0qcJxbdu25f0PPqgwmHor+7fvzVOnTsU3a9as6gprf/PdvnTtqu0p/tl6s9Ld2c40srdf8s3kb5XUvFOnTnk0a9Ys5N8cK81wlVQrN+c/Z8QnZxaX/fz3uL547b9bgclkIis7u+xxYmIiK1euLHtsNplwcna+oWunpaVx8OBBAPR6PW+++SaTp0zBbDKRk5vLPa1bExYeXhYklclkhNarx8tjx2I2m7Gzq3xZSemN33vvvVcuBUKfPn2Y+uqrBAYGAhB/5QpfrV/P3l9+wc/PjxdefJEGDRrgfIOv524iCEIA8BDwDjBBKBlu7gIMu3bIl8AM4Lo3jhKJRCL5Z7m5uSxftqzscWBgYFnOud9++43MjIyygOulS5cqBFsBPvzwQ7p1706DBg2qvX1xcXGMGD6crKxr91AXL3LwwAGmvvoqw4YNw8XFpdqf83Yj9ZuSuiCKIunZRrL0ZnL0ZlRKGd3bemAy2wjwUnF/Cy37/shh674M2jd1Y+6LkXyw9gpjhwRjtdmQy+p+8oek9ugKLHRs5saPR7Kw/i3DXbMIJ+xVMqLqafhuX0aFczNyTWz6KY13no8kLrmIvAILrRs4E+Sjxs3JjkKDFTuFgFIhqzTYCuDrUXKv/PdgK8DVVAP5hRbikgrJ1puRywT8PFT4etjf0Gv99m/1QEoZjUbS09P5+uuvWbNmDV27dkWj0VRLwDU9PR2DwUD37t1pe++9REdHExcXh9Va/vdx9OjRm36uO0X/Tt45UoD1ziUFXCU1xtNViUYtrzRHTv/7vFDeArNbAVxdXenRvTufVFKx0dnZGQ8PjxvOnVpUWH62enp6OlMmT8bZ2Zl72rThoYceqjK3W1XBVihZSvnlypUV8s3+8MMPhIeHM3zECLKyshg2dCi5ubkAXLx4kV9++YX3P/iARx55pNwySEmlFgBTAKdrj90BnSiKpcl4k4BbKzeGRCKR3KYsFgt5ej0ODg68NWMGxcXF/PzTT2i1WpYsWcJfV2Rt37690muIosiF8+erPeBqNBpJSEjgnXffxWazYbNa2bt3L5s2bWLhggU88MADUsC1xAKkflNSy+JTDSRlFDNn1eWyWYc7D2fh6WrHW8+EM+6j82WBtT9i8gn1VfPkQ/4oFTIp2HoXslhFvv45jckj6rFqezIpWUbkMujQ1I37W2jJzjVhu86soJikIs5eLuDIWR3TRtbDz/PPYKijWo6Xm5L0HBNB3vYkpBdXON/JQUFccsWUmPWDHBnR05edR7KISyoixFdNh6ZuLN50lecGBN3QrFerreqaKaLNhlwux8fHh0cfffS6udL/C41Gw8cff8y2bdt45513qB8ZyaeffsqiRYs485fi0W5ubqhUt1f6I4nkRki9jKTGeLopeeuZcBTy8nlo7m/hRoNgxzpqVUVyuZwhQ4ZU2tFMnTqVqCZNbngpvtbdvdLORK/X4+fnR3R09HWLaVUlNzeXb7/9ttJ969atIycnhzWrV5cFW/9q1syZpKSk/OfnvJsIgtAHyBBF8fgNnj9aEIRjgiAc+2v6CIlEIpFUztXVlYceeohZs2axcsUK3po+nV9//ZUtW7YwatQoDh8+jNFYUrvA2cmpyuvYRJGiooozh25GamoqUJLvPTo6GqvVyr3t2jF58mSKi4vJyZEmpkj9pqQu6AvNHL+Qx5qdqeWWeANk6sx8uy+Ddk3cym2/kmrAbBVxcpBj+fsUR8kdT62SYzTb+HJbMn3v8+LVx0OZ8ng9VEoZX2xLIjvfQn6RFU+3yovEd2zqxn3NXHn72YhywdZSvh72+LgreX5AIH9PxSoTwMNVSYhv+eCpi6OCod19mflFHD/8lsn5+EJ2HMpi5uex9GjryedbEyko+u/3iw/371/pdqVSSUBAAJMmT2bCxIn89NNP1VYrxGAwMGbMGLZu3crZM2fYvHkzL7/8MmNeeqncCsvnX3gBb2/vanlOieRWJgVcJTVGLhNoHunEF69HMWl4CM/09WfJpIa88lgI7i6Vd2J1JTgkhK+//ppJkybRvHlzevXqxcZNm+jTt+9NVRf29fXl5Ury0bm6utKhQwfeeP31shu5/8JqtVJcXHHUFOD+++/n+PHjHD58uNL9+fn5ZGRUXCYjKacD0E8QhHhKin10ARYCroIglE4NDgAqTWguiuJyURRbi6LYWqpOLZFIJP/Mzs6OkSNHYigu5vz58xX2z549m6tXSwrudu3WrdJrODg4oLa3r7J/vBF5eXlER0cz5sUXmTtnDp8sWcLYsWPZu3cv97ZrR58+fXB0vHUGkeuQ1G9Kap0u34LGwY6LVRRBOnA6l1YNKqbROnBKh8UqYiiufNm35M7l7KjguQGBpOcYWbYlkbmrrzDny8vsPprN8O6+nLiQh4NaxrjBwcj/FinROtvx6IM+BPs6oHWufCWis6OCev4OhPjY89H4BrSIdELrbEfrhs7MH9sAURQJ8rHHVfPnSsOe7TxYvzsVs6X81FqTRWTTz2l4a+3J1P33WoNh4eEMHDSo3DZBEJg7dy6Xr1zhj5Mn0Wq1TJo8+aaLZQFkZ2fz9owZWCwW/Pz8aNeuHSEhIRiNRr74/HMGDhyITCZjxOOP8/DDD1dbcbBbkM1ms92xL+5ud+3/7b8erZPWFEtqlJ1CRpCPmqBqSv5dk4KDg3lxzBieePJJVCoVSuXNB4VVKhW9evXCw8ODjRs2kJmZyb3t2tGta1dmzpxJfn4+eXl5ZTlX/y1nZ2eioqLKLc0o1eXBBzl58iSenp7ExcVVer54nSUmEhBFcRowDUAQhM7AJFEUhwuCsAkYRMnN5BPAd3XVRolEIrnTeHh4sKOKdAEmk4nU1FQiIyNxcXFh2rRpzJs3D7PZDICTkxPz5s8nNjaWB7t2rbY2paen8/prr2Eylb/Z/X7rVnr06MHLY8fe9VWWQeo3JXWjNCPA34vzllIqZFgsFXe4aOQUFFlRKaW5R3ejhsGOLJ7YkBU/JBObVESgtz0DH/Cm2GSjfrAjv/2RywsDg1g8sRG7DmeSlGmkbWMXOjR1w7+SWa1/p5DL8PNS4+elJmy0Azq9mZOX9MxaEYsu38KwHj68/1J9Plofz/n4QkJ81WzYk1bptc5cLqBPB0+s18tzUIWAgAAmTJjAkCFD2Pfrrzg5OdGhY0cCAgJwdHSkZ8+e1XK/W0qv15OZmcm8efPIyc3l4oULtGvfnpDgYD788EMGDxnCiMcfx8fH504fqDyTmZnZyNPTM08mk90qZWsk1cBmswmZmZkuQMUgTBWkgKtE8hcymQyn6yxVvBEuLi78tGcPTZs2xdnZmegzZ3j++eexXcudcyMdjp+fH6+/8QZPPvFE2RJLALVaTXBwMF+tW8fIJ56odJZr+w4dyMrKQq/XS8Wz/rupwHpBEGYDJ4HP67g9EolEcseQyWT/mAvVarXi7e2Ni6srS5ctw2a1YjKbsVqt/H70KP369avWNpX2l5XZ/M03hIeHM+Sxx6SlkVWT+k1JjXFzUpKXn8s9DV04ei6vwv7ubd05fCaXwQ/6EBHogNUqYrWJBHrZ4+Zsh9JOXgetltQ1pZ2cxvWcmDA0mKQMI4fO5vHhV1fRF/65bN9svcrk4aGMGxKC2SLecHDeyUGBXAaHz+aRoy+5/pqdaew7qWPs4CAc1Ars5AJqlQyDseKEGEd7OXK5gJtT1bU9rsff3x9/f3/atGlzQ+dfT35+PleuXGHTpk3k6XSMevZZ3p0zh+lvvkla2p8BZGdnZ+bNn4+bmxs+Pj7V3o5bjcViGZWWlvZZWlpaFNKK8juNDThjsVhG/dsTpIBrHRIEIRBYBXgDIrBcFMWFgiBogQ1ACBAPDBZFsWIyTsltwcPDgyeefJIRw4dX2Ddw0KAbuklTKpU0bdqUzVu2sP6rrzh//jzNW7Rg8ODB6PV62rZti5ubG+PHj2fZsmUYDCXJ2e+9916GDx9OsdHI2bNnadeu3U2/vjudKIp7gb3Xfr4MVP83FolEIpFgZ2fHkMceq7Qolr+/P04aDWazGScnJ7p06cK5c+d4/rnnsFgsZUW1Vq5cybp162jVujVy+c0HU2TXWfIoAikpKZw4fpywsLCbfq47hdRvSmqLo1pOh2ZaAn3UpGYZScz4M51I8wgnetzrQUauia9+TGXjTyUBII1azsuPBlXIoym5u2TpTOgLrby35grZeeYK+49f0JOdZ8Zbq0KlvLnV4Q72Cp59OIDTsfllxaQT0ot5fWksH09qyKWrhfS814Mtv1ZM+darvQdh/upbLh2fwWBg8+bNvDV9etm2nr168eOuXeWCrVAy83Xp0qUsXbq0tptZJ1q1apUBVO/or+S2JQVc65YFmCiK4glBEJyA44Ig7AaeBH4SRXGuIAivAq9SMkNAcptq2rQpH330ETNnziQ3NxeFQsGjgwczbty4Gy7I5ejoSOPGjZnx9tsUFxdjb2+PXC4nNzeXoqIiEhMTsVitzJ49G1EUUSqVnI6OZtOmTbRs2ZLvvv2WZs2a3fDzSyQSiURS3QICAhg3fjxLPv64rKikr68vs2bNQiaXY29fspxTJpMxe/bsspQCpSwWC3PmzOGjBQsICQm56fb4BwSg0WgoKCiosO/BLl2YP38+BQUFdO/Ro9zsXKvVil6vR6VSSf2sRFKDArzssVPAG0/VIzffQm6+GQ8XJfoiCwKwansKF67+meO1wGBlzqorfDK5IY00NzZrUHL7Kyq2kqkzYTRVnmZNFKHA8N8LVVUlxEfN0qmN2Xsim1MxBYQFqOncQkt0nJ6MXDP97vNCV2Dhl+MlRRgFAR5opaVfRy8CvP45jUFtS01NZebbb5fb5uXlxc6dOys9/sTx46SnpeHh4YFMJk36lNw9pIBrHRJFMRVIvfZzviAI5wF/oD/Q+dphX1IyS0AKuN7GnJ2deXjAANq0bYs+Lw+1Wo2Pr2/ZjePN+HtaAjc3N/R6PdGnTzNkyBCOHDnCrl27sNls9OjZE38/P2bPnk3jxo0r3KhKJBKJRFKX/Pz86NatG82aNSM7Kws7O7uSvOoqVbkilvn5+cTGxFR6jZMnT5KdnV0tAVdfX1+WLFnCqFGjyvWZ3bt3R5eXR25uLi6uriQnJ5cFXJOTk7l8+TK5ubkl/b2PD0FBQf+YLkEikdwYb609nq4iWToTeYUKFHIZFquN5ExjuWDrX238KY3XnnREqZCCP3cjEZGTl/S0b+rKj0eyK+wPD3BAIa++ukeCIBDgZc+Inv4M6WrD7trfna+HPXHJRXz2fRJRoRoe6eyNzSbi4qjA002Jo/rWDNckJSVhtf5ZdC4yMhJHR0eUSmWlhStlMhmxsbE4OTtXS98skdwubs138F1IEIQQoAVwBPC+FowFSKMk5UBl54wGRgMEBQXVQisl/0V+fj5Wq7WsmIYgCGV5dGpas2bNeHvGDJo1a8batWtp06YNMpmML1euJCkpCYB+/fpJOVwlEolEcktRq9UEBARgs9mwWiyYzGbkCgUhISHl+k+FQlHlzFMPDw/yq8i7+l8pFAratW/P9z/8wM8//0xubi5RUVFcvHCB+fPmAdD1wQdZuHAhCxcuJD0tjQMHDvDRRx+RmZmJIAg8+OCDjBkzhsZRUdVaoERy58nNzeXq1ascOXwYlb097du3JyAgQJol/S/IZAJeWhVeWhVQkm4gOq7i50OpjBwTRcVWlJq7I+AqCIIcOAYki6LYRxCEUEqK2bkDx4HHRVE0Xe8adxIXjR0Go42Ozdz441I+Gbl/vnS1SsbLjwbh5lwzoRK7vwT5XTQKWtZ3JqqeBqtNRK26PfIK/7UvCwkJYezYsRQWFvLo4MF8/tlnFY7v3LkzBw8exGKxSAFXyV1FCrjeAgRB0ADfAONFUdQLf8kXJoqiKAhCpdXtRFFcDiwHaN26tVQB7xaRmZnJsWPH+OyzzyguLmbw4MF07dq1VgKtpQIDA/lq/XrWr1/PY0OH8u4775TbHxQURM+ePRGuk5tOIpFIJJK64OrqiqurK4aICMxmc6WDg97e3jz51FN8vHhxhX0jRoxAVQ0rSEoplUoaNGiAzWbj3Xff5cuVKzGZTKhUKsaOHctPP/9MRno6RqORqwkJvPbaa2XniqLInj17KDIYmDtnDkHBwdXWLsmdJSU5mRUrVvC///2vbJsgCHwwbx59+vSpllVRdxMvNxVh/lbsFAJmS8XbpKYRzqzfnULnFu6E+Kqxv00CXTdhHHAeKP1AfQ/4SBTF9YIgLAWeAT6tq8bVNleNHQPu9+b1pZd4pm8AugILsUlF+HqoaBbuhJOjggDP2svzq7S7vQL/Af7+ODs7o9frefqZZ9iyZQuRkZEMGzqUP06e5Pjx42XH1qtXj2HDhzPmxRelApOSu44UcK1jgiDYURJsXSuK4uZrm9MFQfAVRTFVEARfoGIGbcktKS8vjw/nz2fLli3Y29uj0+l468wZNm7YwGeff46vr2+ttSU8PJxx48aRk5NDy5YtWbtmDWlpafR+6CEeeOABAgICaq0tEolEIpH8V2q1GrW68htepVLJww8/TGZGBt988w0WiwWlUsngIUPw8vKqkUrILs7OPPjggwwcOBCrxYJcoWDTpk0cPHCAt956i4KCAtasWVPpuQcPHCAnJ0cKuEoqZbVaibt8uVywFUoC9lMmT6Zp06ZERkbWUetuX74eKp58yJ//fZdUbrvW2Y4GwY7M+CyWDXvSmfNCJPdGudZNI2uBIAgBwEPAO8AEoWTGRRdg2LVDvgRmcBcFXAHq+at5+9lwPvkmkSydiYhABzxc7PB0U+LtpkQmkyamVMXP35/PPv+cUc88g0ajoWPHjqgdHLgSH88jAwcy8oknSLuWs7W4uBiZIKBSqWjTtm1dN10iqVVSwLUOXevsPgfOi6L44V92bQWeAOZe+/e7Omie5AZkZmbSunVrOt53H7m5ubi5ufHb/v189dVXnDlzplYDrgBOTk44OTkRHBxMs2bNsFgsVd68SiQSiURyO3F3d2fE44/z8IABZGZmopDLMRgMRDVpUiNLFj29vHB0dOSV8ePLbQ8ODqZb9+4UFRWRnJxc5fkGg6Ha2yS5PVmtVgoLC8nOzubixYtkZ2cTEBDAk08+ycqVK8sda7PZOHfunBRwvQEqOzl9OnpRz9+BdbtSyCuw0KaRC13buHPxagHODnL0RVYWrI/n40mN8HC9Y1N+LACmAE7XHrsDOlEUS6tCJVFSR+SuopDLaBTqxLsvRJYUyBJLgvF3wWznmyaTyWjdujWbvv6a9PR0bFYrGicnDvz2GytWrEChUODs7ExBQQEmk4mWLVsy5qWXpM8xyV1HCrjWrQ7A40C0IAh/XNv2GiWB1o2CIDwDXAUG103zJP+V0WjEzs6Oc+fOoXVzw2w24+7uzstjx7L7xx/p1q1bnbXNzs4OOzupGqvkzqbLN2Oy2FAr5Tg5Sl2cRHI70ev1FBcX4+Tk9K8GB93c3LCzsyM7Oxt7e3vs7Oxwd3fHx8enRlLmKJVKevXqRUREBCtXrCAjI4M+ffpwf+fOBAQEcOnSJe69917OnjlT6bkefyn6Jak7GblGEtOLSckyEhnogJ+HPcVmK4UGGyo7AU83JQp5zSzvNZlMxMTEsG/fPsLDwxn78svlAvH9+vdn/PjxLFiwoNx5os2GXq+Xcu/fABdHBcHe9jw/IAB7pZxD0Tpmfh6Ht1bJ60+FcfZyPqt2pJJvsNyRAVdBEPoAGaIoHhcEofMNnH/H1wxxdlTgLH1n/M9kMhn169dHoVBw6o8/aODqyg/btgFgsVjIyckpO/bEiRPMfuedGll9IpHcyqRPljokiuJvQFV3BA/WZlskN+/q1au8//77/Lp3b9k2BwcH3v/gA6wWC05OTlWfLJHcwZKSksjNySE+Pp6MjAzuu+8+QkJDq7V4TEGRhTOXC/jfd4kkZxqJCHTguQGBhAc4YK+UZipIJLey9PR00tLS2LljB6dOncLP359HH32URo0a/WPfqdFo0Gg0yGQyTCYTFovlusffLCcnJ1q0aEFUVFSFVSNOTk5079aNTRs3ov9b0a4XXnjhjg1W3E6SM4uZvPgiHq5KBnb25sBpHbn5ZuoHOVJssrF6ZzL97/Omfycv3F2qP/h2+PBhnn7qKWbNmsWUyZMrzHre+t13vPvuu7i6uqLT6QCQy+WEh4djMt019YyqXV6hBYVCxkvzz2Mw2gBIyTJy8lI+k4eH0L6JC0rF7ZVD8z/oAPQTBKE3YE9JDteFgKsgCIprs1wDgEqn50s1Q24PFouF5ORkrly5gtFoJDw8HB8fHxwdHWv8uUNCQmjTpg0IAqLNVuVxUtFIyd3oju1ZJJLaduzYsXLBVoCioiJmz5qFIAj06NGjbhomkdSB0krdX375JcePHeP3339n8eLF2CmVrFmzhgMHDiCK1fe9/fBZHfPWXuGhDl5MHBZC7/aeZOSYSEovrrbnkEgk1S8jI4PU1FQ+nD+fRo0a0a1bN0JCQsjKyuLkyZP/GEDNzMzku+++Y/myZZw+fZoTJ07wxx9/kJaaWqPttrOzqzAL19fXFzetlk+XLmXQoEF4eXnRqFEjPlqwgMeGDkWlUtVomyTXZzBaWbolAZWdjF7tPJj5RRyrdqTw/W+ZzFsXz+7fs3m2XyCrdqTwzS9ppOcUYzZXHTz4r1JTU5k6ZQoWiwUvLy9yc3MrPe7H3bvp1KkTUFI06905c1i7di1rVq8mPj6+2tpzN3HRKFj/Y2pZsPWvln+bxIie/ni43pmrwERRnCaKYoAoiiHAY8DPoigOB34BBl07TEphdxuzWCzExsSQlJSE2t6ePJ2OF55/no0bNlQY/KsJcrmcFi1b4uPjQ69evSo9plmzZri7u9d4WySSW400w1UiqQZZmZmsW7eu0n1paWko7OxwdXWt3UZJJHUkMTGRp558ktjY2LJt4RERTJgwgbEvv8yUKVNYtnQpkZGR+PvffMqwjFwjX/2YyrghwSzalEBmbsksILkMhnT1xdlRgZe2JNBRYLBgMNpQq2Ro1FIXKJHUNb1ez5EjR+jXrx+TJk3CaDSW7Rs+YgTBQUEEXycf6y+//EJWZiY2m43JkyZhsViQyWT069+fV199tdaXL0ZGRqLRaHhm1CieeOIJNE5O+Pj4SPnTbwE5ejMHTukY/1gISzcnYrWVH/S7eLWQjk1dCfK255tfMgjyVpOdZ6ZPR09cNDcfjMvMzCT12kCA8jrBd4vZTI+ePanfoAHt7r2Xn3/+mfXr1wNw/Phx5r73XrX0nXcTi0XkdFxBpfvyCi2IoojK7q5bDTMVWC8IwmzgJCV1RSS3ofj4eM6cPcuihQtJSEjAz8+PcePGce78ea7Gx9OkadMab4NSqSQ4OJiRTzzB4cOHiYmJKdvn6urKe++/j5ubW423QyK51Uh3mxLJTUpPT+fI4cPXXULh7OSEi4tLLbaqdul0OpKTk0lJTsZNq8XH2xtfPz/k8rvuy+tdr7i4mAUffVQu2AoQGxPDzp076dqtG//73/94ccwYsrKyquWmsbDYSo97PVnyzZ/BVgCrDdb9mEqL+s44OyqITS5ix8FMXDQKGodq8HZX4e5sh5uztMRJIqkrRYWFBAQEMPlvwVaAtWvW0KtXryoDrglXr/Ltt9/Stm1b1q5dW7bdZrPx7ZYteHp4MGXq1FrNX56bm4vNZkPr5oaXt3eN5JKV3BhRBJsISjsZfp4qnurrj8pOhtkisvtoFtFxBRyM1tGyvjPf7svARaNg7uorBHjbc38L7U0/f+ly2vr16+Ps7IyTkxP5+fkVjuvVqxeNGjUiPj6eZ599luzs7LJ9+/fvJz0tTQq4/kdKpYCHi5LsPHOFfXIZ2CvvjkWfoijuBfZe+/ky0KYu2yO5eUlJSRw7doxXp04t25aSksLUqVOZNWsWhw4dqpWAa6mIiAg+/+ILYmJiOH36NGFhYTRv1oyg4OBaa4NEciu5O3oXyW3BZLFhs91eqYGsVispWUbM6oY8PPCxSo/x9PLC7w7+YpydlcWnn3xCfHw8hw4d4o3XX2fK1Kns3bu3yuVykjtXVlYWW7durXTfzh076NKlC5mZmWgcHastCCIA7s4K0rIrz2/37d50kjOLycgx4emm5MLVIg5E60jNMrJmZwp/XNKTkG7AVI1LR29GaaGBvwefJCAIQqAgCL8IgnBOEISzgiCMu7ZdKwjCbkEQYq79K02juE1kZWdjs9koKiqqdP/mb76p8tyioiI6d+7M2jVrKt2/evVq0tLSqqWd/8RoNHLixAmeevJJOnboQJ8+fVi7Zg1ZWVlkZGRwJjqaXbt2sW/fPi5dvEheXl6ttEvyJ1cnBS3rO+GjVdK+iStffJ/Me6uvsGxLIk3DnXi8lx92ChkWq4izowIXTcm8lNU7UsgrqBio+698vL1p1aoVz4waxbvvvsvrb7xRYWC6c+fOBAcHo8vN5YP33y8XbC2VlFxpqk3JdXi7qXisW+Wz3e9voSUn30x0rJ7sPKnfldxekpKSWL5sWaX7Fi1efN0VIjUlKCiIBx98kFdeeYV+/fpJwVbJXU2a4SqpcymZxRyM1nH4rI5gb3se6uBFgJc9SrtbfzwgNqmQN7/IpMBgZUy/prRrfx+HDu4v269SqVi0aBHevkHEJRWSnmtCANyc7fByVaKtgYIMte3M2bM0adKEmW+/TXp6etn2gwcO8Nprr/HEk09KeevuIqIoYrVaK91nsViQCQKurq7I5HK8vLyq5TkFQUCtqno2daHRSmGxjUUbr6Ir+DMf5K7DWUweUY95664wun8g6dlGWjZwQS6r3RlpV65c4dKlS5w7d47IyEjc3d1ZvmwZSqWSp595hkaNGqHRaGq1TbcwCzBRFMUTgiA4AccFQdgNPAn8JIriXEEQXgVepWS5pOQWJ4oi9vb2Ve43m82IoljpTFF7tRp3d3eysrIqPbe4uLjWCg3FxMTw6KBB3HPPPcyePRuVSsWFixdJSkxk+/btfPHFF2X5aFu1bs1rr71GZGSkVFCzFmnUCl5+NJizlwv4/Ps/g5aFxVbW7krlyYf8ebiTF0u+SWDwgz7o8kuCrDl6M2bLzU8IcHVzY/78+SSnpHDk8GEQRRYtXsyFCxfQ6XQ0b9aMYqMRlb09+/bvp2nTppw+fbrCdaqr77ybCIJAwxANz/YPYM3OFAxGGzIB7mvmxpCuPrw0/zxmi8hLg4Lo3d4DB3vpFllyezAUFXH58uVK92VmZNR6Wp26UFRcki5MFMHdxU5aWSK5pUi9iaTWZelMXE0zcCYun7ZRrrz2aQw5+pIvtcfO6/l2XwbvvVSf1g1u7SX4+kIzH61PpMBQElxa+kMBjw95jcdGZnPhzDHc3Zzo2LEj/oGhnLlcwKKNV0nOLBk5bxSq4Zm+/iCA9jZezmwymdi/bx9KpbJcsLXU/Pnz6fLgg4SHh9dB6ySlTCYTycnJFBQUoFKpcHV1xdPTs0a+kGi1Wh7o0oWf9uypsO+BBx7g0KFDvPjii7Rq1QoPD49qeU65TMDLTYnKToaxklmqjz7gzbYDGeWCrVCScmDFD0kMfMCHzXvTiQxyINBbjY977Q0QxMbG8szTT3P16tWybV5eXsyePZtx48axc+dOPpg3jwEDBqBQSF22KIqpQOq1n/MFQTgP+AP9gc7XDvuSkiWTUsD1NhAeHk5SUhIqlarSWd2Dhwyp8rMqKCiIK1eu0KZNGw4fPlxhf1h4OM7OztXe5r8rKipi8eLFzJw5k7i4ON577z3y8/Pp0aMHCQkJLF++vNzxx48dY+GCBcycNUsKuNYypZ2M1TtTKt23ZW86M0eHM6KnHwmpBnyv9QWt6jvj5FA9n79Klaps1uqRI0c4cuQIYWFhODo68s3XX9OkSROaNWvG/v376XT//RUCrmHh4bWSTsBcWIQ5VweAnZsrdo4ONf6cNc3HXUX/Tl60i3Ilr9CCUiGQlm1i7EfnywLqn25OoGV9Z+r5S/2t5PYgyGTUq1ev0qCrp5dXrfSBdaXQYCUpw8D+P3LJN1iJqqfBzcmOev7q2/r+WnJnufWnEEruKBk5Rt5cHsPERRe5cLWIb3/NKAu2lrLa4IM1V8jS1c6slBuly7dw4Wph2WOrTWTljwV8uktNotCDoHpReHl5kZFr5c3lMWXBVoBzVwp4f82VSnNJ3W58fX05dOhQpfuMRmOtLeeUVC49PZ335s6lZ48e9O3ThxHDh7Nr504OHz5MYWHhP1/gX0hMTOTcuXOcOnWKixcvMmnSJDw9Pcsd4+nlxdBhw2jeogW9evcmpBqXOHm6KknKLObFgYEV9oX6qfH3tOf385VXaU3PMeHsqOBiQiHeWlWtfu6kpaWRmJjI2LFjmfH224SFhQElVdtXr17Nww8/DMDMt98mWVpCWoEgCCFAC+AI4H0tGAuQBnhXcc5oQRCOCYJwLDMzs3YaKrmuoKAgtFotb82YUSGw2q9fPxo2bFjluTKZjMaNGzP+lVcqrKSQyWTMmjWrwmdRTSgoKCAkOJjfDhzgiy++KMvLGRQczLK/BVtL7du3r8qZuZKaI5eVfO5XJq/QgtkismF3KvoiK7+fz0OtkjG0uy+qasrxmZSURHp6OgEBAWXb4uLiOH36NEVFRfR+6CG2fPstGo2GAQMGlP39C4LAAw88wPLlywkMrNjXVafChCROvfkOvz7yOL8+8jinXp9Fflx8jT5nbdGoFXi52rHrSBZj5p1n1oo4jKY/Zy9bbZCYXlyHLZRI/pvQ0FBGPftspfsmTZpEaGhoLbeodpjMNg5F69h1JJsgHzUNQzQkZxrZ83s2Z+IKMBgrX20nkdQ2afhOUmtEUeSXEzmcjy9EqRBo29iF1TtTkMsg1K9k5PxKShFWW8mX4bwCCx6ut+7olCADQSgpwvBXxSYbiRnFhISGotVq2XE0BZO54lK09BwTadlGIgIda6nF1U+pVNK8RQuOHj2Kj48PQ4cNw9/PD5sosvvHH/npp59qbTmnpCKDwcDHixfzxx9/MGv2bOQyGYJMRn5+Pnl5ecTExNC8efObeo5Lly5hsVhYt24dWzZvxmg0MnDgQL5ctYpDhw4RFxdH06ZNqR8ZicVq5d5776325fEqpYyoMCcycky8NyaSn45loy+00Kq+M43rOeGolqNRyysM7kDJe1guA39Pe7LzzMhqKZ1AXFwc48eNIzo6GgBvb2+mTJnChg0bOHr0KL/99hvz5s3jq6++Ij8/n6zMTIKlHFhlBEHQAN8A40VR1P81UCeKoigIQqXrf0VRXA4sB2jduvXtlTT8DiUIAg0bNsTFxYWt33/P/v37ydfrebBrV0JDQ3F3d7/u+V5eXri5ubF582ZWrFjB6dOniYiI4PkXXiAiIqJWXoODgwNt27atMJPVycmJ3JycKs8zm2//Qdfbjb1STj1/NZeTDRX2+bgruZJq4MF73An0tud0bD4fT2xEiK+62p5fp9Px+Wef8daMGUx79VV0Ol3Zvr59+6LX68nMyODVqVOJiIhgxcqV5GRnI1co8PHxqfECrEUpaRx9cSLF6X8OSFmLjegvxmApLETp6oK9lydy+9svVZTFaiM1y0hSZjEqu6r7ervr7JNIbjUBAQE0b96cOXPn8smSJSQmJuLj48OkSZN4sGvXum5ejcnVm/D3UvHDgQw27y1ZZRnqp+bJ3v6IiGTnmQjwqr7PbonkRkkBV0mt0RVY2HYgk5G9/AjwssfJQU6Pth6EBzpw/kohggDDevhy9GweOw9nYae4tb/waJ2U3NPQhaPnKha+6NPBnZCAkpvEpIyqR8r1hZYq990uAgMDee6550hOSSE2NhaZXI5MFHmoTx8eGzq0ykIokpp39epVEhISGDp0KDPffpuCggKgZLbpnHffJS4ujsjISBwcbmypoE6nQ6/XM3fOHI4dO1a2fcOGDezZs4d1X32Fs5MTBYWFqOztCQsIqLFcpB4uSlw1CnL0Zp7s7Y9VFFErZbi7KBEEgce6+fL+misVzrunoQunY/MZcL8XW37N4OH7az43XlpaGk888QRJiYll29LT05k6dSqLP/6Y33//vWTjX4KI9mrpS2MpQRDsKAm2rhVFcfO1zemCIPiKopgqCIIvkFF3LZTcCD8/P/z8/GjSpMl/PtfOzo7GUVG88+67FBYW4uDgcN28sNVNo9GgVKno/MADDHj4YcxmM3KFAnuVig4dOrBp06YK53h6etbK7FtJea5Odrw0KIgJCy9W2PfCI0FEBDhgsdowW6FNI5dqX5YaFBREWloac959lzenT8fZyYmrCQn4+Phw9OhRPpw/n2HDhtG0WTPkcjk+Pj61moMx/1JsuWBr6IjByOzsODv3I6yGYgS5nICHHyJ02CAQBGwWCyqtG0qXW3vZss0mEh1XwPRlMXRo5kqX1u58t6/iKgelnUCgd+19dkgkN0sul9OoUSN8fX255557sFqtODo6lptFf6fJyDURn1bMR+vjyxXMvZJiYO7qy3w4rgEZuWZAIMBLej9L6pYUcJXUqiFdfTCabCjkQsnMMjnM/DyuwjHP9PNHeYuMMBuMVjJ1JnLyzNgrZXi6KXF3UeKoljN2cDCTF18kNfvPdAFR9TT07+SD0q7k7dWqoTM7Dle+bLA6Z03UFS8vLzIzM1GpVPz+++8sXLAAgKioKCZPmULDBg3qtoF3qaysLPJ0OoY89hgvjRmDzfZnbtPMjAwmTJjA5198gcFguOGAa25uLgaDoVywtVR2djY//fQTjz32GFqt9oZfx3+hkMvwcqt81s29US707+TJ1v2ZZbPS6wc50u8+TzJ1pv+zd97hTVVvHP/c7DRpOtO9B3vLFgREpiKigAPcA3EPlgMUVEQFN6IMxYn4c4MIiIqCKHvv7t2mM22zk/v7I1CIbRGQLszneXyk59zce9Im957zPe/7fTmeXc1jN8ahb4So+qysLA+x9SQOh4Otf/1F165d8fX1Zdu2bQB07daNiIiIBh9XS0Bwh7IuAw6LovjqaV3fA7cC8078/7smGJ6XJkapVDZZkcawsDDat2/P448/jlqt5uGHH0YfEsLEm29mw4YNlJWV1RwrCAKzZs1q8NRwL3XTNk7Lm4+25d1vs0jLNRMdqmLSNdG0jdOgUTfs0ig8PJwbb7yRFStW8PhjjxEZGcnkyZORSCT069ePPn36EBIS0iSfDafN7mEd4BMVgSpEz+FXF9a0iU4n2V99j0QqRRUeim9iHNXpmfi1a406rE4nl2aBodzGxp0lzLu/FSUVNmQSgbceb8PBtGp+3VXC0UwTcpnA7LuTCA9sedG7XrwEBAQQEBDQ1MNocIzVdl5bkcGArgEeYutJzFYXfx0o59ddpRirHLwwuRXt472FZ700HV7B1UujEeArJypExdcbC9m0p4yZdyTy8Y/5tY5buaGAtx5vy+97yhh3eViTVhosr7Lz9a+FfLI2D9cJkSYmVMWzd8VTmn+UYoOBF+7uQZlJhqHcTkyoirAgpUdERIcEXyL1Sg8PV4A+Hf0IbUGTusLCQlJSUti2dStRUVH07NULqVRKRUUFJpOJ3JwcUlNSao4/cOAAD9x/P1/UEdnjpeGpNBrx8/dn42+/eYitJzEajRgMBjp37nze16iqqiLl+PF6+48cPoz4d8+NJiJQp+Ce0dGMGRBGSYUNlVKCj1KKxepEq5LSq50/YUHKBr/fFBUVkZmRUW9/YVERCQkJDB06lIcffpj2HTowf/78/8Qk+iy5FLgZ2C8Iwp4TbU/iFlq/EAThTiATGN80w/PyX8VqtaLX6xk7bhyDBg3ipXnzSE1NJSIighfmzmXP7t1s376dqOhobr75ZhITE5tMHP6vo1ZK6ZTsy7z7WmOxOlEqJPhp5Y1ybT8/Px57/HH6X3YZS5cswWQyYTabadWqFXabDf+AAMLDwxtlLH/HabGijY+p+Tli5BCyvvq+zmOzv1tD+2kPseOhGURdPQJVaAgStRplHZGuDrMZEJCpmy7SrNripH2CFpPVxdq/iunfORCLzUVanomBXQN59Po4dBopIQFKZDJviRMvXporhjI7hzKq6Jxcf8HJghIbgTo5WQUWZr53nDcebUN0aMsPcvLSMvEKrl4aDZPFXUlQq5Yx+64kss5gSr/9UAW7jhq5/JKgJvVxPZxexUc/elazzSq08OJHmTw4yp8XXniE7Oxsxo0fz4wZMwgKqn3zDwtS8sqDrVm92cCG7SUo5BKuHRhCv04Bzdqj9iQ2m428vDzKy8uprqriku7dWbduHSGhoby6YAF79+4FICEhgVnPPMObb7zB0aPuVL3Kykq2bdtGbGzseUdRejl3ysrKKCgsZN/evWf0D7RYLCgU5/8Z/Pnnn89oxt+2XbtmVYFbo5ahUcuaNLI8NTWVhBPFsepi4MCB9OjRA0NREZ+tWEF4eHijppM2d0RR3AzUp4oPbsyxePECkJuby+ZNm1i4cCHFxcX06tULlUqFTOaeYufl5XHf5Mlc0r07d919N/rgYAIDA6msrMTPz6/mOC+Nj04jQ6dp/N+/Xq9n5MiR9OvXD6fTib+/f5MGF5xE5qNCEeCPT0wUpqwclAEBmAvqdmdxWa1wwvM85/sf0ffrjfFYChHDBiPzcT9jq3PyMGVlY/hrB3KdL/rePVCFhaAKPrMv84WmsNTK7KUpTBgWwdzlqcy6I4mXP0n3yE5TyAVee7gNEXqvKOPFS3PGWO2gyuQ4Y0ZacrQPO4+4Lf9KjXYM5Xav4OqlyfBu4XlpNOxOFyEBSgzlNhZ/n4PVXjvq7iQSiUClyYHL1XTRcSaLk883FNTZdzzbRF5xNVOmTgXgf198webNm+s9V0SwijtHRfHOtHa89Vgbrh0YRkgLiG6tqKjg22++4fDhwzwzaxYGg4Fbb7mF9u3aMW3q1BqxFSAtLY2pU6bw4IMPepzj+PHjHqmUXhoWo9HIe+++y4033MDChQvpfIaiWKGhoVgs51+N11RdTUFBAW3qsI3Q6XQMHjz4Xwm6FyM52dnYbDauueaaWn2xsbF07tSJhIQEevXuTdeuXb1i638Ah9NFXrGF9DwTBSXWJn3ueTk3srOzWb58OdOnTycrKwuTycSvv/7KPXffzWOPPYZEcmqavXPHDmbNnEmRwcCI4cMZffXVLJg/n8zMzCZ8B16aEp1OR0BAQLMQWwEkMhmKwAC6zJ1JxIghVKZn4N+xXZ3HqkKCsRuran4u23uAnG9/wFzgLl5jKiik4tARrKVl6FolUZWazl/3PEzJtl1Yy2vXPmhI/jpYjsnqoqzSzujLQti0t8xDbAWw2UXmfZROqdFb6LUhcTgcpKSk8Pvvv7P2xx/Zv38/27ZtY+HChezft49y73qhyTCZTKSmprJ71y6OHTtG6RkCNpoSnUaG0wVZhWa61BHlGh6kRK2SUlxxqiil7QyagxcvDY1XcPXSaBirHDy/PI1thyrILrSQGFl/xGNsmIqkKB902qaL/LA7XFSa6i9qZbO7yM3JqfHZWrZ0KRUV9U8ipVKBYD8FARe4AENDcvDgQQoKC5k/fz7XjR3L66+/jlKpRCqTUVhYWOv4kw/rhISEmrZ27dpRVNSy6tcIghAtCMKvgiAcEgThoCAID59oDxQE4SdBEI6f+H+zy/POycnh3XffBdziq91mo2fPnrWOGzduHGvWrCE/v7atx9kydNgw3nj9dR56+GFGjBxZE6nVo0cPPv7kk0arEN6SiIyKorKykjZt2/LU00/TvkMHEhISuPOuu5gyZQpvvvWWt9Dcf4hSo41PfszjzhcOcPeLB5n61lF+2FJ0URRUvNhJT0+nuLiY5R98UKvPYrGwbt06Bg4cWKu9tLQUu91ORUUFixYt4sknniAvL6/WOVoaLfm56eUUmqgIJHIZMdeNIvyKgSRPug2hjijsxNsnkvPtDzU/SxUKXDY7Zbv24TBbMB46ytE3F7N/9ssceGEBEpmMDk8+xqH5b2ItLmm092OyONiwrQS9n5xcg4Xubf34fXfdQlJ2kcVDpPFyYXE6nezfv5+bbryRW26+mXvvvZfRV1/Nxl9/JSkpiVGjRvHpZ59RUFB3sIuXhqOosJDnn3uOIVdcwZgxYxgxfDhz585l//79/2qd0BDoA+T0bOfHJ2vzGdIrmJuGhhMS4C6ce+3AUO4dE827X2fVHC+XCYQEtJy1t5eLD6/g6qXR2JtSSUXVqUXkT9tLuHt01OmFuBEEuGd0FJv3lnHryEhUCmkTjNSNr4+Myy+pu9iPVi3FZiohIzOzJgLNarXidDobc4gNislkYtGiRURGRJCakoKPWo3BYMBXp6OkuO4iYAC5eXkEBbnTxaKjo5FIJI1aLfoC4QAeF0WxHdAbuF8QhHbADOBnURSTgZ9P/Nys2L17d82/R44ciY9Gw/jx43nq6afp07cvAwcN4vU33iA0LIxPP/kEo9F43teKj49n1KhRPPzQQ8ikUl588UXmz5/PvZMnk5SU1GyidpoTfn5+OB0O5r34Ih9++CF9+vRhxMiR7NmzhwcffJDDhw5h9gqu/wmcTpEf/jDwxS8F3H5VFFMnxjPyUj0qhZTsInNTD8/LGbDZbHz37bc14mldHDhwoJZ9yBVDhvDH37Jh/vjjj4tFYGixz00vpxCkUnwT4tEmxeMTFYFPXAx9P3yH0MGXoQrVE9itM52fe4qSHbupSj8Vne3bKonK1HRcTidVKWnsnjEbS6F7s110OMhb+zOFv24m/IpBWAoNjfZ+ZFIJOo2MglIbiVE+mC0ulIr6l78upzfDoKHIzMzkgfvv9wjCcLlcvPPOO0ilUqKionjl5ZfJrqOoaEMjiiLmgkKMx1Opzs5p9CjspsRqtfLZihV89tlnNTUfnE4nX/7vf6xetYp169Y1q0xFnUbO1AnxXDsohLe+yGTnUSO3XRnJKw+2JkAr5dllKVSaTq3H7xwVhV8TWMd48XIS76fPS6NxILXK4+fNe8twuUSeuTOJimoHokskPFhJpcnBZV0DiQppWpFOIhEY3D2Y1X8YPKogCgLcNlTLh2/N5pprrua3jRsBuG7sONSa2sUCWipWqxVDUREnFXGZXI4gCJSWlBAZFVXv6zp27Mi2bdsYf/31DBo0iK+/+ophw4Y11rAvCKIo5gP5J/5dKQjCYSASGA0MPHHYh8BGYHoTDLFeNBoN4K6YPWjQIKY8/jgAkZGR9OnTB7vDQXVVFevXrUMqlf4rj9WgoCCmTZ/O2HHjWL1qFSmpqVx11VXExsbWjMOLJ2VlZURGRaFUKsnJzmbpkiUe/T169kTbjHxvvTQchnIb//ulgOk3J/D+qhwyC07Ze7SK9mHWnYlEhTQ/zzGnzY69ogJBJkMZ4N/Uw2kSysvL+f333+nVuzeCINRZHDA2NtZDWAgLC2PkiBHcd999tY69GATXlvzc9FIbuUaD/MRzXOXvR6dnZmAtLsFiKGHPk7OxlbgFGEEqofWDk8hbuwFEkYCO7UhZ/inU8Z0o2vQnnec8iSBtvGAKhVzC2MvDePT1IyjlUkxWJ1f0COLDNbWjyjsmaskuMhMbrkatbLqAj4sVg8FAbm5unX0rP/+c2++4g+fmzOHgwYNERUU1WvE4p9VKyY49WA3FOKpNGLZsQ6pSEjN2NH5tW6Pwv3jWdn+nqqqKlJQU3l+2rM7+FStWMHXaNPLz85tV8VZ9gLsQ7jX9QzFZnQgCTHnzKDePiGDaxHisNhc+KgkBOjmb95RhdXgtBbw0HV7B1Uuj0T5By9q/PCMjt+wvZ8v+ct6b3o5WMRocThF5M6oOGh6s5OX7EvltZz570lwEaER6tnLx5SdvUlJiQKfTUVhYSJs2bYhq1Z/5n2YwaUw0IQHN35/1n/D19WXIkCGkpqbSoUMHtm3dyoABA9i4cSOpKSn06duXP7ds8XhNYlISbdq04Zabb2bTpk2s+eEHnp09u1k9pM8VQRDigK7AViD0xKISoAAIbapx1UenTp2QyWSMGz+eJaeJebm5uXz55ZcAbP3rL+6++27SMzL+tUdoUFAQQUFB9OjR41+d579CXFwcf/zxB/dOnswbr7/u0adSqbj77ru9lcv/I1jtLrq39ePn7SUeYivAsWwTX/1ayN2jo/BRNY+pmsNswVJUhKOqGpfNjtRHjdVQglIfjDLAr6mH16go5HKsNhtSqZShQ4eybt06j35BELh38mQOHjyIQqGgT58+REZE8MADD9SZCRMcHNxYQ28UWtpz08s/I1OrkEVHogoJpufC+VRn5eAwmZAqleR8t4biv3aQcOuNVKamYcqqW1RDFHE5najD9I069qRINfeOiea9b7J5cXIyxio7Pdr6sf3wqSjGsCAF94+N4b1vsunToeXOWZsz9WUDgLvI7klbqsrKSqZPm8bDjzxCp06dkMvlDTouU3Yu1uISijb/ha51EhHDByO6XGT971u0SQkk3nojMs3FWfg3IyOD48eP15vtZjQaUatU5GRn065d3X7OTYVcJiHyRHBWRp4Jh1PEWO1AKhFYv7WYKouT3u38GNwjCJPZgc3hQtGMNAYv/x2axyzey3+Cbq116DSyWt50rWJ8CA5QIAgCclnjpyBbrA4KSm04nKBRSQgJVCKVnBpHTLgvw3qY0Nj+ZMNP63n8td8ZNmwYb739Nqu+/57nnnuOjl17M2OZEYvNhUuEqRPims0i+XyRyWSMHTuWO++8k6lTpzJ79myefOopqqureeedd5gzZw7du3fn++++w2azce2113LjjTeiUCrR6XQMuvxyQkND8fFpuZMUQRC0wFfAI6IoGk9PkRdFURQEoc7cM0EQ7gHuAYiJiWmModYQGRnJe++9R1l5OceOHavzmJOFrkaNGtWi/z4tkaioKHr27Mnx48eZv2AB7737LoWFhfTp04fHHnvMw//Yy8WNj0pK347+vPhhWp39a7YUM7RXEImRGhTypl0kWIpLqUxJI2/NevLX/4LodCHT+JB4582owkMJ6NAOdVhIk46xMfEPCOCB++/nzTff5LHHHkOr1bJq1SpsNhtR0dE8/dRTJCUlcckll9S85siRI3X6M7fv0OGiKo7XEp+bXs4eqVKJRCFHqtWACOX7D+GblEjU1SMo2vwXlSlp+LVtRVVqeq3XSuRytPGx+ETXnyXVEPhq5IwZEMKlnQKoNDkICVTSJs6HEX2DKSm346eVEewvZ9XmIgZdEojWp2XP35sroSEhqFSqWsVaW7duzX333YdSpWLq1Km0bdeOBfPn89dff7H6hx9o1apVg46reMcetLHRhF8xkNT3P6EqPROJUkHEsMFooiIwFxThmxjXoGMAcDmd7qJzoohSr0embHjf0Z83bMBqs9GhQwcOHDhQq79Tp06kpKRw2YABDT6W86Wi2oGIyJO3JvDH/nKP6PWsAgu/7y3jyVsTyS2yEB/hXfN4aXy8TxQvjUakXsWbj7Vh0dfZbDtUgUwqMKxXMBOHRxDURIWkcossfLgml192luJwirSL03DPmGgSwtXotKd2VENCQ+nZsztJifFcMeQK1q9fzzOzZtHtkkvo2u0SPtlox2Jzpyts3FXK7VdFEtPCBVeA2Lg4lr3/Pj/99BNPPvUUDoeDhx5+GK1Gg9Vmo3efPowZMwa5XE54eHjN7nRISMtfeAuCIMe9aPxUFMWvTzQXCoIQLopiviAI4UCd1cBEUVwMLAbo3r17oxqCKZVKLhswgOysLOLi4sjIyKh1TFBQEHHx8ThdLv78808KCwqIT0ggKiqqxn/XS8OQkZFBSUkJMqmU5ORkli5bhlQqJSAgwGvD8B9D768gNFCJs55MN4fTRUa+Ba1aRnRo01kLiKJI+b6DFG3aQt6PG06Nr9rE0Tffo8PMqeSuWU/8xPFIFf+dwhS9evfmyNGjvPzyyzz44IPccOONOJ1OgoKCiI2NRfG330ViYiKffPopzz7zDPv27UMmkzFs+HAee+yxi0ZgbKnPTS/nhtNixVpYxP7n5uObEIdPVAQSpRyfqAhKCgqJGTuagg2/4fybsBY/cTyauBgkjWgpcBKlQkp0qPu6NrsTP62M1BwTGrUEuUxg5YYCSips3DIistHH9l9BrlDwzDPP8MQTTwDuDegZM2aQkprKxx9/TFx8PL169sRhtzNq1ChWrVrFis8+4+mZM5E20GfGabfj37Etzqpq9j07D/FEBoLLaiPn+x+xlVegiY1ukGufTnV2DoUb/yB31VpcTidhlw8g8qqhaBv42kVFRaxdu5bZc+bwyMMP43CcCoqSy+U88uijvPjii4wbP75Bx3G+VJocrFifR3Somii9kjVbavtDF5TY2JtSyZZ9ZUybGO8VXb00Oi1fEfLSoogLd/vSVVQ6kEgEAnUyFPKm8UkqqbDx/PJUDmdU17QdyqjmiXeO8erDbTwEV3AXkRo3bhxWq7Wm7cCBA/zyyy+8sfB9isrVpOWZEUUwWy8er5jY2Fhuv/12qqqqUCgUqNXNz1PwQiO4Q3KWAYdFUXz1tK7vgVuBeSf+/10TDO8fkcvlJCQm8sQTTzBp0qRa/Y89/jgul4unn3qKjIwM0tPdkSj9+/fn5VdeaTTfrP8S5eXlFBUWMmPGDHbt2lXTPmjQIJ57/nmv2Pofxe5w0rWVL7uPVdbq69MxgJ1HjPgopU0quFoNxbhsVvLW/lxnf+bnX6Hv3wdLoQFN9H9HrAgMDOTee+/lmmuuoaSkBF+tlpDQ0HotdORyOd26dePd996jrKwMmUxGSEhIi7bcOZ2W/tz8L+MwmTAXFGErLUOqUqEICsQnvH7nB7mvFpfNjjIokOhrr8JWXkH+ul9w2WyEXNYXmVZDj3dfJW3Zx5Tu2ocyOJCE225Cf2kv5D5NP4dUyKXEh6tRyCX8vruUojIbt46MQC6TUGly4HKJ+Gnl+KguDh9XQRCigY9w23mIwGJRFN8QBCEQWAnEARnAeFEUG6w6UlFhIZlZWaz84gu+//57RowYwQP33095eXnNMZ98/DELXn2VK4YMYdu2bRw8eBCr1dpg2Vi2klIkMhlZa36qEVs9xvz7FhJvn9Ag1z6JKa+AowuXEdilA4l3TMRpsSDTasn9YR1RVw1HE9NwEeEDBw3i008/5bNPP+Xrb77h/WXLOHToEO3atWPChAns27+ft958k4qK5lNErKLKTlmlHUSwOVzsOmJkYLdAKqocjB8chkwqsPOIkSOZp9b3B1IrCQ1U8trnGbwwqRW+3iJaXhoR76fNS6OjUcnQNIPoz8JSq4fYehKz1cXvu0sJD1Li73tKdP3l55+Jj48nNjaWnNxcDp5IvcjJziYn/RBDW8vY4xfL3jQrOp+LY5J2EqlUip/ff8qj71LgZmC/IAh7TrQ9iXvB+IUgCHcCmUDz3PI9Qe8+fXjzzTeZO3cuBQUFBAUF8djjj3Np377s37ePuLg4OnXqRHKrVnz80Uds2rSJ7777jkmTJnF6Gmhzx1pahqXIgNNiRRkchCpEj1TRsJ5f54LNZnMXyFq61ENsBfj111/5fMUKHnn00ZoIcS//HbRqGTcNjSA1N9XDbidQJ2d472BmL0uhdwf/phsg7jRHl8OB6HDU2W8pNBDcvRuu0zYj/yuo1Wri4+OJj48/69dEREQQERHRgKNqMi6K5+Z/DUtxMQW/bObY24txmt0Rqbq2rej07Ax8E+LqfI0qNASVXk+X554idfmnFP+1o6Yvc+U3GP7aQcenpyDX+ZJ87+34d2qHf7s2jfF2zhqlQkpChA8JET7kF1s4mlVNYamN49kmwoIUdG/jR3y4Gj/f5jOX+Bc4gMdFUdwlCIIvsFMQhJ+A24CfRVGcJwjCDGAGDVjQzs/fn/eXLWPpkiU8PXMmn3z8sYfYCmA2m3l30SJGXX01Y8eNA9z+9g2FtawCp8lMdUZWvcc4G/jZZjWUEDl8MIdfX4Q5N7+mPWrUcHeEbQMKrq1ataJHjx7MeOIJPvrwQyxWK5cNGEBOTg6PPvoos2bNYtfu3Wzbto3WrVs3eXBAer6Jlz9OJ9hPznWXhyGXCjx2UxzHsqoRBLfQanO46NvRn+sGhfLqigzMVhfBfgryS6zsS6mivMruFVy9NCreT5uXJkUUxSYTdsqr6l48AmQVWnD9rcJqx44dqaqu5tjRo/Tv14/77ruPV199ldSUFErLynjt1VeZ/+YH9OkchT7gv5NWeTEiiuJmoL4P5uDGHMu/wc/Pj6tHj6Znr16YTSaUKhWCIDBn9mx+/PHHmuOkUikvzJ1LdXU1n3z8MVdffXWTCgJOux1HtQmpSonsHybalWmZ7HliNlVpGQBIlEraPjqZ8GGDkWubR9RoXl4edrudH374oc7+jz76iAkTJza7yGKz1Ymh3EaZ0Y6vjwy7Q8TudBHgK0cfoPAWH7gAhAerOJRRzLz7W7HriJHsQgtxEWoCdXJe+zwDh1MkObpp09/kWi0ShQJFYAC20trBT/4d22HYso3Iq4Y1wei8NBculufmf42qtCwOv/KmR5vx8DH2znyBbvOfrzPSVRAEArp1pDIl3UNsPYkpMxvj0eNUZ+UQevllaGIaPiX7fDFWO8gusrDo62wKS2017V/+UsiL97Wi60UguJ4oWpd/4t+VgiAcBiKB0cDAE4d9CGykAQXXyMhI7rjzTt5dtAilUsmGDRvqPG7fvn3cettt+Pn50b17dySShptryFRKnCYzvq2TqTh0tPYBEgnKoMAGuz6A02bj+OLlHmIrQM6qtfh36UhAp/YNdm2FQsHzL7zAoYMHawrrns78+fOZOHEibdu2xWq1NqngWlBiZfaSFO4YFcXOIxXMWZaKv6+MKTfFoVJI2JtSRV6xBZPFRVZBAbFhKu4dE80bKzPp2c6POe+nIAjQguJJvFwkeAVXL01CXrGF7Ycq2HaogqQoDZd3DyRSr0Imbby7YJCu/klUcpSPRwGvI0eOcN9993mkVGg0Gha8+irTpk5Fr9dTWVnJ2lUrmD3nBWRSrxDhpflwekGWdWvXeoitAE6nk+fmzOHZZ5/l5Zdfxvo337WGojI9k/K9B6hMTce/Yzv82rfBZbFRnZWD6HQiiiKamEg0MVHI6rCyMBcUsnv6Mx6RCS6rlYPzXkebEEdg106N8j7+idLSUlxOZ70Vequrq+usXN6UVFQ7+O63Qr74OZ+pExN495vsmowApVzCpDFRDOkZjK+3uMg5Y7Y6MZTZyC6yIJcJXNLanT1gsTkpLLWy97iRghML/wfHxRDSxBt4cl8tvokJJN4+gcML3vbokyjkRI2+kr0zX6Di0GG6vvIcCp3vv76m02bDUWVCqlIg8xb2q6GiooKCggKqqqrw8/MjIiLCW/jQy3ljr6oi84tv6uyrPJaKtbgYn/BQnBYrpvwCXBYLcp0v6ohw5BoNlvzCes9dlZpBtwXPYzdWYsrNw2m2oAwMQBUW0qy8niur7fy6s9RDbAWw2Fy8uTKTlx5oRUiAsolGd+ERBCEO6ApsBUJPiLEABbgtBxoMrVbLTTfdRGREBK3btEej0dSZqi6TyVCpVMTExJxT9sD5oNQHU/D7FiKGDyZvzU+1MjWir7kSVYi+QccgkUmpPF538cycb38gpF9vXA6H2+7jAjxfT8doNHL8+HE+/PDDOvuPHTtGYFAQPj4+TZ7pmJZrYsLwCN78IpPiCjsdE7WMvTyMT9flczzbRFSIiik3xbNhewlb9peTWWDB5YIZtySw+g8DThf07uBHwEWwieKlZeFdKXlpMBxOF4YyGxabC7VSSkiAAolEILPAzKOvH6HU6BYf/thXzor1ebz2SBvaJ1zYB8mZCAtS0r2tjh2HjR7tvj5SLu0cgK+P+4ZcWlrKyy+9VGtSUF1dzdIlS5gydSr79u1DFEVysrOQSs7s3+pyOJB4U4e9NAF2u52VK1fW2VddXY1EKmXo0KFofRv+e1hx5BjbH5iGvcL9/bOVlGEpNHD8vQ9wWd0LH3V4KG0evR9baTn6Pj1qncNcaKg3DSxj5Tf4tW/bLKwFNBoNRqORTp06sW/fvlr9l19+ebPzcTyeVc37q3O5aVg4KzcUeNivWO0u3vwii/hwH7q21jXhKFse1WYH67cV89YXWbhOJFGoFBJeuDeZsYPC6NvRyua9ZSjkEi7t5E9EsBK1suktajSxUQgyCZe8Ppe05Ssw5xfg164NkSOHkLL0Y1xWK6W79mEpLPpXC0LR6aQ6Jw9TZjZV6VkoQ4NrivL814XXtNRUvvzqK5YtXYrVakUqlTJ+/HgeefRRQkMbVCfxcpHitNjqjFqv6TdbMeXmk7LsY/J+3IDocKAMCqTNo/cR3LcnyuD6I/80MVEcW7iM/HU/owrVEzN2NOaCQnwT4wkbPABZM/ByBbA6RLbsL6+zLz3fjLHKcdEIroIgaHEXtXtEFEXj6RmGoiiKgiDUWaxOEIR7gHuAf13gLyYmhtFjruOXXRVcf+MtLH73rVrHDBs2jMDAQFwuV4NnQcq1GiKHXU7pnv30ePtlUpZ8ROnO3Sj8/Ym/+XrChw1u+M/qGd6jw2SiZMductf8hNNsIfnuW/Br2xqZ5sI8D1UqFXK5HLPZfMZjkpOTG6xw2dlSZXaQX2KjuMKOr4+UaweGMmdZSk3h0aIyG7uPGZkyIZ70PDP5JVaOZVcjCLD9cAWhgQoeGBuLRu1dg3tpXLxheF4ahFKjnc/W5XPHCwe4/fkD3DPvIKs2F5FfbGXF+vwasfUkNofIy5+ku02wGwk/rZwpN8Vx49BwNCopUgn06ejPgofaEBN6Ko25pKSEjRs31nmOHTt20KF9e5YuWQK4hZP6ikqZ8gso3bUPwx9byd+wkcqMLFz1eOJ58dJQSM8g9stkMsaNG0dwcHCDjsFiKOHQK2/ViK0SuZzQQf04+uZ7NWIrgDm/kMML3sJSWIS5sHblUUdVVb3XsJWUIjoa735yJsLCwti6dSvTpk2rdX/Q6XQ88sgjHsX4mhqrzcX/fikAICHCh0Ppdf+eP/spD7O1eUXmNncyCyy8sfKU2AruSKonFx2n2uKkXbyWe66J5rYrI0mO1jSbhYFEJkMbG4NvchIBnTsQfc2VSORy9jz5HMajx2uOO+kBeb5UZ+dwcO4Cdj7+NEffXsy+mXPZ8ciTVKVlIor/3cL1+fn5bNmyhXcWLqy5VzidTlasWMH7779fb/S8Fy9nQhHgR3Adm5ngjl5XBgVy9J2l5K5aW+PhbC0pZe/Tz1N59Dg+0ZGoQmrPFyRKBaqwUHK++wGnxUJ1ZjaHF7yNTK0mZ9VaTDm5Dfq+zgWFTEApr385LD9DX0tCEAQ5brH1U1EUvz7RXCgIQviJ/nCgqK7XiqK4WBTF7qIodtfr/320p8km471v8+jYaxT9Lxvo0depUycm33cfOTk5/1rcPVvUYaGE9O+LIjCA9k88Qv8vltP3w0XE3TQW1Rk2Fc4XURQx5eZTsmsv2d+sRubjg8K/7ujRsCsGYs4vRB2iJ/qakRT9/iclO3ZfsLGEhYVhqq5m5JVX1tmv1+uJiYnBZrPV2d+YJEdragphDesdzJe/FtaIrScRRfhsXR6j+rk/pxHBStrGanhxciveeqwtUSEN5wfsxUt9XBxPkYsQQRCGC4JwVBCElBNG5i0Gh1Nk7V8G3l+di9nqvhMaqx289nkmJRU2Nu+tezc9s8BCRWXjCpBhQSruGhXFkifbs3xmR6ZNjKdVjAal4tQunsPhqFdEVSgUGI1GXC4Xer2eESNH1rkbW5WZTerSj9n+0DR2TZlJ5spvqE7PxHg0pcHemxcvf0culzNx4sQ6+3Q6HQkJCURFRzd4RIGtvJzyfQdrfg7s0ZWiTX/Veayl0IBUpcRuNNbqU/jpkMjrjmDV9+vdbCLi/Pz8GHPNNRQVFfH5ypVMmjSJQZdfzmOPP87nK1eSkprKa6++SlZW/UUbGhObw0XliQJODkf9EfulFXbs9v+uCHaulBpt/LStuM4+q91FRr6ZjHwThrLmI77/HWWgP06LlePvLSd//S+4ThP6fCIj/lVxEYfFQumu/VRn53m0Ww3FHH51IaacvHpeefFTVlbGO++8U2ffRx9+SEFBQSOPyMvFgEQqJfyKgahCa4toSffcBlKBgg2/1fnatOUrsJaW0W3+c/i1P1UQyyc6ki4vzCTtg09rvSZjxZdEjhxCwc91n7MpiAhWcnX/kDr7LmnjS7Bf02fJ/FsE96RuGXBYFMVXT+v6Hrj1xL9vBb5rjPE4nCJmq4vXvzbS+6rpLPvkWxa9t4zPv/iKGc+8ii4oimHDhjVq5o9c44M2JgpNlNvGShWqb5C5sLnQQFVaJtVZ2djLK5BptWR++S2tH74X/uZV6xMdiSYqkmNvLyH7m9Xsm/UijqoqKg4fw2Koey5xNthsNjIzM9m7dy+5ubn06t2boUOHkpiU5HGcTCZj3ksvkZ6WhrGOOXhjE6iTExHsjjaPP0MwQK7BSqBOjlwm0L2tH8kxGpKj1YQEXhyR6l5aHs0jdMKLB4IgSIGFwBAgB9guCML3oigeatqRnR3F5TY+W5dfZ19Kjgm1SkqVuXZUlCCAtAk+kVKpQERw/TteSqWSMWPG8Mknn9TqGzVqFJmZmdwzaRITJkwgNja21jGW0jJKd+8loGtHArp2omTrDvI3/Ma+Z+fR+bmnsJSUompgQ3YvXk7Svn17brjxRj5fsaKmTalUsvCdd4iNjUWna4QU8ZOu9Sci1mQ+6joF1ZPUZ8PhEkUSbr2RlKUfebSrI8PRX9rrwo75XxIZFcUlTifHjx9n2PDhjLn2WlwuF2+8/joHDx5k1qxZHDhwgMDAQLRabZOO1el0cWnnAA6dsBFQKyU1m2en069zABqfpk93bylUmpx1/h5PUm12kpJjRiKA3t9GfLgKraZ5LfYlMhnhwy6n6Pc/MJ/m3yiRy0m+9zYcldXYq6uxlZSBREClD0aq/OdFTnVWDpWp6VSlphM/YSyKgACOLXofS4H7GuX7D7kj4qMjG+y9XQhKS0spKirCZrOhUqlQKBTo9fp/XWjE5XRSWFi3X6bZbD5jOqgXL2dCGx9Lj7deJm/dLxg2/Yki0J/YG65Dmxjn9mh11X3PMuXmUbTxDzL/9y2Jd0yg3bSHkMjkCDIp+2a/hPFY7YACR7UJQSrFVlHZ0G/rrJFIJAzpGcS+FCPbDp2ah0TqlTx6Q3yzyTL4l1wK3AzsFwRhz4m2J4F5wBeCINwJZALjG2MwWrWUhEg1ablm/vebWzRrFR3G4M4SgnVWRHsVOl1UYwylUbEUl2ArKWXvrLlUZ2YDJ5+dt2MtK6f7ay9Qtv8QIOCbnICzqpqDL73ucY6cVWvp/PzTOKpNcB7BxmVlZaxetQoR0Pj4UFxSQnx8PK1bt2bRokXs37eP3377jejoaEaMHEl1VRUfffQRj0+Z8q/f/7/FTytnRJ9gvvu9iIoqO8H+CgxltSNv1UoJgiDwwqRk5FKBUqMdhUyCj8qBj+qi+D57aWF4P3XNk55AiiiKaQCCIHyOu5JkixBcbXZXnYIqwI9bDFxzWQhLvsup1de3o/8ZC1k1Ff7+/gwYOJCUlBT++utUFF6XLl24d/Jk/P398ff3R15HpJ3L4aA6LZPMFV9TlZaBIJUQctmldJ7zBPtmv0Tprr1oE2qLtF68NBTBwcFMnz6diRMnsmvnTvz8/enYoQMxsbHIGslbWBHoT3CvS2qqG1ccPELM+DEY/tha61hBKkEVHIxSH4StvAJLUTH2igrk/n4ofH0J7N6FTjFR5K//BXt5BUG9LkHftxeyJhYt/05OTg779+9n3759fP/ddzgcDoYMGcK9kyfzyssv897ixVx77bVUlJc3ueBqKLfTtZWOmFAVa/4sZuLwiFr37ECdnKG9gpFKvOVez5aCEgudk31Z+1ftyBRBcHu5zlriFiliwlQ8cXMCbeOb3zNRqlKSdM9t2EpKqTh8DFWonoBO7cn76VeS7pjI3qeex7Blm1ucHT6YxNsnoDmDUFqVkcXOx57ClH0qzVjup6PDU1PYP+clHFVu4d/lcDRrD/T8/Hz27dtHakoKf/zxBwEBAYy6+mqMRiORkZEEBQUBYLVaKSwsxGw24+fn51HUsD5cokj37t3ZurX2PTImJqbeLBwvXs4GbXwsCXdMIOKqoZhz8jjy2rtIfVR0eOIxpCoVzjoKafq1a0NVeiaOyiqOvvEeAV060unZGThMpnqLYgkyGYJEQvgVAxr6LZ0ToYFKnrwtkcJSG3kGC8F+CsKDlQT7N5/iXv8GURQ3A/U9rAc35lgA/H3lPDg2iilvpeB0iYzuq0Fr28v8Wa9iMBjQ6/U8PmVKo0e5NjT2CqOH2Argsts5+tZiur8+D1uFEVWInrLd+5CplKgjwlGF6KmqqvY4T8WhI/h3bHteY9izZw8hISHMnTuXzMzMmvbu3bvzyvz5BAcHc8edd/Ljjz8yccIE+vfvz9333ENZWf1ez41JbJiaVx5szWfr8hh3eSjvfJVd65hrB4aikAvI5RLunncQUXTPsYb3Dua2KyMJ9Ua6emlkmues1UskcPodJAdoXuFaZ0CtkqIPqHvXSZAItI7R0KejP3+eZlKfGKnmgbExzXLnKTAwkLZt23LtddcxYcIEKquq8Pf3JzIykujoaFSq+qNjTdm57Hhoek3apeh0UfjrJqzFJSTcfD0Vh44128Wjl4uXgIAAAgIC6NChQ5NcXxUYSJtHJrPjkSexFBRizi9EpvHBNymByhTPSq0Jt92EKjwUR7WJA8/PrxFpAYJ7dyf5/rtx2fOJmzAORHDZbEhVStR1pEg2FaIokpmRwQcffMDOHafGv2LFCrZs2cKrr73Gdddey+TJkzGZTE04UjcKuYRdR8u5e3QU2YXuhfZz9ySxZouBkgo7fTr6M6xXMBF6rxfWuaBVyziSYaJvR/9aRVomDovgp+0lNT9nFViYvSyFBQ+3IbKZ/Z6VgQFIFHLyN2xEGRRI2Z795K/7hUveeJHt90/FVu4uMOmy28ldtRbj0WN0W/ACPmG1CzvZTWYyPvufh9gK7oVp+icriRo1gowVX6JNiMNpszW43cn5YrPZSElJ4ZVXXiHl+ClP29WrV/P0zJn06NGDoKAg8vPzeWfhQr744gusViuJiYnMnjOHjh07nrECtFar5fY77mDXrl0efq2CIDBjxgyioi6+aDAvjYe5oAhLYRGW4hLkWg3tZjxMzrerKdq0hfhbridlsWcFc4lSSfiQgeyeMbumrWzPfuzGSpBA3E1jKduzv9Z1IkdcgbmomODe3Rv8PZ0LNrvbRifPYMHlEvHVyPBRSygut1FeZUculRDoJ8fXxztf/zfYbDaysrIoLS2lqrKKBZNiKKpSUpb1J9OfeqLmOIPBwIzp05HJZIwdO7YJR3xhsZVVeIitJxGkEgSFjKNvLcZ6mlWAVK2i0zPTOfjSG9jKymvaZVot5fsPofD3P6eCXuXl5RzYv59t27Z5iK3grknyzTffoPHx4cUXX6xpX7VqFb///jvLly/HbDY3+eaeXCahaysdwX5ySo12brsyghXrC7DaXchlAsN6BRPgK+d/vxRwSRu/k4l0iCL8+GcxIQEKbhkZ6Q0W8NKoeJ8cLZgLWTXyQqL3V3DvNdE890GqR7sgwLjLw3jhg1QG9wzimTsTqTY70ailJEX5EH6GtP6mJioqipEjR1JUWIjVasU/IIDw8PAzvkYURXJWr/PwuDtJ+f5DxN5wLS6nE3k9RulevFzM+CbG03PhK1RnZlOdnYtPVCRdXpxFybZdFPzyO3JfLVHXXIkyOBBlUBDHF3/gIbYCFP+1A21CHLHXX4spJxeJQoFPVATqsJAzCjPWsnJcVisSuQJlUMNHTxiNRiqMRg+x9SSZmZlkZ2Wh1+vx8fFB0sRVYAGC/RQcSHOnfAb7KygqtZJdaOa6QWEE6uTEhauReCer50yArxxDuY1WMRqG9gpiy/5yNGopPdv6s++4EQHokKDlYHoVoggFpTZKK+zNT3ANCiSgayeUgYFYi90isSoijPL9h2vE1tOpPJaGJa+gTsHVaigmf/3GOq9Tvu8g0WOuQqpW0W7qg0iUSoRm8P2oi9LSUvbu2eMhtp7klZdfZuXKlRQVFfHsM8+wbt26mr7U1FRuveUWPl+5kqioqHrnFTExMaSlpvL222/zzbffcvjQIeLj47nxxhtp1759sxWivTRfRFHEVlqGo7qa/S+8StmuvTV9IQMuJe6Ga8lY+Q2x46+h46xppH/6P6zFJQR06kDU1cM5vng5otMzm83lcFBx6Cjlew/QbtpDpL7/KdbiEiRKBVFXjyTq6uEog4NQNiMbLZvDxbZDFTyzJAWlQmBIz2BUCilFpVZeXZFBQak7eKRLsi9TJ8Y3u/txS6GkpIR169bx4ty5VFa65xf9+vVj1jPP8Myjr9b5mgXz59OvX7+zygJoCdgr67bSCOnfl9xVaz3EVnAXoUz94DOiRo8kbflnNe2B3Tqx7f6p9F+5DG3s2a//bTYbcfHxvPpq3b/vzz79lHsnT67VXlFRwZo1a4iIjGxywfUkEXoVZZUO7A6RVx9uTUGJFYcLtuwtY19qJddfEc7c5Wm1XvfVr4Vc0TOYaG/xLC+NiFdwbZ7kAtGn/Rx1os0DURQXA4sBunfv3qwqlyREqnh+UhIfrckjx2AhKdKH668I57vfCymrcvDlL4V8SSFSicDoy/R0TPJt6iH/I1qt9pxSfUW7g8ozFMUS7Q4ihg1GEATMhUUIEgnKoEAEibeWnZf/BpqYKDQxnpFZypBg9Jf2QnQ63ZWOQ/SYC4rI/np1zTHqSLcoYc7NJ/vr1cRefy3BPS8547VEp5PqrBwsxSW4rDYkchmiy4UgV+DXNhn5v/RYPBMKhYLcnNo2KifZtWsXvfv0QalQEBJSd/GOxkSjlvLA2FjeWJnJkcxqurTyRSKAr0ZO6xiNV2w9T0KDlIwZGMrWg+VsP1ROuzgtydE+VJmdqFVSHE6R5BgN4waHsXJDAYfSqzDb6vd8bUrU+mBUQYFYS8tAFJEHBpDzzep6j6/OySOwW+da7YLgju6p9zoRYXR7ZQ5VWTlnTEMWRRFLQZHbfkAqRRnoX2/V54bA4XCwadOmOvusVivlFRUolEoPsfUkTqeTjz78kOjoaG659dY6xQWZTEafvn1JSUmhV8+e9OvXj6jISJJbtSIysnn72nppfpiLDBRs2IgpOw9HVbWH2ApQ9NsfaGOjiR0/htSlH9L5+ZkEdOmI6HJRvv8Qe556DpfNM5hAEeCPXOdL9terqErLoDI1nYRbbkCu80Wm8cF4LAWJTIYqOKgx32otRFHEUG6jzGhHENwRcza7k9n3JBLir6CozEaATsazS1MpOi1Tb8/xSp5YdIzXHm5DkN/FYTXQmBw9epQnn3jCo23z5s2kpaWRn1933Y/8/Pwm9ad2R32XAqAMDkQV8u8Kacn9dEiUClxWzwzQoB7dOPbO0jpfYzx6nLgbr3P/IJHQ5qFJZH7+NTidbq/0cxBc/fz80Go0iGLdkoHVaq3XWmzv3r1Y6rAWqYuT52/IjUCpRKBDgpbQAAXlVXZiw9W4XNAuTosgiNz+/AHsjtrvs8rsPGMxWC9eGgKv4No82Q4kC4IQj1tovQG4qWmHdG7Y7CL5xVbuviaK8koHQSeqfA7qHsTwPnrWbyvmrwMVJESqaRfvyx97yxh9We3ol5aMRCEnsHtXirfWjmoD0CbEItX4ULbvIIgi1pIyRKeL4J7dUIUEN/JovXhpHsh9fJD7+Hi0iXYbLquVsMEDCLtiIFXpGQiCgDY+lrx1v+D6h8ropvwCyvcd4uBLr+OodBdoUEeE0ebR+5ACxqMpBNUhBl0o1Go1CYmJ9fbHxcVx7SWXEBERga9v89h8cnvaJVBSbsdsdaLTyggJcC8yswrMFFfYAZFgPwVhQUoUcu9G0T8hlQgkRvoQoJVRXuVAFEXKqhy88kn6id+nm1Wbiph+czylRhuhgc13YS9IJDXiidNmQ9c6idzVtQVFAJ+IuiOUFPpgIoZfQeYX39TqC+rRDalajSwwAP+O7ZD97b5wEqfFSmVaOi6bHUdVNS67HVNePr7JiSh0vsjUDR/JotVq8fP3r7dfoVBQVU90E0BGRgYBgYEcOHCAsLAwrFYreXl5FBUVofHxISIyksDAQDp37kz79u2x2+3NJtLIS8vCWlLKvmfnUbp9Nx2fmcaBF+qOdstZtZbQwZehiYsl6+tVhA7oizI4CL82ych1OmzlFYgOh/tgQaDd9EeQ+WpxVLmfsVVpGRx+daHHOUMGXNqg7+2fsDlc7DteydwP06iostOzvT9dkn3p0VbH7uOVvLYik5IKOwmRah69MQ5EkSqzk60HK/h5RwlZBRYKS21ewfUcMZvNLF2ypM6+tNRUYmJiyMrKqtUXExODTz33/YZEdDopP3CY3TNm12RxKAID6DznSVQRYSj9/ZD7nrvXvjI4kMTbJ3L83fc92gW5DIlSCdV1WEoJAuqIMNo+fj/KoEByV6/HsMXt5S09x9+NUqkkNi6Ojh07sn9/bcuPq0aN4o/Nm+t8bVRU1Bkt9AAKCgrIyMjgyOHDhIWFEREZ6eFffqGRSARCg5SEBnl6shaVWUmI8OFoVnWt17RP0Hrnq14aHa/g2gwRRdEhCMIDwDpACrwviuLBJh7WWeNyiXy+IZ9urf0or7QTqFPwzJIUKk3u1COpBO66Opqxg0JJyTHz8idpRIeoGNgtED9t8ysQ8m8IG3wZ6Z+sdFdXPo3wYYOR+qg59vZSin7/A5mPD5GjhhPYvQvG46lIFAoU/o1QLd6LlxaARKEg4Y6JSKRS9jwxG3VEGNq4WAp/+4OwwQPgDD7IpvwCKo+nsXfWXI9qy+a8Ag7OfZV2Ux/EkpaJb2IcijN4KP5bkpKSCA8PrxXJodVq6d6jB2azuVlEt57E5RKx2VyoVRLUKgkBvnKcTpFdR428sDytpjCiTiPj6dsT6JSoRaX0TinOhkA/BYF+CqpMdlb/YfAQWwEcTpEPVufy8PhY9P4t45noMJkJ6NwRhb9fLVsB3+QEFIFu6w5rSSmi04Uy2J3NIVeriRl/DaV79lF57JQNkSokmDaP3YcuKeEfr20uKMSUk0fmiq8wFxQRPfZqgrp24vjCJVgKDYRc1peQAZeiiYq4sG/6NPz9/bnllltYX0cEa0xMDGFhYTgcDiQSCa46qr63bdeOjPR0ig0GLrnkEj777DPeeP11bDZ3JFT37t15+ZVXSEhIQCaTNVqBQy//jMXqpLjCjiCIBOgU+Cibp+3FSUx5BZRu333iJ+GUaPo37MZKKo+lkv31KgBS3/+ETs/OQBWip/NzT2IrK0eqVmMrr0CbEItvQhwIAmGDB5Kx4sta51OFhaIMbNoCSHkGK9MXHiMiWMljN8axaU8ZqzYb2HqwnOG99XRrreOnbSWk5Zp5ctEx5tyThNMpckWPIEb2CWbOB6kYymxUhtjx1bSMe3NzwGKxUFBQUGffypUrmTJ1Kg89+GCtvieefJLQ0MYPxjHlFbD9gWkexeJspWXsfPwpei1+HXuFEW1sNDKND6LDgaSeInF/Rx0WRlDPrvhEPU3Bz79hK68guHd3Art1IurqER62ASfR9+tN/obfyPvxp5qAAQBd21bItD5YSkpRnYNFR3x8PHOee46bJ06kqurU+SIiIrjjjjt4+qmnar1GKpVyww03oFKpSE9PRy6Xe/iG2+12srOzSUtLQ3S5CAkJ4aOPPiI/P5/effpw++23k5yc3GjWNyEBSiaNiWLa28dwOE9FuXZJ1nLvtTEoZAIul+jN1vLSaHhnbM0UURTXAGuaehzni4DA2//LYuHUtjzy2pGaxTmA0wXvfZvNrDsSWbYqB7tDRBCEi9KDTBMdSe+lb5Ky9COKftuCTKshfuJ4Qvr34a+7HgKJQEDnDtgrq0j7cAWVx1MJ6NoJdXioV3D14gXc4o1ESuiAvux4aAYdn5nuro5+5BhBCd3QxEThsliwllegrCOFuPJYKiU7dnuIrTXnLivHabWiCAzAabZCA2Ygx8bGsmTpUp577jm2/vUXAG3btmXK1Kk8+sgjzHvppYa7+DmSV2zhp20l/LW/jBF99cSEqjmQVoXeT0FGvhmn69QE1ljt4On3jvPutPYkRHqnFADlVXaMVQ4kErcHrkpRtwBTanTw2+66K//mFVsJ8lM0y0KSdSHT+FBxLIVur75AytKPKP5zOxKZjLAhA4m7aRwOs4W8dT+T/fVqRKeTiBFXENTD/f3VxkbT9cVnMeXkYDyehiY6Em1CHNq4M6dKOkwmbBWV2MrKER1OdG2SQSZDrtWyddKjNceV7tpLxoov6f7GPLQJcQ021+jQoQNPPvUUr7z8ck1hq6joaN597z0SEhIwmUzcdNNNfPLJJx6vU6vVXDF4MPfeey933X03O3bs4JWXX/Y4ZseOHTz91FO8OG8eMTExF+V8qSWSVWhm/dZifttVhkIuMKx3ML3b+xMT1nyjj6tOK0xpzs3Dt1Wix2bHSYL79HBnYJ1AIpMiVSk5/OrbHsfr+/ehTYdJpH64AuPh4yTeOZH8DRs9/CgFqZSOM6eg0jdt9tbvu93p4ZPGRDP3w1RMFve8IKfIwq6jlUy+NpqsQgtHM6sRRfjy50Jaxfjwv18KaR2jYdrEeOQyCcdzzHRr7RVczxZfX1/69+/PoUOHavUVFBQQEBDAi/PmsXTpUlJTUkhMSmLatGn06tW49aLNRQacJjMVh495iK0ncVltlGzbRfClvbAUGrAYit2F4gQB/w5t8Ik4c20PqUKOf/u2KPXB+Ca7NxOlPj44Ko2EXTGA8oOHT9sMAU1sNIm3T0B0uijYsLGmPbBbZ+JvuYGKA0eoTE0noEtHArp0RK7554hXQRDo3LkzX339NX9s3szRY8fo2rUrrVu14vHHHmPBggUsWLCA9evX43K5iIqOZv78+fhoNEx5/HH+/PNPgoKCuOeeexgwcCBRUVGkpKTgcrlY88MPtG7Thhfnzq25Xnp6OqtXreLb774j8QyZXheaxAgfXn24Das2F5FfbOHeMTFsO1zBrMUpSAQY1T+EIT2DCAlQ/vPJvHj5l7SMmbyXFoVEIjCqfwiXdQ2kuNzuIbaezrZDFXRM9GXXUSNjBoSg01ycH0dVSDCtH5xE8qTbkKpUKIODyPrye5LuugWAsr0H0MRGEz/xerK/WYVPRBjm3Hx3tIAXL/9RrGXlGI+lIpFKkKhUlO3aQ4cnHuXw6+9iKSisOU6ikNPtleco3XuQiCEDUfid2qhw2myU7TvoUd317ziqTKgjwpCqG27SVVhYyPbt2/lxzRoeeeQR1Go1ZrMZQRDIzclBIpE0Gx/GPIOFh18/gqHMxtSJ8fy8vYRdR09Vs02MVDP95gReWJ5a449ls4scyqgiIbLxU/+aEw6Hi/R8E5n5FhxOEZlUgsVmpFOyjii9yiOawmpzkp5vwkclpdRYu7AigFzWckQ1qVxOYKcOHJj3Kom3TSDprpsRBAlIJICIADgdTsz5BZjzCynbe4CAbp3o+PRUNNGRaGLc/+n7nt0Cuzo7F3NuPseXfEj5CVEoqGc32j48iT2zXqx1vKXQQM53a4geezXamOha/ReCk1GuQ4cOpSA/H5VKRXh4OKEnPFl9fHyYfN99xCcksGTxYkpKSujTpw8TJkxg/vz5uFwuhg0bxty5c/Hz80Mmk1FS4k5nDQsLY8yYMRw4cIAf16yhY8eOJCUnN0n0lxc3uQYLM987TmbBKWHmna+y2X2skgeuiyYypHmKrqpQfc2/s75ZTbspD7HvmbkenqwyrYboa65kz1PP17RFDL+CnO/W1BJnDZv+xL9je1RhoVQcTeHIG+/S9tH7sJaUYvhzG9q4GKKuHoFPtKdfe1OQV2ylbyd/ftlZUiO2ns6n6/K56+oojma6U5HT8kxc2tkdlXs0q5pnlqTw0v2t+eLnfNrFa+rdTPPiiUwmY+y4cfzvf/+jtLTUo++eSZNY/N57pKWlMX78eC4bMACXy4VapcL/DDYtFxKHxYLx8DGOvL4IR7WJ0Msvq/dYuc4Xe0kZR99ajPFYCoqgAGLHXYOlqJiwQf3wiTyz6CpIJLULSIaFYDMaiR49kuhrrsRWUobcX4etrIIdD02n7ZQH6PXea1gKDe46HzIpJVt3kvrBp7R5+F5SFi+n9YOTCOre5azeb1FREVOnTCEgMJDk5GS+WLmSXbt2ATBjxgyenT2bO+68E6fTiUajQS6Xc92112IyuS0PqqqqeOqpp7jzrru4d9IkMjMzMRgM9OzVi7kvvFDrepWVlSxdupRnn30WpbJxBE4/XzntfaQEaMNxuOD5D1JJzT3lB7zkuxy27Cvnnmui8PeVE6lXIjuDn7wXL/+Gi1Ph8tLkROmVfPJjLkN61b+bbbY6Ucol9Giro2d7/8YbXCMhOp1UpmdyfNEyirfuQhnoT8IdEwkb1B9VSDApiz/EeOxUUa3M/31H++kPg1RKxbFUQvr3acLRe/HSdDgtVkr37EMqk5O68mv0/Xoj9/PD8Od2D7EVwGWzc/jVhcRefy3mvAIPwVWQSnFZLAR07kD+ul/qvJZPdCTKoIAGsxMoKS7mu2+/JTIqipFXXklJcTEVFRUsXLiQvLw8IiIiWPb++0RENFy689nicon8urMUQ5mNjola0vNM7DrqaYeSmmtmw/YSBnYL5KdtJTXtFZV1i4aNiSAIw4E3cFvxLBVFcV5jXj/HYGHPsSo+WZtHRbUDqQT6dwkkyE+BAESHnhJgDOV2Pv4xj2G9gli2qlZNTC5poyNQ17IiqDSxUbSf+hDH3v2AqrQMOj//NBWHjpD3w3qcFish/fvQZd6zHHl9EWW791G2ax/Vmdloos9ts8GUk0fF4aMcevlND7uekm272J2ZQ+LtN3Fw3uu1Xle8dSe+rRKR+WhQBTdMlXSVSkVcXBxxcXF19kdGRnLzzTfTt29fDhw4wM4dO3jkkUdwOBxMnTaN8rIy7rnnHvJyc7E7HERGRvLTTz8xcsQInnzySYqLT0UNtm/fnsVLljSbzZr/CmVGO6WVbm/rG4eEI5UKbD9cwYZtJbhE+HN/OddfEdZsBVdtfCyKoABsJWXYy43IfFR0fXkORb9vwZSTi65tK4K7d+Xgy296+KMHduvMvtl1Z2Jkf/ktiXfcjH/bVgT16Ia9qhqlPoiuL86q13u5KejT0Z+MfDOr/zDU2W+sdqA4baMrJkxNYemp34HdIbJhezERwUrsDhGV18r1rElOTmbF55/z2aefsmnTJoKCghg7bhyHDh2qKTi48bffuGzAAN54/XWys7P54osv0DeQ1ZLDbAFRROajpjo9i233TXHbA8jl+CbE1vkaqY8abVwMWyc/XpM1ZSsp4/i7HxA3YRwlu/aiDgtBkJ67EG8pNLDvmXmIJ8bkNFsQnU5kvlpyv1+LOSeflKUf1Ryv79uLto9MJmXZxyTfewdH315MjzfnIdf9c3ak0Whk3759APy2caNH386dO5HJZNjtdvR6PeHh4cx78cUasfV0PvrwQ6677joUCgU//vgj144Zg9ForHUcwKZNmzAajej1+jr7G4JKk5Nlq3IZdEmQh9h6koPpVdgcLuZ9mMrk62Lp1AIKeHtpmXgFVy8NgsnipGOSjuhQFVKJ20bg71zWNZCIICVhQUoCWtjC8myozsrhr9sfqElLMecXcvCFBUgVCmxl5R5iKwAuF0ffXkL3N+aBs+6oYC9e/gtYS0tRBQez/YGptHv8AQ4teJseb73E8UXv13l8dWY22vgYqnPz8GvbqqZdIpUSMXIo5QcOo2udjPHocY/XRV83CnVYKOqwhvNOLSwqIis7m7mnpVjpQ0J4/rnnmDlzJnl5ebzw/PO88eabDVZY4GwxWZxs2utOcR/QNZCPf8yr87g/95cxdWKCh+DaMbFpJ6qCIEiBhcAQIAfYLgjC96Io1s5hbABKyq1kFVpY+NWpwh9OF2zcVYrTJXLjkHDMVifqE/6OJouTlBwzw3tLGdA1wMNaIC5czaRrolucp7kgkaCOjEDXJpmku24h49P/kbd2Q01/ZUoahRs30/GZafx52/0AFG/dQUi/3ud0ndK9+7GVltfyRgd3VWlBKkXqo8Zp8lxgyXW+VGflomtd3mCC69mgUCho06YNOp2O+Ph4rh49Gj8/P77+6itKy8p48oknaiwJBEHg3ffe49333vMQWwEOHjzI5ytW8MijjyI9jwW+l3OnpMJGep4JmVRCQamVPw+U8+f+cvp3DeDxCfEs+DQdlwhZBRa6JDdPWyh1eBjd35jHgefn4xMRTu6an8hf/2uN17GjuhpbeQWmbM+NIFF0T+T1fXsROqgfglRKZUoauavX4ag247LbSFn8IUW/byFi+BWUHzyMrnVSsxJc28ZqyCo0E+wnx1Bmq9UvEUAqPSW4jhkQyptfZHock55n5q6rI9Gqvd+5c8HlcrF/3z6GjxjBTRMmIJfLWbFiBevXrSMuLo5Ro0bRr39/brrxRsxm9727rLy8RnAtLS2lID8fk9lcIwQqztI79XRM+QVUHksh57sfEZ0u4iaOJ2/tTzVexi67nar0LIL79qR4yzaP1ybeeTOpyz+r06Iq68vv6TRrKjZjJcoA/3Mel9NqRTyx9nNUVRPYrRPR112NrawCXC78O7XHePQ4RZv+BMCwZSuB3Toh12pRBgZQnZGFw2w5K8FVJpPh6+tLZR2FHHU6HUqlkksvdRe4MxgM7N69u9Zx4PZuLSsrIz8/H52vLzK5HEEQEEWx1rFhoaGNFt16kkqTg66tdRxIq79g5fFsE2MvD2feR2m89Xhbb0E8Lw2CV3D10iA4XLB5bxlHs6qZODyCD9d4Lty7JPvidIoE+ysuSrHVabeT+dUqNPExRI4c6jY2Lygi+9s1lB84TMWhI3W+zlFZhb3CiF+7No08Yi/NnaysLP7880+2b99Ou7Zt6dWrFwGBgYSFhSGRXFxpMI5qE6bcfLdgIgg4TWbMeQVIz1Ah1VpcQunu/QS0b4s6/FS6ljYuhqqMLGLGjcZWWkbRpj+RqpTEjLsGbVIC2nOMrjtXsjIz+eTjjz3aDEVFPP/889x51128OHcumzdvprCgoMkFV7lMQpCf+36skEswW+ve+HG64PRk90HdAggJbPJJak8gRRTFNABBED4HRgMNKrhWVNmx2Fxk5Jv4emNhncf8sbeM6weHUWly1AiuWrUUlULCwq+yuOayEJ65MxGTxYlKIcWFiErRcuwETkemVqEKDcFpsdSIrYJUWrOQrErPpDI1g8Q7JpL24WeoQs7d07E6MweHsf4FlLW0DLlOV0twjRg+GMMfW+GKAed8zQuNIAhEnqjgDPDrr7/SpUsXHnvssRqxtXPnztxyyy0oFQpuvvlmxo0bV+NxeJIVK1YwYeJEwk7YFnhpWAzlNlb8VMDOI0ZkUoHLugTw5G2JvPRxGkq5hP5d3Jsnwc282J0mJoq4G8biExPJ1kmP0mryHci0Ggo3/gGiC9XwK+j68hx2z3i2RlyyFpfS5cVZlGzdwaH5b+OyWvHv1J4OTz1O+cEjlO5yR8wZjxwndtw1FG/ZRsSwwWiimk8EtkwmITnKh4ggJc99kFarv2+nAHYdNRIVouLGoeFs3FWKsdqzqFhipA/llQ4y8s3Ehau9fspnicFgICIigsLCQmxWK+9/8AGPPfYYV1xxBRaLhQB/f0wniodmZmYikUiQy93fo7S0NB595BH27t0LgFKpZMYTT3DdddehOwuB8STmIgMp7y0n94f1NW0+0RFUHvW0yUhd/hltHppEcK/uFP66CUSR0EH98O/UkcwVX9V5bpfVCoIEyXkWNJT7+qII8MdWVk7gJV0Iu2IA+2a9iOh0IlEq0fftSdS1o/CJiqwpSpf/00ZCL78MiUKONjEeqfrsouqjoqK4+ZZbeGfhQgYMGMD9DzyAyWTC6XQSHBzs8TzRaDTExsbW6b8LoPP1RafTccONN7Ju7Vouv/xyfv7551rHPfjQQ+f0t7oQyKQS5DIBvX/989PQQHcGUl6xlfJKh1dw9dIgeAVXLxec8io7L3+cRkqOiZQcE34aGTNvT2T74QrMVieXtNFhtrp46eN0Xrq/FfqAi+fmJooipuxcLIZignt0Jezy/hT+uonMz79GExdD8r23Y68wUpWeWe85ZL7af/QA8vLfIi0tjfHjxnlEOOl0OhYsWEBhYSGdO3e+qERX0eFAPBnhJZUiSCWkffQ5UaNHcOydZbWOD7ykC6oQPbk/rKM6I4su856piTCQaXwIHzoIa6EBe1UVIQP6IdP5om6ECDez2cynn35aZ192djbR0ae8JMsrKuo8rjFRKiRcf0U4f+wr51B6JX07+VNSYUfvryC7yMLxbHdKWetYDXHhKq7u767q3CpGQ1hQ/WJ4IxEJZJ/2cw5QyxBUEIR7gHvAXT3+fLHYnGQXWqiocqDTyCgqs1NUWjtiCsAlgs3hQnZa5JQ+QMEtIyJY/F0O3/xWxDe/FeG2DxN47ZHW6FtwIYfgnt0o33eQ1g/e4xZfzWZkWi3l+w6Q8fnXFP+1g7BB/eky71k0Z/BTtZSW4agwgiCgDA1BrnZ/xtRhoYjB9W9O+LdvQ8Gvm2rsRwSphNjx12LKySdkYD+kGs2FfcMXgOjoaDZt2lQjtl566aVceeWVzJw5syaV09/fnzlz5rBo0SIOHz4MUGckkZfzx2pzYii3U2q0IZdJQASrzUVwgFv4mfb2sRoBzuEU+WVnKRkFZm4dGcnS73N44pYEDqRVEaVv8vvhGZGp1QR270zlsVTibriWikNHKdy4uaa/ZPtu9Jf24tLPFlO25wBSlQpd62SOvr2Y4j+21hxXvu8ge4+m0Ou91/jrzgdq2itT01FHhJH9zWp8Wyfj04BZJOeCoczGjHeOc9eoSO65JoqPf8zDbHUhCHBpJ39uHh5OYYmNsYNC+eEPA5v3ehY1VMgFerX345klKaiVUl5/tA3J0c3vftIcKS0t5ZVXXqFr164gCDz66KM8+eSTHDxwAHB7XM944glenDePm268kWHDhhESEkJRURGPPfpojdgKYLVamf3ssyQnJ9OvX7+zHoOlsMhDbAUw5xWgTYityYDybZWIVKXi+OLlyHU6ur4yh9zv15C58htcDiea+FisxSW1zi1RKlCFhyD31Z7PrwdNTBStH7yH/XNeJvraq9g3ay6i00XEiCvQX9qbwl83kfHxSkIGXkqnZ2dwaMHbuBx2/NomU/THX7R+4G4UurPLNFIoFNxwww20a9sWP39/7r7rLipOzEGVSiXPv/ACI0eORKPR4OPjw113383atWtrPW8GDx6MPiSEiMhIDh48SHhEBL379MElimz89VdEUUSj0TB9xgy6dOlyXr+Xf0PwiQCCmDA1WrW0Vk0ZP60Mvb+SghK3bcjpczQvXi4kXsHVywWnuNzO8WwTvdr70SFBi9nqYvmaXEICFLSL01BYaiU9z0KXZF/S80x0a63zKCbSUnGYLVSnZ7L7yTmYc/Nr2iNGDiH53js4/u777J/9El1fnk3M2NGU7qidoqGODP/HKpdeLm7KysooLCzEarXi6+tLcHAwC+bPr5VOajQaWbJkCV27diUoKOhfiUdNhdNmx1JYhKOyCpnGB2VIMDK1GqmPD1KlEolcjmHLVsKHXk7ejxuIHnMVIQMupei3P2rO4RMdSez113J00fsk330rR99egiW/0COlSyqX4xPV+B6pRqOR6jp8r06iPhGx27lz5zr9sZqChEg1z96ZgD5AgUwqYe3WYnKLrPRo68dNQ8P5cE0uNw0JZ+Z7KUy9OQ6VQkJEcPMWF05HFMXFwGKA7t27n7dalWew8v2mIn7aVsKjN8Sx7VAFnZJ8ySu21jpWrZSgVcsI1J3aXJTLJIzsqyfQT87y1bkYym20T9Byz+hoEqLUNZGwLRGpSoUmNoaUZR9TlZpR0x5yWV/aTX0QS1ExuWt+omTnbnovfr3Oc1QcPc7Rt5ZQsm0nEoWCyCuHED9hPJqYKIJ6dKF09358IiMw5Xpmz+jatEIdEU6XF2ZSnZ6J3ViJRKGgcNMWfONiUAYFoNI3bSR5Xfj6+tZEcwHcNGECDz7wAK7TUlfLy8uZPn06c198kUcfeQSA8ePHExzctJXfLxbKK+18tbGQFevzcTjdt4Z7RkfROdmXzAIzhjJ7rWhHgLRcM0F+ckTRvYCfd18rYsKap3/r6aiCg3CaLbgcDtI/Xlmr3/DHVuJvvp6Ya67EWl6BKSvXQ2w9ictqJXfNevw7tqdsz373uUOCsZUbUeqDyVu7gdhxo5E3g42O8ir3hsbSVbl0aeXLQ+NjEXBHvhqr7JitLmQygbJKOyP66vFRSfn29yKqzE46JmoZOyiMD9fk4RKh2uLk3W+ymX13Elq1dzl9Jqqrq9m4cSO7d+/mhhtvJCkpiRnTp3PkyKlsP5PJxKyZM1nx+ef06dOHp55+Go1GQ0pKCnv27KnzvEuWLKFbt274nKVtRfn+w7XaDFu20nXes9iNlUSNGk75wSM4qqqImzAeTXQE6ogw4m8aR9TVI5BptQR0as/WHbvhb+JjzNjRqP5eDOsccNkd+HVoS/e3X8GUkYXodBHYrTPaxHj2Pn2qeF3prr34REXQ4+2XsZWVowoPRe7nh65N8llfy2azYTabSUhMZPy4cVRVVdX0Wa1Wpk6ZQps2bejYsSMASUlJvPvee8yZPZvc3FzkcjlXXnUVDz/8cE00bO/evYmLi6OqqoqHH364xptcr9cTERGB7Dwjf/8NcrmEzkm+VFmcTLs5nuU/5JJ2wsu1VbQPD46P5fP1+fTq4E+nJG2L88330nLwPiG8XHCcLhez705iy/5yvt9UhNZHxlWX6rHZXfy2u4x7rokiu9CKLkBBYpQPRaVWwlrQgr0+zPkFHJj7qofYCpC35ifaPn4/qtAQLIVFZHz6P9pOfYjY668lc+XXNccpAgPo8sJMqjIyMeflowoLQR3aPKICvDQOGRkZLP/gA1auXInZbCYmJoZ3Fi1i3bp1dR6/bds2brn1VrKzs1uc4GotLSPry+9I+3CFuzqyRELklUNpNfkO1GEhFP6+hdYP3sPh1xfRfvrDSORy0j7+nA5PPE7EsMHYysqR67TYyio48Pwr2I2VxIy5ColCjrWsvKnfXg2DBg1i186dtdp9fX3R+fmh0+mYfN99zabwjdMFYcEqjNUOnn73KDaHe1Gx7VAFOo2MVx5szfxP0ikqt/HZunzaxmkIC1Q2h4jMXOD0cMmoE20XnPxiC7OWpJBT5PbnLq20k5Fn4v6xsWzcVYrF5unvdsdVUXVaLvj7yhneW0+Ptn44nCI+Sim+msablrkcDkx5BVjyCxGdTgSpBFVoCD5REeedFmmvrKJk+25yV6/1EFsBin7fgq51MlGjR2IpKCR6zEhEhxNTQZFHBFxlWgbbJj+Oo9K9CHRZrWR/vZrKlHQ6P/8UPlGRuOwO2s14mPx1v1D46yYEmYyo0SOJHTca9YlFr1Quw1xQhLW4lIhhg1GF6PGJCEN6Hr5/DU1ubi6dO3dGEASSk5M5sH+/h9h6ErPZjNFoRKfTER4ezsSJE5tkIXsxsuNIhYdv9a0jI8gxWFj8XQ7dWutq7FbqotRoJzJESUiAokWIrQDmQgNZ36xGdYZo8ZIdu/GJjsRpMuOy1R3BD1Cdnok6PJSyPfuRaTQogwKxGopJvvsWjr37AeGX928Wgqu/9tR3Zc+xSvYcO2VNcuvICFb+nE+/zoFs3lvGJW10HEyvZN79rcgutJCaY+KVT9M9ouR2HjFirHZ4Bdcz4HQ6MRgMbN++nWeeeYbw8HDsdjs3TZjAB++/T3p6usfxH330Ee8sWkRAQADAGTejiw0GzGbzWQuuCv/axVFFp4vC37cQdc2VmPML0LVOQuHvh0yjIX/Db1iLDESNGo4mIRalvz/KoEC6vzGPI6+9Q1V6JnI/HQm3XE/Y4IGoz/BdOhOiy0XZ7n3smjITdUQo0ddcBUDU1SM48OJrtY435eRh2PQn5kIDibffhCpEj6XQgCI4EIX2zBG2LpeLbVu38t577zFu/HgPsfV01qxZUyO4+vn5MWzYMFq3bk1FeTlKpZKwsDD8T/yNwB01e/o6pLS0FLvdTkhISJPZbhjKrSz6Jpu8YitTbornpqHhyCQCMpkEf18ZP2wuZOAlgazfamDKTfGNOv/y8t/C+8nycsFRySW89nkmpUb3TrKh3M6ir7MZ0SeY8ZeHsvyHPA6lu2/wa/8q5uHrYxjZR49S0XIjelwOB+b8glpFeU6S9+PPhA7qR+bnX1OVkQUuF8mTbiN6zJWYsnKRaTW4HA52z5hdkwYZ1KMr7Wc8iiospFkuEL1cWEpLS3ln4UK++OKLmrasrCyqq6tRKpU4HLUja2QyGXq9nqo6jO+bO0Wb/yJlyamKq7hc5K5ai9xXS6sH7iZy6OXk/LCWLi/MpOLgEXStk4mbOJ6cb38g47MvkapVOK02j+IF5vwCFAH+dU6qmwKZTEZcXBzt2rXz8L8SBIHp06cjkUiY89xzZGZk0KdPnyYcqZvySjsf/JCLv1bGpr1lNWLrSYzVDj5fn09chJrjOSb2HK9kSM9gyiodzUFw3Q4kC4IQj1tovQG4qSEulFlgqRFbAb7/vYjbr4pk8bfZzLwjkQ3bS9iXUkmwn4KbR4TTPl6L/xkKYDWFZ5goipTtP4TDWMmxRctqxFGpj5p2Ux8idFB/5JpzL3ZjKSxCkAgY/lZs5CS5P6xDEeDHoZffrGmLvGoYSXfdjE+kOwrdsPmvGrH1dMr3HcRaVIxPeBi+CXEog4PRxEaTcNtNSBRyVCF6JKcVj1KHhyHIZYiIVBw4QsWho4RfMQCJUtHsnqm5ubnk5uYybfp01q9bV2+lZ3AvmN94800C/P2JjIpqxFFevBjKrTVia6ReSackXxIiffjoRFtBiZVL2tTvPxiok3PD4DDCg5r8PnjWWA3FVB1PQxtfd0V2AGWAPweem0/xX9vp+tKz9R7nm5RA+cEjaONjSb73do4uXErooP7YyiuwlZYhupqH9YWPSsolbXTsPOL5/fLTyrikjY7+XQJY9FUWhzOrCdLJmHxtLKIo8tYXWfRop+P+sTEIgsDRrGrW/1WM3em2IzCU2xBdIjqtHJXi4rF3+rcUFBTw5f/+R1xcHDdcfz2zZs2ioKAAcBcPffrpp1myeDEHTtgKABQVFdUUw7JYLKhVKtRqdU0hrdMZdPnl+Pmd/XxP1zoJiVKBy+q5eRA66DJwOsj47KuaNZhUpSL53tupTs9k66RHSbr7FuInjEem8UHfpwe+Sa9gr6xCIpfjExmO8C9svUw5uex5cg5Oi4WqtEyUenfWgii63N6wdVC8dSe+SQkce3spErWa/LUbCBt8GUl33XLG73RGRgb33Xcf/S+77Ixrh7KyslptcXFx//hecnJy2LFjBx999BGm6mquuuoqrrzySuITEv7xtReaPIOVzXvLAXj41cM8PiGOYD8FpZV2cgotXNUvFFGEe66JaTEbZV5aJl7B1csFZ+uhihqx9XTW/lXMVf30NWLrSRZ+mU2Ptn5EhbTcm53LbsdpttTb7zCZkJ6ozqhNiEMR4I/cV4vcV4tvYjyFm/9i16NPAiDTaujw1OPIfbVUpqRRcfgomugolKF6VEFNV1nZS8NSWFjI119/XavdVF3N6NGj+eyzz2r1DRk6FLvdTlx8fGMM8YJhMRST8dmXtLr/LvzatwVEQCB//S9kffU9sePH4BMZTuz4a7EaitHERiHz01GVkob+0l74JiUgkcvIW/cLhs1/1ZxXGRyENiEeVai+yd7b6QQFBeHn58eNN92Ew+Fg27ZtBAUG0qdvX2RSKampqbRq1YqBAwee06KhocjIN/Pd70XMuDm+Ju3q7/yxv4wHxsby07YS/LUyTBZns/C9EkXRIQjCA8A6QAq8L4riwYa4VmqOZ8RNfomVH7YYuO2qSLYdKicmVMWI3sFEhqiIbKZejpZCA5XHU8lc+Q2mrJyadqfJzP7ZL+GbEIdfu9bnfN6Kw8eQ+ahrpVuexFFtqhUpl7t6HX7t2xIz5koEqZTyg7XTPmvGXWSo+bdCp0Whqz+ax5xfyPaHplOdkeVuEATSPviESxa8QHDfns2q2E1UVBQPPvAAs+fMYeasWRQVFdXr/9ylc2duu+02rrzqKrp07drII704KSm343SKzLglgeJyG4fSq9h1tIJn70zim98L2XOskpAABf5aGeVVnpufraJ9CA9W4q+VIZe3LLGtZPsuWt13Z50ilEQuRxEQQPFf2wEo23MAfd9eGLZ42gpI1SoiRg4hYsQQbBVGjMdTaDf1Icr27ufYovfxa9cGRUDTP9/AbeUytGcQCRE+rN9ajMnqpG9Hf8YMCOWHzQbuvS6aZ+9KxmxzFzDUaWSUVFiZe18y328qYsFnGTicIp2TfZlxSzwpOSYOpVbx+94yXKKIv1bO+MFhRIe23PXMhaK8vJzZs2fz45o1fPjRR0y+916PaFVDURHTpk5l/vz5PPjggzXtQ4cMqYlYdTqdZGZm8sADD/DKK694nD8kJIR+l15KVVUV/v7+ZzUmn+goLlnwPHuefA77icKLMo0PKn0QOx990sOb1WmxcOT1RXSZO4ui37eQsuQjQgf1R5ecCIBKH4xKf2HsXCxFxTXjASj85XcSbrnhjJkmcp0vDpOJwt8203HmNPJ+WEf++l8pP3CY7m+9hLYef/SCggKMRiN7du/m1ltvrff8w4YNO+f3UVRUxPLlyzl86BCm6mqOHDnCkSNH+H7VKj744AMqKyupNBrR+voSGhJCYAMXij09gt3uFHnnqyzuHRNNcpQGidRd/LXUaCM27Px8d714OVu8gquXC4rV5uKvA3UXfxFFyCmsLUo6nCJFZfYWLbhKVSoU/v4oAgOwldbeFdRf2ovS3ftAEIi57mpE16mUJIfJRMZp/lntn3gMqVrF/ucX1Oy0IgjETxhH3IRxZ0z/8tLwCIIwHHgDt6izVBTFeRfovIwePZrffvvNw6/10KFDXHbZZRw+fJjdu0/5/rZq1YqxY8ficjpbXIVqh9lC28fux2WzkbvqR6ozc/BNiid8+BX4t2+D88SOvlyrQa51pyFWpqZzfNH7GI+4o8gFmYz4m8aiiY4iY8WXqMJCUeqDaDflgWb1HenatSs2m413Fy3CV6ejuLgYu81G34EDa1Lmmgs//nVKzJJK3PYCf0erlmG2uu9fV10awtGsaob0bB6/b1EU1wBrGvo6MWG1RdS9xys5kFrJs3clEewvJynKB7ms+WZtWAwGFDqdh9h6Opn/+5YOT0/xiBg9G6RqNdW5+Whio6nOzK7Vr7+0V00189PJ+vI79H164BMZjl+7NhT+sqnO86tCzm4zxVpeTtm+A8RPGOf21RMEcLmQKORU5+RiKSpG3Uw2ZsAtuHbu3JlnZs3iurFjufbaaxkwYAC//fabx3Hjr7+ezKwsKioq6NoERUjOl4Z6bl4ISits/LS9hEduiGP+Z+kUlJwSHldvNjBlQjylFXYWf5fDlAnx/PCHga0Hy5HJBIb1CuaqfiFoVVIiQ5rn5kp9KPVByDQaMr/8jkvmP8femXOxlbvn73I/He2mPUTGZ/+rOT7zi6/p8OTjqKPCyV29DqfJTOAlXYi9fgyHX32Hjk9PIe+njVQePUbKux/gstmRaTR0ePIxFM1gQxFA76+gqMzGkcwqbh4ZgVIuYe/xSqa+fZTpNycQ4OuOrDw9tbja4mLhl1k1RSPBfb8vrbDx3KRkqkxOhvcO5mhWNcF+Cv48UI5UKrQob/OGoLCggMKCAr797juOHj1apzWA1WolKyuLqKgocnJyiIiIYOiwYTWbYRqNBj9/fzZt2sRrr7/O999/T7HBQK/evenSpQtFBgOBgYFnLbjicqKOiaLne6+512qiiDIkBKuhuM5CWADFf24j8JLOlGzbRVVKeo3geiH5ewR4/k+/EjlqOCER4WjjY+sstBx2xUAOz38b0elCFE/L9MoroPJ4Wr2Cq9Ppnr/l5uZSXV3NnXfeybJlnsVo+/fvT6vks/eEPUlZWRmRkZGUFBfTuXNnHnzoId57911mPPEEX331Fe+9+y7V1dXI5XKuu+46Jt93H7Gx9Ufj/lv8dae+x9EhSmbekcQHq3OY/2kGLhG6JPsyaUw0fx4op1OSjrAWlKHgpWXhFVy9XFBkMoHoUBW7jtadDieV1r37L5c1n0iT80EQBNSRYbR+8G4OPD8f8TSlwicqAr92rSn+azudnplO3toN+LU99SBzOZw4TkxENHExyH21HF7w9imxFUAUSf/kCwK6dULVv2+jvS8vngiCIAUWAkNwV0HfLgjC96IoHjrzK+unsKCA7du38+mnnyKVSnn4kUcoLy9nwfz5AHz++ec8PmUKgy6/nNtuv51ig4HAoCCKiooQRZH4hAQ0zcAb7ZyQCDiqq9nzxBxEpxOfmCgshQYOL3ibdlMfrFVF3GIo4cCLr9WIrQCiw0HaR5/T/snHCLtiAEl33YJSr8dltWItK/comtWU+Pr6csUVV9CpUycsFgtKpZLQ0PMvrNCQnLwLG8rtXNYlgF931d48urq/now8M0N6BhESKGdIzyD8zpAufzGSFOVDkJ+ckgrPTI4AXznVFieRClWzFlvdCLgctTNRTmIpMiA6nHCOgquuVSJH31pMu2kPsXvaLLc/8wmUwUGEDuzP7hnP1nqdo9pUsxEZ0q83acs/w1FV7XGMX/s2KEP+OaLIVl6BOa8Qw5870MZF43I4kGu1GP7chtNsQd+nB47qaqD5CK56vZ53Fi3ivXff5euvv2b48OEMuvxyBl9xBb/8/DMymYwhQ4eSlJTEHbffTmBgIL16927qYZ8VDfHcvJCYbS7kUth9zOghtoJ702np9zlMGBbBm19kMuf9FEb20bN8ZkfkMgEflRStWlrv3LY5owoJocuLs9j56JOEDLiUrq/MwWWxIgLKoED2vzAf48FTRY1Ep4v9z71CUI+u9Hj7Zaozs6k4dIz9s1/GUV2N3VhJ7Lirqdh/GJ/oKHTJiQT17IpPVPPwJweQSgWuvFSPzSGy5NscrHYXWrWUe8dE06Nt3ZYRhjKbh9gK0CnJl9H9Q3ju/VRSc82olRJG9NET4Cuy87CRpCifFiO4NtRmiNVm47HHH2fm008z6d57mT1nDmWlpXzzzTdkZp4SECsqKujStStjx41j6NChqNWewTexsbEcOXKEtWvXcsWQIURHR7Nr505+WL2aZ559Fpu9/ufY6dgrq8hdsx5zQRH+7drgqK5GptWgDAqqN20fwGasRHYi4laivvB/U5fTiSo4kB5vv4Igl+E0mzm8YCG5q9Yi02ro+Ox09s16sWYDU5DJSL7nVmzlFTiqq/GJjsRa4jlXqzyWQvjgAXVeLyIiAqVSidVq5eGHHmLxkiX06t2b77//HqvFwtWjR9O5c+dztqvJyc7mvsmTSU1NrWlTKpV8+tlnHD9+nFcXLKhpt9vtfP7556jUaqZPn17rb36h6Jjgi1wmYHeITL85gWeWpJBfcupvved4JTPeOcbce5N5/M0jLHiojVd09dIgeAVXLxcUqUTg6n56Vm0q4u+WTcnRPuQaake4+mllhAQ0Lz+188EnPAyxa2d6vP0KBb9swlJkQN+3J37tWlOVkUXYoMs49s5SlCF65Kft9it0vkReOQzjkeP4d2iL02KpMzIIIPPzbwjq3hVZAz2cvPwjPYEUURTTAARB+BwYDZzXwrGoqIhp06Z5RDFt3ryZK6+8smbXuaCggNatW+Pr68vrr79Ofl4ekZGRTJ48mejoaKJaoIefaLOTsvhDVCHBtLr/bkw5uVSlZxLQtRNOsxlB4rkBYy0ppXzvgTrPlffjBpIn3YpMqyHnm1Xkrf8FqVJJzLjRBHTuiE9E84j+DQlp/gXwRvTRs/avEgJ1MqJDgygotXE445To1bejP3p/Jf27BIIo4qeVE+zf8u/d50p4sIpXHmjNwq+yajYXu7XWMWZAKMXlVqKCm/+EXRngj7W4BEEq8dggPEnY5ZchVZ7731YVHkr76Q9z/INP6fH2Kxi2bKMqLYOAzh0I7tuT/c/O8/BdPklIv964HE7MhhJ8E+Pp+c4Cjrz1HqXbdyNRyIkYfgXxt9yAT/g/f5+tJaUceO4VHNXVhPTvTeWxVA699EZNf+Gvmwi8pAsdZ01rNvcHgMjISJ6eOZNJ996LRBBISkpi7969DBgwgJCQEGRyOdOmTqV7jx488cQTLalQ4gV9bl5o5DKBIT2DmbUkpc7+kgo7Pkq3oOpwiPRs50dUiAqJpGUHCkhkUgK7d6Hf58uoTMugbPc+jr3jjnTrtfh1hHpsVysOHaMyJZ2Dc1/1aBcR8QkPwyc8jPChgxp6+OdNoE7BLSMiGNEnGLPFhY9Kij5AUa81zt831uQygbGXhzJ7aUpNFojZ6uLrjYVc3j2QAJ2c8sranvvNkYbcDFGpVLzxxhs88OCDfPbpp2zfvp2wsDBuvfVWioqKePfddwHo0bMnuTk5rF27llatWqFSqcjNzUUmkxEaGkpcXBwLXn2VFZ99xpdffondbmfkyJFMmTqVuS+8wLL33z+r8VRlZCGRy6lOyyTjk1O1EnRtkuk4cxpIJHU+m4K6dyH9ky+QqlRooiMpP3AYBAFlcOC/Lmxsr6qidMceDrz4Wk12pG9yAp2ff4r9s18mYthgdj72FPE3jkUVGoLLYUciV5D3409EXjkMQSol6a5bOP6u5+9Am1S/X2p0dDQvv/wyjzzyCEajkRuuv54+ffsyadIk2rRpc14Zc06nk5VffOEhtoI7gtnlcrFk8eI6X/f5ihXcdNNNtGrV6pyveTZE6hXMuSeJd7/OpqzS4SG2nqSiykF6nhmVQsKuo0ZG9m0+G7FeLh68gquXC050qIoX72vF/E/TMZS7Jyrd2+h4+IZYth2q8EhV9dPIeOn+Vi1GcC012sgzWEnPN6P3VxAfoSY08NTiWhMZjjpUjzY5EZfVxoHnX+HgaRUmpWoV3Ra8gMLPcyc9dMClZH/7A45qU73edwCOqmrEOooneWk0IoHT1fAcoNf5niw1NbVWyijADz/8wNsLF9L74EFuve021v74I3K5nLlz56JUKpFKpfj7+xPUwP5HDYXLZseUm0fnOU+y//n52CtORcTL/XT0fGcB6tO8sVz2+qsj28rKkfv5seORJ6hKOVXttnz/ISKvGkqr++5GpW+Zv6fGJi5czZgBIUgkAnM/TOXGIeGMHRSGzeFCqZBwILWKBZ+l8/lznXG4RA6lV1FUZqNNnIbIYBUBuv9OpGtcuJpHr48lt9hKtdlJjsGCTAqDugejaAEFIH2iInBarSTcPoHUpR/X6gvq0e28ziuVywnq2Q2fmChMObmEDOxH3ISxyDQapHI5yffewa4pT3uIvKqQYIJ6dGXLLZPptWg+lrw8ctb8TOwN19H2sfsAAXtlFcXbdmA8mkJAlw6oz2AtYC4opDIljbgJ45DI5aQur+1/XbpzD5XHU5uV4AruSs+RkaciAuNP+HPbbDaKior4YPlyAgMD0f5DJepmxgV9bl5o9P4K8gwWfFT1f291GhnjBocxvHcwUXplixdbTyKVy1H4+6GNj8E3MR6LoYTsr7+naNOfxN98PXuemF3rNbHjryF/7QaPNoW/H6oWNB+RyyRnHYEa8bcNtD4d/Pl5e0mdljsbd5by1G2J7DhSweXdW8Tvo0E2Q4xGI+np6YwfN46HHnwQ64kI0rS0NObMmcPkyZPp168fdrudo0ePMv+VV7j7nnsICAhg2tSp7NixA31ICA8/9BDDR4zA19cX/4AAXnvtNVyiyOrVq7nn7rtZ/uGHZ5UxJIoixVt34jKba3kQG48cp3jrDhJvu5HU9z19s31bJSKRyXFUVdNt/hxSln9GwdqfAdC1SqLDzKn4tTn31PuTmLLz2D3j2ZrnoSLAn7DBAzDl5tPhqcdxWqzIfHw4+vaSWq8N7NaZ7m/OI2Xpx5jzT2VEqkKC0bVKqveaCoWCocOGsfqHH9jw00+UlpUxePBgEhISztuerKSkhG+/+abOPqlUSn5+fp19FosFk8lEXl4eERER53XtM6FUyOjeWsdL97fi9z21M7ZOkpZnJj5CzcZdpQztGYRM1vIyFrw0b7yCq5cLjkIupVd7f96Z2o6KKgdyuYQgPzlatYxgPwU92/pRUGJFoZAQGqAkNFDRrIpX1EeewcKCFensPHLKhDtQJ2f+g61JiDxVzVkik6E8Iai2m/YQxVu2U7JjF37t2xI2sB8+0bXTq9ThoXR/fS7lB4+iCgtFptGcSHn0JGLEFch9fRvg3Xm5kAiCcA9wD3DGKKRNv//u8bNSqeSaMWMYOmQI+pAQ7rzrLubMnk12djZvvfUWGRkZjBo1qkHH3hhIVSoirxpO5v++8xBbAewVRo4tWkan2U+g0Lk/68qgIGRaTa0UY4CQ/n0QETzE1pPkrl5P7Pgx/1pwtdls5OfnYzQa0fj4EBYeXlPUoaVgtjgoLLOTnmcir9hKm1gNsWFqjwhVnUbGuMtDMVtdxISq+XBNXq3zXNY1gNJKO1PePEqV+ZQXdbfWvjxxSwL6gOYf3XkhkEgEokLV6AMUVJqddG/rh07TwqZUgoCz2kSHp6eQv/5XHFVVBPW8BG1CLPbKqn9+fT1IZDI0URFoomovoPzataL3BwvJ+WY15kID/h3aoomO5OBLb+CyWMhc+Q36/n2JunIogkyKpaiYwl82UbT5T6QqFRHDByNIJEi6dkRZTxFJW1kFUh81Mh81jqqqOqOWAPLX/0LogEvP+302JgqFokVmM5wLZ/vcvNDY7CI/bClmSM9gjmdn1epvF6+hTZyGvp2al+f2hcB4LJX9z7+C8fAxABLvuoW+H72H02pBrtPR6bknSVn8IabsXBQB/iTeMRGJQk7pB6d8mCVyOV3mzkIV1vyzOM6H0CAl7RM0HExzzz9CA5XsPFp3rQqXCHaHC7+W8yw4q82Qc/1ulpaWotVq+eijj2rE1tP54IMP+OTTT8nOzuabr7/mpZdfJikxkeuvvx7HiaASQ1ERTz/9NPkFBTz00EPceMMNHD12jD///JNL+/blscceO/v7hMuFJiaSw68urLP72MIl9Fn+Dn7t2pD93Rqc1dWEjxiCrnUStrIKei19k6NvLaH4NLHWeCyFHQ/PoNd7r6GNO7/7Ve6PP9WIrapQPW0ff5Dj775PVVqGuy0kmFYP3E3mym+oOM3eA8DlsOMTHobcV+uOzsXtkd76/rvQxtbt33oStVpN+/btad++/XmN++9IpVKUqro3MLIyM+natStbtmyp1RcWFkZZWRmm6uoGEVwB5HIpYUFS4sI9M0MFwW2j5RKhTayGj9fm0iVZh7QZFIH1cvHRYp4IXloe+gBlrcW3WiklOlTd4ip42h0ufttd5iG2ApQa7cz7KI1XHmxdp4+hVKlC37cnYYP7I9PpkMrrjwBTh4WiDgvFVlVFu6kPsm/2Sx7Rrpr4WPT9eiOKYosQqC9ScoHTZzJRJ9o8EEVxMbAYoHv37vWGLJ+eZq7T6Vi6bBkVFRX88ccfCIJAr169mL9gATOmT+fgwYNMvPnmC/ZGmhJ1ZBihA/qy/cHpdfYb/tiKtai4RnBVh+ppN+0h9s160eM4ZXAQUVePIGXZx3WdBoDqzBz82p57tfWTlJaWcuzoUbKzs7FYrQQGBPDb778zYsSIFlOsrLTCRmaBhTnvp1B2WqpjUqSaF+5tRegJz6qsAgtfbSxg55EK7rkmhufeT8XhPPXxVcgFbr8ykpmLUzzEVoBdRyvZsr+c0Zc1T3/ahkKpkKJsARGtdVGVlknGiq+Q63wJuawv0thoiv/cTtryz4i7cSx+bVshSC5spIc5r5Cq9Eyqs/NQBPhRsOG3msUlQMWR46hC9O6CeTpfDs173SN6J3XZJwT36YEmJqqW4FpWVkZeXh6HKsvQPXgH0jZtUVab6x2L3K9uz0YvF5wL+ty80EgkYLY6sdldDOkZxE/bThXPidQrefSGOAJ1LSML61yozs2jOiub2PHXIJErKPxtM6lLPyLnm9X0+WAh6vBQVGEh+LVtjctmQ6JUIvfX4TBW0vPdVynduRelPojAbp3wiYy4aOelen8FT9+eyJe/FPLDHwbiI9SUV9lJy619b5FKQCaTtJTo1rPmXL+bgiBQaTRy8ODBOvstFre93JHDhwkNC2Pf3r1s3LixRmw9naVLljBu3Dji4uIIDQvjsssuO+fxC1IpPpHhOOt5HohOF3ZjFaLTSdI9t2LKziPnux+oTElH37cnpTt2e4itJ7GVllGdkXVegqvL6cRSUFTzc9Jdt3DwpdewnebHaikq5sBz8+n83JPsnuEZbR7YrQs+0ZF0fGYatpJSRBEUQYE1AT+NSVBQEBMnTuTZZ56p1bdq1SoenzKF7ddfj/1vfrv3P/AAL7zwAmPGjCExKalB6xtE6VUkRqqRSSVcOyjUvbwWRVRKCeFBSnKKrMy8PeSivY95aVq8gqsXL2dBYamVNVsMdfYdyzZhKLd5CK5Oi4XS3fs4+NIbmHPzkSjkRI8ZRcItN6D6h6IfCq0W/WV96fPBQnJXr8NSWETo5ZehiYki94f1+LVOQpsYhyb64o52aaZsB5IFQYjHvWC8AbjpfE/Wr39/ZDIZDoeDBa++yvr161m65FTq0LJly5g0aRIvvPACR48dazEC3z8hlctRhYYgkclw1VHwQCKXYSkyoImPQSKVIkilhF52KX0+eJv0z77EUlBESP8+hF0xAE101Bmrjcv9z3/y6XK5OHToEJPvvZfKSvdmiyAITJo0iT/++INRo0ahUDTvhbgoihzLrubjtfkeYitASq6Z7zYVcueoaEoqbLy+MoPdx9zvc+WGAp65M5FNe8vIKrDQLl7L6MtCMFuc5BTV9uIG+G5TEQO6BeL/Hyui1VI5KaY6rVYkchn+7dvg164VlsJinFYb5oJCfCLCL+g1S3fvQ6UPonTnnjrtc3wiwrEUl5D74wYCu3XyEFtPUvzndhJuucGjzWAwMHfuXL75+uuaNj8/Pz5cuhRNfCzVdVR5jho1/N+/IS9nwwV9bp4PTqeLonI71WYHaqWUEH8FLpdISaUdqSBw8/AIJr10iCsv1fPMnYmYLE6UCimVJgdadcvcUDkT5sIiDi9YiGHTnwAIUglRV48gefIdHF/kjrBTh4ciUyprRcspdTo0UZEEXdKlCUbeNIQHqbh3TDSjLtVTZXbi6yNl465S7A7Pe9jIvnr8faVE6ltMpsdZbYacK8HBwRQZDMTFxpKTXbsmhVQqJSAggJtvuYVKoxGVWs1tt95a57msVitGY92FmM8FRXAQwZf2ovDn2jZewb27ow4PxVaqwFltpvLYcQIv6Yw5J5/UpR/hewZPVPNpoum5IJFK0fftSeGvm5AoFQgSiYfYehKX3U7FkeNoE+OpSnVnckVeNQx7VTXV2blooiNR6BpHZDUUFVFSWopEIkGv1xMQcCrqf+DAgQwaNIhff/21pi08PJybbroJvV7Pl199xZtvvMGBAweIjY3lpgkT2PDTT6QcP87y5csZPmxYgwquEXoVc+5J4mimiZc/ScdiO2HjIBd4aHwsL92XTHRoyyh056Xl4RVcvXg5CxxO0SPS6+84PYO9qEzNYMfDT9QsKF02O5krv8ZeWUn76Q/XVLwE9w6mubAI0W5HGRKMOiwUha8WRfs2aONjMRUWkrd6PQUbNlKybRcuux1dqyS6vDgLTYxXdG1MRFF0CILwALDu/+ydd3gUVduH7+012U2ym7KbXggEQkeKSFUBRRS7oqBgV7BiRUERFSsqfK8Ve0dRsWABu0jvNaT3XreX+f4IBNZskJ4Ac1/Xe73mnDNnZ5bdnTO/8zy/h+aKrgsFQQi+hX8QxMfHM2/ePGbNmoXBYAgQW/fy6quvMmz4cIYPH45cfvL8ZGtiorCccxZFX33Xqi/mrOE05eajjbMiIKCJNCPXaTF2y6D7rAfwe9zINZoWwSj6zOHkvv9pq+I/KlMEmoMostMWeXl53HrLLS1iKzQLmK+88grzXnyRosJCklNSDnv+40FVvYcmh4+tOcFTxL/7u4rxQ6OoafC0iK0A23KbmPXGbk7LMHLpyGh6dw7FqFewJbsx6DwAgh98B/idFOlY6JPikYeEkDnjbgq//JbCL5uzKnQJcWRMn0pjTh5+j/c/0xMPBWWYkeo1G4gaNpjyX/5o1W8dO4rNs58m5uwR1KzfFGSGZpyV1QF/r169OkBshebq17fddRfvL/g/dt/1MJ6GPZsmMhld7r4VrXj/PC4c7fvmoVLX5OGnlVW89W0xdqefyHAFM65JZckfFfy2vgaFXMq5p5t45b4Mpj23nW//qkQqAa1axrNT04k5QarNHyw+p4us19/F22QjY/o0dMkJeBubmiueWy1Yx47CXhLcc/FURiGXYg5Tsim7mu/+ruKha1JYtLyMLTlNGHRyxg42k5kSQmZKCCrFCSPSH5PNEJ1Ox9ChQzGbTPz555+t+i++5BJi9rNmstvtdOrUifz81htjcrn8qHhWa6MiSb3uamrXbsBdt88SIrRrOsnXXMmaafdhL2q2UQrt0omMu6ey/pMv8Xu9WM85u815Qzsd/howrFd3tPGxeBsacde3LSp76huIOXs4ttxkooYNRpeUQOFX35Lz1gf0eW4OyiMILDhYNm/ezKOzZrFmzRqkUikjR47kvvvvJzW12S82MTGRRx55hKuvvprsnBzCjEaUKhUWq5W4uDjsdjsGg4GrJ06kvLycmY88Qn19879DZUUFUtmx/854vfDEOzkBz/Nuj8DzH+axcEY31ErRu1Xk2HDyPL2LiBxD9BoZg3sY+Wx562ib2Eg1xpB9XyWv00nO2x8Gjd4pWbqM5ElXEJKcCDSnT66752Gc5c07pDK1mq4P3EnU8MHINRqc5RVUr1hNY1Y2SkMombPuo+K3vyn9cTnF3/1E2g2TjnrKp8iBEQThO6C1SngYKJVKEpOSeOPNN/kryKJ0L2vXruWGG244Gi95TPE0NeFtsiNRKpBrNc0+kBIJKqMB6b/EYplKRdJVl9KwfRcNu/ZVhw7tnEb8xedTvXYDq6fei8/pJGroYBIvvxBtXCwypQKZMjCCUhtnoddTs9jyxPO4a+sA0CXG0+OxBw9bLPL7/ZSXl7csCP/Nr7/+So/u3Q9r7uOJ3y+0ZWEJgAC4PH4q61oXJvP5YcWWOgB6pzcv6GVSCRaTipKq1r5sI/uFY9CLy4oTBYXBQO9nH2Pb0y+1RM4A2PILWXvXQwx482VKl/5M0qQrkLfhz3aohGVmsG3uPDKmT0NhCKH4mx8RvF7UUZGkTLmKkqU/43M40VpjDlQ/MiBTpLGxkTffbK6uPnb0aK4cOw6Vz49PIeenlf9QUVpK+tQbkCqVCF4vIZ1SaMotEO+dx5Gjed88VFZtq2fB5/ui7CafG8vshbtbirq6vT4+XVbOlpwm3nyoG7klDnQaGRaTmuiIjp3BcDi4qqqJ6NMTtSkCTUwUWx9/Dntxs9AkVSpIv+0GjN2PjrfjyYZOIycyTMWOfBvPfpDL6AEmzj3djN3p46dV1UQYlAzoZmzv0zxojuVmSEJCAnK5nAULFjB79mzKyspQqVRMmDCBG268McAHX6vVctvUqfz8888I//rhv+KKK4iJOTqZFqGpyZz26gtU/r2S2nWb0CUlYBk1ghWTp+Lfz2u2Yfsu1j/wKKnXT2TrU/MQ/H70KYk0ZecFzBfepyfq6LajMr0OJ47SMlzVNchUShSGUJQGA0qjAQB9Qhx9np1NyU+/oo1tXd9jLyGdUqhZtxFvYxObHp2LKiKc7o8+QPFX3+Oqrj7mgmtWVhYTrryyJdLY7/fz008/kZWVxTvvvktCQkLzQIkEvV5PZmYmRqMRg8HQ8m8XERHBxo0b+eJfG6MAvXr3JsxoPKbXUN/kYUNWQ9DgKb8Aa7Y3UFXnxucHnVpGZLiSyFOkJoHIsUd8MhIROQgiDEpG9o1g9fYG8kr3eQCplVLuvSqRqPB9P8p+h5OmvNaFF5o7/biqawhJTsRRWs6aO+4PSCHxOZ1smvkkAxMWoIoIZ/0DjwU8CJcsXUb6bdfjqqrGVV1N4+5c6rfvAIkUY7cuaC3RyI7Sg7HI8cESE8Off/6J/AD+vlqttkOnrvu9Xhqzctj58muYBvZFY4mh+Nsf8bvcRA4ZiC7Oij4pEU1M4MJUHWki9fqJ+JxOXDV1qMKNyHRast/+kIrf/moZV/jFEir/XkWfF+agT4xvJd4qdDrMgwfQ/7V5uGpqkcplqCIi0FoPbZEuCAJZWVn8snw5a9as4cKLLmpzrMNuPy478keKXiPH7vTRJVHH9rzWRcdG94+guMKF5wCRqalx2paCUF6/n+vPj+Xp93NxuPYpuV0SdaQn6JDLRBHrRMHvdIJfCLjHtPS5PZR89xOhnTvhrqlDbjk6diYaawy9n32c9Q/Npu8LT2AZdSaOsjI8DU3kffAZtvxCFKEhhKSloDJHkL3wPfyuwM0AbawlwFLH7/fj9XiYcdfd9HL6qZwzD2FP2snIQaeRmJSMc/sudr/5Hq6qKvq9/Aw75v0PQ0b6UY3eFel4VNe7WbikiKQYDaMHmogKU9Jg97aIrfuzLddGbaOHIb2CF2M7WfB7veR9uAjL6JFse24+juJ90ax+t4ftzy+g/+svtuMZdmwSYzQYdHLqbV4W/bIvCEMpl9C384nnC30kmyE+nw+Hw4FGo0EWZD1ktVrRaDS89vrr1NXVER4WhsVqJTy89XcsPT2d999/n0ceeYTs7Gz0ej1TpkxhwoQJaDRHr+5HSHIiIcmJ+C69EKlCTu4HnwWIrXtxVVYhVSiQqpTsnP8a3R68i/odWZT/+idSuZzYcWOIGn4G2jbuje76Roq/Wcqu/73Zcg8zdOtCt/vvQPD5UEWE47Xb2fnya8hDQzAP6EP0WcMo++nXgHn0KUkgCAHt9qIS7EUlRJ81HL+79Wb50WbVqlVBbR3y8vIoLCwkPj6ezZs38/XXX+P3+Vi9ejVZWVk8+OCDDB8xgri4OMxmMzNnzWLSxIkBorpMJmPGjBkYw45tUcKcYgd1Ta09gvdSXuPm+xWVZBc76JkWwkXDo/D7ITpCFF1FjhxRcBU5Kvj8AjaHD4VcgkbVfNN1e/2UV7uorHOjkEuJNCqJDFeekIbUEokEa6SaByYmsbvIzrY8GxaTiv4ZBuKiAn+MZTotYZkZ2PYTXSVyOeG9MpHr9XhtdhzlFdhLSoP69QAUf/MD5tMHBH0Qznr9XXo/O5v6Ldv4a8L1+58kmQ9PJ+asYaLoegIRHhFBRteuRLXhzyqRSBgwYMBxPqtDoyk3nx0vvUrKtRNoysmjaXcO1jFnUr1mA9ufnU947+7EjD6TyMEDUJv3RabJtVqMmRmU//Y3xd8sxVFeRY/HHggQW/fiLCunfvM25BotWmvr90oql6NPjD/sarHQXMBhwoQJ1NTUAHDeeeehUChaGf0DnDt2bNAHjI6GTiMjM1mPyajgmQ/yqN9vwZlk0TCkVzhVdR6kEshM0bM5O9B6QKOSMrx3OFJp8++22ajklS8KuefKJCrr3FTVu0mxaqlv8hKqEZcUJxLu+oaWiPBg2ItLcZSWowjRozKFIzsKmz5SuZyIvj0Z/N4rOCurKf1xGcbuXVu+87HjxmAePJDcDz6l24x76Pfy02yZ8xy2/OYIxfA+Pen20F0BEa4Gg4Hrr7+euJpGSua/EfB6tX+vojTciEQipdPNU6jbvpOy5b8TPXIojtIyUXA9yfH6BIb1CscYomDR8jKsZjUxprYfoIsqXHRPPY4n2A64qqpp2LGLpAkXB4it+1Ow6CuM3bq02twUaRZgnrs9nVlvZLf4mZuNCh66JgXLiePdekR4vV4KCgooKSmhuroag8FAXFwciYmJAeui4uJi7rzzTlat3FdwauzYsTz8yCOt/DrVajWnDx7Mx598QlNjIwqlkujo6GNmpbU3U8pWUNTmGHddPXKtFndtHRsffgJjZgZxF5xL1PDB6OLjDvg8W79tOzvm/S+wbct2ts59kW4P3o0qIhxPQxNV/6zB72ne4Dzt/54jrEc3ir/5Ab/bQ/RZw9HGRLF17rxW89sKipr9W8OMh3X9h8L27dvb7MvPzyc+Pp6tW7eyZfNmGhsbGTp0KFOuu45HHn6Y1LQ0IiMjUalU9OvXj8VffsmL8+aRlZVFt27dmDptWostwbHC4fLxyc8lXH2Olbe+CW5R3Cley5e/N2+gbMhqJMKgxOcXiAxTtqx/RUQOF/FOKnLElFQ5+WllNX9srCUsVM4VZ1mICVeyMbuR5z/Kw+1p3sky6OU8eXManRP0J+SPV4hWTnqCnugIFYMyjSgUUvRBBAaZUknC5RdR8uNy/C43cePHYjn3bLxNNvD7kWrVeO2O5r/bwFVdS+3GzUH7/G43MpWKrFffDuwQBDbPfobQ9LQj8hQSOf4kJSXhdDp57LHHmDlzZsvur0Qi4am5c0lMTGzfEzwAXqeT0p9+Jebs4ayZdm+Aj2rsBeeSeOXFzdE055yNvagkQHAFUEWEE3/hWCKHDETw+6lZs6HN16peuwF9SlJQwfXfCIJwSJs7lZWVvPzyyy1iK8Bnn33GXXfdxdy5cwPGnnHGGURHRwcUDOjIJFq1yOQSZlybTEWNm4paN5FhSpxuP/e8vBOHy8+o/iamjItl6Yoqlq+txu0RyEzRc9OF8TTZ9wnOUeEqpl6SwAP/24VcLsWgk/PjyipuvCCOuGhxo+dEQqZWwQG+I4YunSj5YTnZb32AyhSOoUv6UXldiUyGJiYaqUpF7YYtlC3/g+gRQzB270rDrt2sv28m6VNvQGuJQWe10P/Vebhqa5HKZKhM4ShCQlrNOahHLzbf8UDQ1ytdupxuD93N1qdeoO8LT7Dh4cexnjNK3Jg8yREEAb9PQKeR8criZsFeqZDS5wBRiJHhHTeT5GjRsCsbaI50bQt3TW1zlLgouAYlNVbHi3d2pqbBg98P4aFyzKdQ+nF2djav/O9/LF68uKWtc+fOvPjSS6SnN98nnE4nLzz/fIDYCvDNN9+QkZHBTTffjDSIrYvZbMZsbrsQ6tEmom8vihZ/E7RPG2fFs19kZ93WHSRPugJdrPWA60uv3U7u+58G7avbvA1Pkw2fy4VEJkMZZsBZUQWCwJpp9zHog1dBIsFTW48uIZaND84OOo8+OQGVOQJ1VOQhXO3hkdmtW5t96Z068dFHH/G///u/lratW7eSmJjIww8/zM8//0xaWhpmsxmNRkPPnj2Zv2ABNpsNvV4fYC1xrPD5Bc4fEokUGD3AxNJ/qgL6h/UOJ7vYHlAE77f1NZze3Uh9k5ewULEQrMiRId5JRY6Ikion057bTlX9vgfy1dsauPnCOFZvr28RWwHqm7zcO38Xrz/Q9YQuQmA4iArcqkgTvZ6ahS2/gJDUZLY//RJhvTIJ65mJraAIT6SpuWCHRBLU6zXyjAHUbgxuo6RPTqRm3cbgLywI1G7cLAquJxgymYxu3boRHhZGn7592bp1K1KJhB49e2K1Wo/LguRw8drshKansmnmk62KVhV9+S3dZ92PVKWibtNW5Lq2r0NtigBAYWj7YVifmHDAiDyvzYa9qJTyP1bgLC0jon9fDJ3TDqq4XG1tbUB1VYA//vgDg8HA/AULWLduHbU1NYw880zi4uKIjY1Fp9P957ztQWm1k+JKJ2qFFJlMikwmIUQjo1OcjohQBV//UUlRhRO/IDB6oJmMRB0+P0gloJBJuP3SBGRSCaXVLiQIvPZ1MTOnaDAbmzMUOifqeeW+rlTVufF4BcxhSsxGBcoTp1CICKAym6heu4HIIYOo+P3vwL6IcLSxFmQqFTGjR+K1O3BWVrXaMDmi1w8Po/vsB1l1010U7vfAa+zelZizhrc80KoiwlBFHHhzQ6NS4q6pC9oneL2AgKe+AVthEcbMrthLSomNPvYPqiLtR16pA7vTxyc/l7W0FVe6iDGp0WtkNDkCq53GRaqxHCD69WRhbwq0VKFEqlDgD5LBEXP2CGSqk/+9OBIiDEoiDCe/QP9vfD4ff/7xR4DYCrBjxw4enTWLZ597DovFQkV5OV999VXQORYuXMgFF1yAxdq2b+nxwtClE7qEuJYsir2YBvRFG2ul5xOPUPbLn2gtUcScNRxtnBXJf2Q3+dweXG1kMELzWlUQQGUKJ3nSlWx75iUA/B4P3kYb7ppa9IkJaKIjUUeZcZZXBhyvsUQTkpqC1hJ1XLJGM7p2JSYmhtLSwIj4zMxMVGo1r77ySqtj8vLyqKysRCqRtDpHnU53XNfPeo0ci1nNe9+XYjIquP/qJFZtq0dAoF8XI2XVLt79viTgGK9PQCIBmezECxAT6XiIgqvIYeP3CyxbXR0gtu7lzSVFTJ+QxJrtgZ4vTQ4fRZXOE1pwPRhURgN+t5uwXj1Yef00kiddia2gkA0PPNYyxnLu2SRfcyU5b30QcGxoehohaalorJagFdzV0ZEItO236HO6EPx+sSDICYjFaiXGYiE8PJympiYUCkWHT1uXa9T43Z5WPot7qVq1lrAe3VCEhqKK+G9vPG2sBW2cFXthYNqPVKUkvG9PFG1UqxV8Pmo2bGH99EdaHiA9NjuamChc6zch+HwowsNQR4SjDCLqSqVS9Ho9DocjoP2bb77hp59+4udlyzAYDEgkEkKCRNh1FEoqnazaVo9GLaO82sXnv5ZT3+QlOkLJTePj0Kpk7CywEaKVcf9VyXz+SzmLf21Oo4qLVHPj+Dje/a6YXYV2pk9IZHuejeo6Dw1NHszGfQ+XUeGqAO9qkRMPhV6H+fT+KI0Gwnp0o2DRV3jtDsyD+hM1/Aw89fVEnjGA3Hc/xtPYROTgAaRMvoqQlKSjdg6hnVI5/b1Xqd+xC3txKcZuXdAlxLVswBz0tYSGENG/N+XL/2jVp4mJwrOnArTf7cEyaiQqUziaAxQ7ETmxcbl9/LiymtO6GloJq299U8R9Vyfx8c9lbM1pQiqBgZlGrj8/juhT4DdNlxSPMiKM4m9/IPmaK9n9+jsB/frkRCJO691OZyfS0fF6vXzyySdB+/7++29qa2txu91UVVYGtWMCqK+vx+F0HsvTPGh0cVZ6P/c4xUuWUvrTL0gVCmLHjSGifx/kOi3RI4YQPWLIIc2p0OsxDzotqC2cTKtBGWZErm7+rYkeOYSm/AIKFn0Nfj/u2nqy33wfAGWYka4P3EXxku+p+GslEglEDR9C2g2T0CclHPnFHyQmk4nH58zhy8WL+fHHH1EqlYwbN46BgwZRW1uLv43KrKtWreLBhx6ipKSEoqIiTCYTsbH/HQBxTBAEquvd/Ly6Go1KSo+0EPqkh7JyWx2/rWstjidZNESEKlrqF4iIHAnip0jksLE5ffy1qS5on9sj4GujCEuT3Re0/WQjrE9Pct76ALlWi8oU3mpRW/Ltj6RMnkCf5+dQuPhbvDYb0WcOJTQ9DZlWAzIpqddPInvh+y0FQNRRkXSeegNeu53dr7wV9HUNGemi2HqC0tDQwLJly3h89myqq6tRKpVceuml3HzLLVg7QCRAMORa7QEjVxEEJDIZYT26HpTAoYuPpffTj7LtmZdbIrl1CXFk3Hs7DVnZWEefGfQ4W1EJW+Y81yK2Jlx5CTEjzmDHi69Qt3ELMq2G2LGjiRwykND0tJYqsXuJiori0ksvZcGCBa3mHjlyJOHh4R02onUvXp+f39ZXExaqpLjCGbBjX1btZtYb2cy+MZXwUAVXnh3DK4sLKa7cVyyisMLJYwt38+h1qdidfkL1ch783y5G9o2goNxJSmzHvn6RQ0cbE41cp8Nrs2Ho2pmGHVnUrN9E1co1eOrqKVv2W8vY0h9/oeqfNfR/bd5RE10lEknzJkus5YjmkWs0pN1wDVUrVuNz7PcgL5GQMuVqct79GKRSDBnpKIwGNJHHL2VV5PhTb/OyPb+Jrsk6dGoZNue+dWdxpYu57+UyfUISpgsVlNe4WbWtnrtf2sGVZ8cwom8EYSEnbwqpLj6O3s/MZse8/+Esr6D7Yw9Q/sufeBoaiR45FFP/PmgtR6cqvMjJSbACSntxu90UFRVhtVrp0qVLUP/PoUOHBhROam/0CXGk3XQt1vNGg9+PbM+6VqE/vDWPVC7DOnYUJd/9hKu6JqAv9bqJAZv+qohw0m+9noRLLsBd34AiRI8yPAx3Te0e79jHiTlzGJkP34NUqSK8d/dD3pA8UtRqNSaTiSuvvJIp111HfX09vyxfTmpqKjZb2/Z4MRYLb77xRotAn5qWxtNPP03Pnj2D2kkcS6RSKQMzw1i/qxGHy88/W+pZt7OBRyansmZbQ8A9QiGXcN24WGKjTu7gMJHjhyi4ihw2SrmU8AP4msjlwX9ME6KPXrXJjoxCo6YxKwfTwH6U//pn0DHZCz9gwJsvk3jVJQg+H7aCIsqW/w6CQN6Hi+h06/X0f/1FPA0NyHU6lBFh6ONicZRXkHDFReR/9HnAfClTrjqqKZ8ix5dNGzdy5x13EBISQlRUFJWVlbz//vt4PB4emjGD0NCOWQFXlxDXZmqiqX9fJDIZ+uQkNDH/LbhKJBJCUpPJnHU/nvp6fE4Xfo8XuU6L5azhKEKCR7i6a+twVTb7MoWkp2IdPZJ/rp/WEnnrszvI/3QxjrJy0m68ppXgGhISwkUXX8zWbdv4dT9rga7dunHP9OkdXmwFqGv0IiBBKpHwxa/lQce8820J5w4yYdDLA8TWvbg9AruL7NidPj76qQy9Rsbp3Y24PMEjGEROfJShIShDQ1Do9XibbJT/8gfWc89m/b0zW431NDRS8sMyEi69ELWpY1Vz1yclMOjdVyj47Etq1m9Ca7UQM2okxUuWYi8oavaFjbMiP4oVr0U6JlKJBKtZzafLyrnirGjeWBKYMaFSSpHLJdz6bKAY9PJnBXh9AhePiEZ2AtYaOBgkEgnaeCtpN03GXVMDAkSfNQy1KQJ9ShLK0I6bwSHS/igUCkaeeSYfvP9+qz6LxYJCoaCkuJil33/P9Hvv5eabbsLl2rfWCA0N5cabbupQgivsKbx6gCKKPrcHV0UlPpcLuV6H5j+8U/UJcfR9eS4l3/1E9doNqCLCsZ47Cn1KIlpr4IaGXKtpKfgqCAKdbp7MljnPAeB3uSn+9keKv/2RXk8/etzF1pKSEu67917++GNf9sjIkSOZOWsW8fHxlJeVER8fT0FBQcBxEomEM844g2lTp7a07c7KYtLEiXwpaqWEAADSZklEQVT+xRd06tTpuF0DNFsEJEariQ5XUlbT/Fzg9gi8sriQJ29OY9W2erbkNpEUo2HUABMmg4Lw0FPPMkTk2CAKriKHjUop5bwzIvl7c12rvvR4HXZn60jWK86KIeoUKEoAIFUqCeuViaO4dI+HXGuURgNShYKiJT9Q+uMylGFG0m68lpq1G0i76VocJSX88783YU+6RljvHmTOuAddnJWES8djGtCX6n/WIpFJCevZHY01+ogjhUTah/r6ej7++GOee/55nA4HdXV1JCQksH79et555x2unTy5wwqumugouj/2ABseerzlswoQe/45hHZNRxUefsgPcdqYKDgIgXYv+3tqdbnrVgoXLwlqc1Dx+98kXHpB0DmSk5OZPXs2lZWVVFRUYIqIIDompv1SoA4RqRR0ahkSCa3SaPdSUO7g9ssS2F1ob3OenBIHoVo5Y08307+rgde/LuKJm47v4ljk+KMI0WPMzCB2/Fikyrbv0/Vbd+BpaOhwgqtEKkWfGE/nO2/BWVGFs7yCvE8Wowwz0P+NlwhJShDF1lMEvVbOiD7hPPrmbm68IJYbZRI++bmMuiYvVrOKe69K4uXPCoIe+973JQztFU50xMlrL6AyGFD27YmzohK/y41MrUYdKW7Wi/w3UqmUSZMm8dOPP1JRUdHSLpPJeHzOHOa//DJLly4FICsri/kLFrBq1Sp2bN9Ol4wMevbsyd133YXD4eDTzz4jKenoWdQcK5yVVTTm5OFpaKRxVzZly34n/fYbiejTs80oWIlMRmhaCqqrw7COG4NULkcRqkdpMAQd33KcRELUsMEglbLr/97AXV3bnN047UYi+vY8BlfXNm63m1dffTVAbAVYtmwZycnJTJ4yhZiYGF5/4w2mTZ3Kzp07gWZRfeasWXzx+ed4//X829jYyMaNG4+74KpRSckudnD3lYlsyW3ijw216DVyzj3dzIotdcSYVIwyR7ByWz1SiQST8eT9/Rc5/oiCazshkUieAc4D3EA2cK0gCHV7+h4ApgA+YJogCD+013n+F5YIFbdeFEejw0dcpBqfH5RyCaF6GRU1bh66JpmfVlWjUkoZM8BEWpwWnebU+dhZzh7B2nseJn78WKpXr9/XIZXS6ebJKEJD2b3wfaQyGRnTp9KUncemR56g+6MP4K6ro3DxtwHz1a7byM75r9N95r3oYi2ozRGEpCaDz9/sC3SAgkMiHRu32815553HPffcQ2NjY0v7Oeecw5133nnAFK72RqZSEjl4IGd8/CbVa9bjbbIRsSct8d+RpMcKVUQY+qQEpGoVzvJKmnLy2xzrtTva7IuLiyMuru0oh45MeKgSc5gSvwChOjkNttYbPUkWLbsLbaTFtx2x2z0lBJvTy/pdjTz/UR6zrks7qcUHkX2owsOIGjoIW15hqz6FIbTZ265vT/xeL47yiv+M8mkPpHI5Wks0Wks0xu5dkUilx6WwiEjHQa2UYjGpePzGNF7/ugiH08/VYyxo1TKq6z2UVrkoLA/uIdnk8OF0n/wR/RKJpEN+f0U6PsnJybz3/vv89ttv/PXnnyQkJnLxRReRX1DQIrYCbNmyha1btlBTXU1YeDj/rFjBa6++2tL/fwsW8PicOag6aIE2T2MjniYb7rp6Cj79EkEqIfXaqzAPOg1PYxO2giJUpnBkajVynRbpv2ouuGpq8bu9qCIOLehAaTQQN24Mpv598btcyDTqdslerKio4OOPPgra99FHHzH4jDMIDw8nPT2dt95+m/Lycux2OyaTiY0bN/Lzzz8HPTY/L+8YnnVwQnVyosIVLF9bg1Iu4fbLErDZfVTUuhnSK5y8UgflNS4mnxdLrFm0EhA5upw6ylfH4yfgAUEQvBKJZC7wAHCfRCLJAC4HugIW4GeJRNJJEIQOaXwaFaGkV6dQnvswj3e/a/YLNOjkTBlnZcXmehwuH/dMSKTR7iU8RIk5rGPeVI8V2jgrvZ6aSVNOHuF9elKzdgMAqdddTe36zVT+vbJlbNmy34gbP5bY88/BVVVN0ZKlQecs//VPXLdMQZ6gRaZSiV50Jwl2u52ZM2cGiK0A3333HQMGDiTMaGyfEztIZGoV+qSE42rkvz9aSwzdH32AvI8/x5ZfiD45gdqNW4KOVZ/E35n0OB0VdS4uPzOa174qatV/xVkxqBQS3G4/p3c3tvLhjgxT0qdLKI12L73TDUQYFESGKUXB6hRCodejjonC2L0rdZu2As22IZ1uvY6ctz8i971PQCLBPPA00m+/iZDk9vnOHwz/fgAWOXWIManx+gQ2ZjUiCLCzYJ/X4KUjo0m2atie19p/0KCTo1KIv3ciIm0hl8tJT08nKiqKMWPGIJPJEASBF+bNazU2Li6OeUHaAb7//nvuuusuYiwdKzPPVV1LzfqN5L7/KT6HE/Pp/bGOHYXGamHbUy9Qt3lby9iYUSOIu/A8bIXFhGVmIFOpkOt11KzfRNb/vYm9pBRDRjrpU28kND0V2QGyR/6NJqp916o+ny/ADmJ/bDYblZWVFBQUkJaWhsViwbLfv2N5eXBbK4A+ffse9XP9L7RqOZ0T9GzPs5GeoKek0kWIRoZGJSHCoCAtVtumFaKIyJEifrLaCUEQfhQEYW/40T/A3pzV84GPBUFwCYKQC+wGTmuPczwYbE4fs9/KZnv+vkVrvc3LCx/nM2qAic3ZTVTVe7hz3k5+WV/T4Tx7jjUSiYSQ5ETMg06j20N302/+MyRPnkBoelqA2LqXwsXfYBrQDyQSPHX1wSf1+/G5g1f+FDlxqaqqoqysLGjfd99+i+IQFmmnKoYunUi94RpU4UZMA09Dqmr9nkUNH4zqJE6djDAqiY3UcHqPMO67OonIsOb3IClGw/0Tk/l1XTUhWjm9Oxu48/JEpl0aj8WkIjxUwcUjoph3R2fiozR0TQohI0lPVLhKFFtPQdQR4WQ+PJ2o4WcgkUlJu/EaNj/6NPXbdjQPEAQq/17J+nsfwV5cesjzu/dEB9lLyg57XWAvKaPk+5/Z8tQLFCz+Blth8X8fdJh4mmw0FZVQvzOLptwCXG3dn0U6FGqVDEOQKtM/rKzi4uHRQY+54uwYQrRiPIqIyH9hNBqJi4vDYrGg1+nQ64N47EskbRZI0ul02B1tZxy1B57GRna98hZbHn+Oppw8mnLyyH3vE3YteANnWXmA2ApQ+sNyGrZn4SgoYuVNd1G/O4eyZb+xfvojNOXm43e5qV2/mX+um0bjruxDOhefy427oQG/r31iriQSCb379AnaN/iMM9iwfn2rIJG9JCYm0qt371btmZmZJCcnH9XzPFgsZjWXnxVDTISS+Cg1GrUMtxcKyp1U1YvP1SLHDnFF0TGYDHyy57+tNAuweyna09Yhqap1k1/WOi1LEODvzbX06RxKo81LZkoIKzbXcf4ZkWhUp17EiVyrRa7VoouzYuzelZ0vv9bmWHtxCe66ekwD+1Hyfet0DHVUpGgdcDJyANHB4/UiFyO1DgqdNQbJ6f3Z/MQL9Hj0AXI/XETdpq3ItBpizxtDwuXj0fxHapYgCCe0yBiilROilZMQraFHagh2l4+aBg8ut8B14+KIMTVnGpiMSi4cFs2w3hH4/QLGEDlymbgPK9KMLj6WTrdeR9LEy6jbvB1vkGrEtvxCHCVlrYqAtIXg89GYm0/+p19SvXINSqOB+IvPJ7xPj0OqjG4rLGbljXe2FMoDkOt1DHj9xWabnaOIq7qGxpxcnOVVyFRKJDI5sgoN2lgLOmvHiswSCcRkUHDZWTG8ujjQIqO+yUtNg5tZ16Xw/tJSdhfZiY5QcvHwaPRaGRpVx/sddNbU4q6uBQRUYUZUx7l4jojIgTAYjVxxxRUs+frrgPZ//vmHYcOGsXz58lbHXHjhhaxds4akpKTjXrW+LRwV1VjGjMQy5kxAwOd0svvVd6jftgN7YTHq6CicZYHRm3kfLSL+4nFk3H0bKkMIW2c/03piv5+dC94gY/pUlEYDqvCwNs/BY7M3C70ffIqjsITwvj2JGz8WXULccVubut1ucnNyuPmmm5g2bRqO/YRxvV7P3XffzTNPP01oaCi5OTmUlJaiUqmIiYnBarUSHx/PCy+8wDdLlrBo0SIEQeCiiy7ivHHjSEhov6yYCIMSh8vHo29m07ezgbR4LVW1bhxOH16fn9hI0edd5OgjCq7HEIlE8jMQbAv9IUEQvtoz5iHAC3xwGPPfANwAEB8ffwRnevg4XG37XFXXe4iJUBEVriI9QUtNvQel/MQVMY4WPqcTubZtfxi5VoPGEo0+MZ7Kv1biadhv91AqpeuDd4nFDU5ComNiMBqN1NXVteobP348FmuH3XcJwN3QgN/pRqbTotBp2+UctFYL3e67nfzPviS8d3fiLzkftdmELiHugBVeCwsLKS8vp662FqfLRVJSEvHx8YSEtO29VV1dTVlpKbV1dYSHhxMTE0NYWNsL6eON5SC8qMJDFcfhTERONCRSKbo4K67aegq/+KbNcY6KChp356AyRfynZ3NTXgGbZz9L3AXnEN4zE7+7uWBP5co1RA8bgiqs+Xify42zohJ7UQlIJGhjY9BERyGRybCXlZP1+tsBYiuAt8nGlrkv0ue52SiPYoFBW0kpPoeLqhWrKVv+O4LXS3jv7qReNxGv3Y6v0YY6JhpNdOQJvVFzMpJf5sCglXHOQBNL/6nCv2df8/TuRrQaOfMXFXDfVUnUNXmprHWz5M8KZlybgqyDbTw17M5hxwv/R/WqdQCE9+5Ol7unEtoppZ3PTERkH507d+ahhx5i7ty5LcWS/v7rL95cuJCSkhJ27NjRMnbYsGHExcXx5ptvMviMMwLS0dsLd0MDvqYm8j/6nMoVq1GE6LGOHUWXe25j+3MLqNu0ldC05FaCq6exEW2shZp1G4k5cxie+uA1Fxq276Rm7QZKvv+JHnMeRhuzTyIQBAFHaTl+t4emnFzW3/9oSyBGw67dFH31HQPefJmQlONTZKympoaGxkbmv/wyL8ybx8p//iE7O5tO6en06dOHn376iXumTwfggw8/pEf37rhcLiorK7HZbHTq1InExERuufVWzr/gAgCsVmu7C+sut49Fy8u45aJ43l9awkc/7cvQGdLTyK0XJxAVfmrZH4oce0TB9RgiCMKZB+qXSCTXAGOBkcK+nLpiYP+KLbF72oLN/xrwGkDfvn2Pe66+IAjotTKkEloWsfuTmRJCfLSap9/P5ZxBJs7sG9HhFrHtgUyjJrxvL3Le/aRVVKNUpSK0cyd08XHIdRr6v/4iJUuXUbN2A7r4OBIuH48+sX3EdZFjS0xMDC+++CJTpkwJqOp52mmnMWTIkHZfpPwXjvIKGnZlk/3meziKSwnN6EzajZMISU1Bpjz+gp4uPpb0qTfgrq1HIpOgiohoUwxpaGggPz+f+++/n61bmn1fMzIymHb77WTv3s3Zo0ahVrcWLgsLC7n77rtZtXKfPciIESOY88QTxMQcfLSeiEhHRSKVogozYOzaheI2fMVVYWE05RdSs2Ez5kGntRmp6vN6qfxnDSmTLmfrU/Nw19Y1d0ilJE24BHddLaowAz6nk4rfV7Bp1lP4Pc1pflKVkp5PzkQXF4uzsoryZb8HfY26DZvx1DW0Kbj6fb5D8nV11dThd7nY/erbNOza3dJes24T6+6bRb+Xn2bljXeiMITS5/k5GDMzRNG1g2B3enn9qyL+2lTHC7d3pm8XAy6PH51aRqPdy878Jox6OXVNXua8nYPFpOL2yxKI6WAFApvyC1kz7f6ADYaadZtYPfVe+r/6grgmFOkwhIeHc9HFFzNw4ECKiouRSqVUV1Xhdrs5//zzueWWW2hqaiI0NJSNmzYxY8YMunfvjlzeMeQIZ1kla+96qCXQxeVykfP2h9jyCug09Xoqfv2T+m07Wx1nHtAPuVZL9ZqNRA07A5lajc/ZOvtTa7Wg7d0drRSKflhOyuUXIVOrEASB+m07qd24Ba01hm3Pzm/1fOi12cl5+0O6PnQ38iDr0aONVCrF43azc+dObrrxRnr36UOs1cqa1at54/XXGTZ8OOPOOw+73c6unTt54/XXAVAoFJxzzjncdffdJCQkIJVKAwrRVlVVUV1Vhc/vJzQ0FKvVelzvmZW1bs49PZIvf69g7Y5AYfz3DXWkxuq4arQFqVS8j4scPTrGL9wpiEQiGQ3cCwwVBMG+X9fXwIcSieR5motmpQGr2uEU/5O8UgefLy/jvDMi+er3ioC+yDAlA7oaWPhNMbuL7Lz0aQGvP9C1nc60YyFXq1FHRdHlntvY+dKr+F3u5na9jp5PPEJIpzTkqmaBKiQ5kU43XoPX6USqVCJTiJFoJytSqZSBgwax9Icf+O3XXykpLWXIkCF06dKFyMiOXUnYWV1L1T9r2PL4sy1tVX+vpHrlGga88RLGbl3a5bxkSuV/Fh2ora2loKCAayZNora2tqV927Zt3Dt9Oo/Nnk1ZWRmJiYkBxzU2NvLSSy8FiK0Ay5cv54P33+fOu+5CJtpAiJwESKRSwvv0QB1pwlkRGFVq7N6V+u07yXrlLZInXUHlXyuJPW8MMnVr0crb2ITaFMG2p1/aJ7YC+P3kvvcJEaf1JiQpEXtJORtmPB7wwOl3uVk//REGvfsKtvwCpAol/mBe5lIp/OvhzVldg72wGEdpOWpTBDKdFplWjTY6ClmQB1dXdQ1+twepWgVSKT6bI0Bs3f96atZtJCQ9jcadWay980EGLJyPPiGu1ViR40+j3ceKzXUAvPRpPhPPsVDb4MHrE/h1XQ0ut5+xgyNJsmh4cFISFpOaFz/NZ9qlCaTGajuM/VXj7pxW0dwA7ppa6rfvEgVXkQ5FeHg4RqORsPBw6uvr6ZSWhlQm4/MvvmB3VhYKhQKPZ99v94Srruowa9zyX/4IzCrc2/7rnyRfcyWx54+m4PMlAX0KQyiWMWfiqq3FXVOD12Yjbvy55H30eat5kqdcxXV33kF2djbXXHEFE8rLiElIwFFWzsaZT5J2/UQ8DY1Bv+8AVf+swdvQeFwEV7PZTGxcHFKpFL/fz7q1a1m3dm1L/4gRIyguKeGnn37izz//ZPLkyfTp2xeHw0FqSgpOh4OdO3eiVquJjo5GpVKRl5dHTk4ONTU1yOVybDYbmZmZpKeno1Idp40uSbOlzI8rg7/Hi34pZ8xA0ylX5Fvk2CIKru3HfEAF/LRnZ+cfQRBuEgRhq0Qi+RTYRrPVwK2CILSPW/YBqKxz8fkv5Xz/TzVXjY7h9ssS+Hl1NY12L6dlGDirn4n7FuykrmlfpN6a7fUkRKtRKjrGIrY90cVZAYFec2fhqW9EopA373xao1vE1r1IZDIUOl37nKjIcUWpVJKamkpqampAe2VlJTU1NcikUiwWC9oO9nlwVVSS9b+FrdoFn4+dC96g9zOPoghWTKEDUJCfz86dOwPE1r00NDRQXVVFVVVVK8G1pLiYr778Muic77zzDhOuuipolGtTUxMejweDwdDho5Y7GhKJ5BngPMANZAPXCoJQt6fvAWAK4AOmCYLwQ3ud58mIPjGefvOfIfudjyhf9jtSlRLLqJEYunZu2WjJeecjej75CM7KSnRxsa3mkGk1yFQqXNU1QV+j6OulRPTrTfWqNUE9rQWfD1dNLeXLf8cyeiQFn3/dakzUsMGoIsJb/raXlrH+vlk0bN/V0mbISCfjvjuo3byNiD49kez5HnoaG6lZu5EdL7+GvaAIfUoSne+4CckBoq8adu1GFRFOI+BpaMRZVi4Krh0EqUSCVi2jyeEjt9TB9rwm3B6B174qahmzJaeJtDgt5ww0U1zlIqvQTmmVC71GRpKlfSxx/o0tv7DNvqbcvON3IiIiB4lUKsVqtWLdzwpr3rx5TL72Wioq9gXojDv/fPr3798ep9gKv8dL3ZZtbfbbC4vRxloY9P4rFH6+BFteAWG9uhM5ZBAb7n8M8+mnoU9OxOdwoo6OIvHKiyn88lt8dgeqiHCSJl2ON9zIxo0bAZj/+uvUO508+NBDOMsqCOvWheIlPzR7x0ql4G9t2acMD0NynAJvJBIJsbGxXHfddbz2WmDdkdTUVDIyMigtKeGLzz9n1qOP8sfvv6PT6+nbpw+7srJ47tlnKS8vR6lUctnllzN58mR++vFHXnjhhRY/2G7duhF5xx2o1Wo6dep0XK6ryeGjqs6Nxxs8MbjJ7g2atSsiciSIgms7IQhC6gH65gBzjuPpHBI2h5fcEgdrdjRX6X1/aSnhoQqG9AxDo5KxJaeRFKs2QGyFZr/XukYvkeGi4CqVywhJSkATHYm3sQmpUvmf3ncipx6CILB582ZmzZzJunXrkMlkjBo1inumTz9glU9BECguLqaqqgqPx4Neryc0NBSz2YxSqTzq5+lzONoUUeq3bMddU9/ugqvNZqOstJT6hgYMBgPR0dE4nU6qa2ooKipq87iS0lIGDhrUqr3JZsPtdrf5Wr5/VZWtqalhw/r1vPrqq9TV1XHu2LGMHz8+INVK5D/5CXhAEASvRCKZCzwA3CeRSDKAy4GuNGeG/CyRSDp1xM3KExl9UgLdHriT2LGjadydTfkvf5D/6eKAMU3Zuejb8JiTq1RBI1/34m1sBL8fT2NTm2NkSgXVazYQO24M9Tt2Ub91nyegLiGO9NuuR65tLnrhc7nY/cZ7AWIrQP22nRQu+grreaNwlFe0+OhV/rmSjY88EXAta6beR5/n56COMuMsr2x1PoaMzhTuJ/y6amrx2Ozt5l8tso/wUAUXDo/i3e9KAOiSqOfRN1tXCc8qtCM9HWR7AqNdHj8bsho7jOAamt7m4wKGLunH8UxERA6fbt268fEnn1BYWEhNdTXJKSlERUURHR2s1MnxRyKXEZKaTNU/a4IPkEpYfdt0ej87G7/bQ1jP7sSMHIIgkdL1vtvZueANUq6dQNbrb5N23UQaduyiy523IJHL8Ht9qJMTuOa+6QFTfvTRR0yeMoUQtxuJTIbf46Zq5Vqihp5O+S9/tDqFpImXowozHoOrD47FYmHipEmc1r8/777zDo2NjZxzzjn07dePzz//nNGjR5OalkZFRQVpnTpRVFREamoq907fd51ut5v33n0Xh92Oz+cLKL61ZcsW5s2bx/333XfcBNesQjvlNS5SY7XsLrK36u/fzUCIVtQpRI4uouAqcsiUVLlosHkJD1VSVt0sONQ0ePhyj62ARALjzmidHpJk0eDxidtG+yPXaJBrAisi+lwuXFU1CD4fCkMoSsPRK/4hcmKxa9cuJlx5JY2NzSlOPp+P7777jt27d7PwrbeIjQ2MInO73RQWFlJdVcUDDzxAdnY20dHRWCwWrr32WuQKBYMHDz5gEajDQabRtOlZpbFEA+37vS8vL+edd97BEBpKeHg4Hq+XpqYmxowZg9PhIP4AFVM7d+6M0Whs1e5xu+nZsycbNmxo1Tds2LCAwlkVFRW88847LJg/v6Vt586dfPLxx3z8ySei6HqQCILw435//gNcvOe/zwc+FgTBBeRKJJLdwGnAiuN8iic9MpWKhl272fHC/7UxQIb8AGKjOiYSqVIR1A4gdtwYpAoF4T0z2zxeolIRPXIom2c/Q8qUq0m8/CKclVWowsMISUvekz3SjKu6ltLvfw46T8mPy4k5ewQ+W/PDX1NeATvnvxZ07M75r5N87QS2PTUvoF1pNKCONLVEIEpkUqRKJT6bTRRcOwAymYTzTjeTVWBjQ1YjdY3eNsduzm5Cp2muSRCilVNZ6zqOZ3pgdPHx6JMTacrJC2jXxse2ubkhIrKXjpQZkpycfMBggfZEIpFgOfds8j9d3Or+ZMzMwJZbgNdmp2HnbmrXb8KWX0jk4P4YuqQTkhiPNs6K12ajx6MPULFqHaaB/VAajci0GoobG5hwy00UFgZGq3u9XhobGoiMjqJm3UaSrr6MbU+/RPdZ9+FzOFrEX4lcTtJVlxLeu8dxez/2EhsbS2xsLJ06dcLpdFJeVsYvv/zCsGHDsFosXHH55SxcuJBbb7uNmupqPvnkk6DzLF68mOeef57FiwM3abdu2YLH48Hn8x0XGy6tSsa3f1Uy7dIEnnwnB/d+ka5atZTrz49DqxblMZGji/iJEjloqurc+PwCTQ4fy9dUc85AE9tyW0eiDOhqYHN2oAfO5WdFk1fqoG9nMYrzQDhKy9n95nsUf/sjgteLsXtXMu6dRmhaSkvao8jJQ11dHQUFBWRnZxMWFkZiYmJL6rogCCxfvrxFbN2fXbt2UVRUFCC4+nw+VqxYQWVlJXMef5yuXbty1913U5Cfj8frRSaXYzAY2L17N7169Tqq1yHXabGOG03Bp1+26ou/5AJkmmPvN9UWPp+Pv/76i9jYWP5vwQKKiorQ6/VcceWV5OXlERISgt3hoHv37mzatCng2IyMDHr06BG0eq5CqeTGm27irjvvDNixDw0N5Y4770S3x/ahoaGBrKwsXvnf/1rNUVxczC+//MLEiROP8lWfEkwG9q7srTQLsHsp2tMmcgyI6Ne77b6+vVCbItrs18REk3H/HWx57JmAdmNmBmHduwHNGzgxo0ZQ+sPygDFx48diyysg/qLzkCoU7H79XRAE9EnxxF92ITLtv0ROv7+l6Na/8bs9zQW01Epc9Q04yipa+dPupSknj4i+vUi4/EIKF3+L3+Mh8owBxI47h21Pv9QyLvmaK6nbvO2A74/I8cUcpuL+SclU1Xqorg+ekQBg1MvZlmfjkpHR/LK2molj2r9i+l50cRZ6Pf0oeR99TunSnxH8fmJGjSBpwqXo41tbd4iI/AsxM+Qg2Wuds3XuizRl5yKRSYkaOpjoM4ey6dG5ADRm56Eym5Cp1QH2NVpLND6/wDvfFrGyKIMbMsKQf/kOLo+Hd6qKW4mt0GwjFmowoIo0k3DZhUikUow9urLp0aeJv+g8rGNH4/e40cXHoTab0cS0n9dtfHw8dXV16HQ6UlJTCQkJISQkBJvdTmxsLBs3bCAyMpK//vor6PE+nw9vG/djJJLjVvMgLV5Lo93Hxz+V8fDkFFZvr6ew3EmKVcvogSaSYjT/PYmIyCEiCq4i/4nL7WPj7iae/yiXe65M5MeV1bi9ArmlDq4eY+HTn8tweZq9ZvplhHLThfHklTpQ7fFq7ZKkY/3Oekb2jSJEJ37k2sJVW8eGGXOo27Slpa1u01ZWXn87g957VfSFO8koKyvjqSef5Mv9fEBNJhML33qL7t274/F42LF9+wGP35/S0lLuv+8+pk6dSpeMDEaeeSZTb7sN/34+ULfffjvx8fF069YNxVH0gVJGhBMzchiC10fxN0vxuz3IQ/QkTbgETXRkwKL0eFNRUYFMJuPBBx5oaWtqauL1117D7XIxecoU3B4PN99yC5s3beKrr75CEAQuuvhixo8f32Y0hikigpLiYp5/4QXWrF5Ndk4OndPTGTZ8eEABiLKyMkqKi1tZDOzl+++/59JLL0V9HIognAhIJJKfgWA5hg8JgvDVnjEP0exx/sFhzH8DcAM0P0CIHDoaSzRd77+DrXNf3Oe1KpGQcd/t6OJiD7g5KFMqiRkxlNC0FIqWLMVVVYN1zJmEZqSjjmwucCfTatAlxJM5816qV64FqRTTaX1o2LkbrSWa9Q/PITwzg24P3Q0IeJtsSBUKtNZAz2SFMZSI0/pQvWptq/MwDeyHRCpFrtPhqqzCWVGJMswYWMxrD9pYCwq9jvRpN5I04dI9XrJ1NGbtJrRzGuG9e2AedBrVq9YSM+ZMlKFHN4NA5Mgw6BQYdAp0WhlGvbyV3ZVUAqd1NZAWr2N7bhOpsVqiwjtWwRR9Qhyd77iJxCsvBgRUZjOKdtzIFDlxEDNDDh6pXI6xe1e6P3IvjXsiyqv+Wc3GR55E8Db/bhi7daZhZxaZD09vuWftpa7Bw/crqqis8/DYRy7emDCOjXc/yOT7pvHDsp/xegN/eyZfcw0xMTHIVSqs556NraCQZPPlCD4/VStWYSsoxHz6AFTmCDRm03F5Dw6E0WhslfGVkJDAoEGDaGhoYPfu3XTLzAwqLms0wYVMlUoV4PV7rImJUPH4jak88vpuHnl9Nz3SQogKU9I7PQSrWY3kX0U3RUSOBqL6JfKf5JU6mflaFrdflkBFjRub04fJoKRbsp68Ugd3XpGIIAhYzWoMOhnxUWpkUglOt4+dBXZKq5xcOjIGq1lcHB4IZ3llgNi6F5/DSdnPvxJ7/jkIPj9qUzgSsfr5CU9ubi5nDBnC4MGDyS8o4KMPP6Sqqoo777iDhW+9RVxcHD169uSrr74KenzsvxYo5eXlCIJAdU0NV1x+OXfccUeA2Arw4osv8vY77+D1eo+q4KrQadHGWQjv3YOwHl0RfH4Enw8BAUNGertGZ+/1jwrGxx9/zGWXX05aWhpZWVkMPuMMRp55Jnq9nqjISIz72QL8m7j4eKQyGTabDVNEBGqNBp1Oh0KhCPAk252VhfIA1Vdjrdaj+m9xoiMIwpkH6pdIJNcAY4GRgtBSWakY2H9HKnZPW7D5XwNeA+jbt6/ocXMYKHRaLOecRXjvHtRt2Y4gCBi7dkZjiW5lkRMMuU6LoXMnDJ2De7apoyIJ657BlidfQBdnRfALbHv+/0i7YRIqs4nI0/pQ9O2PlP38GxKZjPhLziflmuGtHpQUej2d77iZVTfdGVB5WmEIJeGy8Wgs0cg0ajz1jVSvXEvC5RcGLf6XdsuUlk0jTXTzZopUpaR6zTqkSiXuujqyXllIp6k3iJ6aHZjocBXPTktnxitZlNU0R7vqNTLumZCITAI19W7OPd1MTIQKvbbjPR7J1eojjmh1uHyUVrn4c2MtDTYvg3uEkRCtISxUvAedIhxWZsiptFEplcmQh+goXPwNdZu2BvSpo8wYMtLp2bsH+sTm98FdV4+zsgpXVTWeqISWPcj6Ji/zV2iY9tIz1G3dxodvvMncl19i7dq1mM1mbpx0DadFRCI0NoFKhSJEj7FrFwAEv5+oIa1rB3REQkJCGD16NNk5Obz++uvMnz+f5cuW4XIF2rJMnTaN3377rdXx9953H0lJx88aRSGX0rezgbdmZFJU4cTnF4iLVBMZpkSlFJ+tRY4NHW9FIdKhcLl9LPqljFsujmfRL+UBBtNL/6nipvFxfL+iko1Zjdx+aQKjBkQ0VzaMVBMbqeasfgJSqbhbdDC46+rb7KvfugN1pJkd8/5H4oRLiD1vNOoOsNt5MnI8/K5yc3N57dVX+fXXXxEEgYyMDB6bPZsX581j586d1NTUIJfJ6NGjBy+88AJIJHz22Wf8vSdVp2/fvsT8K81dIpFQVVVFakoKpaWlbUZU/rNiBcOGDTuc0z4garOJ6DOH4iyrwGuzI9dpUEWakbWzmCiRSMjLywva53K5sNlsZGRkYLVaaWpqQq1WozqAQLqXhoYGNm3axMxHHqGqqjkVuX///sx54omAcXq9nq1bt5KalsburKxW81w5YcJxS6U60ZFIJKOBe4GhgiDsX+3ga+BDiUTyPM2pkWnAqnY4xVMGuUaDPikBfVLb/seHi0KnJaRzJ3rNnYWjpAzB6yUtJhp1pAlNpJku90wlaeLleJtsyEP0qKPMyNuIEA9NS6b/ay9StWIV9Tt2EZKajDGzK+66Ooq++YHESy/A53BgyEjHVV1D2s2Tyf/oc9x19ajMJpInXUFYj26t5lWbIki++jKcFZX4nG4UOi3qKHOQMzg16Eg+kQciNVbH/HsyqKp34/UJmAxKTEYlcpmEPl2M7XVaxwW3x89fG2uZ805Oiyi06JdyzugZxh2XJRBhOPoFNUWOD8c6M+RU26jUxcXSfdZ9FH29lKIvv8XndhN91nBSJl6Obr9ND0dZOfmfLib3g0Xg92Po2Z1RZ9/KB7/UAvDbpkY25ym4cVRPulgULHj+BeqLi3HkF9H07c8U79pN6vAhrV7/RLOQCzUY+OvPP7nzzjuZP38+L730Eh999BFr164lMiqK2267jaFDh9LU1ETnzp357vvvMZlM3HDDDXTr1u2YFPM9EHK5FKtZLQaCiRw3RMFV5IDUNXrwePw43b6g1fze+qaYu69MZGNWIymxmlZG06LYevCowo1t9ulTkpBpNUikUrL+t5CmnHy63n97u1d+P0k5pn5XFRUV3HD99WTtJ75t27aNu++6i+eef56HHnwQhULBpGuuaRHoVCoVt02dSnJSEkqlkomTJrVKwYmKisJgMJCdk3PUi2IdLFKZDHV0JBKptMOk5YSHh5PRtSu/B9lZ1+v1Le+VTCbDYDh4j+mcnBxuu/VW9gVZwsqVK5l62228uXBhi+9rjMXCwoULmTt3LrNmzmTz5s1As9frXXffTVZWFpmZmcjl4u34IJgPqICf9ny+/hEE4SZBELZKJJJPgW00P1Deeir70J0MqAyhqAyhhCQl4vf7kav3bYLItZqW6KL/QhAEKv5YQdU/q4keORSf3c6O5xfQsGs3SKVYzzkLv9uNRC7DVV1D9ep1pFw3EblWg+DzE9Y7E01kcCFVKpejtcQE7TsFOWF8Ik3GZpG1oyAIAo6ycnwOJxKZFJlG01xsR3l0Nysrat3MfT8X4V9y2R8bahl7ulkUXE9gjnVmyKmILi6WTjddS/zF54PgRx4aguJfPuF1W3eQ+96nLX/Xb9jEGVfUs9KqYXdxs7d/TYOHBd/VMPeGBAofeQi5RoN50GmEnDWMkPQU5NoT3zPUYDCgUCpZtWoVN954I9U1NUyeMoWpU6eyfft2umdmEh4eTnh4ODffcgtXXX01SqWyTZsBEZGTDfEJT+Q/kHDVaAsLPi8I2uvy+PH7BdLjtVgjxZ2if+N1OvHU1YNEisoUjvQAkWzqSDOmgadRtSIwMEseoie0UwoFn35J5LDBFH35LaU/LCNl8gRRcD0GHGu/q+Li4gCxdS8Oh4Mtmzfz0IwZ3D5tGtnZ2S19LpeL5559lo8+/piePXsGXaRYLBZeefVVJk2cyDvvvotEIgkQA/cyesyYQzndg8ZRVkHNhs00ZeeiijIT3qMbWmsM8n8XsjnO6PV67rzzTv78449WFgs33nQTUVFRhzynw+Hggw8+CPr+bt++ndLS0hbBValU8sCDD3Lbrbdy9qhRTLnuOrweD16fjw/ef5+cnBwGDRoUUABNJDiCIKQeoG8OMOc4no7IcUCqVHAksT4+p5OqFSupWbeJmrUbAjv9flyV1eiTk1CZTQh+gcjBA/E5HMg0atTRkajC2y4AJrIP0Sfy8HCUV1L2868UfLEE/H5izjmLyNMH4KqsRhUehibm0O9PbVFSacPjDR6c+N3flZyWYegwG6UiRw8xM+Tw8TocOCsqyf9sMe7qOixjziSiby800ZE4a2rJ/+jzVscUzHyE22+/A9e43uwocmExq0g1S8m/925SplxN7YYt5H38BRKphNjzz8HncMIhbPZ3RGQyGZdccgmXX3YZv/76K1qtFp/Ph8vlYsaMGUSY9mVkSqXSQwpuEBE5GRAFV5ED4hcEflpdjVbdtlBoDFHw2A1pRISKu+P7Y8svZNdrb1O+/A9kahWx559D5JBByNQqtLEWlKGhAeOVRgOd77iJwjgrxd/+iNfhwDywH3EXnMv2ef9DrtEE7IR6DmBBIHLUOOqV0CsrK9vsy8/PZ9iwYQFi6/68+8479OnTJ2ifRCKhd+/efP/99xQWFTFz5kxmzZoVMOaGG28kIeHopwDbCorI++gLwnt3x11dQ1NOHn6ni7AeXQnt3KndbQUyMjL45NNPefLJJ9mwfj0Wq5XbbruNwYMHE3YAn9a2cDgclJSUtNlvs9koKyvjrz//5IV585i2R0BfMH9+0PH/9roSERE5OkiVSrTxcdSs29SqT2k0oDSGYi8uwV1Ti6FzGnK9HltBIQpDKDqrBYW+fTeMTlCO+n3zZMRVXcPGR+ZQu24Txu5dibtoHLo4K3kffU7dpi1oYqJJnXI1oV06odDrjui1vF4vTkfrLLW9qBQSUWw9eREzQw4Dn9tNydJlbJv7Yktb9aq16FOT6ftC896up6mp9XFOJ0Vzn6L/6y/Sd0xm8zibHcNjD7HpkSdo2lOMC2D36+9S+fdqes2diSYqstVcJxKpqal8/MknfL5oEb/99hvmyEgmT55Mp06dWhXaEhE51RAFV5EDUl7rZsmfFUy7NJG/NtW16o8MU5Js1RAZ1rEqurY39uJS/rnhDtw1zT4+3iYveR98Rv2W7UT0643P7SZ54hUoDYGp3zK1GltxCZ1uuw6ZUknths1smDEHv8tF4oRLqNu4r6iWXKyEfNi0ZyV0y7+8V/dnwIABVFVXt9lfVVWFx+Np0+9IJpORkJhIQmIivXr1YuCgQfz++++4XC6GDh1KXFzcUV34+DweGrNz8dsdGLqkseGh2S1Vyyt+/xt9ciK95s466PTfY4VKpaJfv34sXLiQhoYGFAoFMTGHnwocGhrKoEGDWPH33636pFIpZrOZH374gZmPPALAju3b6d27N2vWrGk1PiEhod0sIEREThaa8gqo3bCZmg2bCUlOxDToNPSJ8UjlchIuOZ+ir78Hvx+t1YI23oqnyUba9ZNYN/0RHCVlLfNEnzmUtBuvRRcfe8L56B1r2vO+eTJiLyqhdsMWut53B46ychR6Hatuvhv/ng04R0kZq9ZuoMfsB4kZNfKIBFGbzYazsQydWobN2VpTO6uf8bDnFunYiJkhh4ezvJIdz/9fq/am3TlUrVqHdcyZRJ4xiKbsvFZjFKEhKI37ojgVOi2uyqoAsXUv9Vu3YysoOuEFV2gWXe+ZPp3JU6agVCrFSFYRkT2IgqvIAckusmN3+tmZ38RlZ0bz2bIy/HsykiIMCp68uZMotgahauWaFrF1f2o3biH+kgvY+PAcYs4a1kpw9YeGET3qTLY8Erj+UUdHYchIJ++DzwAwDeiLQndkEQ+nMu1ZCd1isTB02DB++/XXgGMiIyPRh4TgcrlQKpW43e5W844aNQrdQf6763Q60tPTSU8/dlWzHcWlNGXnIVMq2PbcfP5tDteUk0fVP2vaXXDdi9FoPCqCs1wuZ9SoUbz37rtUVFQE9E2aNAmNRsOL8+a1tC1atIin5s5lw4YNeL3elnaJRMJjs2cTGXniL7RFRNqLxtx81ky9D2f5vu/i7jffo9/LTxPWvSu6hDj6vTQXd0MDjpIyGndlE3/J+WS98laA2ApQ9vNvhPXsjiYmCtlBFM87lWjP++bJSP2OXcSPH0vVyjXI1CqKlxS2iK37s/25BYT1zEQTffj2AjKPlzV//cRt51/MvC8acHn22euMG6QjIsR7gKNFRE49nOUV+D2eoH2lS38mavgZWM85i5Kly3CWle/rlEjocvdtaGMDgytqN22hLeq37iC8ZybSds4GOxrIZDLM5lO3gKSISDBEwVWkTRwuH6G65o/I4t8qGNIzjBmTU3C4/CjlEmIiVKTEiul2wahZ3zp9cS/uunpkGjWVf6/G0LlTS3tDk4f3fyinqiKaS56fh+3H7/BVVRI2+HTC0pPZ/epC0m+/iZDUJNRRkXgamo6qv5dIM8fa7yo8PJxZs2bx1Zdf8sGHH+Kw2xkxciRjzz2Xh2bMoHN6OnfffTdPPvlkwHHx8fEMHzHi8C/sKCP4/VT9s4btz80nc+a9+OyOoONKf1iGdeyoI06J7GikpaXx/gcf8OGHH7J82TIMBgPXTp5M//79qa2poaampmVsQ0MDb7zxBvMXLODzRYvYvmMHaampTLv99mMqiIuInOx4HA7y3v80QGwF8NkdbJv7Ir2fexxNdCQqcwSbZj2Fq6o5g8A8uD/123YEnbPoq28xDx6AzioWxDpYRJ/IQ0cTHY0qPIwND84m/bbryf1wUdBx7rr65vXeEQiu3spqzurXj0efuZupUx/AiQGnG6IMPnJ3rMaoGH3Yc4uIdCQc5ZW4KqsQfD5U5gjUkZFI5W3b4gXDVVuHz9U66GEvipAQPI2N6JMS6PfyU1T+tYrKv1eijjQTN34s2oQ4pP8qhKqLj2tjtuaIWEdlNTpLsAQCERGREx1RcBVpE78fZFIJ0eFKymrc/L6hlt831CKVQIhWzvO3i0JBMPxeL4b0NEqXLgvarzSE4nO6WlWgzS9z8umy5mibP7ZLOC39AozJErbnuXlyQBiWs0eQ885HOCuqMGZm0OmWKThr61CHGY/1JZ1qHHO/q9DQUMyRkTz26KNUVFayYsUKbrnlFrxeL1KJhJmzZpGcksInH39MTW0tZ515JmePGkVKSspRu8gjxVFeye433gVAIpMh12lRhhlx1dQGiK/yEB2SQ1zsHmtsJaW4K2uo3bgZhSGUsJ7d0MREI2vDqiEYlZWVuFwuJk+ezNVXX41KpcLr8VBfX49Gq6Vbt25s2bIvomHd2rXcPm0a11xzDQ/NmIHZbD7oaGUREZHguCqrKVv+e9C+hl27cdfVowwzkPvuxy1iK4Dga/un2+dwIrQR2STSJqJP5CESkpZMzfqNALjrGlCbTUEzoyQyGTL1EUZbC37cS35k2jXX8tjse6mrrUWr03F6//7cMG48OjGaW+QERxAEmnILaMrJxed0IpFIyf3gU6znnI1pYL9DylhwlJZhLyhCExOFo7S8VX/U8ME4SsrRWWLQJyagT0wgdvxYZAp5m1Gqhi6dkIfokUilJF99GeooM36PF5lWg1yjxu9wHva1i4iIdGxEwVWkTXQaGT6/wG2XJPDV7xWs2VGPIEDXZD2XnxnTEv0qsg+/10v1mg2oo6OQ67R4bYFFCkJSk3FWVILfj2lA35b2JruX3zbsi4jzeAX+2toAwIDOOmqWLSfv9bdb+us2bWX1rfcwYOF8UXA9yhwPv6uIiAji4+LYvHkzcoWCvNxcIiMjGTp0KJdfcQW5ubk4HQ6efOopvF4vkZGRyGQdS7T02mx46htQhIagjjTT5e7b8Hk8hKYk4/d52fHC/2jYsYv4S8YjV6vb+3QB8NrsNGTnUPjZ15Qs/bmlXSKT0uvpxzAPOq1VVMK/8fv9bNy4kXunTycrK4vQ0FDeePNNnn/+ef5Z0Vx422KxMHPWLBa++SYrV65sOdblctGnTx8SExOP+FoabF7cHj9atRStWvwtFjk1kUgkyFQqvE22YJ1IZFLctfWULQsUZb2NNtRRZpzlrYsYRo0YQuGSpSSMH9sqLVQkOKJP5KGjtUTjrqsDoOSHZaROuYqtT81rNc5y7tmoIk2t2g8FqUIB9Q2oPviCl6+/Ba9Bj0Iqw71iLeqqWpSG0P+epANQUlxMdXU1As3ZQrGxse19SiIdBHtxKbnvfUTJ9z8j+PxIVUriLz6f+h270MZaCUlNOui56jZuJefdj8m493Z2vLCgRXSVyOWk3XgNTbkFRJgDv5OKPUWNndU1uCqrseUXINfr0Fot6BLiUIaH0XPOwyAIbH9+Abb8wuY5ZVISLr2Q+IvHHaV3QkREpKMhPqWJHJAeaaHMeSub2Eg1912dDEBWoQ2FXEKE4eCjwU4VnOWVrL/3EdSRZjJn3kfue59Qt3kbEpmUyCGnYxk1gk2PPU3XB+5EHbMvdaTR3rZ/1vnd5RTM+KhVu+Dzk7PwQ7rNnI5SLLpzwpHeuTNOl4uvvvySs0eNIioqivj4eJZ+/z0JCQmcPnhwh/ZBkqvVyPQ6us24h9LlvxM37hzKf/uTTe9/ilSpJOGS89Gn3krjrhw8NluH8BxuyMrGUVKGxhpNn+fn4Pd4cNc3UPDZl2x4cDZnfPImWuuBBZa8vDwmXHkldnvzZsrjjz/OjIceYteuXS1jSkpKuPWWW/jwww+56aabqKmpwWq1cs/06fTs2fOIrqHJ7qWk0kVhhZPaRg8WswpLhAprpBqFXCzyI3JqoYmJIvb8c8he+H6rPlP/PqgiwhG8XmRqFT7nvgii/M++pNPNU9j8+LMI+/kqa60WokcMYcU1t6AM0ZM88XKxeJbIMUNrtWAa0Jeqf9bQlJNP6vWTyP3g0+YsEamU6DOH0unGa45407Jm7UZSp1zN1qdfomz+Gy3tpv59CU1PRdLBNnT/jSAIbNmyhYcefJBNm5otu7p3787jc+bQrVs3pOJ39JTFY7Pjrq8n76PPKf7mx5Z2v8tN3gefkT7tRqrXbjgkwVWm1eCqqmbb0y+SPPFylGEG/F4vUoUSn8tF4eJvsJ7X2obDUVZO3sdftNTbgGa7gN7PzyG8RzeUEWFsefTpFrEVmp/l8j5aRFjv7ujixQ0EEZGTEVFwFTkgkWFKZkxOIbvIzl+baokMUzL2dDNWsxqp9PArpp6s2ItL8Dmc2PIL2fL4s8SOG9N8s44Ix9PYiKexkUHv/A91lBm5RtNynM8PXZP0LKJ16ora56Ruv0IK2jgrcReeh9IYilShaL5xx1oDKmKKdHwiIyPp2bMnBoOBwsJCqquqKCkpYex552EymYiK6tj+vKpIMxn3TEUikRB5en82zngcW15BS//Wp+YRNXQw5qED8drs7S64eppsVK1eR9QZAylc/A3ZbzYLNEqjgfTbb6J8+e84Ssv/U3D966+/WsRWlUpFVHR0gNi6F6/Xy/dLl7Lkm2+abQY0GhITE4+o0rTfL1BQ7uTRN3dTXrPPX+y0DAO3XBhHokX01BY5tZDK5VjPG0Xths3UrNvY0q6Ns9LlzltQhYch+HzEX3x+iwUKgL2wmIIvltDnhSeoXb8RW0ExpgF90VpjWHPHAwCU//InMWePQBMTdUTfWxGRtlAaQkmfdiMqs4nCL7/B2K0LmQ9PR2EIxWuzozabUEce+sar1+lsid6WSKX4PR62zn2R1OsnIpXLcdfVo46OpGl3Lrb8IiJ69zjal3ZUyc7OZuLVV1Nbu89yYdOmTUyaOJFPP/uMtLS0djw7kfbCVV1DzaYtqCMiKPrq26BjCj9fQqdbrzukeQ1dOyORyXBVVbP9+QX7OiQSej05k9TrJga1pWncnRsgtgJ4GhrZcN8s+r82D8HtoWHX7oD+yCGDiB4xBMHrpSk3H40l+qgUbKyrq6O6utlGR6VSUVVVhc/nIzo6GqvVesTzi4iIHDyi4Cryn5iNSsxGJQO6Gdv7VDo0jtIyXNX7FoOehkZy3/+U3Pc/BcB6/jlkPnR30Ae3sBAFpdVOrhodw/tLS1vapRIwRxsol8sRvF5Mg04jZuRQdr/xLo7SciRyOZYxZ5J42YWi4HoCYjabMZvNZGRkIPj9hISeGGl9ADKlgrAe3cj7cBG6+NgAsXUv5b/9SdLEy5Bp2t9SwOd0EnnGADbPfpbG/Ra87rp6Nj/2NH1eeAIOQlTJ3r3v2NGjR1NRUdHm2Ly8PORyORkZGUd28nsor3GxYFE+nRN0XHOuFQlQWe9hyR8V/L25jqgIJRqVeFsXObXQxVrJfPR+XOWV2AqLUEea0Vhi0O2xA5DIZMRdcC41G7dQs3pdy3GexibU5ghqN2xGGR5G9sL3cZSUtfSrIsLIfudDInr3JHLwAOQ6cUND5OijNBqQatR0ve8OkEpo3JVN4VffoQwz0Hvuo5Qt/wN7SQnGjM7o4uNQmcIPOJ+tsJiSH5aR/8liuj14N1vmPEvPJx4hfeoNCD4fEoUciVLB9ucX4K6t54xPFh6fCz0Ctm7ZEiC27qW2tpbNmzej0+n466+/qKmpoV/fvlhjYzv8prXIkVO1ci0hqUk4y6vwt1HkyllVdciRoxKZjG4PT2frE8/hdzf7eUvkcrrefwcyrQbB68NeUIQ+YV8hLI/NQeHib4LO56quwVlZ1aq90y1TcFXVsGXP60jkchIuvYCkqy9H/R/f87bw+/3k5OTwwQcf8Nmnn2Kz2Rg0aBCTJk3iqaeeoqmpiRdfeol+/foh/w8LLRERkaOD+E0TETkKCIJA9er1SJUKpCpl0Bu/5ezhbUbJ6DQyhvaM4LPlZcy6LpXCCidymYTEaA2aSClx559D0Tc/EDduDOsfeAwEofl1vV6KlyzF09BI1/vvPOwbtEj7otfr2/sUDgu/04ktvwCvLYh/4h6acvNRmiOOuu2F4Pc3ezT+6ztlLylF8PqQabUB3we5Xoe/qCRAbN03mUDZT7+Qdsvk/3zd/v378/bbbwMQHR2N6gCRCKeffjpHMy6uwebl/CFRrN5ez3Mf5uH1CcRFqrn+/FhWbqmjtsGLxize1kVOPbTRUWijowjr0S1ovzrKTM85M3CWVeAoKUNlDkdjiUEik+F1OKn5+bdWx0SfNYytT75A0RffcNr/PUdEv17H+jJETkHUZhMpV11G/mdfUvT19yAIWM8bTey4May6dTrO8n2besbu3ej5xAw0UZFB53JWV5P/6WLyP/4C06DTqPzjb8yn96dhxy6yXnu7ZW2qS4ij2wN3gSCgie74wmRefj4AOp2O8RdeSI/u3fH5/fz800/k5eWxdcsWevTogc/n4/3336d7jx4MHjyY1NQ2rYVFTnBctXXkL/qKzrffRFN+QZsFrsJ6dgephNotO5ApFWjjLAEZhv/G3dBI7fpNNOzaTebD0/E5XQiCgNIQSvG3P1Lx+99kzrwXwS8EHuj343O6gk9K8/OaOtKMXK/D22QjtEsn/B4v+Z8uDhiT9+EiFEYDKRMvPyyrj4L8fB579FE2bNjApZdeSnrnzng8HlatXs3sxx9nwpVXcs2kSXy9ZAnp6WLxaxGR44H4ZCYichRw19ZT/vvfeOrq6Xz7TWx7dj74/S39MaNGEJKafMA5rJFqJoy2UFzpRCpVExOhwmRQEhaqQHvNFRh7dqP4+59bxNb9qfj9b9JuvEYUXEWOKz63G3dNHYaMthdtSqOB8t/+IunS8UfFC9FWWISjpBx3TS2KMCMKQyjamCh8TifVq9eT/faHOMvKMXTrQvot1xHSKRW5Ro3P4cRZ1nY0qqO0HPlBCN89evQgJSWF7Oxs8vLyiIuP5/wLLuCrL78MGBcdHc3AgQMJCz9630mFQspPq6pZvb2+pa2wwslT7+Yw+4a0gwnQFRE5ZVGFGVGFGTF06RTQ3vOJh9k4Yw71W3cAINOoSZlyNVX/rMG3p3L07jffQ5eSiDo87Lift8jJjyYmik63Xkfi5RciCCBVyll1yz24a2uJHjkUVUQ4TXn5VK9eT+lPv5I04ZKgG/iuqhoKv1gCNFdFL//lL1KuvZKNDwfWLLPlF7LjxVfo8+KTyNRHnr58rOnRvTsJCQk8+OCDvP3OO7z/3nuoVCrOO+88xoweTZPNxnVTplBf33xv/OKLL4iIiODDjz4SRaWTFMHrRabR0Lg7h8LF35Ay+Sq2zHkuYIxUoSDx8gtZedNdJFxyAaaBp1H+29+YBw9AqQ9uc+WsqMSWX4jaFMHGh59oLjgnlbRsVkgVCqQKBep/bVQoQnRYRo2getXaVnPK1GpUZhMaawwZ06eyadZcrOecRfbCD4KeQ+57nxA9/Az0ifGH/L6UlJZis9t58qmneGvhQj788EMuuugizh41Co1Gwzvvvsvcp55i1apV4ndDROQ4IQquIiJHAXdtHaqIcCp++wuZRk3POQ/TuGs3XrsdY7cu6FMSUR3Eg9pe+4Z/o4mOIqy7n9x3Pg5+oCAEFAQRETkeKA2h2ItKCE3vhFSpaEm92ovKbEIVEU72Wx8QN3Y0ijYWuAdL/Y5drL3jQVzVNc0NEgkJl16AZfRIqtdsYNeCfcVAatdtYuWNd9L/9RcJy8zA09AI0uaq5YLP32pu08B+eJvsKLQHThu2WK0sXLiQDz74gLXr1tGlSxfsNhtdunThi88/p6mpiaFDh3LB+PGYzWYUCsURXfP++HxCgNja0u6H3zfU0qfziWNJISLSUdDFWunxxCO4KquwFxQBUPTVd9Ru3NIyxlFSiqe+QRRcRY4ZUpmsxa+1cXcOmshIUqdMpPTH5dRu3IIhoxPxF19A/meLiRo2uMUyY388DY0t92Fvow3z4P6ULf896OvZC4txV1ZDXMcv1JOcksLDjzzCXXfeSUNDAwAul4tFixaRk5PD5Vdc0SK27qW6uppnnnmGOXPmiPYCJyEKowFD5zQUISHYC4qo+GMFPZ94mKKvv9+zLk0j/pLzyV/0Fd6GRrLffA99UgK2/EL0SfEo04P7/hZ/8wO6hDhkKhXaOCv2wuKA/tQbJmErLMaY2doqytgzE2P3rtRt2rqvUSIh477b0VhikCmVmE4fwIA3X8bb2IS7ti7oOXgbm3DV1KJLiDsk/3C/34/H4+H666/ntltvpWvXrrz00kss/vJLZj7yCElJSUycNIl5L75IeXk5y5cvx2q1EhcXh/Y/1r4iIiKHj1jWUUTkKOC12TCd1hukUqr+WcOGBx6l/Nc/qd24hazX30WuP/J0aqlWE/QGD83eQkqD6OEqcnxRRZpJvX4iOe9+RObD96KJ2fdQE9q5E72eeoS8DxehiY5Epjwy4dFZUcX6e2fuE1sBBIH8TxaDRELO2x+2Okbw+dj95nu46xuQyuWU//YX8Red3/o6TBFoYqLZ+dIr1BWU4va0FmT3JyExken33ssDDzzAkq+/pmfPnuTl5nLWWWcxecoUhg4dSmxsLJGRwdM+Dxenu/m8EqLVTDnPyu2XJTBmoAmVQkpBmQOPr3X0u8jJi9d74M+pyMGj0Grw1Nax7ZmX2PzY0wFiK4Cxe9eArBURkWOJRKEgavhgNjz4GILXS+IVF2Hs3hW/202nm6fgrqvHXlLa6jhFaAhSVfOmfemyX4no2wtPfUPQ11CZTQgnSFpEfHw8ebm5LWLr/qxbtw6NOrhP/PJly1oKB4mcXMgUCuIuOBdlmAGpSknF73+z+fFnUZlNxJw9AqSS5uzD/exiCr74mvDe3bEVFOFpbAo6r9/twdPQSPmvf5F63URSr5uIsXtXzIMH0Pu5xwnr1R3L6JFoLTGtjtXHx9J91v30emoWltFnknjlxQx8awFRQwYh3xNJrjKEok+Kx2uzE5rRqdUcAPrkROo2bztgVlYwampq0Ol0fPbpp6jVam6+5RZuu+02vv/uO/Ly8vjll1+YfO21bNywgYcefJDJ117Lueecw0cffthqw0JEROToIUa4iogcBdRmE9nvfky3B+5k14I3cNfV05Sbjz4liR6PPYg25sh21921deS8/SGx559Dyfc/t4pmTbrqUtRRh17JVkTkSJApFMSOG4M6OpKiL78j8cqLUUeaUZlNSOUyst/5mPJlvzFw4XykytaR24eCs6oqqD8XgLO8Eq/NHrSvYccuPA2NqCNNKLQ65CE6esyZQd6Hi/A0NGLq34eIvr3Y+sxLuKtrsY4fx8YmDX06G5BK234YLS4upqKiAgFY9PnnjBgxAoPBwOZNm+iSkfGfVWAbbV5qGz1IJBAeKken+W9BOkQrZ/JYK3KZhCV/VlLX5KF7aggPT06huMKBRnnofl8iJxaCIFBQ7uTXdTVszWki2aphRN8IIgwKIkKP7Dt2rCmrclJU5aKq1k1slJrIMCWRYR0jnVkeoqcxN5/EKy8m+833A/qkKiUJl114VCpHi4gcDBKZjN1vvEvaDZNw1zfsK6ojk2EdN4bo4Wew/dmX6T7zPvRJCS3HqUwRxF88jrwPFuGurqVh524ihwykZt3GljG6xHhSp1yFs6qG2jUbwOdHlxiH2hTRDld68Kxbv77Nvrr6elQqFS5XoIemUqmkqbHxWJ+aSDuhi7Milcvo/cxjbHhwNt4mG8VLliJVqeh8+40UffltwHhPbT0SJC1ZgYqQ1jZSltEjWXnD7aTecA1+txu/10vcBeeisVpQhhsJ+Y80f12cFV2cleiRQ9ocI1WpqNm4hfSbr2PNHfcHZl1JpSRPuoJdC14nasigQ3o/ykpLqa2tZceOHVwwfjzvvPMObndgTRFBEHjppZeYMGECTz31FF6vl9mzZ9O9Rw/69et3SK8nIiJycIiCq4jIAfB5PLjKK3FV1yBVKlFFmlBHtPZkVEeaSLzkfHa8/BppN09GqlQikUnxe32o2yhucCg05ReiMhrJ+eBTesx+kMLF31KzfiOq8HDixp+LefAA8WFQpF1QGg1Yzh7RHEnT0Ej1mvXs+r83seUXIg/R0+OxB9EnJx7x6wgeb9udEilShQK/x9OqS2u1INdpkalUpFx3FTkffIqzvBJjty7ItVpqN2+jYNHXLePrNmzkD20I8dEaosKDf6fq6+v59ZdfmDVrVkvbp598wtlnn01GRgY//fgj111/fdBjfX6BwnIHP6+u4bu/K3G6fQzuHsZlZ8ZgMiow6NsWXlVKqLd5+PyXfVEPK7fWszGrkfn3dEEmOzGilUQOnZp6N1UNHgQB7pq3A5vTB8CqbfUs/rWCx29Kxe3xExMRPNKrvckrtXP/gl2U1ex7+OvTOZRbL4pn5bY6+nc1EhOhQqNqn00DqUyGqV9vSn/8hYx7p1H4xTc4K6swZmYQf9F5CIIfVaS4qSlyfPA5nSgMoSCRkP/xFy3tgs9H0eJvUBpCkWk0rJ52Pxn3TkOuUaNPSkQdEU78ReejNBrJ+3ARuxa8Tr/5T6NNiMOeX4g60kTajdey5fFnAjYpjT260XNO28W4OgL9+vblu2+/DdpntVpbia0A540bd6xPS6Sd0cREo440c/r7r+KsrMbncOBpbKLg8yXU7rfRABA5ZBANu3NQhhmQt2FxpUuII2niFWT9byFyvQ5DRjq1m7Y0R5l363JUzlmmUBA3bgx1W7fR+5nZFC7+hsbsXHSJ8cSNG0Ph4m/x+3zItG0X9wpGbW0tvyxfTnJyMhkZGXzycXAbusLCQiIiAjdYPvvsM/r06YP0KNRaEBERCUQUXEVE2sDTZKNs+e9se/olpHJZs3Cj19H1/jvRJwXucEpkMsJ696Dn4zOoXrMee1EJpv590MXHogoi0B4qJUuXETXsdHb93xtU/r6CmLOHk37bDXgaGylaspSm/EK6PXQ30sOoaCkicjRQhYft+Z+R8F498LucKMOMqCPNh1VptdX8pnBke4pf/RsBP7Hjz6Xg0y9b9aVeP6nFP1kTFUnadRMp+X5ZsxVBEBQGA1VVHqobPG0KriUlJcyePbtV+48//siZZ51Fbk5Om9dRUuVkwaICVm/flxr546pq1uxo4L6rk0iN1RJhaI5U9Hj9VNa6qWvyolZKEQSBpStap0c63X6W/FHBbZckoJCLi+WTjYIyB9+vqCQzJYR6m5cIg6JFcAVwefy8taSYqZckoFd7CdF1rKVdo83Lcx/lBYitAGt3NPDHhlrcXj9T5mzhwUnJDO0VhlLRPvcxfVIC+rQkct76kOgRQ1CGGXBW1qAMD0drjTliWxQRkYNFplJiPedsct/7JGh/wWdf0mX6VOq37kSu05LzzsfIQ3Rk3HUrujgrCVdeQvSIM/D7/ChC9PR5/nGq/lqFTKdl14LXW2WE1G3cQvmvf5J42YXH4/IOi+EjRvDCCy+0shXo06cPsbGxdO7cmR07drS0Z2ZmMmzYMKKioxEEgcrKSgRBwGQyIRPXyicVElnzM5ogCHgbbXhtDiyjRhB/0XnNASpr1qMyRRAzeiSOkjK01hjkmuBiptIQSvLVl2E5azi1m7Yg02gwdO2MJibqqN0D/F4vgt+P2hyJ19aEPESP9ZyzcZSVs2nWXHxOJ91m3NPi6XywRJhMfP311zz11FMUFBQQFRVFUVFRq3FqtRr/vwow19fX09DQgNFoPJJLO2x8Pj/VezaVQ3Xydtt8FRE5FnSsVbmISAfCllfAtqdfpNPNU5DrdTRmZaM2m2jKzUMeokdtChRSZQoF+sT4w6oq+V9IpFIEb/MDtt/lonjJUoqXLG3pV0WE4alvOKjCXCIixxJFaCiK0KNfvEkdFUm3B+5i48wnYb+FYkinFDRmM4mXXYhUoaDw8yX4nE7UkSbSp91IaHpqwDzK0FDC+/RAIpMh+HwBfVKFAn1GF1b+Xy3XnNO2JUBOdja+fx27l7///pvrrruuzWMratwBYuteaho87CqwIZFAhEFJdb2L39bV8tpXRS3erZmpeu69Kokn381BrZTSIy0Enx/W7axnS04Tdpcfgyi4nhQ02r3UNngAgZoGLzklDr78vYKwEAVjTzfj9Qks/GZfMY9teTZsTh8NNk+HE1wral1s3h3cL+/7fyp5YGIyH/xQytz3cumSqCc2sn0etOQ6LZbRZxLRqwfOqmokMhmqiHC0luh2OR+RUxeVyYQuMT7Qs3w/YseNQaZS0bAzi6oVqwjv0wPz6QOwF5WgCg9DrlQgj4/b74gIZCo1jbuzsReVBJ2z8PMlxJw9AlWY8ehf0FEgMTGRTz/7jCeeeII/fv8dlUrFeePGccP117Nw4UKefe458vLyKCsrw2Qy0dTYiMlkIiQkhO+//x4Ar9eLKSKCpORkYmJae3CKnLh4nS7qt+1k86NzWwrHSeRyutx1C5ZRIzBmZuCsqEITE40uIe6AcylC9ChC9ISkJR+Tc23KK2DlDbejNBrInHU/0SOHsPPl17HlFaCOjqLrLXdiHtT/kApmAVhiYhgwcCCLFy/mkksvZeLEiTzxxBOtxl100UUt34m9jB07Fq/3AJlkx5DKWjdf/VHO4l8rcLp9DOpu5LpxcSREH1qEr4hIR6VjrcpFRDoIfp+PvE8X0/X+O8j/ZDENO7Ja+mRaDf1ffxGf3Y7XZkem1aCONCPXHLtUTsuYM5tFJqk0aOEOY/ducIIUPxARORykcjmRw05n4FsLKP72R1yVVUQNOx1dYjwyrRZtnJW0m64l7vxz8DldyPU6dHHBRVNtrJVec2exaeaTLZE+cr2OzFn38+0OiApXEWFoO5JBrmi7T6NWY7G0rh4N4PP7Kf9XlN/+7C6y43D5SbFq2J5n46XPCgL6N+9uQkIZj0xJobLWzcqt9chlEqZekoDgB41SFFtPBnJL7LzwcR5bspt47IY0Hn8ru0V0d7hcvPZVEecPiWRIzzB+31ALgFIuQSIBh6vjFXY6UC03t0dg753L6xMorXIRG9l+tggyhQJtrAVtkArwIiJHE0EQcFXVtBS1kofq0eyJaGu2CEjA2K0LdVu2BxxnGnQaMrWaDQ881tJmLyqh/Ne/6DV3Vpuv17BjF94mW9snJJHgd7d9f+oIdO7cmblz51JSUkJFRQVajYYff/oJQRDYuHEjSYmJSCQSXC4XtXV1mM1m1qxZw9o1a3jvvfdwu92oVCquvfZarpwwgfj4ox8gIdI+OEpK2fTIkwEb6YLXy7ZnXqb/6y/iqqnDmJmBog0rgeNJxe9/43M4cTicrLrxTvTJiaROuRqFIRS12URIatJhzWsMC+Pxxx/ns88+4/8WLOCe6dOZOnUqr732Gi6XC5lMxvjx48nIyODDD/cVmj3ttNOIi4trZTNwPKhr9DD3/RzW7BeI8MeGOjZmNfHSXV2IjVQhl/332tbh8tFo9yKTSlqyxEREOgqi4CoiEgTB60WuUWPLL6RhRxbhvXsQO24MguBHY4kBv5/qtRvw2R2oo8xUrVhN9MihqM3H5mali4/FXlxC3PhzKfx8SUCfMiIM86DTUIaGHJPXFhHpKMg1GoxdO6NPTsDT0ITf5UJhCEFpMDT3q9UBBUTanEetImLAaQxYuABHeXPhK4kxgk/WeVm2sZFnp6UfcMGWmJiIWq3G6Wxtb3DhRRcRHh7cRkQmlWIyti3WxphU1DZ6sDt9LP41eHXa3ukGlvxZwYrN+yrK/r6hlouGRzHQYUCpEBeaJzIlVU7ueGEH9TYvp2UY+HNjbYvYuj/f/FnJ/ROTWgTXYX3CkUlB3QHT8MJC5CREq8kva/19OaOHkYq6fSKP6EMscirg83iw5RVQvGQpRUuW4rU7MPXrTadbryO0cxoSiQRluJHusx8k78NFFH/7Iz67A2gu6rPl8Wdbzempb6Diz38I75kZ1MbHWVGJt8mGNj4We0HrNOOYs4YFFu/poPh8PuY+9RRXXXUVN9x+e4t368cff0x6ejo33nQTny9axIwZM5BKpWzfto0333yz5XiXy8Urr7xCVHQ011xzzSFHEZ6oSCSSu4FnAbMgCFWS5gt/ETgHsAPXCIKwrj3P8Uio374LwecjvE9PIs8YAEio/Hsl1avWUfXXSiKHn9EhxFaAxuy8gL+bcvLY+PAcAHo8/tBhC64A0dHR3HLLLVxyySX4/X569erFRRdfTFVVFWVlZURHR2O327nwwgtpbGzk3HPPJTklhaioqOP+XfD7BUqqXAFi614abF5+X1/D6d3DMIUpMbSRuSMIAvllDj5bVkZtoxdBEBiYGcbgHkbCO3ghUZFTB1FwbWdO9hvgiYpMpSL6rOFse2oe1rGj0MbHsvWpefj2CCyh6WmkTLmazS+9itdmJ/W6idSs20j0yKFI5f/9wOtze3CWV+AoK0cikaKJiUIdZUYqb/2V9DQ14aysxlFajnXMWegT4in+5gfceyqsRw09HU101FHxyRQRORGQazRt+m8d9BwqBSHJCRBtparOTUGZk9P7yrlktIroiAMXoLNarbw8fz633Xpry8OeRCLhjjvv/M+ImZgIFUkxGnJLHQHtaqWULgl6vD4/uSUOahpbFwDTqKREhyt5+9v6Vn2f/1LOWadFECYuME9otufZqLc1p/XFR6vZsCt4hW2fX8C7J3S0e2oI550eSUWNi5TYjvFAuT9mo4p7JiQx/eWdAeKxxaTi3MFmvvilgswUPdnFdqLDxc+vyMmPo7ScXQveoPKvlS1tVSvXULdlO4PeewWvzU7pj8txVlZh6tcb67mjKF32K005+SjDwlpSpv9NzZr1eGz2oBvwhs6d2P78/9H1/jtYf+/MgGjXsB7dUJkisOXld3gLDalUyqjRo5k7d26rQlk7d+6ktLSUV159lZCQELb9S2zdnwXz5zNmzBiiozv29R4NJBJJHHA2sH/azBggbc//+gP/2/P/JyR+l4sesx+idtNWct79BASBqOFnEHfBuTTsykYV0XEs18J7dKPsx+VB+zQxR/55lMlkAZ/rkJAQSkpKuO3WWwGwWK1MuPJKJFIpz7/wAtFRUbzyyitH/LqHSkG5g6KK1huxe9lVaKPe5mFkXxOGJH3QMcWVTqrq3Jzd34Td6cPt9SOXSvlxVTXjBpvRqkWpS6T9ET+F7cipcAM8EXHV1uGqqkYqk9Hp5snItFrWTLsvYEzDziyy33iXxCsuZvfr77D79Xfo+dRMXFVVaKKjDji/z+mk4vcVbJr1VEtVdZlGTc8nHsGQ2QXVnmg9AK/DScOO3WS9spDajVsI69WdlGuuIGni5fi9XmRaLZpYC5qYA7+miIhIcEK0ckK0cpIs2oM+Rq/XM2DAAL76+muydu3C4XCQ0bUrUVFRmM0HLnIQG6lm1nUpvPpVEf9srsMvQIpVw9VjrKzdUc+E0RZ+Xl1Fj9QQcksCRdkki5atucG9MAF25NnonBB8USpyYpBbsq+YTXW9hxiTit1F9qBjE6LVPH97ZzQqKdX1bnYX2/lrcx03jo9rs+Bbe5GRqOP/pmewYksdBWUOMlND6Jqsp7LGTWSYEpVSyg0XxBGqFzcORU5+XFXVAWJraOc04i44F2VEOA07d7Phodkt9lGlS5cR2qUTXe66FX1iAvIDVC5XR0chUwX/7musMRgzu1C9Zj0Z06fhaWjAVVWDPikBZ0UlW+e+SMa9047uhR4DQkJCsFosFBcXB+3/fNEiLrvsMkJCQnC73a2KbO2lqqoKjye4cH0S8gJwL/DVfm3nA+8KgiAA/0gkEqNEIokRBKG0Xc7wCHBWVBHaOY0tc56jcVd2S3vhF0uoXb+JHo/PaLHraA9shcU05eZTu2EzWquF8N7diR49krKlywLGhffrhSrSdEzOQSbdl5ZfUlzMM8880/K31Wo97kWXnW4/7/9QyrkD2/53SbJo+WdLHUN6hpNTbMccpiBEuy9LzOPz43D5eX9pKRuymjen0xN0TBgVgyVCSV2jRxRcRToE4qewfTmpb4AnIrbCYjY8NJuG7buAZr/WTjdNxjJ6JCX/ujE27NpN0tWXtfxdu2Ezxm5d/vM17MVlbJjxeEDhH5/Dyfp7Z9J3/tMICfGo9+zEOiursBcVU7txS/NrrN/Emg2bMWZmoDQaiBs/lsLPvyb99puQHcBXUkRE5OgSEhJC586d6dy58yEdJ5FISIjRMv3KJKob3DTZfThcPgx6BdeMjSU8VEFitJa4KIFf19VQ17SviIHT7Tug1YFWLXq4nuh02U8w/2tTLQ9dk8JfG2vx/8sHdXAPIyFaGVtz6qms8/DL2moq65rFA4fbx0OTUtBrO84STyaTkmzVEh2hJK/UiUIuoaDMyept9SgUUnqmhfD1HxX06RzKiD4RKBXiZ1nk5MVTt08EtIw5k9DOndj1v4V0nnYj25//v1Ze/Q3bd1G7cTO6uNjmzffe3aldt6nVvMlXX4ZMFXiPEAQBW0ER7ppa4i8aR922HWx65EmUYUYUoSHkffwF/j2RoiGpx6ZI0NEkJCSEqANEpSqVSqR7xCUJkJKaSvbu3a3GZWZmotef/BuUEonkfKBYEISN/0oZtwKF+/1dtKet1fOmRCK5AbgB6JC+t02FRXjq6gPE1pa+3HwcZeWEdkpphzMDW0ERGx6cTcPOwFogfV+ci9YaTf5HXyBTq4k7/xys40aj/Y+gncMlMioKc2QklRWt7aquuOIKDPsF+xwPmuxe1u1oYPyQSLom6tiaF+gvrVFJ6Z9hYMXmOooqnMz7JJ+xg8yMHx6FxaRGLpNQXu3ioVeyqKjdZ0u0M9/G0+/lcs+EROwd0NNe5NSk46zGTzFOhRvgiYarppb1982kMSunpc1nd7D9+QX0eHwG5b/+1WIpsBe/d9/uuEQiOai0/qoVqwLE1pa5PB7shcU4K6oJy+yMymzG29BI3eZtgQMFgbpNWwEI696Vmg1b8NQ3IDMdf7NzERGRwyMsVEFYaPBNkoQYNR/+WMqdVySyIauRTVkNhIcqGT8sEpNBybvfFbcS4FSKZkFL5MQmNU6LxaSipMqF2yPw7V+VTL8qiXe+K6as2o1cJuHs/hFMONvC618V8uv62pZjE2M0aNUyNmU1UVHr7lCC6160ajmRYUre+LqIpf9UtbQv/rWcSedY+GdzHZkpIVjN7Vc4S0TkWLM3vVkeosc0sB+bHnmyuUMqxWsLXtiq4vcVpN10LdUr15L58HS2zX2Rqn/WAKAIDSFj+jRCUgK9Hz02O9Wr1rL1iedx19Uj1+vo/9q8Fh9Xd21dy9iwXt3RWmOO+rXa7Xbsdjt6vR61+uh8r61WK+np6ezcubNV37XXXtviox4WFsYtt9zCPXffjbDfulsmk3H/Aw8QFtZx0syPBIlE8jMQTIV+CHiQ5mzKw0YQhNeA1wD69u17gDKI7YOrtJym/II2++u2bCdqyKDjeEbN+H0+Sn5YHiC2QvOz5ZbHn6HPC09gHTMKiRTUUVHIlMcucCYpKYkF8+dz7bXXYtvvN+a8cePo2bPnMXvdtnB7/NxzZSIVtW6uPS8Wh8vHvE/yqa73kJGk57Izo3llcQHnDDKjVcvweAUW/16ByahkaK8wYqM0FFe6AsTWvTQ5fJRUuTpcpo/IqUvHW42fRJzqN8ATDWdFVYDYuj9lP/+K+fT+lC37raVNqlIGCKyGjP9v777Do6ryBo5/T2YyM+m9BwglNKkK2Oti19W1F1axu3ZXXXV9RWyra1l3LVvUVayLYO9YsaJiAaT30EJ675k57x/nJkwmM8kEJiQkv8/z5IG59dx7T7vnnnvuCH69+0FGXns50YMGBGx8bazyPybfwFN/izMpka3vzSP/g4/JOPoIYkfl4kwMXCG0x8ZgdzkJk96tQgTU2OSmuKIJt1vjdISREBNOuL339qDLTo3gnKMyyNteT0qcnbOPymRwZgQJ0TbCwhR/+v1gHvlfHg1N5ul9dISNW84bQnI/+TJrXx77PC3RyUPXjGD2x/l8/EMJyzdUM2ZINLdfMJTNhfWg4dtfy/lkYQk5mRHwSxljh0Zz2uHprN1SS3l1E8cfmILbt0W+F8kvbmjT2Nri+Q+2MePCoRSUNkiDq+jTnKkpJO49nqhB2Wx958PW6SoscLlkc7lQYWEMOusUorKzmPCX26kvLsFT30B4fBwRqSnt6p21m7bwyy13tvaYba6u4ZdbZjL+7v8jf96nbPvwU8LsNgac+luyjj+6w/pmV9XX17Nq1SqeeOIJVq9axbhx4/jDFVcwdOhQHI7Oy6q6ujq2b9/O9u3bcTgcJCcnk5qaSkREBKmpqTz62GNMO/dcioqKWtc5+uijOezww1t/p6alERsby2OPP84rs2ezbt06ho8YwfTp08nNzQ3ZsfY0rfVUf9OVUmOBwUBL555s4Gel1BRgKzDAa/Fsa9oex5GSjMvPR0xbRA3M3o2h2aF+eyHbPvzE77yavM00VVQG9WZkqOwzaRJvvvUWq1atori4mHFjx5KZmUl6RugftHRkc0EdT765ma8Wl7dOS09ycM9luWwtamDN5hoefnkjlTXNnDk1g8Vrqohy2bDbFW9+VcjYYTHExTSzvaQh4D7yixs4YGzvreeL/kUaXLtRfy8A9zTuurqA8xpKy4gektNm2pDzz2bru/MA89XYylXrKP72B1YpxagbriJqQJbfbaUesC/rn3mpzbT0ow7HkRDPT9f/uXVa0bffkzB+DCOv+wPrX5jd7uux9ugowsLDGXT2qTjiYrtyqEL0G6WVjWzaXkdtg4cPFxTT0OThN5OSGDM0mszk3tuok50aQWayiwm5sdht4HTsuJHef0wcw24aRX5xA0op0hMdpMQ7iIvp+w9e+sPY55nJLq4+bRDnHp1JXb2bf7+xmWff29rmxYgvF5Vx3xXDyR0QyXEHpHD/C+s55bA0Jg6PpbHJQ3F5IxEuG9m9sOHyy8WlfqdrDUXlTcRF22ls9uDoxQ9FhNgVkRlpjPm/G6lYsYqSHxe1Tm8sr8CVnkb99oJ262QefQS2yAgcCQnU5m/HmZJMzOCcDvez9YOP2w1PULtpKwumX8H+L/ybweeeDioMZ1JCh429O+PHH3/k99Om4XK5yMrO5ptvvuGDDz7gtddfZ9y4cR2uW15eziuzZ/PAAw/gdrsByMjI4IEHHiAlNZXBgwczYsQI3nzrLTZs2EBRYSG5ublkZmW19m4FcLlc7L///mzZsoXTzzgDu83GwEGDghpvvS/QWv8KpLb8VkptBCZZDyrfBq5SSs3GlJcVe+rwddGDsmkqK8eRmEBjaVmbeeFxscTtNaJnAqYUPm+xtuGubyBvzhskjB+LKyPN78fuQslms5Gbm9ujDxuqapr4Zkl5m8ZWgO0ljTw2J4+xw2J45ZPtgBlWIDE2nBGDokwja7Sd6AgbznBFQ6ObnIzA41nnDogiLrrv14nFnkEaXHtAfykA9zTh8XGEhYe3fsjKW8pB++OIj6Vy1RocCQnknPk7GsrKaCgqJuuuW6lavZ4NL74CQNG3P5BzbkHABtfIgdlkHjO19alnmCOcwWedyoKL23+soGzxUuoLCpn44F0smXFf61dlnclJjL7xKmq3F5J14B7briBEt3J7NEXljXy5qIzX5+8Yt+r7ZRVMGhnLrecNISm+9/YKDQtTREW07ykfF+0gLtrBsF74RfrdoF+MfR4eHkZaopMFv5bx3bIKv8t8t7SMi0/M5oGXNvCnaYN57fMCXppnDtkWBqcclsY5R2eS0Msa4p0djM/qsCsSou0UlTVKL1fRp0UNyMIeFUnJxJ+o3Wz6VWx8eS6jbriqdQiAFtm/O564MaPY8u484kePpHrdesKcTpL3nUTUwGzqi0uoWruemo2biMkdRvTggURmplO/vf14jQBoTf227cSP6J6Gl6KiIu6+6y5uufVW0tPT2bBhA1mZmUTHxPDkk09y7733djhm5KpVq7jvvvvaTMvPz+fWW2/lggsvpLa2lr333pusrCyysvzXtVtER0fv1Hjr/cD7mLdC1mLeDLmgZ4Oz81ypKcSPGcX4u25lzZPPtQ67Fj92NKP/dA3ROYN6JFyRmelk//ZYVj32ZLt50UNzKP1lMWuffA6AnHNOY+gF5+KI371jqe5upZXNft9wAVi+sYbfHbZjDNuTDkmltt5NmILlG6qZ910xHg2HTEjgmP2TSYwNZ/TgKJZvaDsMS1aKk7FDo3td3Uf0X9Lg2vv0mQJwT+NMiGfI9HNY+9Rzbaa70lKJzEwnPD6O7BOPJWb4UKo3bqboi69pqqxi6/sf42nwGkNGa5oqq/E0NxNmb5/EnAnxjLz+D2Qe+xu2vDuPxH0mUrN5S7teCC22zfuMYRdNY9//PkZTaRmEhWGPiiI8OpLkA6Zgjwj8hE+I/qzU+iiVd2Nrix9XVrJuW22vbnAVbYVi7PM9TZM78NAAjU2axLhw9hsTz4ffFbN0fXXrPLcH5n5WwPCBURw5pXu+eryzDhyXwIsftr804XbF8EFRVNY2ExcWuFeQEH2FMzGBgWecTP4n83HX1lFfUMTKv/+L4VdejCMhHndDI1EDswhzOFn//P+IzEhj0a13tq6/7r8vMvmJB1l0653UF+5oxIgaNIC9H7qblIP2o+Dzr/zuOyKjez7OA1BVVcUfb7iBVatW8emnnzL/88+prKwkLi6Op59+mtra2oANro2Njcx69lm/87Zs2cKI4cO55557eOa//yW+j4zBurtorXO8/q+BK3suNLuuoaSU+sIiyhYvg7AwEidPZOyMP+Gur0cp1TrURk9pqqoi9bCDKPzmuzYfuQuPiyX3sgtYdv/fW6dtfPlV0g49kMS9x/dASHefZo+mvtEdcL7brYlwhnHqYWnsNyaeFRur+fiHElZvrm1d5t1vili0porpx2Vwy++H8PHCYt79uohmt2bq5CROPjSNQelybyx6D2lw7QX6WgG4p3LExxE9JIexM/7Etg8/pam8gqQpexM3egTLH3iUiQ/dTfoRB6OBqAHZlC9ZRuFXC/xuJzw22m9jawtnYgLJ+00mavAgGkvKqMnbHHBZR0Icqx5/itE3XUPspImhOFQRhL48TmR/UVfvYf3WwEOFfL24jCmj43dfgESnunvs8z3tY5PZKS5sYcrvmKyHTkyksraZ8cNiuO95/+OPv/xRPpNHxRHfi3p6JMbamX5cJs99sK11mIRwu+K26UN59dN8pk5JJjO58w9Qit5Hys2uixmSw35P/YP1L7xC6U+LccTH4UiII2HCWBxxsTRV1/DLzTMZeMoJZjxWL5nHTmXtk8+1aWwFMz7khpfmMPSi3xM1aEC7Omb2ycfjTOneBzHbtm7l66++Iio6mttvv50VK1bwzDPPcPvtt/Pv//wn4Hput5uysrKA86uqqsjKzKS6pkYaXPuxhrJytn/2FcXf/4jN5aRs8TJWPPQYI6+9nPQjDyciteceNNYXFVP8/Y9smvs2hClGXHkxoKhYtgJXRjqexgZW/v1f7YY/2Pr+x32+wTU20s4BY+P9doRIT3QwfGAUz9w2hvhoO7+uqyYmKrxNY2uLLYX11DZoflldwckHp/Lbg9NAa+J7+TcaRP8kDa5CeInKGcDCK28i5cB9iR4yiLJFv7LhxTlEDswmMjMdZ9KOsaEGn3saBZ9/SXNVdZttDL3kfCKzMjvdlwoLA4/GXVePp6mJ8LhYmioq2y2XfsSh/HjtLVSuWtNjA7/3N/1hnMj+wK3Nk/JA5HWj3qe7xz7f0z42mRRv54pTB/DY3LZfYD5kQgIDUl24taa0vKnN+K7eKqqbae6gl2xPSIl3kp3q4o6LhlFY1ojDrkiOd9DY5OHgCYlEumz04m9+iQCk3Nw5YeHhxA4fxtjbbqSpqhqbM5zw2B3j8rtr62iuq6NqbfuHKgnjx7D5zff8bjf/w88YPO1M9n7obvI/nk/BZ19ii4xg4GknkTB+L1xe9dlQ2rp1K1decQUrVqxonfb5Z59x0cUXc9xxx/H+++9TVlZGTk6O3/VdLhcn/va3fPfdd+3mOZ1O6hsaOPKoowjvoFOD6PsaSsuwR0USZrfTVFlFzlmnEOZ0sPLv/yJhwtgea3BtKCtn6V8eoejrHR1yfvjDDSTsPZ7RN11D7eatLL7tbr/ranfgnp99RUqCg2P3T+G7pRVsK97x0atwu+L6s3NIig1v/R6B3abILwr8MbQN22pxOcKorHUzODOy28MuxM6S0koIL9E5A5l43wx+vftBardsAyBxnwmMue0GXD69AWKG5LDf04+y+Y13Kf15MRFpqWSffDyRA7OCflXLlZZCQ1k5m9/6gDG3Xs+yBx5tfeIZFh7O8KsvoWLFKrTbTWNFVWgPVnSkX4wT2dfFRdmJirAR6Qqjtr7tkB1KwUHjpXfMnqK/jn0eF+XgsIkJjBgYxddLyqitd7PfmHgGpUWQlWrGOG1s8pAcF05xRfvxxw8cF09sVO/qLRoWpthrSDT3zlrP5oJ6hg2I5Kh9k/n365soq2oGICPJyZ2XDGP4wH45TvGeSsrNXWBzObG5nO2nR0Z0/LA9wNMWrTVKQdSggQy54Byyjj8KFW4nopt7ti784Yc2ja0tnn3mGR599FHef/996jv4SO2qlSsZP348I0eOZOXKlW3mXXfddcx55RWuuvpq0tL9vQgh+oOm2loK53/Nmn/vGHqieMFC4kaPYOQ1l1P60yLi9+qZMXtrt2xr09jaouznxdRsyGv94LG/74WkH3nYbghhz0uLD+euS4exbH01i9ZUkZ3qZP8xCcTH2Nt8/DUu2k5yB8N+pSc5qa5zU9/of0g+IXoLaXAVwkuY3U7i3uPZ76lHaSwvR9lsOJKScMRG+10+ZkgOI66+lIbiErDZCI+OIjwq+BvEMLud2OFDGXr+Waz4+78Zdsl52KMi0W43NqcTR0I8C6+6CYD4MaNCcoyiY/1xnMi+KjHWQXJ8ODeeO5h/zM6josY05jjDw7jx3BwGpMlHefqIPj32eVK8k6R4J0OyInB7IMplI8xrjNOhWZFcd1YOtz+5pk3bS2yUnTN+k44jvHc1uAJkJLu4bfoQNhXU43KEccOjq9r0xM0vaeCGR1fyn5v3IlM+ntXrSbnZfcKjoxj4uxNMPdNH+dLlJE2eSMnCX9rNyzjqCBzJSQDY7HYiM7u/gdLtdvPuu+/6nefxeKiprWXUqFFERPrvjVZUVMQ111zDgw89xF8feICVK1bwwYcfkpiQwBG/+Q0fzZvHqlWriHC5qKqsJMarJ7DoP+q25rf73gZAxfJVZB57JMrZc2PzVyxr/7ChRfmvy0k99ABGXvcHlj/8eJtvd2Qe8xsi0rtvXOXeJDbGgcNpIz7azr57xdHs1kQ4bSTFtb1ukRE2Bqa7/D5Qjo2ykxgbTnqik2g/H5cVojeRBlch/HAmJ+JMDu51K5vDQWRmxk7vy+ZwkLzfJCbefwd5s1+jZtMW4seMImH8GH696wG028OAU07s1g8c9DcyTmT/kTsgiihXPTdNG0xTswebTZGd4iIz2YHLIZW0PVV/HPs80uW/yqaUYtKoWJ68ZS9e+7yAzYX1TBkVx28mJ5Gd2nsbKzOSXTjCFZ/9WMqVpw5gSFYktfVuGps1n/1Ywhe/lLExv04aXHsJKTd7TuyIYVTZwsi9/II2vfq2vv8xkx97gOr1d9BQUto6PXJAFkPOO5PwAA2b3cVms3XY89TlcnH9H/9ISsqODxnV19dTsH07ZeXllJWV8dDDD7Nx40bunDmTiMhIJowfz4ABA1DAvHnzuOuuu5gxYwb/ePRRaXDth5pqaqjekId2++/VWLLwZ0Zcc9luDtUOTushhz9RA7NxJiWR/8l8Jt4/k+p1G2iurSF25HBUWBiuHhx3dndzOWyd1sFT4h1s2l7HvZfn8q/XN7NojXnTc1ROFNOOyaSxyYNHe0hJkI/fit5NGlyF6AVsLhdxI3PZ67YbaCwrpz6/gPXPzyZ2ZC5jbruBmOHDcMRJxTJUZJzInaO1pn57IY3l5bjr6glPiCcyKxObo/eOhepy2BiSFUVmiou6Bg+RrjCcvbDHnxC7wuWwMTgzggtPzKK+wUOzx0OYgma3xm5TnW+gB1TXNlNW1cQ+I+N44cOtPDp3E1qDLUxx8qGpXPzbbApKGzrfkNgtpNzsOTaXi/gxowlPTCTlgH0pW7wUgKTJE4nISGfKv/9G5ao1VK/fSOzI4UQPHUx0D435f/ZZZ/HSiy+2m56WlsagQYOIiooiKyuL8rIyioqLKS0t5dVXX+XVuXNxOp089NBDXHP11WalkhK2bDYdpA888EBemTOH/738MkuXLsXTD8a7FO01llUEHEYDwJEQjz06irJfl1NfWIQzMQFHQjzh8XE44+O6PXyxI3KxR0XSXNP2Q09hTgexI4fRXF/PgN+diKe+Hluki/CYGGwuJ46kRMKj/b9N2V/ZbWGMHhzDuq01nHxIKn84dSAej8bj0dTUu0mJd5KV4pLOE6LXkwZXIXoRW3g4EakpRKSmMPGvM0EpwmxSkOwu/XWcyGB4mt1Ub8xjzb+eofCrBaA1YU4nQy+aRsK4vXDExhKRlYE9MgIwjbONZeWosDAcu6GS25lgnqYLsadqbPKwbH0VNfVu3vummBUbq0lLdDLtmAzGDYshLrp3PRTxeDRfLy5jZE4Ur35WwOc/7fhas9ujee3zAi7/3QCGZcuHMHo7KTd3n6jMdMhMJ27U8DbTo3MGEp3TO3oFDx4yhL898gi3/fnP1FljtWYPGMA/n3iCjMxMUlJS2LZtG7fecgvnT5/OmjVrmDtnDgBHHXUUb731lt/tfvPNN1zX1MTSZcsYMWIEiUmBexKKvivMbsfT2IQjMaH1mxfesn97LEtu/wslC39unRY7ejjjZtxMc3UNkZnp5qPF3SQyO5NJ/7ifxbffS11+AQCu1GRGXHM5y//+b0bfcCXbP/mSjS/OaR3HNW6vkYybeQvO3dixRmtNbb0bm0316rpxTKSdCblx1NY309DoQWPGgY922bDbu+86ChFK0uAqRC8VJl9g7W369DiRHWmqrqG+oJB1T79A4Zfftk73NDSw5p//ZcJfbqe5tp5tH32Gu76e7BOPpeib79n63jzCwsMZdNYppBwwpd2H54QQoVFS3kiE00ZZZTNnTk3HozWr8mr452ubOfuoDI4/MAVbWO/p6VpU1shXi8tIig/nox+K/S7z2vwCJo/K3c0hEyHWb8vN/ioqKooTTzyRyZMmkb99O+F2O2lpaWRmZQFmCIHHHn2U7du309jQwFyrZ2tDQwNJSUn8sHBhwG3n5eVx4QUXMCw3lyRpcO2XXGkpeJrd7HXztSx/8LHWsY3DwsMZfs2lVG/c3KaxFaBy+WrWPfMScWNHk7zvPsQMHtRt4VNKERbhZMj55xCZnUFDSRlNlZWs+dczpB1+MDXr81j/7Ett1qlYtpKl9/2NiffdgTOx+z/murmgjl/XVfPV4jJiI20cd0AK2Skukjr4QFVPi3TZiZTRhcQeSlp0hBAigP44TqQ/lavXodAUzP/K7/z1s/5H6mEHsX7Wy4z+0zUsnvEXqtdtIGrQAMIcDlY8/DhFX09izJ//iCMhfqfDoT0etNbS61sIL03NHjYW1LF0XRUHjkugsLSRJrempKKJM49MZ1txPUVljaQntf8Cek+prneTEu+gps5NY5P/10NLK5pwhEsPlj2NlJsiPDycAQMHMsDPWLyFBQW8+uqrjB07lrT0dK6//nrKy8pITU2lpqaGpuZmli1d2m49h8OBzWYjNTWVMWPG7I7DEL2QUoqUAyaz4flXGHrhuYTHRONpdhMeG0PU4IF8O83/+K3bP/uS5H33oeT7n3DExuBMCu47HTsXRhugWf7Q49Rs3NQ6PeXAKax5sv3HvgDKfl5C3TbT+b87G103F9Rx1zPrWLN5x5AH874v4arTB3LMvslER0rTkBChJqlKCCFEQI0VFWya8wZZJx4T8CMF9SUlOBLizNABShEeG8OE++6get16GisqGXTGyTSUllG7Nb/LDa5aa2o3b6V6Qx71hUVEZKZji4gkMjuTiH70gQEhAtlW1MCi1VUkxzu46bHV1NS7sYUpjpiUyKAwRZTLRnV9M9B7Glyd4WGkJzlwezTZqS62FNa3W2bi8BgSYnvXUAhCiF3T1NyM2+1m+gUXcO8995CZmcm506ahtSY2Lo5po0bx9ltvUVlZ2Wa9884/n3ffeYdLL7sMmzx07dci0lLJvfwC6vK301BaTnh0FK70VHRTM+56/+N+6+ZmCFPkzX6dpEkTu7XB1R4dTezokTQUtX97o7GsPOB61Rs3UfjVAgadfVq3jTe7aE0VazbXMjDdRZTLxsb8OuoaPDz5xmb2GRErDa5CdANJVUIIIQJy1zdQ8tMics45DUdCvN/KYtI+EylbsoyonIE0FJeSfcLRLP6/e9DWRy02zX2L5P0nk7zvPjSUV3SpIlmxbAULr7qZ5pqa1mlZJxxN3OiRpB16YL/6qqsQ/vy0spwhWZHc99z61mluj+bjH0qwhSk8Hs3eDR62FdWTmdI73slLiQ9nWHYkbg9MOyaTB15Yj8ero6vDrrj4pGyiI6SaKkRfEh8fz7Rp0/jyiy/Izc3llFNP5cn//IdPP/0Uj8fDEUccwcv/+x/PPvMM33zzDUnJyVx00UVs27aNBQsWcMfMmT19CKIXCI+JJjxmWJtpzbW1pB60X5uhr1okjB9D1ep1NFVVoTv46FYouOtqaaqoIH78GIq//aF1evmylSRP2adNr9cW9ugotNvDumdeIu2IQ7qlwbWuvhl3s+afN41mydpKSiubmXZMJtuKGvj3G5soKm9icGbIdytEvyfvagkhhAjIFhFBVM5AKlavJffy9sPv2SJcDDztt2z/eD6N5RUk7jOeFX/7Z2tja4viBQsp/XkxW954l8byiqD2XVdQyM83zmjT2Aqw9d152CJcVK5Zt/MHJkQfER1pZ+6n2/3O+2RhCXuPjKOsqollG6p3c8gCczpsJMc7ePWzAmIjbdx16TAOGp/A4IwIjto3ib9fP4pE6d0qRJ+TlJTEWWefzQcffMDpZ5zBHTNm8PHHH+PxmDdoPvvsM8484wwuu/xyzp02jQMOOIDZ//sfYUrx2OOPk5kpLULCP3tkJMP/cBHhPh+fskdFkXPu6Wx550OS959MeHz3fpyqYvkq6vILGHjKCYQ5dpRja596nqwTjsaR1H7IgGEXn8eWN98DoHLlmm4JV2OTh8S4cN79upBIl52kuHCef38bC1eUc+2Zg3DYe88470L0JdJ1QAghRECO2BhGXnUJ319+PRP+MoN9/nEfebNfp27bdhInjmPAab9l2UOPo5ubqdm4Ce12t2sgbVH45bc4U5KpWreRpH3Gd7rvhqISGkpK/c7b/sl8Ug7eH601SkklUfRf6UkuCssa/c5rdmsUUFnjZktR+9f2e1JSnIP6BjdPvLaJkw9N5aRDUrDbwliZV82rn+Zz0++H9HQQhRDdIDIyktzcXCorK1m+fHm7+TU1Nbzzzjv8uHAhCxYsAODPt91GTk4OdvmgrOhAzLDB7Pf0oxR9+wPli5cSNWgAMblDWf3E0yibjcG/P4uIbv6Aa3NNLUVfLyB+3F5MuPd2ts37lMoVa4jIMh/RmvzYg+R/9BklP/yMMzmRjKOOoPDLbylfugIwvV27Q1l1EzaborSqicfm5hETaee4A5JJiAnHER5GWqI85BSiO0ipJYQQokOxI4Yx5Z8Ps+Lv/8IWGcGwi36PIy6O6o15FH7zAyMuv4Cfb7id5poamqsC96JTNht4PGx+/R2icgbg6mQMLU9zc8B57oZGoofkSGOr6PccdsVeg6NYsLR9z/H4aDtx0XZen1/AyYek9kDoAouJtHPNmYO45m8reOLVza3TY6PsPHbDKCKcMk6jEH1RYmIikyZNoqK8POAyq1auJD09HYCYmBiWL1tGdFQU8fHxuyeQYo8VnTOQiMwM0g49kPyPP2fzG++QecxU0g4/mOicAd2+/8QJY1nx8ONknXAM6555iYjMdDKOPoKG4hJWP/E0Ex+YScYxv6G5poam8kqW3vMQ7nrzQDTM6SQyK/S9uJuaPdQ3aO6dtY7aetObvLSyiRc/zOfwfRLJzY4kXD5SKUS3kAZXIYQQHbK5XCROHMfEv8ygfOly1j/7EmEOBwNPOZHsE46iOm8ze91yHWFOB+FxsTji4/wOG5B26EFseHkuWSceTVN5BbVb83FX1xI9eAARGentlnfExWGPiqS5prbdvNSD9sMeFdEtxyvEnkSFwTlHZ/LTykoam9uOTXfhiVmUVzWyrbieYdmRPRTCwIZlR/LkrWP4dkkZy9dXM2FELFNGx5HVS8aaFUKEXmxsLKefcQaVFYGHF5qy777Mnj0bgDPPOot33nmHUaNG7a4gij2czRFOZFYGQ847i5yzT8PmdOy2fbvS08g5+1R+vftBci+bjjMpkbr8ApIPmMKQC88lKiuT0sVLicjMYPMb75kPegG2yAj2uuU6Cr/8lriRuSENk9vt4YtfSlsbW73N/7mUo6Yk0dTUvWPbCtFfSYOrEEKITtUXl7D0/kcIs9lInrIP7oZGVj3xFIn7TCD3kvNpzqihoaICe0QEY++4mUW33tX6xB4g/cjDcGWmMeS8syj+4WdqNmwmef/J2CNcrH/+FXLOPZ2o7LZP9W0xkYy89nKW3v938OyoJCZMGEuYIxylpAecEBlJTj75oZi7Ls3l/QVFLF9fTUayk7OPzGBTQR2bKpp48OqRpCY6ezqo7SilGJDq4sypGT0dFCHEbrI9P59VK1cyfMQIDj/8cD7//PM285OSkhg2bBib8vI4++yzyUhPZ9azzxKf0H7sSyE6osLCdmtjK4AjLoYhF5xL2uEHs/XdedTkbSH7pGOIzM7CmRAPQFN5BcXffs+4O27G3dBg3gBDs+GFV4genIP2eFBhoetxqlEs2+B/uC+tTVlss8kbY0J0B2lwFUII0amazVsYeMqJFH75LRtefhV7ZARZxx+FPTqK+qJiYnOHEpmdifZ4cCTEs/8L/6ZyxWrqtm4jatBAlN3GpjlvUvTN963b3PbBx+ScezrpRxxC3itvMOKaS7GF7xhDypWYSJjLycS/3E750hU0VVQSP24vmqqqqV6fR9pvDu2JUyFErxIbFc6R+6ZQWNLA0fsm87tDUklLdGKzKXIHRJIQG47dJq8KCiF6XnFxMTfddBNfffUVNpuN/82ezYSJE3nxhReorq7mmGOO4aKLLyZv40buu/9+PvroI+6++24uu+yy1iEGRNcopa4GrgTcwHta6z9Z028FLrKmX6O1ntdzoexbnPFxOCeMJXHCWL/zI7IyKP15CSULf0HZwtCa1o4FuZdfGNLGVgCHPYyhWREsWVvld35slI3kuN3bMC1EfyENrkIIITqlm9wsf/AxGoqKAWgsLWPNf2aZMbGG7fi4jelN4KRq9VqKvv2ezKN/Q9mSZcSOGNamsbXFxpfmkrL/ZOqLimgsLSciLaXNtpIm783qJ56mau0G7JEuts//moQJYxn1xytwJUpvFyHAjIcaE2ln6IDu+diGEEKEQl5eHl999RUAbrebM04/nclTpnDfffcxKCeHxMRESktKmPvqq3z7zTckJyfzl/vu48gjjyQiQoYR6iql1OHAScB4rXWDUirVmj4aOAvYC8gEPlFKDddau3sutP2HKzWZUTdexfK//gPt3vEGV+phBxI9JCfk+9te2sC+e8XzztdFNLvbDh0waVQsyfEOwsKkh6sQ3UEaXIUQQnSqas261sZWbwWff8XgaWe0mVa3fTvL/vI3mmtqyZ/3GdknHkvxgoUBt12zeSuu1BSUn8qeKzmJUTdeRX1hMU1l5dijo3Glp+GIjd71gxJCCCHEblNRXk5OTg4bN24EIDU1lQsvvJDPPvuMr7/+moSEBP5wxRU8+OCDNDc3Y7PZSE3tXR/828P8Abhfa90AoLUutKafBMy2pm9QSq0FpgALeiaYfUtzbS3NNbW46xtoLK/AER+HKy0Vm8O8xeWIjSXtsIOJHZFLwfyvaa6pIfXg/YkaNLDd8Fq7qqisgQ8WFPHzqir+fP4QXvhgGxvy67DbFEfsk8j0E7JITeh9Qw4J0VdIg6sQQogOaY+H0p8XB5zfVFHZ5nd9QfGOD11pTdXa9cSPDfyxi/DYGKIHD8KZlOh/flQU4YOjYPCgLoXb3dhIfUEhaHAkJdJQWIS7vh5bZASRWZmE2aUIFEIIIbpTU7OHrUUNfLKwmI35A7jwhn8RZy9m5p+vYcaMGcy4/XaKiooAKCgooLSkhPfefZe3334bh8PBeeefz+TJk0lJSelkT8KP4cDBSql7gXrgRq31QiAL+M5ruS3WtHaUUpcClwIMHDiwe0O7h2sor6By+UrWP/8KTZWVpB58AMn77sOv9zxI8r6TGHjKiTji4wBwJSfiSk4kdmQu2u3G7gr9xyK3FNaRt72eDxcUU1zRxD9LGzjhoFTOTDTDByxYWi4fyxKim8ndphBCiA6psDAiB2YHnG+Padvb1HfsqYqVqxk87QzyXnmj3bo2l4vIrEycKUkhHbOqZtMW8ua+ybYPPiH38gup3bSFzW+8i7u+HmdSIrl/uJDk/Sa3GcJAiP6mtr6ZovImauvdxETaSU0IxxEuH6MTQoTO0nXV3PjYKtwe07Dz9WJIS4zliade4uvP3m1tbAW46U9/Ys6cOSxatKh12nfffcfpp5/Obf/3f8THx+/m0Pd+SqlPAH8D3N6GuddPBPYDJgNzlFJD/CwbkNb6SeBJgEmTJknrXADNdXVsmvsma598rnVa1Zr1bPvgY8bNvIXq9XmU/LyYjCMOabOeLTwcvL5fECqFZQ38+Z9rOPbAFCJcNo7bK46YSDuL11Qya/WOsVwvOCFw/V4IsevkKwpCCCE6lXn0EYT5qRBGD81p1zPVmZqMw3t8VY+H/I8/Z8Q1l6G8epXaoyLZ++G7cWWmE5G6aw2f2uOhbnshNZu2UJ23mZ//dAd5s18nYfwYqtasY+P/XsVdXw9AQ0kpS+95iIrlK/E0y3Blon8qLGvg4Zc3MuPJNXyzpIzPfyrhkx9KKK9q6umgCSH6iOLyRu57fn1rY2uLgtJGsEWycOGO4Ybi4+OJjIho09jaYu7cuWzZsqW7g7tH0lpP1VqP8fP3Fqbn6uva+AHwAMnAVmCA12ayrWliJ9UXFrPuvy+0m16XX0DJj4soX7GKhuISGssrdkt4Vm+qZVNhPW63h0t+m01BSSM/LKtgYHoEd14yjJQEByMGRpIQ0/3977YU1vHVolKeeDWPt74sIG97HR6PtN2L/kF6uAohhOhURFYGEx+8ixUPPUbtlm0AJE3Zm1HXX0mkz3hTERnpjL/nNn656Q6aa2oAM9Zr3JhRHPjSk9QXFhNmtxGRkU5EeirKtms96hrKK2goKaM+v4DarduIzEynet0GANIOO4hl9z/id731z/2PmOFDicoK7XhZQvR2DY1uXvhgG6NyohmcGcnHPxTT0OhhvzHxDMmOJD4m9L1thBB939atW1myeDG/Ll3KyJEjGTbmEArLGtstl57kwNNQQnr6jo6ZI0aM4Bc/ja0tVq5cyZgxY7oj2H3Zm8DhwOdKqeGAAygG3gZeVkr9DfPRrFzgh54KZF/QWFLa5gNY3kp/WYIrNRlHfByept3zUPOnlRWMGxaDRjHjqbWt0zfk1zH/51JuOjeHtEQncdHdW97nF9fz67pqauvd5G2v59XPC3CGh/HQNSMYMySmW/ctRG8gDa5CCCE65YiJIWnSBPb5+19oKq8kzBFOeHy8aTBVbT92ZXc5idtrFPv991GqN+TRVFlF7MhcXCkpuFKSiAnhF1jri4opX7Kcre9/hAoLI/XQA/E0N7dZxtPov3JbtzUfT4P05hP9T3FFExHOMBatqeTrxeWt09/8spDvl1XwwFXDGZAmXwQXQgQvLy+PO2bM4KSTT2bviROJiY3FXbOFP50Zz9Mf1FBauaO8PXaSgztvv5Hrrr+ed999F601VVVVJCYkBNx+QgfzREDPAM8opZYCjcD5WmsNLFNKzQGWA83AlVpreeVnF9hcgT885UxKoKmyirqt+YQfeuBuCU92qovhA6N4dE5eu3kV1c0sXVfN/mPiu23/dQ1uSiub+PynUpatr2JAuov9x8RxwoEp/PWFDdz33Hoe++MoEuMc3RYGIXoDaXAVQggRFJvTSfSggRDEt6vCIyMIHzqYmKGDuy08DaVlLH/ocQo++7J1WsH8r8k++XgGnn4Sm+a+haepCXt0FM3VNe3Wjx2Riz1KGpVE/9PY5GFUTjRzPi3AblMcOSWJvUfE4nZr6ps85OXXERtlIy5aboSEEJ1raGhg9erVTJs2jcrKSuZ99BFvv/UWDQ0NjBo1ij/9eSZzFkSwIq8BgIQoN4mJibicTp559llqqqtZuWoVY8eOxW630+zz4DQuLo7Bg7uvPtFXaa0bgWkB5t0L3Lt7Q9R3OVNTiMoZSM3GTe3mpR16IEvuuJ+s44/G5gzcMBtKo3Ki2VxQR12D/1633y+r4JTD00hNCG14yquaWL6hmrmfbae2wcPUyUmcOTWDZ9/dSn5xI0dPSebm8wYz48m1FFc0SYOr6PNkDFchhBB7pJpNW9o0trbY8uZ7JE2aCGFhbH3vIwZPO7PdMspmY+hF04hIS90dQRWiV4mJtFNZ00y4XXHLeUOorGnmvufWc/8LG5j17lbKa5rZUthAVU1z5xsTQvRrZWVlfPrppzQ3N/P9Dz/w9ttvM3fOHBoaTOPqihUruPTCaZxxkCLMeiFmQFokhx56KFdddRUXTJ/OVVddxZdffEF2djZPPPFEm49jZWVlMeu55xgypEvfehJit3IlJzH+ntuIHTm8dZo9OopRN1xF/sfzCXM5caXvvg+1ejyeDt9USYwNp6nZf2Pszqqua+aledv487/X8MvqKlbl1fDEq5t4dE4el/9uABHOMG5/ag1NzZrROVH4vCAnRJ8kPVyFEELskYq/+zHgvPrCItIPP5jtn35B3MjhjLntBjb+7zXqtm0nbvQIci+/gKgQDm0gxJ4kOd5BVoqLEw5KZd53xSxcseMjHuXVzTz00kbuumQYbrdmXG5sD4ZUCNGbNTY2MmfOHB584AHuu+8+xo0dy1NPPtluuaamJj77cC6P3XADkS4HW9b9xAMPPNBmmSVLlnDzn/7EnXfdxT333ktDQwMDBgwgOTlZGlvFHsEeFcXI6/+AUlBXUISnoZHNr79Lc00NY//vRtw1dbstLCkJTurq3UzIjWHRmqp284/cNxm3O7Qfrioub2LuZwXtpq/fVseyDdVkJrk4bv8U/vnaJq45YxDJ8TJevOj7pIdrD1JKXa2UWqmUWqaUesBr+q1KqbVKqVVKqaN7MoxCCNFbORLiAs7TGnKmncEBL/yb9CMPI37cGPb5x/0c8NKTjL/nNhInjsMZJw1Jov/KTnUxYVhMm8ZWb+8vKOLX9VXUNciwfkII//Lz83nkb3/DZrPR1NxMfX19wGWXL1/OoFQ78RENPPvMM36XWbp0KWjNVVdeSVVlJaNHj5bGVrHHcKUkEx4dxdL7HqGhqIQwu51BZ5xM5nFHsvo/zxI5YPd9pDUt0YkzPIxzjs5gfO6Oj1NFOMO46MQsNm2vIzoytH3v8osDp/9f11WxclM1+4yMpbyqmZR4BwkxMpyA6Pukh2sPUUodDpwEjNdaNyilUq3po4GzgL0wX438RCk1XAYyF0KItpKm7IOyhbX7KmyY00HUwCzqtmxD2cJYdNs95F5+AQNPPxlHugwhIARAXLSdmKjA1cDCska0B+obPUQ4bbsxZEKIPUV5WVlrI2tsTAwaUEphvsvU1t57701ERASNjY2UlJQE3GZ9fT3zPvqIrKwsoqOjuyvoQoSczekgckAWY//vJpbc+VdqN20BIHpoDhPu+T8iMzN2a3gyUlxU1jYzOieKEw9KpbnZA0rx4YIifn9sJomxoW3wjI4IXKeIjwln3ZZafl1fzYiBkURFSL1C9A/Sw7Xn/AG4X2vdAKC1LrSmnwTM1lo3aK03AGuBKT0URiGE6LUiszKY+Nc7sUW4WqfZo6OY+Nc7aSgpZ+t7H1G5ei1oTWzuUOyR8oGsPZ28GRI6xeWNlFU24rD7H0RtVE40jvAwol1yUySE8C8qOhplDcQ4Z84cHOHhHH/88e2Wi4yM5IQTTmDLli3Ex8cz9cgj/W7P6XSSkZnJiBEjpLFV7JHsEREkjNuLfZ/8Owe+/BQH/u9ppvzrb8TmDu2R8CTFh3PoxERio2wMSHfhsMMVpw5kzJDQp6/URAfJce2HCQhTMHF4LMs2VIPWTBgeS4oMJyD6Cenh2nOGAwcrpe4F6oEbtdYLgSzgO6/ltljT2lFKXQpcCjBw4MDuDW0/Ud/oobyqCQ3ER9ulV08/pZS6GrgScAPvaa3/ZE2/FbjImn6N1npez4VS2BwOUg7cl4Nefpra/O14GhrwNLvZ9PrbxA4dQtrhB7H8gX+QMH4MkQOzCbNJet6TyZshoVXX4GHe9yWcMTWdFz/MbzMvymVj/zHxpCc5CA+XZ/Oic1Ju9k9paWkcc8wxfPDBB3z55ZfExMRw2eWXM2ToUF54/nnKy8s56KCDmDZtGrfffjt/uPxyXC4XJ554Ii+9+CLbt29vs72bb7mF7OzsHjoaIULHlZSIKymxR8OwtbCOv83O46eVlYBp+Dx2/xRGD47B6Qh9nTgt0cm9l+dy97Pr2VJoer5HR9i49OQBvP9tEVrDPiPjGJodSaRLmqFE/yAxvRsppT4B0v3Mug1z7hOB/YDJwBylVJcGKdJaPwk8CTBp0qTQjnrdD20rrufZd7fy2Y+lgOaQiYlcfGI2WamuTtcVfYc06uya2vwCGsvKKF+ynDCnk8QJY4jISMfmcnbL/sLsdiKzM4nMzsTd1ETd1nwGnnIiea+9Q/4n8xl68XlkTD2MqAF+n1uJPUunb4YAG5RSLW+GLOiZYO4ZoiNt/LquisGZEdx63mBe+7yA0somxufGcPwBKURG2EhPlPHVROek3Oy/YmJiuH3GDMLDw4mKiuLAgw7i559/5sgjj+TYY45h3fr1LPj2W66//npqa2u59dZbeenll9lrr72YM3cub735Jh/Om0dKcjKXXnYZY8aMweGQfEeIXdHY5Kakoonn3t/W2tgK4NHw3rdFDM50cdoR3TO8QVSkjfOPyyQhJpziiibcbg9vflnIms21nDk1naFZEWQkdc89gRC9kTS4diOt9dRA85RSfwBe12aQox+UUh4gGdgKDPBaNNuaJrpRUVkDNz66im3FDa3TPv+plGXrq3nshlGkJUrB0I9Io85OaKyoonr9Bgq/XsCG51/ZMSMsjPF3/5m0Qw/E5uzedGQLDyc6ZyBRA7OJGjQQtMaRnEh4hAwl0EfImyEhlJrg4MITsnjitc2kxIdzwoEpDMuOosntJjrSRkKsg+jIHa/85RfXs624gaKyRrJSXaQlOkhNkLJRAFJu9muJiYmcf/75vPnWW1x15ZWt09PT03ngwQdZtHgxtbW1AJSXl7eO3zpw4ECuvOoqfn/eeTgcDiIjI3sk/EL0JSUVjcz+OJ/cAVF8+mOp32XmflbAgeMTyEgKfaeilDgHr6zdTllVE1MnJ7Nuaz2TRsZx9lEZxEfZyUiWjkyif5H3xHrOm8DhAEqp4YADKAbeBs5SSjmVUoOBXOCHngpkf7Fxez3VdW6OnJLE8QekkJVibiILyxpZu6W2h0MndrOWRp3vlVJfKKUmW9OzgM1eywVs1OlvtNtN8cKf0B5P28ZWAI+HJTP+Qv32Qv8rdwMVFkZUdiZRA7KksXUPo5T6RCm11M/fSbR9M+QmzJsh/gcgDUBr/aTWepLWelJKSko3HMGew24L46h9k7nzkmFERdiZ82kB731bREayi5wMFynxO3qZ5eXXccOjq7jh0VXc/8IGrn54BffOWs/WwsBfJBb9ipSb/VhxcTGrVq/mheefByA8PJyHHnqI++6/nyVLlnDppZfy7KxZ5OTkmBW8PqgVFhZGfHy8NLYKEQJNTR7mfLqdt78qIjbKjtvj/wXYiupmGps0JeWNAZfZWU6HjfOOzcTlsHHXf9fyxc+l/LSygq2F9QzJlnQu+h/p4dpzngGeUUotBRqB863ersuUUnOA5UAzcKW8etX9tEdzyUnZfPFLKQ2NHk4+NI1Ip41/zNnI2i21HDguoaeDKEKou4f76G+96OoKi3ElJZL/0Wd+52u3h8q1G4gaNMDvfCFayJshu1dctPmYxrhhMTQ1e4iOsLUbV62yponH5ua1eQMEYPGaKj78rpjzj8vAbpfxkfs6KTdFIFprPnj//dbfz86axd8feYQff/yxdVpsbCxPPf00N/zxj2RlSZu7EN2hqLyRed8Xc9sFQyivbiI71dU6lqq3yaPieOvLAr5aVMYJB6ZyzP7JIX2bMyXByR/PHsR5x2ZSU+8mNspOaryMCS/6J2lw7SFa60ZgWoB59wL37t4Q9V/Vdc18v7yC1z4vaJ3267pqRg2K4p7Lcqmr9/Rg6ER36O5Gnf42vrKnoYHtn36B7ugpuZZ0JHbZm5g3Qz7382bIy0qpv2HGiZQ3Q7ooISbw14KLypv40WsMuPhoOxeekElKoouKqiYKyhrJSpGe5H2dlJsiEJfLRX29adQ54ogjWLp0aZvGVoDKykr+/Oc/869//5sB0qAuRLdoaPJw1tQM/vv2FuobPVx0YjZ/fWE9bq8qeKQrjKP3S+au/66lsVnz7Htb+ebXMv7yh+Ekx4Vu/ORIl52B6dLUJIQ8ZhD9XlFZY5vG1hYr8moorWwiK8UZ8tctRK/2JjLcR5dtfut9EieO8z8zLIyYYV3q7CSEP88AQ6w3Q2ZjvRmitV4GtLwZ8iHyZkhIebzKv9N/k8a9l+fy8+oq/vHKRuZ9X0xBaSNVtc09GELRC7yJlJv9VkpKCqeedhoA55xzDnPnzvW73Lq1a/F4PPJRLCG6SZTLRmqig7zt9RSUNvLet0XccfEwjpySxF5DojnryHRuOW8I/35jM43NO8r21Ztq2bitrgdDLkTfJY8dRL+3pbAh4LwfllcwKN1FQ6O73WuWos+S4T66yOZyER4dTfmvyxlwyolsfv2dNvPH/PmPRKSn9lDoRF8hb4b0jPhoO9efNYghmZGoMFixsYY1m2vZXtLI9pJGflm9ihkXDuWISUmdbktrzdaiBhauqGDlxhrGDYtm4vBYMlPkIxp7OCk3+7lDDjmEffbZB1dERJsxWn3pDuYJIXZNhCMM74HtF6+pYum6aiaPjmWf4bEkxYcz48m1ftddtqGaSaPidk9AhehHpAVJ9HvRkYHHnouPDmfz9nqGD4jejSESPUkadbrOlZbC4PPOYuXfnmDAKScy/t7/o3LlGsIc4STuPZ7YkSOwuaRBRYg9UX2jhy9/KeWR2XkApCU6uPDEbN77pogla6sAeOK1TQzNjsBjvbYYF20nMbZ9L7YNW2uZ/0sZA9JcTBwRS12Dm/ueX89N0wYzME2GJdhTSbkpMjMzeeKf/6S8vJwTTjyRf/z97+2WGTp0KImJibs/cEL0EwXljaQmtC173R7Nd0srWJVXw6UnB/6WQny0ncrqJmKjAw8xJIToOmlwFf1eZrKTuGg7FdVtX4kMUzB+WAz1jR5sti59CFuIfkUpReaRh1O3dRubXn2LLW+9R1TOQBIn703UoIE4YuWBhRB7opKKRmY8tZYNXq8aFpQ28sALG7jj4qEsXVeFR0NJRRNFZU08MnsjlTXN7LtXHOcclcmQrB1fJN5eUk9xZRM/rqjg+Q+2AZAYG85Fv83msx9LOHNqBhFO+fiWEHuq9PR00tPTsYWFMf/zz1m8eHHrvOjoaO67/375IJoQ3UhrWL+1jkMmJPDlorI282xhiiGZEcRG2amsaXvPGxdlJzba3masVyFEaEiDq+j30hKd3H/FcO54ai2FZY2AGVD80pMH8OF3RVxyknxZXYjOOJMTGX7FxQw87SSaKquwR0fhSk0hPDqqp4MmhNhJBaUNbRpbW7g9moXLKxiXG8Oi1VWE2xVF5Y1sLTJD9HyysJTvl1XwxI2jSYoPZ3tJPc3N8PjcTWwq2PHF5NLKJv728gZmXDiMyppmaXAVog/IGTyYhx5+mFWrVrFk8WKysrKYPGUKgwYN6umg9TtKqQnAvwEXZliPK7TWPyilFPAP4DigFpiutf65xwIqQiIm0sa874u59ORs9hoSzZtfFFLb4OaQCQkcMjGRR2bncdclw3jitU2s2VwLwIiBUVx75iC2l9QRHyNNQ0KEmqQqIYChWRHceckwthXXExMZjvZo5nyazwkHpVJY2oBSMDgzsvMNCdGP2SMjiM6R3itC9BXVdYGH2ywobSQhxrx6OHVyEt8sKW8zv6rWzWc/lTA+NwaXw0ZtvbtNY2sLtwd+WFHBuGHSE16IviA8PJzc3FyysrLYf//9cTqdREdL+u4hDwB3aq0/UEodZ/0+DDgW8xG7XGBf4F/Wv2IPlpbo5MrTBvLlL6UUljVy0iGphNsVP66s5ObHV7H/2HgWrqhg8ug4TjsiHYC8/DrueGoN9185HNMOL4QIJWlwFQJwhNuIjggjJsLOl7+UoJTizKkZrN1Sy5J1VewzIo6UeAfRkZJkhBBC9A+JMYHHchuVE8XXi8s4er8kRg+O5pVP8rnsdwOIj7bT2OThk4Ul/LK6igPGxtPQqKlv9DDjwqFsKaznpXn5NDTteHexpKKRqAjp3SpEXxIZGUlkpHRW6GEaiLX+Hwdss/5/EvC89XG775RS8UqpDK11fk8EUoSGUorBGRFERaSwcHkFj83d1Gb+YXsn8sCLG2hqbv/xune/LuKKUyMIt4ftruAK0S9I65EQQHlVI3M+LeCdr4tap73zdRHHH5hCSryDpPhwyqqbpMFVCCFEv5GW5OSY/ZP5cEFxm+lJceEcND6B4QOjiHKF8eYXhZw5NYOX5m1je0kj0RE2TjwolcP2TuCFD7fx1aLy1nVHDIri1vOHcM+z62h2m5u+A8bG4wiXBlchhAix64B5SqmHgDDgAGt6FrDZa7kt1jRpcN3DuZw2BqZF4LSH8cnCElZsrGmd5/Zov42tAIvWVFFb7yYuWhpchQglaT0SAthe0timsbXFe98UMeOioTQ2emgOUEAJIYQQfVFMpJ3px2UxalAUr88voKbOzX5j4jnpkFSyUlwUljWyZF01h+6dyJ3/Xde6XnWdm19WV+J0qDaNrQCr8mr49McSDt8nkY9/KCEt0cHkUfG798CEEKKPUEp9AqT7mXUb8Bvgeq31a0qpM4D/AlO7uP1LgUsB+ejZHiQtyclt04eyZG0Vy9ZXkxBrZ0CqK+DyA9JcuBzy4FOIUJMGVyGAX9ZUBpy3fmstk0bGoT3S4CqEEKJ/SU9yctIhaUwZHUeTWxMTaW8du3XcsBginGE8887Wdusdvk8ir3yy3e82v11Sxm0XDCU13sGE4TE4HTJunBBC7AytdcAGVKXU88C11s+5wNPW/7cC3l8Fzram+dv+k8CTAJMmTZKboT1IdqoLWxhU1jQx/+dS6hs8HDguvt2Y60rBOUdm4HRI71YhQk0aXIUAIjv4MnJspB2nU9HoljqGEEKI/ikjuX3PmJhIO9kpLjb7+RiW0xFGbb3/j265PZAc58AeBrf8cw0v3zUu5OEVQgjBNuBQYD5wBLDGmv42cJVSajbmY1kVMn5r35SR7GLK6HgGZ0bisCsamzUuh435P5fi9mhSExxcd+YgcjIiejqoQvRJ0uAqBDAhN5YwBb6dWMMUjM+N4d5Z63nompE9EzghhBCil4qMsDE0O4KfV1W1mb5kTRVTRsfx5aKydusMzYogOiKMW/65gQnDY+SDWUII0T0uAf6hlLID9VhDAwDvA8cBa4Fa4IKeCZ7YHeob3bz/bRH5xQ0cd0AKx+yfxMmHplJa0URSXDhjhsb0dBCF6LOkwVUIIC3Jwe0XDuXeWetbP+IRbldce8Ygnn13C7ecN4TUBEcPh1IIIYToXaIj7FxwQjaLVq9o89Dyy0VlPHLtSBavqaKiprl1uiNcceVpg3j81U00N2su/90AoiOkOiqEEKGmtf4a2MfPdA1cuftDJHpCXLT50OX8n0v5x5w8tAaXI4zTj0hnYHpiTwdPiD5NarhCAC6HjQPHJTDr9rFsKqhDeyA+xk5jk4drzsghPcnZ00EUQggheqVBaU7uvGQYL87LZ/WmGtISHPzusDQWrank3j/k8sOyClZvriEz2cXB4xNocntIS3By9S2DGJAW+CMeQgghhNg1aYlOCkobSE1wcNv0oTQ3e1BKERVhIy1ROhQJ0Z2kwVUIiyM8jOxUF9kdfMFRCCGEEG3FRjsYPjCKo6YkcdLBqZRXNfHhd8XsMzKWb5eU892ycgakuliZV8PE4TEMSndx/dmDcITLUAJCCCFEd7LbFOOGxZKe5GR7SSONTR6yUpykJDhwOaQcFqI7SYOrEEIIIYTYJWmJTqZOTqK4vJHqOje5AyJ566tCvl5cDsD6rXWMHRpNfHQ4KQlOaWwVQgghdhO7TZGZ7CLTzwcwhRDdRxpchRBCCCHELouLDicuOhyA0somjtkvmdo6N01uzTH7pzB2aDSp0qNGCCGEEEL0A9LgKoQQQgghQioxNpyDxieyz8g4tNZEuqTKKYQQQggh+g+p/QohhBBCiG4R4ZTerEIIIYQQov8J6+kACCGEEEIIIYQQQgghRF+htNY9HQYRAkqpIiCvh3afDBT30L57khx37zFIa53S04HwR9Jmj5Dj7j0kbYZWb7zGodbXj7G3HJ+kzdDqLde1O/X1Y+wtxydpc9f1lmsZan3xuPakY+q1aVP0XtLgKnaZUupHrfWkng7H7ibHLXq7/nqt5LhFX9UfrnFfP8a+fnz9VX+4rn39GPv68fUnffVa9sXj6ovHJIQ3GVJACCGEEEIIIYQQQgghQkQaXIUQQgghhBBCCCGEECJEpMFVhMKTPR2AHiLHLXq7/nqt5LhFX9UfrnFfP8a+fnz9VX+4rn39GPv68fUnffVa9sXj6ovHJEQrGcNVCCGEEEIIIYQQQgghQkR6uAohhBBCCCGEEEIIIUSISIOrEEIIIYQQQgghhBBChIg0uIqdppSaqZTaqpRaZP0d5zXvVqXUWqXUKqXU0T0Zzu6glDrGOra1Sqlbejo83UkptVEp9at1jX+0piUqpT5WSq2x/k3o6XCKHSRtStqUtNm39Ic03VfTrqTTvk3S5p5L0mbf01fTY19Kg5LuRH8jY7iKnaaUmglUa60f8pk+GvgfMAXIBD4Bhmut3bs9kN1AKWUDVgNHAluAhcDZWuvlPRqwbqKU2ghM0loXe017ACjVWt9vFfwJWuubeyqMoi1Jm5I2JW32LX09TffltCvptG+TtLnnkrTZ9/TF9NjX0qCkO9HfSA9X0R1OAmZrrRu01huAtZgCrq+YAqzVWq/XWjcCszHH3J+cBDxn/f854OSeC4roAkmbfZ+kzf6lr6Tp/pZ2JZ32fZI290ySNvumPTk99oc0KOlO9FnS4Cp21VVKqSVKqWe8uv9nAZu9ltliTesr+vrx+dLAR0qpn5RSl1rT0rTW+db/twNpPRM00QFJm33v+HxJ2uxf+nKa7ivH4Y+k075P0uaeSdJm39TX0uOeHHZ/JN2JfsXe0wEQvZtS6hMg3c+s24B/AXdjMs67gYeBC3df6MRucpDWeqtSKhX4WCm10num1lorpWRskt1M0qZA0mafImm6z5J0uoeTtNlnSdrcA0l63ONJuhP9ijS4ig5pracGs5xS6ingXevnVmCA1+xsa1pf0dePrw2t9Vbr30Kl1BuYV1sKlFIZWut8pVQGUNijgeyHJG361dePrw1Jm31LP0/TfeU42pF0uueTtNknjqMdSZt7pn6YHvfksLcj6U70NzKkgNhpVobY4nfAUuv/bwNnKaWcSqnBQC7ww+4OXzdaCOQqpQYrpRzAWZhj7nOUUlFKqZiW/wNHYa7z28D51mLnA2/1TAiFP5I2JW1ai0na7CP6QZruk2lX0mnfJ2lzzyRps2/qo+mxz6RBSXeiP5IermJXPKCUmoB5bWMjcBmA1nqZUmoOsBxoBq7cE74CGSytdbNS6ipgHmADntFaL+vhYHWXNOANpRSY/OJlrfWHSqmFwByl1EVAHnBGD4ZRtCdpU9KmpM2+pU+n6T6cdiWd9n2SNvdMkjb7pj6XHvtYGpR0J/odpbUMkSGEEEIIIYQQQgghhBChIEMKCCGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIhIg6sQQgghhBBCCCGEEEKEiDS4CiGEEEIIIYQQQgghRIgE3eCqlHpUKfWu1+/DlFJaKTW1k/UilFL5SqkzgtzPdKXUhV0IV5hS6gKl1A9KqTKlVI1Sap1SarZSaorPdrVSqlwpleCzDbs1b6af4wv0Fx9sGDsI+yyl1MZd3c4uhmG+Umq+1++W4z6sG/Z1slLqj36md9s+Q0EpFaWUekEpVWiF8++7ab85SqmZSqkhu2Ffh1n7CslDGCtd/t1K+x6l1Juh2O7uYp0L7TOtTR5hTbtQKbVGKdWolCq3pvVIfOkq6xiPCHLZo5VSnymltiulGpRSW5RSc5RSo3dh/23yPyu+a6XUdJ/l/qyU2qSUalZKLbKmpSul3lZKlVrrXLez4eguSql46xzvHeLtXqeUOsXPdL/5a6h1lC8ppTYqpWZ1dxh89hlUXWR38Zd37OR2Qlo/6CDezLTOnz1U+wqw//2VUt9bdTStlJoQymPsankZ6Hz0NkqpE5VSvyql6kNV9+yNAuX/vV0Q9dqQ5Eu7sz7YHYItG3rivsjKi2YqpRJ9pndLGR4gDH7vfdWOe9ec7g6Dz35Dnj/2xLUNld1VXnT1XszffUmQ67W59+/CeiFNEz0Vv0PJCv89u7B+u3sc0fcEm6CHApcDM7u6A611HfAA8BelVHgQq0wHgm5wBR4CngK+BM4FTgb+BiQD+/pZPg64uQvbvwbY389fVRe2EcjdwO9CsJ1Q+hlzfD93w7ZPBvw1CHTnPkPhSuBs4EZMOB/ZTfvNAe4AdkcF+zBrX6Hq9X4acC3wIHAg8KcQbbcn7Q883fJDKZUJPAl8CxwBtNxY9VR86ao7MOEORiLwE3AVcBRwK7AX8J1SalCIwpOPOV/vtUxQ5qHZvcBs4BDg99asGcChwEXWOrNDFIZQisec41DfrF0H+Kv4n4z//DXUcgicL/0OU66JXRfq+sF1+I83u8t/ATtwIibNria0x5hD18rL6+jZ89EpqxH8JWArJt8NVd1ThM7J9Hy+uyfozWXDBMy5TfSZHk/3lOH+TMf/ve97mHSfvxvC4O06Qp8/9sZ73mBdx+4pLw6ja/dibe5LuuAK66+r4gltmuip+N0rdHCPI/qYYHs0XAcs1lr/uJP7mQXcj8lo5+zkNtpRSkVgGjce01rf6DXrY+CJAE+IPgKuVko9orUuCGI3K7TW34UguO1ordd1x3Z3hda6EuiW4+1N++yiUcA2rfXzPR2QPcgo69+/a609gRayHsI0a613uUdYd/OTD+QCNuA5rfXXXtNDGl+UUk6tdUMotrWztNb/A/7nPU0p9QOwEtO4/nAI9tFA+3ygJR79W2u93mf6Yq31G7u6X+gd57gv0Fr/0tNh6Ct6Y/1gZ1l1sRHAvVrrz7xmdXqMvaGM6MH8IQuIAeZorb/c1Y0ppWyA0lo373LI9sD976z+Vj50x/FK2bBztNZFQFFPhyMU9sQyrben/Z1tn9BaLw91WHZGX4rfOynQPU4be2rZKbxorTv8A5xAGXC9z/TDAA2cimlQLQMqMU/jk/xs523go072Nd/apvff/A6WT7aWuTmI45huLXswUINppG2ZZ7fmzfRzfFM727af81UK/M3PvDOsbU60fs8CNvqE427MTUg9UAx8DRzktUybcFrTcqzp072mTQZeBbYAdcAq4C9AhJ9zPt/PcR9m/Z7p55po7/0BKcB/MD1WaoHNwMtAltd2Z/lZf6O/fVrTFHC9Fe5GzNOvx4FYn/Br4B5MT+QNmN4fXwB7BXm9pgGLvc73C0CGz/Z9/w7rYHsZwPPWthqAJcA0n2VmAtrPuq3xweuc+N03sBF4EbgEWGuF/2fg8I6ur9f0jcCsjq5xsHEywLbbxRV2xNMrML3etwEeIGEnrvcNQB4mvr0HpFp/c4AKTBzsNF+wtjkR+Mo6vq3A7cCdvtcIr7SH//jsb5r3NUsB/m3towHTWHlpgHzqEGAuUA4s8roWt1rrNVjn72HA5ScvuAy4yzqP5cA7QHYn8XpmMOfLaxst+e+1QSz7G0z8rLfi0mW0z/9awt6Sr8zvwjnOsdYZjCmDiqxztAj4nb/0B4wB5gHVwFvWvEjgr5i8pNH69zYgzE8e+VtMHC22/l4E4n2OxW+eGeAcdZpn4z9tzQpwXrzPbVfi3n7WOazExLFHseIYweVLs3y2OwX4xDrPNcCnwBQ/ed8WdqTFWmANcHkQcavT6+G1bKdpyFruTkx8rbS29Rmw3y7kHdcCK6zrWgb8iE+87Kg86Era7kKe7Jv/52Ly0mpM3joDr3gfbDzys+/pfva9sZNj9FdGpAPPWdMarON/F5PvH+ZnH63xcifPh7/84SjgfWvftcBSTFlk87P9F4GzrOteY13zg3yWm4zpIFBixY31wD99wuH9N9+a15Xy8l7gFkxe5sbE2ZZtj7SOsQbYBFxgrfd769pWA58DQ/2cw0tpW3f6L5AYzP4DXJOWaz/d5/x0lic+BhQA4T7bi8HUB+/fyXywXRkcII0GituHEXy+dBWwAHPvUI558Hi8nzwuqPhtrTMfU1c7CRNPW473DJ/lWuKCv/jeYX3Wuj4a+K2f/f8TUw6He6UJ37Kh03qBtVyn5XIH56HDvBz/+ZMmiDIc0+PxO0xeUG7Fl4FdzQvo4N7XK3w5XsuHY+rBG63zsdH6He61TEv4Q1peWPOPwcTXOkx9+01gRBDXos219Qrj5cB9wHZMmn3RuubD2BEn1wLnB4i7YzH5VK11nHf5xg3MA783rHNQZ123Y4JJCx2dDyuML2DiZEse/i8gwc+xd1jHoYN7sQ7OqaZ9m0Cn14fA9/47Xa8Fjsa88VdhnbtVwIxOwj+d9vF7I0GUnx1sczymzanMOgffAAf7LBNUG4m17O+sbVRj8pEf8MrzrPB3uR0C/+l+ptc2/ZXdLsxbk0ut8GzHpOmRAc7rAZj74ipMOXmrVxz5xTq3C4F9/ISv0/xN/oL/CybiHmpdtEk+01sS52bgWeviXW1d1M/9bOdGTIHt6mBfozEF42LMTd9+wOhOwrceU6hf3lFE8Ip8wzAFdwMwyJrXUYPrUdZ87z9bJ2H6NybT962EvwP86vV7Fm0Ln9usBHStdd5PxFQWfBP2TJ/t5tC+InAq8H/ACda2rrAS5myfdefTcYNrtte1aPl7FWgGDrCWGQH8w9rnIZhMciEm02y5UR+KuZkr9NrORH/7tKb9xZr2OCYTv946N1/RtvFDW/uZhykoTsNkTmsBeyfX6VJr/dnAccDFVvhWA9HWMvsBH1rXsyXcsQG2F2WtW2Rt+1hMw4XGq1JPcA2usdY105h01Wbf1jFvwRRGZ2Jea1uAqbiO8Npmm+vrNX0jOyoM2ZhXUjTm9f/9sCqkBBEn/Wx7IiZP0F7hTmFHPN2KqQCcgLkZiOji9c7DxKXjMa9gVVrX6BtMnJ+KeQCggeM6iQPJmELZ+zx+g8nXtM+y3oXhUOu6aOs67WdN8xtfrL9VmJvaS6wwPogpRK/2k09txjQ4TMWqFGLiaQ2mIWSqtf9y4DU/ecFGzEOPY4HzMRUn73S+n7Xcs17h7LASbq1nAxyYxpnXrONM7WSdUZj89hvr/J5pne/NdNzgOtorXvzOCuMg69/FmLKiJexOYAAm/S7FPEg5GngG02DjnYfOtLa5DvgzZliFwzB5+1eYxo/rMDeDt2HS1MN+8sgNmJv9o6xrUYfp7YwVnt9Zy/3FK5wpHZynTvNsTNrKx8Sxlm0OpeP8tatxbw3mhmUqpgHRDdzZhXxpltc2x1nn5SdM3nwqpmyoA8b75H2VmHhxGXAkJv5qfB4i+TlvnV4Pr2U7TUPWck9jGp0Ot67HbMyN7diu5h2YoY6arX0ejilrbgEu6uS4ZuE/fWykg7TdQZ7cLt74pIeWxsOpmPJcYzXAdSUe+dl3CqZc0dZ59Y6bgY7RXxnxMaZ8PRdTzzgdU9fKoZN4uZPno03+YM273DpHx1rX8iZ8GvW80kEeJq6fZh3HL5i4Fm8tE41pYPsQU64ehkmDT3qVy6dZYbkbr/owXSsvt1rTT8XU09O8jvFXzE3ikZjGiJb86ltMfD4d08D9vc/x3Q80YR5WHAVcYO3ne7zqvYH2H+CatFz76V3ME0db6/k2JF6GyfsH72Q+2K4M9hPmYOq1weRLD2GGx/mNdT0ft9Y9xivsQcdva5351rnKs67P8ZgHFB688lQCl4fB1mdXYnpge+/bgSlHvTu2bKRt2RBsvSCocrmD89BhXo7Jn+62jus02tYpApbhmLxAY+oYx3mFfwMQ08W8IOC9L/4bpF7GlCl3YeLVTEx6fHk3lBfHYNLMx5h7rnMw91tFeHWy6WKZlod5mNaSlzVhGvq986fXMXF3L6/1Z7Ij7t5mnYuHaX8/n2mFbz2mbniidWxu4Ngg0kJH5+MQK36cZP1/OibdLPBz7B3WcejgXqyDc+p7rEFdHwLf++9UvRYz1EkDJo84xjp3lwF/7ST80/Hf4Nphmulge3tj6nhfW+seh2l8bcCrUZHg20ha7vPesNY5GvPQ/hqfa7CRLrZD4P8eJ9trm/7K7jgrjpxlhft31rUuA9L9nNc1mHq8933xXzFp6yzr+Jdj8l2H1/pB5W/yF/xf5wuY8U493hfCJ3F+6DP9XGv6b3ym/8aafkAn+5sPfB30AZgIupEdTwe2Yp60+/agaYl8wzDj9JQDz1jzOmpw9fe3tJMwtdxcHO01LQVTiPzJa9os2hY+7wKvd7LtNuG0puXgU1H1ma+sY5xmXcskr3nz6aDB1c+2Tre2cU0HYbRhGj80Xr14rOPd4mf5Nvu0rk8D7Z+GT7OW822AXkPbJ7stNykB45oVxgJ8Hg4AB1nrememL+LzxD3ANq/yd+4wvbsKsW5ECKLB1ee8tOtlzY4n2wO8psVgbuBeCHR9fdaf5fV7prUvu89yncbJAOfiHt9j9IqnP2NejWiZ3tXrvdo7nJgxmzXwf17T7NY5f7aTcN7r5zxGYSqlvuH3zSOmBrje7eILpsCrB3J9pj9l7ctu/Z5ubfMRn+UOtqaf5zO9Jb+d4HOO5/ssd6M1PdPneO7p4nX9kR354BpgVBDrvGQdY5TXtAHWefeO7y1hn+417WJ8KmPW9K/9HON/MZXKJJ/pH+PVQ8krrl/rs9zvremH+Ey/zQprqk+69L1pfty6xsrneC7eifTTUZ69EXjRzzqz8J+/djXu3emz3LvAaq/fLccfKF/yzldexaeSjGk8KMUrX2FHTzHvhgAn5ib7yU7OVbDXI6g05Gf7NutarAL+4TU9qLzDCsfPOxEHZuE/fXSatgNsL1C8mYlP46o1/Ve83koKNh4F2He7OlYnx9imjLDmVdNxvSNgvNzJ83FtJ+u3pNHbMDc7YT7bLsOrlxMwydruOT6/x3Wwj2G0zxO7Wl5uo/2bTS3HeJ7XtARMI04JXg15mAYPzY4OCjmYG/oZPttsqfee3Nn+Axxry7WfHmB+Z/XYT32W/xmv+5Ng4y8ByuAOwj2Ljuu1HeZLftYLs47zI6yepjsZv+dby3v35rRhGki/6iy+E3x99jZMo0yc1zInW+tO8Zq2kbZlQ7D1gqDK5SDPSaC8vOWaDwsQJy/2mR6N6cX3jM/0wVaYrvM57g7zAq/r1e7eF58GKUzvS3956f/hlZ/QfeXFj5i6n93nuJvw82ann7TifW1bwviZz3KvW9O9e1O35E93+Im7t/is/xTmQVi89fsha91hXsvYrHjws5/tXesn7H7Ph5/l7Oy4j5yo2x67ppM6DgHuxTrYX5u4EOz1IfC9/07Va9lx3x3wIVCA8E/Hf4Nrp2kmwPY+xTQMejce2qxpbwZYx2/ZgqmrVhFcu0yX2yGs5QLd4wRVdlrHFmmF83qv6S3ndYbXtJb74iasB5HW9N9ayx5q/Q46f5O/4P+CGZQ5E6jUWjcGmO87JutcK8Lu7zO9ZYyOzCD22Y5Syu791zJdm/FLRmCe3j2MSajnAwuUUuf525bWutRa9jyl1IhOdn0lpuu599+ZHa2gtf4G84TMe/DjszAVqZc6WHUhcJxS6l6l1EFKKUcnYQtIKRWrlPqrUmodpnLehHntQWF6p+3MNidhnkL+U2v9qM+8PyilFiulqjEF2yZrVmfn15/9ME/IX/SZPtva9qE+0z/WWjd5/f7V+ndgB/sYgXkVsc310GYszjw/+wjGIcBWrfV8n+kvYhrcd/qL7gF8p7Xe3PJDa13FjgHIQyVkcdLLm9rKvS07c729x7FZaf07r2WCNX8tpgLfkf1pfx5rML3RQ+kYTO+fDT752DwgifZx4w0/6zcCr/qs/5E1/xCf5d/3+R1MmgjG7zHX6xzM0/qPg/i66P7A+9Z5BcA639/sYlh8HYM57go/53i8UirWZ3l/5zgP+NbPOQ7HHLe393x+/4qpQKftTOC7I8+2dDXu+TuunY03hwDvaq3LWyZoM2b327RP17Va68+9lmvAPFwJdt+dXY+g05BSaqpS6nOlVAkmD2oChtO2PAs271gITFBKPWZtNzLI4wmku9K27/lb6rPNrsajXeFbRoA5jzcppa5VSo1VSqkQ7s8f3/wBpVSGUuo/Sqk8TFxqwjxcjMfUJ7wt0FqXef32vU5rMA8j/qOUmqaU6qysatHV8vJDbT5e688HLf+xwlqIidOVXsu0lK8t4TsSqy7rEw++x9z0+ZZFHe2/Q13IE/8JHK6UyrXWm4zplfYfr2V2tQzeWZ2WE0qpfZRS7yqlCtiR3xzJztWfvW3WXmM8aq3dmHu0KX6+ceF7vMHWZ1/EHM/pXsv8Hliltf6hg7AFWy/oarncRpB5eVftj2mM8U0DmzHpxTcNdJYXdEXLtn3Tf8tv3/QfsvJCKRWF6UH4incdXGu9AXPddua+CbzyIYu/On1L/uQvn/Rth5iNaTQaY/0+BJOvrfXanhvzXYIJQdQNA1JKOayvzK9UStVh4tdX1mzfOLardZzOwhKK67Oz9dpFmGOfrZQ6TSnlWx52VZfTjPVdn0Ox2qG80qXCPCjyruMFU7YcgIlHTwYR3p1ph+iM37JTKXWGUup7pVQ5Jk+rscLpL0/zLuNb7otXW3GihW8Z39X8TQQhmAZXFyYyBtLmw1NWw2wZZrB/by2RJiLo0FmsG/om7z/vm3ytdYPW+kOt9Y1a6wMxFYHtmJ5vgTyC6WVzVye7X621/tHnb1kQwX4RONnKAMFUQD7TWm/tYJ2/YL7+91usV2iUUs8qpZKD2J+vZzFdwh/FVNwmYxqPwVzTLlFKZWNukudjXi/3nnc1psL7CWbMjynsqAR1eV/s+FJom68WWplFCe2/JFrq87slvna0b7/7sGz3s49gJHawPe99hoq/j74V0D7t7YpQxskWvueoq9e7zOd3YwfTO4t/GQQ+j6GUiimkmnz+5lrzk3yW9z1HqZib7Bqf9QsDrL8zaaJTWusVWuvvtfmI1m8whfwtnay2O8/xebQ/xw9a84M5x4P8rN9y09jd5zikebaXrsY9f8fl3Ml9d5QnJvhM802/LfsO9tg7ux5BpSGl1N6Ym9RqzGu++2GuxWKfsAQbr58H/gDsi7mBLFVKvR7Eg4pAuiVtB9iu9za7Go92hb84cyamDvInzFiSW5VSM/w0HHVLGKz9vI15Be8ezCuTkzE9naH9+W9zPvWOD6+4rN8VmNect2HqT5uUUkuVUqd2Eq6ulpf+zmULf2VmoPLVOx2BuXHzjQsxdJ7PdkWweeIbmDzlMuv35Zjz6v3wY1fL4J3VYXq1Gto/xVy3qzE3+ZMxry/vapoOlD85MI2m3vzVyzqtz2qt84AvsTqYKKXiMcMXvNBJ2ILNP7taLrfqQl7eVS1p4BM/4RrrJ0wd5gVdFOjeJdB9RijLi5bvLYTyvgl2vU7vG2dafrfcC3UUlxXt6yJdSfv3YXqlvoiJ91Mw98H4Ceuu1nE6E4rrs1PxxWrMPhrTrvQCsF0p9Z1Samcb4XcmzSRienzeTvt0eRWQ4FVfCKZsaUnHW7oaXkJTL2t3HZVSJwKvYHrsnoOpV07GdGr0t69dKeODzd9EEOydL0IJ5ul9IG2eelg94BIwr/Z7a0noxcEGzss2TITyneaX1nq1UuoV4HqlVKrWutDPMtVKqfswPV0fbLeRXfcCpqHqFKXU95jwn9/RCtbTkb8Cf1VKpWMq9n/DdBdv6VXbgKkseWsT+ZVSLsx4MjO11v/wmj52Zw7EajR+B3PtzrSeDHo7C/M61w1e6wzemX1ZWjKudKC1cdt6wpJE+4xtV/fhKx0z5uDObNPfE6Z0r/lgXs9AKeXw6Tne1UzM3xPHNNqmvXrMkypfQVWMgoyTXeXbc2l3XO9A8gl8HkOpBNOwc22A+at8fvueoxLMtTw4wPoB88PuorUuV0qtxbz22pHdeY6/wsRXf3zPkb9zvAHzcUN/Nu50yDoR6jzbR1fjXiiVEjiP9Xfz0Z2CTUOnYnoNnOLdY0EplYDpkdgiqHht9dT8D6YnYwI7xpl7BVNZ3lPsznjkmzax6nFXAlcq82bS+ZjxxIswHykJNd8wDMW81vh7rXVr7zLrBmjndqD1IuBUq6ybhBkbbo5SarzWemmA1bpaXrY7l7uoxPr3KPyn4RKf3zu1/67kiVrrJqXU08AVSqkHMHXSh33ehNnVMri7HIMZl+8MrXXrjX0IesJD4PypkfZfBvdXLwumPgvmfucppdQgTKOLvx7YvoKtF+xKuRxsXt5VLXF8Ol5p0EvVLmy7M97pf53XdH/XJdTKMPEkUJnenfvuSBpmfFbv37DjXqijeoimfT7WlbR/FvC81vqelglKqegurB9KPXp9rN67nyulnJghZu4C3lNK5Witd6btp6vKMW9YP4F50O0vjJ4ulC0tYc7CvPGzu/mLh2cBa7XW01smKKXCCW2Hrp7M3/qsYBpcVwIOpVS2d2XAyxmYQXVbnI55wrHAZ7mWBrjOKuUNmKfkraxGqR99F7QiWazW2reCB+brq3WYcSgC+SfwR0xvhZDSWq9TSn2Leeo7HNOr5vUurL8deFopdRw7XosA82rNGJ/Fj/f57cQ85WnymT492P23sF7bexHzNHqK9dq6r0jM68XeLvCzXAPB9XD+DlMhPAvz5L/FmZg4Oz+IbXRmFeYp6FmYsR8BUEodgHma/vBObPML4HSl1IHWsBItzsFU9Jdbv/Osf8dgxhlr6RVwAG0zspYnZIHO2X5KqQEtr7QqpWIwccH7lZA8zA1da+OuUuoQfNKYz778ZqYdxMldtTuudyALMK+pep/HKMyg+qH0Iab3yiZ/D4CCXP9mzDhpn3a2cJAa2Yk3DloopdIw+WxHw6SAOcfHKaWiWl4ftHr1HEhoG4o/xLwKs2wnX2H9EHODVq21XtnZwkHoLP1660qeHSgfDTR9V+Oev/0QYF++vsBc+5iWssPKp06ke9O1P8GmoUjMGJWtlV2l1BGYV8O8X8Pqct5hvSL3ilJqX3b0xttdgi1/Awl1PNppWutVwJ+VUpezoyzqSrxsWb4r56OlAcy74SYcMwbwLrEaBr9TSt2OeZtkFIFv8HqyvAQzJrYH85Haj7txP12tx/4H86Gbuda6T/nM7674u6vpyl+8Go4pH73vuboavwEGKKX2axlWQCllw9yj/aC19nSybrD1WTDn/HFMWjgWM0ZsHh0Ltl6wK+VysHl5oHMbaPq3mHryMK31c10MUyDt7n0D+NL69yx29K6HHfnQ/BCGp81xa61rlFI/YeLFzJbON1ZD+wGYjy31hDMwH/JrcRamV3PLa91fANdZDX8boTUtnAn84jOESiCB0nkk7fMof/e/wer0XiyQ3XR9Os2HrN6on1kNz29h2n+6vcHVOv6vgPGYsXkD5XHBli3fYuLRpXgNb9HDIjEPkbz9HnM8odId+Vu/F0yDa0vmPgX/3ar3Uko9ixkzZTimAJjv54ZmX8x4QOt9N+BjOeYp9ZmYp3dVVuXanzhgo9Wb9RMrfEmYzPZY4AGvbujtaK0blFJ30fH4HKOUGZfU16/eYw8F8ALmSctY4A2ttb/ttFJKvcWOr2+XYcagOoa241DNBv5PKXUbpuJ9MHC293a01hVKqe+AG5RS+ZiM7kJ27lXzmzED4F8LZCqlvMfgXae1LsK6kVVK/Rnzms8RmAGjfS0HEpVSf8A0oNdrrX/1XUhrXaqUehi4VSlVg3klaBSmYfxr2o8x02Vaa7dSagam19GLmEblLEz8XUPbhwjBmoU5T69b12cLphJ0JHCZV8/gDzAPAp5SSt2Byfz/hMnYva3GZKwXKqVKMQXdKq9G7wLgI6XUTGvezZiPttzttY3ZmMLiGaXULEzB90faP4hoqTzfoJT6AHBrrX8MMk7ukt1xvTvwCObrlN7n8SZ2DIESyv2cCXyllHoE0+AfhWmwPFhrfVJHK2ut5yul/ocZf/JvmHTmwQxgfxxws9Z6dRfDtBw4Xin1IebabtNa+20AVUq9gYkDSzAPV4ZjvibbTOcPJ+7B3OR9pJR6ENP7ZSahH1JgBua8fKmUehzT8yUB0yAzRGt9YSfrv4SpKH9qxcfFVliHYhpBTtZa13YhPAWYJ8VnKaWWYB66bfD3gLCLefZy4GCl1AmY18SKrZuIQPnrLsU9PzrLl7zdjekV/6lS6q+YG9+bMZXGzobzCakupKEPMV/DnmXVbYZjXlHzfWsnqLxDKfUkpvK6ANNQMRxTQf6I3StQvAlWqONR0JRScZg63kuYTgBNmB4qCew4j12Jl9D187EC8wDzXqWU2wrD9btwTCdgyuY3MY0/UZgPVLXEFb96uLxs6UzwV+Bxq6fxF5ie4wMwdZ2ntdc4hbuwny7VY7XWW5VSb2O+2vyO9hpb2dJd8Teoem0HPsHE2+et65qB6bm9ibbDvnU1foMpg16x6plFmKFNhlv/dmYWwdVn0VpXWnXFK63wXxLE9oOtF+xKuRxsXt5S/71SKfUcJm0voYMyXCl1E/CEUiqFHXX6LMwYkvO11i8HcQ58w9Dpva/WeqlVjs1Uplf7t5gHzbcD/+ti3OssPP7yx9sxecy7Sql/YoaVuhNz/DvTUSUULlHmVfGFmB7WF2N6L7bc5zyCaUz72EoLlZiyezjtOywFEuh8fAicr5T6FTPMyimYxs2d5fderAvrd/f18ZsmMGn5EEx5tBlIxryxsY3d2zv0j5h2q3lKqf9ietInY8a2tWmtbwm2bNFaVymlbgUeU0q9hsmLqoAJmHy+Jx4wfIgZrvIRzAdtJ2EeJJaHagdWfh5U/mad4/O11sG0J/ZvOogva2EGmn/WZ9phmJunUzAFczkmIr4MJPvZxhrgoSD2lY5JsFX4+cKiz7IOzA3OR5jKQCMmI12Aqch6fwl9Ov6/QmnHVGQ0bb/013J8gf4mBXEsCZhKkQaO8jN/Fm2/2HgDphG1BHPTtgpTAfH+8p0L+AcmE6nCvJY4xdrHdK/lcjCJpApzk/c4pmDReH11lMBfKjzMK4yBzsF0a5kIzCt9Rdb+3sU07Pme0yjMIOUtrz1s9LdPa5rC3Myssq5rPqbxOtbnHGp8vrROJ1+79Vl2GqYC12Cd9xeADJ9l2n11voPtZVjbKLa2uQSvL216LXcQpnJQa8W/ab7xwVruMsyrMs0+12WjFa6LMZWzBuAX4Ag/+7oMk/7qMJWzfWj/xVibdX4LMY0QOtg4GeA83NOyDT/Xpd1X23fxek/Hf9qej5+vvvrZ996YV9HrMRXx2zEVFN/w+8bnqb7xtqP4gskPHsFUThqtc/0Vbb9o6/dYrHlhmBugxVZYK6z/P4D1heBA5xj/aexAzNAZ9b7H5mffN1vLlmPi7CpMo3tOkOliqhU/GzDx+TICf7HWOx8L9AXPr/FTNgDZwNPWdWyJRx/T9mu3M61ttvsKLCZ/nYlp1GnAvIK10JrW8hXrlnM51WfdlmuX4zXtZEwFusn32PzsO4fg8uyRVryptebNsqb7zV93Ne61nK8u5EuzfJbdF9OoUI2pnH+K19errWVm4f9L3/P9XecAcTuY69FpGrKWu9o6V3XW9Z/qLywEkXdgXn2fb53zBmu7j9DJ13wJnD46TdsBthco3szET3rw3X+w8SjAvu34yWO6cIxOTH6zzIpHldZ1OcdnOb/xMhTnw5o3AZP31GLqnHfhJ48i8Be+W88B5nXtV6xzWY+pP70P7Ou1/DD85BvsQnnZyTVvF24Cp6/fY+oGNdY1WYHJs7I723+A69Fy7af7TOs0T/Ra/mxr3vEB9rFLZXCAbXZWrw0mXzoDU+bUY+L4WXShPhggXPOtuPpbTINHgxVfzgwmLljzgqrPWsu2XJc6vPJSn7g1y2dap/UCa7lOy+UOzkOwefkdmDy8pUdsjjX9ZAKU4ZgHdZ9j8qNadnTWGN2VvMD67ffeN0B8cWDq2HlWuPKs3973ijl0Q3lhzTsGc5/d8hbpW8CIINJKm2vbQRhnEkT+5LXcGOs61GEaQ+8GwnzWHYF5uFWBSWffAcd0IS0EKi+SMR1byqy/lzBDCPrGlVkEUcchwL1YB+dUA3f4TOv0+vjZb0u82Kl6LabR/y1MY2sDpkya21m8CLD9Ntc5UJrpYJujrGvSUufaghl//TifuBdU2YLpQPa9dT4rrf+f4BOunWqHIPA9TqCyOwyT1rdZcfELTEeojbRNoy3ntdP7YgKnw2Dyt1mdxVH5M3/KOmEdUkpNxzTyZeiu9fBpWX9fTEPPKN31XlhCCB9KqY2YTHNaT4dFCCGEEKInKaVewjxIHKI7f2W+T1NKzcc0HB3U02ERojtYb5bcgWlo9n3Nus9TSsViGlSv1lo/3tPhEUIEFuzXXV/EtKZfsZP7uQV4ThpbhRBCCCGEEKGglNrPGs/3TOBv/b2xVQjRtyml9sG8UQOmx6UQohcLaswFrXWzUuoCzOtzXaKUigAW0fE4qUIIIYQQQgjRFQswwxo8h/kYrhBC9GVPASmYsecX9nRghBAdC2pIASGEEEIIIYQQQgghhBCdC3ZIASGEEEIIIYQQQgghhBCdkAZXIYQQQgghhBBCCCGECBFpcBVCCCGEEEIIIYQQQogQkQZXIYQQQgghhBBCCCGECBFpcBVCCCGEEEIIIYQQQogQkQZXIYQQQgghhBBCCCGECJH/BxhyRGntFAR9AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 1440x720 with 10 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#         tsne = TSNE(n_components = 2, perplexity = 30, verbose = 2, random_state =42)\n",
    "X5 = torch.load('eX5_different_layers.pt')\n",
    "labels5 = torch.load('y5_different_layers.pt')\n",
    "X4 = torch.load('eX4_different_layers.pt')\n",
    "labels4 = torch.load('y4_different_layers.pt')\n",
    "X3 = torch.load('eX3_different_layers.pt')\n",
    "labels3 = torch.load('y3_different_layers.pt')\n",
    "X2 = torch.load('eX2_different_layers.pt')\n",
    "labels2 = torch.load('y2_different_layers.pt')\n",
    "X1 = torch.load('eX1_different_layers.pt')\n",
    "labels1 = torch.load('y1_different_layers.pt')\n",
    "\n",
    "for i in range(len(labels1)):\n",
    "    if labels1[i] == 0:\n",
    "        labels1[i] = 'Point Aggregation'\n",
    "    elif labels1[i] == 1:\n",
    "        labels1[i] = 'Downsample'\n",
    "    elif labels1[i] == 2:\n",
    "        labels1[i] = 'Transformer 1'\n",
    "    elif labels1[i] == 3:\n",
    "        labels1[i] = 'Transformer 2'\n",
    "        \n",
    "        \n",
    "\n",
    "tsne = TSNE(n_components = 2, perplexity = 5, verbose = 0, random_state =42)\n",
    "tsne_result_5 = tsne.fit_transform(X5)\n",
    "print(tsne_result5.shape)\n",
    "\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result_5[:,0], 'tsne_2': tsne_result_5[:,1], 'label': labels5})\n",
    "fig, ax = plt.subplots(2,5, figsize= (20, 10))\n",
    "# fig.gca(projection='3d')\n",
    "\n",
    "s1 = sns.scatterplot(ax = ax[0][0], x='tsne_1', y='tsne_2', hue='label', data=tsne_result_df,s=60, palette=sns.color_palette(\"hls\", 4),)\n",
    "ax[0][0].set_xlim(-50,65)\n",
    "ax[0][0].set_ylim(-60,65)\n",
    "ax[0][0].set_title('Ex 5')\n",
    "s1.get_legend().remove()\n",
    "s1.set(xlabel=None)\n",
    "s1.set(ylabel=None)\n",
    "# s1.title('(a)', loc = 'center', fontsize = 15, fontname=\"Times New Roman\", fontweight='bold')\n",
    "\n",
    "tsne = TSNE(n_components = 2, perplexity = 5, verbose = 0, random_state =42)\n",
    "tsne_result_4 = tsne.fit_transform(X4)\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result_4[:,0], 'tsne_2': tsne_result_4[:,1], 'label': labels4})\n",
    "# fig, ax = plt.subplots(3,3, figsize= (10, 10))\n",
    "s2 = sns.scatterplot(ax = ax[0][1], x='tsne_1', y='tsne_2', hue='label', data=tsne_result_df,s=60, palette=sns.color_palette(\"hls\", 4))\n",
    "ax[0][1].set_xlim(-80,75)\n",
    "ax[0][1].set_ylim(-80,70)\n",
    "ax[0][1].set_title('Ex 4')\n",
    "s2.get_legend().remove()\n",
    "s2.set(xlabel=None)\n",
    "s2.set(ylabel=None)\n",
    "\n",
    "tsne = TSNE(n_components = 2, perplexity = 8, verbose = 0, random_state =42)\n",
    "tsne_result_3 = tsne.fit_transform(X3)\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result_3[:,0], 'tsne_2': tsne_result_3[:,1], 'label': labels3})\n",
    "# fig, ax = plt.subplots(3,3, figsize= (10, 10))\n",
    "s3 = sns.scatterplot(ax = ax[0][2], x='tsne_1', y='tsne_2', hue='label', data=tsne_result_df,s=60, palette=sns.color_palette(\"hls\", 4),)\n",
    "ax[0][2].set_xlim(-65,75)\n",
    "ax[0][2].set_ylim(-70,65)\n",
    "ax[0][2].set_title('Ex 3')\n",
    "# lim = (tsne_result3.min()-5, tsne_result3.max()+5)\n",
    "# ax[0][2].set_xlim(lim)\n",
    "# ax[0][2].set_ylim(lim)\n",
    "s3.get_legend().remove()\n",
    "s3.set(xlabel=None)\n",
    "s3.set(ylabel=None)\n",
    "\n",
    "tsne = TSNE(n_components = 2, perplexity = 5, verbose = 0, random_state =42)\n",
    "tsne_result_2 = tsne.fit_transform(X2)\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result_2[:,0], 'tsne_2': tsne_result_2[:,1], 'label': labels2})\n",
    "# fig, ax = plt.subplots(3,3, figsize= (10, 10))\n",
    "s4 = sns.scatterplot(ax = ax[0][3], x='tsne_1', y='tsne_2', hue='label', data=tsne_result_df,s=60, palette=sns.color_palette(\"hls\", 4),)\n",
    "ax[0][3].set_xlim(-80,90)\n",
    "ax[0][3].set_ylim(-75,80)\n",
    "ax[0][3].set_title('Ex 2')\n",
    "s4.get_legend().remove()\n",
    "s4.set(xlabel=None)\n",
    "s4.set(ylabel=None)\n",
    "\n",
    "tsne = TSNE(n_components = 2, perplexity = 5, verbose = 0, random_state =42)\n",
    "tsne_result_1 = tsne.fit_transform(X1)\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result_1[:,0], 'tsne_2': tsne_result_1[:,1], 'label': labels1})\n",
    "# fig, ax = plt.subplots(3,3, figsize= (10, 10))\n",
    "s5 = sns.scatterplot(ax = ax[0][4], x='tsne_1', y='tsne_2', hue='label', data=tsne_result_df,s=60, palette=sns.color_palette(\"hls\", 4),)\n",
    "ax[0][4].set_xlim(-75,80)\n",
    "ax[0][4].set_ylim(-75,85)\n",
    "ax[0][4].set_title('Ex 1')\n",
    "s5.get_legend().remove()\n",
    "s5.set(xlabel=None)\n",
    "s5.set(ylabel=None)\n",
    "ax[0][4].legend(bbox_to_anchor=(1.05, 1), loc=2, borderaxespad=0.0)\n",
    "\n",
    "### attention####\n",
    "\n",
    "\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result5[:,0], 'tsne_2': tsne_result5[:,1], 'label': l5})\n",
    "# fig, ax = plt.subplots(3,3, figsize= (10, 10))\n",
    "a5 = sns.scatterplot(ax = ax[1][0], x='tsne_1', y='tsne_2', hue='label', data=tsne_result_df,s=60, palette=sns.color_palette(\"icefire_r\", 3),)\n",
    "ax[1][0].set_xlim(-75,80)\n",
    "ax[1][0].set_ylim(-75,50)\n",
    "a5.get_legend().remove()\n",
    "a5.set(xlabel=None)\n",
    "a5.set(ylabel=None)\n",
    "ax[1][0].set_title('Ex 5')\n",
    "\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result4[:,0], 'tsne_2': tsne_result4[:,1], 'label': l4})\n",
    "# fig, ax = plt.subplots(3,3, figsize= (10, 10))\n",
    "a4 = sns.scatterplot(ax = ax[1][1], x='tsne_1', y='tsne_2', hue='label', data=tsne_result_df,s=60, palette=sns.color_palette(\"icefire_r\", 3),)\n",
    "ax[1][1].set_xlim(-75,80)\n",
    "ax[1][1].set_ylim(-75,70)\n",
    "a4.get_legend().remove()\n",
    "a4.set(xlabel=None)\n",
    "a4.set(ylabel=None)\n",
    "ax[1][1].set_title('Ex 4')\n",
    "\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result3[:,0], 'tsne_2': tsne_result3[:,1], 'label': l3})\n",
    "# fig, ax = plt.subplots(3,3, figsize= (10, 10))\n",
    "a3 = sns.scatterplot(ax = ax[1][2], x='tsne_1', y='tsne_2', hue='label', data=tsne_result_df,s=60, palette=sns.color_palette(\"icefire_r\", 3),)\n",
    "ax[1][2].set_xlim(-90,80)\n",
    "ax[1][2].set_ylim(-75,60)\n",
    "a3.get_legend().remove()\n",
    "a3.set(xlabel=None)\n",
    "a3.set(ylabel=None)\n",
    "ax[1][2].set_title('Ex 3')\n",
    "\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result2[:,0], 'tsne_2': tsne_result2[:,1], 'label': l2})\n",
    "# fig, ax = plt.subplots(3,3, figsize= (10, 10))\n",
    "a2 = sns.scatterplot(ax = ax[1][3], x='tsne_1', y='tsne_2', hue='label', data=tsne_result_df,s=60, palette=sns.color_palette(\"icefire_r\", 3),)\n",
    "ax[1][3].set_xlim(-90,80)\n",
    "ax[1][3].set_ylim(-75,70)\n",
    "a2.get_legend().remove()\n",
    "a2.set(xlabel=None)\n",
    "a2.set(ylabel=None)\n",
    "ax[1][3].set_title('Ex 2')\n",
    "\n",
    "l1 = torch.load('y1_attention.pt')\n",
    "for i in range(len(l1)):\n",
    "    if l1[i] == 1:\n",
    "        l1[i] = 'Attention Head 1'\n",
    "    elif l1[i] == 3:\n",
    "        l1[i] = 'Attention Head 2'\n",
    "    elif l1[i] == 5:\n",
    "        l1[i] = 'Attention Head 3'\n",
    "\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result1[:,0], 'tsne_2': tsne_result1[:,1], 'label': l1})\n",
    "# fig, ax = plt.subplots(3,3, figsize= (10, 10))\n",
    "a1= sns.scatterplot(ax = ax[1][4], x='tsne_1', y='tsne_2', hue='label', data=tsne_result_df,s=60, palette=sns.color_palette(\"icefire_r\", 3),)\n",
    "ax[1][4].set_xlim(-90,90)\n",
    "ax[1][4].set_ylim(-90,85)\n",
    "a1.get_legend().remove()\n",
    "a1.set(xlabel=None)\n",
    "a1.set(ylabel=None)\n",
    "ax[1][4].set_title('Ex 1')\n",
    "ax[1][4].legend(bbox_to_anchor=(1.05, 1), loc=2, borderaxespad=0.0)\n",
    "\n",
    "\n",
    "plt.subplots_adjust(left=None, bottom= None, right=None, top=None, wspace=None, hspace=0.5)\n",
    "\n",
    "plt.figtext(0.5,0.51, \"(a) t-SNE visualization of outputs from different layers of the architecture\", ha=\"center\", va=\"top\", fontsize=16)\n",
    "plt.figtext(0.5,0.07, \"(b) t-SNE visualization of outputs from different 3 different attention heads in the first transformer layer that provide attention to important joints in each frame.\", ha=\"center\", va=\"top\", fontsize=16, )\n",
    "plt.savefig(\".\\\\TSNE.pdf\", format = 'pdf', dpi = 400)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "11363481",
   "metadata": {},
   "outputs": [
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     "data": {
      "text/plain": [
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      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
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   "source": [
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  {
   "cell_type": "code",
   "execution_count": 74,
   "id": "e1a8b976",
   "metadata": {},
   "outputs": [
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     "name": "stderr",
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      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:795: FutureWarning:\n",
      "\n",
      "The default initialization in TSNE will change from 'random' to 'pca' in 1.2.\n",
      "\n",
      "c:\\users\\acer\\appdata\\local\\programs\\python\\python39\\lib\\site-packages\\sklearn\\manifold\\_t_sne.py:805: FutureWarning:\n",
      "\n",
      "The default learning rate in TSNE will change from 200.0 to 'auto' in 1.2.\n",
      "\n"
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       "                            \n",
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import plotly.express as px\n",
    "tsne = TSNE(n_components = 2, perplexity = 50, verbose = 0, random_state =42)\n",
    "tsne_result5 = tsne.fit_transform(X5)\n",
    "\n",
    "\n",
    "\n",
    "tsne_result_df = pd.DataFrame({'tsne_1': tsne_result5[:,0], 'tsne_2': tsne_result5[:,1], 'label': labels5})\n",
    "fig = px.scatter(x=tsne_result_df['tsne_1'], y=tsne_result_df['tsne_2'], color= tsne_result_df['label'], opacity=0.8)\n",
    "fig.update_layout(paper_bgcolor=\"rgba(0,0,0,0)\", plot_bgcolor=\"rgba(0,0,0,0)\")\n",
    "fig.show()"
   ]
  },
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   "cell_type": "code",
   "execution_count": null,
   "id": "1a6a2d5b",
   "metadata": {},
   "outputs": [],
   "source": []
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