├── .gitattributes
├── .gitignore
├── README.md
├── cointegration_analysis_cryptocurrencies.ipynb
└── pairs_trading_cryptocurrencies_strategy_catalyst.py
/.gitattributes:
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/.gitignore:
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115 |
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/README.md:
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1 | ### pairs_trading_cryptocurrencies_strategy_catalyst
2 | Pairs trading strategy example based on Catalyst. This article describes the strategy https://towardsdatascience.com/pairs-trading-with-cryptocurrencies-e79b4a00b015
3 |
4 | This strategy uses Catalyst framework for backtesting https://enigma.co/catalyst/beginner-tutorial.html
5 |
6 | Project contains:
7 |
8 | pairs_trading_cryptocurrencies_strategy_catalyst.py - main file. You should execute this file by python in Catalyst environment.
9 |
10 | cointegration_analysis_cryptocurrencies.ipynb - this ipython-notebook carries out a cointegration test analysis.
11 |
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/cointegration_analysis_cryptocurrencies.ipynb:
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1 | {
2 | "cells": [
3 | {
4 | "cell_type": "code",
5 | "execution_count": 5,
6 | "metadata": {},
7 | "outputs": [],
8 | "source": [
9 | "import quandl\n",
10 | "import pandas as pd\n",
11 | "from matplotlib import pyplot as plt\n",
12 | "import requests\n",
13 | "import statsmodels.tsa.stattools as ts \n",
14 | "from statsmodels.tsa.vector_ar.vecm import coint_johansen"
15 | ]
16 | },
17 | {
18 | "cell_type": "markdown",
19 | "metadata": {},
20 | "source": [
21 | "### Download price data from Bitfinex"
22 | ]
23 | },
24 | {
25 | "cell_type": "code",
26 | "execution_count": 2,
27 | "metadata": {},
28 | "outputs": [
29 | {
30 | "name": "stdout",
31 | "output_type": "stream",
32 | "text": [
33 | "Downloading BTCUSD\n",
34 | "Downloading ETHUSD\n",
35 | "Downloading LTCUSD\n",
36 | "Downloading XMRUSD\n",
37 | "Downloading NEOUSD\n",
38 | "Downloading XRPUSD\n",
39 | "Downloading ZECUSD\n"
40 | ]
41 | },
42 | {
43 | "data": {
44 | "text/html": [
45 | "
\n",
46 | "\n",
59 | "
\n",
60 | " \n",
61 | " \n",
62 | " | \n",
63 | " BTCUSD | \n",
64 | " ETHUSD | \n",
65 | " LTCUSD | \n",
66 | " XMRUSD | \n",
67 | " NEOUSD | \n",
68 | " XRPUSD | \n",
69 | " ZECUSD | \n",
70 | "
\n",
71 | " \n",
72 | " \n",
73 | " \n",
74 | " 0 | \n",
75 | " 14722.0 | \n",
76 | " 858.78 | \n",
77 | " 250.11 | \n",
78 | " 364.23 | \n",
79 | " 88.82 | \n",
80 | " 2.1930 | \n",
81 | " 547.88 | \n",
82 | "
\n",
83 | " \n",
84 | " 1 | \n",
85 | " 15150.0 | \n",
86 | " 942.01 | \n",
87 | " 244.21 | \n",
88 | " 386.00 | \n",
89 | " 104.76 | \n",
90 | " 2.7317 | \n",
91 | " 559.70 | \n",
92 | "
\n",
93 | " \n",
94 | " 2 | \n",
95 | " 15159.0 | \n",
96 | " 940.81 | \n",
97 | " 237.76 | \n",
98 | " 372.50 | \n",
99 | " 97.61 | \n",
100 | " 2.7367 | \n",
101 | " 545.11 | \n",
102 | "
\n",
103 | " \n",
104 | " 3 | \n",
105 | " 16911.0 | \n",
106 | " 962.77 | \n",
107 | " 242.90 | \n",
108 | " 357.62 | \n",
109 | " 94.72 | \n",
110 | " 2.4961 | \n",
111 | " 541.98 | \n",
112 | "
\n",
113 | " \n",
114 | " 4 | \n",
115 | " 17169.0 | \n",
116 | " 1004.30 | \n",
117 | " 278.00 | \n",
118 | " 392.63 | \n",
119 | " 100.35 | \n",
120 | " 2.6424 | \n",
121 | " 654.77 | \n",
122 | "
\n",
123 | " \n",
124 | "
\n",
125 | "
"
126 | ],
127 | "text/plain": [
128 | " BTCUSD ETHUSD LTCUSD XMRUSD NEOUSD XRPUSD ZECUSD\n",
129 | "0 14722.0 858.78 250.11 364.23 88.82 2.1930 547.88\n",
130 | "1 15150.0 942.01 244.21 386.00 104.76 2.7317 559.70\n",
131 | "2 15159.0 940.81 237.76 372.50 97.61 2.7367 545.11\n",
132 | "3 16911.0 962.77 242.90 357.62 94.72 2.4961 541.98\n",
133 | "4 17169.0 1004.30 278.00 392.63 100.35 2.6424 654.77"
134 | ]
135 | },
136 | "execution_count": 2,
137 | "metadata": {},
138 | "output_type": "execute_result"
139 | }
140 | ],
141 | "source": [
142 | "def get_bitfinex_asset(asset, ts_ms_start, ts_ms_end):\n",
143 | " url = 'https://api.bitfinex.com/v2/candles/trade:1D:t' + asset + '/hist'\n",
144 | " params = { 'start': ts_ms_start, 'end': ts_ms_end, 'sort': 1}\n",
145 | " r = requests.get(url, params = params)\n",
146 | " data = r.json()\n",
147 | " return pd.DataFrame(data)[2]\n",
148 | "\n",
149 | "start_date = 1514768400000 # 1 January 2018, 00:00:00\n",
150 | "end_date = 1527811199000 # 31 May 2018, 23:59:59\n",
151 | "assets = ['BTCUSD', 'ETHUSD', 'LTCUSD', 'XMRUSD', 'NEOUSD', 'XRPUSD', 'ZECUSD']\n",
152 | "\n",
153 | "crypto_prices = pd.DataFrame()\n",
154 | "\n",
155 | "for a in assets:\n",
156 | " print('Downloading ' + a)\n",
157 | " crypto_prices[a] = get_bitfinex_asset(asset = a, ts_ms_start = start_date, ts_ms_end = end_date)\n",
158 | "\n",
159 | "crypto_prices.head()"
160 | ]
161 | },
162 | {
163 | "cell_type": "markdown",
164 | "metadata": {},
165 | "source": [
166 | "### Visualize the cryptocurrencies"
167 | ]
168 | },
169 | {
170 | "cell_type": "code",
171 | "execution_count": 3,
172 | "metadata": {},
173 | "outputs": [
174 | {
175 | "data": {
176 | "image/png": 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rAwYMoKamhtLS0sj5+++/n89//vNYa1m1ahVz585lx44dMSsurgyddCtfVR0ADQroRERERKQPKikpITU1lZSUFABSUlLIyck5pZ0xhuXLlzNkyBDWr18fs/EoQyfdqlYZOhEREZH+bf0dcGR7dPscMhUuv++0Tfx+P3l5eZH3d955J1/4whdOe82Xv/xlEhMTAaivr8flajvfNW3aNLKzs8nJyWHevHlcf/31LFiwoNX2M2bMYPfu3VxzzTVt9t0ZCuikW/mqwgFdvQI6EREREYme0025bM1TTz3FzJkzAWcN3VVXXQU42bWWGGNwu928/PLL/OMf/+CNN95g+fLlbNmyhZUrV7Z4jbW2Q2PqKAV00q18lc6Uy2BAAZ2IiIhIv9RGJq0vyMzMpKLixF3Zy8vLycrKApzAbtasWcyaNYtLLrmEJUuWtBrQbdu2jXnz5sVsrFpDJ90qkqHTlEsRERER6aXOO+883nnnHY4cOQLA5s2bqaurY+TIkRQWFrJ169ZI2/z8fEaPHn1KH9ZaHnnkEYqKipg/f37MxqoMnXSrpjV0DZpyKSIiIiJRdPIauvnz53PffZ3LFmZnZ/Pwww9zxRVXEAqFSElJ4emnn8blchEMBrntttsoLCwkISGBQYMGsXr16si1t99+Oz/60Y/w+XxccMEFbNiwIWY7XAKYWM/p7IyZM2fa5jUhpP/4zQ/eo6KolpSMeBb95FM9PRwRERERiYJdu3YxadKknh5Gn9XS52eM2WKtndnWtZpyKd0qsoZOUy5FRERERLpMAZ10m8ZgiDpfA8YooBMRERERiQYFdNJtasNFxVMzEwg1WhobQj08IhERERGRvk0BnXSbph0uBwxyijcqSyciIiIi0jUK6KTb+CqbArokQAGdiIiIiEhXKaCTbhPJ0A1Whk5EREREJBoU0Em3qa2sAwNpmU5Ap1p0IiIiIhItKSkpJ7z/4Q9/SF5eHnl5ebjd7sjXP//5zwFYu3YtU6ZMITc3l9zcXB566CEAZs+eTX5+fqSfjz/+OFLfrqamhhtvvJGpU6cyZcoULrroInw+Hw0NDZF75ObmkpeXx6pVqwiFYr9nhAqLS7fxVdWTmOrFm+gGIBhQQCciIiIisXH33Xdz991309DQQFZW1glB2rp163j00Ud5/fXXGTJkCH6/n6eeeqrNPh966CFGjRrFM888A8Du3bvxeDwApKamRu5RXFzMjTfeSHV1NXfddVcMnu44Zeik2/gq60lK8+KJd/4dQVMuRURERKQn/PjHP+bBBx9kyJAhACQmJvK1r32tzeuKiooYPnx45P3ZZ58dCeiay87O5he/+AU/+9nPojfoVihDJ93GV1lH8gAvnvhwhk5TLkVERET6nZ/+/afsLt8d1T7PHng235313aj1t3PnTs4999wOX/fVr36V+fPn8+yzzzJv3jwWLVrEuHHjWmw7YcIE/H4/ZWVlZGZmdnXIrVKGTrqNr8rJ0MXFOz92ytCJiIiISG9jjGn12Lnnnsv+/ftZsWIFR48eZebMmezZs6fVvqy1MRtnE2XopFvYkHWmXA6Ix6splyIiIiL9VjQzabEyefJktmzZwqc//elTzmVmZlJRURF5X15eTlZWVuR9amoqn/vc5/jc5z6HtZb169dz8803n9LPnj17SEpKiml2DpShk24S8AUJhWx4DV14yqUCOhERERHpAXfeeSe33XYbxcXFAAQCgch6tzlz5vDkk09GsmuPP/44c+fOBWDjxo0cO3YMgLq6Onbt2sXo0aNP6b+kpIRly5bxzW9+M+bPogyddIumouLJA+JxxRmMyyigExEREZGo8fl8jBgxIvL+29/+Nt/+9rdbbHv11VdTWlrKZz/7WcCZUnnTTTcBsGzZMpYvX860adMwxjBr1iyWL18OwN69e1m2bBkAoVCIBQsWcM0119DY2Eh1dTV5eXnU19fj9XpZtGgR//7v/x7LRwYU0Ek3aQroktK8GGPwxLtpUEAnIiIiIlHSWs23uLi4SFatua9+9at89atfPeV4fHw8//3f/91iX0uWLGHJkiUt3qOxsWd+t9WUS+kWtVV1ACQN8ALg8bqUoRMRERER6SIFdNItmmfoADwJcQroRERERES6SAGddAtfZT2eeDfeBGeWryferTp0IiIiIiJdpIBOuoWvqi4y3RIgzusiGFBAJyIiIiLSFQropFvUVtZHplsCeOLjaFCGTkRERESkSxTQSbfwVdWTPCA+8t4T79YaOhERERGRLlJAJ93CV1l3UoZOu1yKiIiISHQcOnSInJwcysvLAaioqCAnJ4e33noLYwx33XVXpO3Ro0fxeDzccsstAKxcuZLhw4eTl5fH5MmTefrppyNt58yZw+bNmyPvDxw4wJQpUwCn7t2Xv/xlpk6dypQpU5g9ezY1NTUAuN1u8vLyyM3NZdq0aTz44IOtllXoqjYDOmPMSGPMBmPMLmPMTmPMKdXxjOMRY8zHxpgPjDEzmp1bZIzZG34tivYDSO8XrG+kPtB4who6T7x2uRQRERGR6Bg5ciTLli3jjjvuAOCOO+5g6dKljB49mrPOOot169ZF2v72t78lNzf3hOuXL19Ofn4+L730El//+tcJBoNt3vPhhx8mOzub7du3s2PHDn71q1/h8XgASExMJD8/n507d/Laa6/x5z//mR/84AdRfOLj2pOhawBWWGsnARcANxtjJp/U5nJgfPi1FPgfAGPMQOAe4HxgFnCPMSYjSmOXPuJ4yYLmUy6VoRMRERGR6Fm+fDmbNm1i1apVbNy4kRUrVgBOcDVp0qRIpu3ZZ5/lhhtuaLGP8ePHk5SUREVFRZv3KyoqYvjw4ZH3EydOJD4+/pR2gwcPZs2aNTz66KNYazvzaKcV11YDa20RUBT+utoYswsYDnzYrNk1wBPWGeEmY0y6MWYoMAd4zVpbDmCMeQ2YDzyNnDF8VU5Al3xChs5NqNHS2BDCHaeZvyIiIiL9xZEf/5i6Xbuj2mf8pLMZ8r3vnbaNx+Ph/vvvZ/78+bz66qt4vcd/97zxxht55plnGDJkCG63m2HDhlFYWHhKH1u3bmX8+PEMHjy4zTF95Stf4dJLL+X5559n3rx5LFq0iPHjx7fY9qyzziIUClFSUkJ2dnabfXdEh36TNsaMAaYD7510ajhwqNn7gvCx1o631PdSY8xmY8zm0tLSjgxLejlfZR3AKVMuAWXpRERERCRq1q9fz9ChQ9mxY8cJx+fPn89rr73G008/zRe+8IVTrnvooYeYOHEi559/PitXrowcN8ac0rbpWF5eHvv37+f222+nvLyc8847j127drU6tlhk56AdGbomxpgU4AXgVmtt1cmnW7jEnub4qQetXQOsAZg5c2ZsnlZ6RFOGrvmUyziv828JwbpGEpI9PTIuEREREYm+tjJpsZKfn89rr73Gpk2bmD17NjfeeGPknNfr5dxzz+W//uu/2LlzJ3/84x9PuHb58uXcdttt/O53v2PhwoXs27ePhIQEMjMzT5h+WV5eTlZWVuR9SkoK119/Pddffz0ul4s///nPTJo06ZSx7d+/H7fb3a7MX0e1K0NnjPHgBHNPWWt/10KTAmBks/cjgMLTHJczSG1lHcZlSEw5Hrh5EtwAqkUnIiIiIl1mrWXZsmWsWrWKUaNGcfvtt3Pbbbed0GbFihX89Kc/JTMzs9V+rr/+embOnMnjjz8OOLtcPvnkk5Hs2uOPP87cuXMBeOeddyLBXn19PR9++CGjR48+pc/S0lL+7d/+jVtuuaXFjF9XtWeXSwP8CthlrX2wlWZ/ABaGd7u8AKgMr717BbjUGJMR3gzl0vAxOYP4qupJSvVgXMd/gDXlUkRERESi5Ze//CWjRo3ikksuAeAb3/gGu3fv5uDBg5E2ubm5LFrU9qb7d999d6TMwNKlS0lNTWXatGlMmzaNmpqaSKC4b98+PvOZzzB16lSmT5/OzJkz+dznPgeA3++PlC24+OKLufTSS7nnnnti8ORg2prLaYyZDbwNbAeaiid8DxgFYK1dHQ76HsXZ8MQHLLHWbg5f/5Vwe4B7rbX/r61BzZw50zav9yB927pH38dXVc8N3zsvcqxgdzkvrcrn2uXTGT5RG5+KiIiI9GW7du1qcaqhtE9Ln58xZou1dmZb17Znl8uNtLwWrnkbC9zcyrnHgMfauo/0X76q+hM2RIFmGTpNuRQRERER6TTtFy8xV1tZR1LayQGds4ZOUy5FRERERDpPAZ3EVChk8VfVkzzgxCKLcfHHd7kUEREREZHOUUAnMRWoCWItp2TovNoURURERESkyxTQSUzVtlBUHJShExERERGJBgV0ElMtFRUHcMe5MC5DgwI6EREREZFOU0AnMeULZ+iST8rQGWPwxLuVoRMRERGRqDDGsGLFisj7Bx54gJUrVwKwcuVKhg8fTl5eXuR17NgxADZu3MisWbM4++yzOfvss1mzZk2kj8WLF/P888+fcJ+UlBQAQqEQ3/rWt5gyZQpTp07lvPPO45///CcAY8aMYerUqUydOpXJkyfz/e9/n7q6upg8twI6ianjGTrvKec8XpcCOhERERGJivj4eH73u99x9OjRFs8vX76c/Pz8yCs9PZ0jR47wpS99idWrV7N79242btzIL37xC/70pz+1eb9nn32WwsJCPvjgA7Zv387vf/970tPTI+c3bNjA9u3b+fvf/87+/ftZunRp1J61OQV0ElO1lfV4E+OI87pPOedJiFMdOhERERGJiri4OJYuXcpDDz3U7mt+/vOfs3jxYmbMmAFAVlYW//mf/8l9993X5rVFRUUMHToUl8sJqUaMGEFGRsYp7VJSUli9ejUvvvgi5eXl7R5be7VZWFykK3yV9adMt2yiKZciIiIi/c/bz+3h6KGaqPaZNTKFi26Y0Ga7m2++mXPOOYfvfOc7p5x76KGHePLJJwHIyMhgw4YN7Ny5k0WLFp3QbubMmezcubPNe91www3Mnj2bt99+m3nz5vGv//qvTJ8+vcW2aWlp5OTksHfvXs4///w2++4IZegkpnxVpxYVbxLndREMKKATERERkehIS0tj4cKFPPLII6ecaz7lcsOGDQBYazHGnNK26djpzo0YMYKPPvqIn/zkJ7hcLubNm8cbb7zR6tistZ16prYoQycx5ausZ/CYtBbPeeLjCNTUd/OIRERERCSW2pNJi6Vbb72VGTNmsGTJkjbb5ubmsnnzZq6++urIsS1btjB58mQAMjMzqaioiJwrLy8nKysr8j4+Pp7LL7+cyy+/nOzsbF588UXmzZt3yn2qq6s5cOAAEyZE/7NRhk5iqraqvtUMnSdem6KIiIiISHQNHDiQG264gV/96ldttr355ptZu3Yt+fn5AJSVlfHd7343MmVzzpw5PPvss9TXO0mItWvXMnfuXAC2bt1KYWEh4Ox4+cEHHzB69OhT7lFTU8M3vvENrr322hbX2HWVMnQSM/WBBhrqGk8pKt5Ea+hEREREJBZWrFjBo48+esKx5mvoAF588UXGjBnDk08+yU033UR1dTXWWm699VYWLFgAwFVXXcWWLVs499xzcbvdjB07ltWrVwNQUlLCTTfdFClHMGvWLG655ZZI/3PnzsVaSygU4rrrruOuu+6KybOaWM3l7IqZM2fazZs39/QwpIuOFft46p5NXLx4EhMvGHrK+b8+s4c9fz/C1x78dA+MTkRERESiZdeuXUyaNKmnh9FntfT5GWO2WGtntnWtplxKzERq0A2Ib/G8plyKiIiIiHSNAjqJmdpKJ/3c+ho6N6FGS2NDqDuHJSIiIiLSbyigk5hpytAlt5qhc5ZwKksnIiIiItI5CugkZnyV9bjchvjklvfeifM6P34K6EREREREOkcBncRMU1HxlgoyAngS3AA01CugExERERHpDAV0EjO+ytZr0AF4vE5ApwydiIiIiEjnKKCTmKmtrG91h0twNkUBBXQiIiIi0jWHDh0iJyeH8vJyACoqKsjJyeGtt94iMTGRvLw8Jk+ezMKFCwkGgwC8+eabDBgwgOnTpzNp0iR+8IMfAE7x8Ob15MApMN5UVu2xxx5j6tSpnHPOOUyZMoWXXnoJgMWLF5OTk8O0adOYMGECCxcu5PDhwzH+L7Y1AAAgAElEQVR/dgV0EjO+qrpWi4qDNkURERERkegYOXIky5Yt44477gDgjjvuYOnSpYwePZqxY8eSn5/P9u3bKSgo4Lnnnotcd9FFF7Ft2zY2b97Mk08+yZYtW057n4KCAu699142btzIBx98wKZNmzjnnHMi5++//37ef/99PvroI6ZPn87cuXOpr6+PzUOHKaCTmAg1hvDXBEk+zZTLuHhtihIrNmQJam2iiIiInEGWL1/Opk2bWLVqFRs3bmTFihUnnHe73cyaNavFrFlycjLnnnsu+/btO+09SkpKSE1NJSUlBYCUlBRycnJOaWeMYfny5QwZMoT169d34ana1vL2gyJd5K8Ogm29qDhoymUs7Xz7MH9f908W3/cpXG79u42IiIh0nw1r11BycH9U+xw8+izmLl562jYej4f777+f+fPn8+qrr+L1nphYCAQCvPfeezz88MOnXFtWVsamTZu46667+Mc//tHqPaZNm0Z2djY5OTnMmzeP66+/ngULFrTafsaMGezevZtrrrmmjSfsPP2mJzHRVlFxAK+mXMZM0b5K/NVB/DXBnh6KiIiISLdZv349Q4cOZceOHZFj+/btIy8vj8zMTEaNGnXCFMm3336b6dOnc+mll3LHHXeQm5vb6g7txhjcbjcvv/wyzz//PBMmTGD58uWsXLmy1fFYa6P2bK1Rhk5ioqmo+OnW0GnKZexUHPEBzk6jrRV2FxEREYmFtjJpsZKfn89rr73Gpk2bmD17NjfeeCNAZA1dUVERc+bM4Q9/+ANXX3014KyhW7du3Qn9ZGZmUlFRccKx8vJysrKyACewmzVrFrNmzeKSSy5hyZIlrQZ127ZtY968eVF+0hMpQycxEQnoTpOhc8e5MC5DgwK6qLIhS0VxOKCrju0iXBEREZHewFrLsmXLWLVqFaNGjeL222/ntttuO6HN0KFDue+++/jJT35y2r7OO+883nnnHY4cOQLA5s2bqaurY+TIkRQWFrJ169ZI2/z8fEaPHt3ieB555BGKioqYP39+FJ6wdcrQSUz4w4FEYmrrAZ0xBk+8Wxm6KKs5VhcJkn2VCuhERESk//vlL3/JqFGjuOSSSwD4xje+wdq1azl48OAJ7a699lpWrlzJ22+/3Wpf2dnZPPzww1xxxRWEQiFSUlJ4+umncblcBINBbrvtNgoLC0lISGDQoEGsXr06cu3tt9/Oj370I3w+HxdccAEbNmw4ZS1ftCmgk5gI1ASJ87oixcNb4/G6tBtjlFUcqY187VeGTkRERM4AS5cuZenS41M93W53pARB8/V0xhjef//9yPs5c+a02N8111zT4kYmo0eP5i9/+UuL16xdu7YTI+86TbmUmAjUBElI8bTZzpMQpwxdlDWtnzNGGToRERGR/k4ZOokJf22QxJS208txXpcCuiirOOIjPimO+GSP1tCJiIiI9HMK6CQmAjVBEtuToYt3a1OUKKsoqiVjSBLGGHxVdT09HBERERGJIU25lJjwV9e3b8plvKZcRltFsY+MIckkpnnxVakOnYiIiEh/poBOYqLda+jiNeUymgK1QfxV9aQPSSIpzasMnYiIiEg/pymXEnWNDSHqA43tnnKpgC56joXrzw0ckkxjMERdbQONDSHccfq3GxEREZH+SL/lSdQFap1pfgnt2BRFUy6jq7zIKVnQlKEDlS4QERGR/u/3v/89eXl5J7xcLhf/8z//Q2Ji4gnHn3jiCQBqamr4+te/ztixY8nNzeXTn/407733HgcOHGDKlCkn9L9y5UoeeOABADZt2sT5559PXl4ekyZNYuXKlYBTtmDQoEFMnz6d8ePHc9lll/Huu+/G/NmVoZOoC9SEA7rkdk65VB26qDl2xIcrzpCWlUh5oRPc+arqSclI6OGRiYiIiMTOddddx3XXXRd5v2bNGp566ikuu+wyxo4dS35+/inXfO1rXyMnJ4e9e/ficrnYv38/u3btIjs7+7T3WrRoEc899xzTpk2jsbGRjz76KHLuC1/4Ao8++igAGzZs4Prrr2fDhg1MmjQpSk96KmXoJOr84YCuvVMuQw2WxoZQrId1Rqg4Ukv64CRcLhPJ0PmqlKETERGRM8eePXv44Q9/yK9//WtcrpbDnX379vHee+/xH//xH5E2Z511FldeeWWb/ZeUlDB06FDAKWA+efLkFtvNnTuXpUuXsmbNmk4+SfsoQydRF8nQtSOgi/O6AQjWNWqdVxRUHPGRNTIVQAGdiIiI9Ihjf9xHfXimULR4hyWTvmBsm+2CwSBf+tKXeOCBBxg1ahQHDhxg37595OXlRdr87Gc/o6Kigry8PNxud4fHsnz5ciZOnMicOXOYP38+ixYtIiGh5dlQM2bM4Be/+EWH79ER+g1aoi5Q4wQQiantWUPn/CVq0LTLLmsINlJ11E/GkCRAAZ2IiIicee666y5yc3O58cYbI8eaplw2vS666KLT9mGMOe3xu+++m82bN3PppZfym9/8hvnz57fal7W2E0/RMcrQSdQ1TbmMT277x8uTcDxDJ11TWeLHWsgY6gR0cV433gQ3fgV0IiIi0o3ak0mLhTfffJMXXniBrVu3ttk2NzeX999/n1AodMq0zMzMTCoqKk44Vl5eTk5OTuT92LFjWbZsGTfddBODBg2irKysxfts27YtpuvnQBk6iQF/TZD4pDjc7rZ/vDxeBXTRUnHEKVmQkZ0cOeYUF1dAJyIiIv1bRUUFS5Ys4YknniA1NbXN9mPHjmXmzJncc889kSza3r17eemll0hJSWHo0KG88cYbgBPMvfzyy8yePRuAP/3pTydc43a7SU9PP+Ueb731FmvWrOGmm26K1mO2SBk6ibpATbBdO1zC8SmXCui6ruLI8ZIFTZIU0ImIiMgZYPXq1ZSUlLBs2bITjn/xi188ZQ3dV77yFb71rW/xv//7v6xYsYJx48aRlJREZmYm999/PwBPPPEEN998MytWrADgnnvuYexYJ/P461//muXLl5OUlERcXBxPPfVUZC3es88+y8aNG/H5fOTk5PDCCy/EPEOngE6iLlBT364NUcCpQwcK6KKh4oiP1IEJkawnOAFd2eHoLkoWERER6W3uvPNO7rzzzhbPffe7323xeFpaGr/85S9bPDd58mQ2bNjQ4rlnnnmmxeOLFy9m8eLFbQ82yjTlUqLOXxNsV8kCgLh450dQAV3XVRypjayfa5KUFq/C4iIiIiL9mAI6ibpATbADGTpNuYwGG7IcO+IjY0jyCceT0jzU+RpoCOrzFREREemPFNBJ1DkBXdslCwC8mnIZFdXlARqCoUjJgiZJafEA+KuDPTEsEREROYN0xxb9/VFXPzcFdBJVwfpGGoKhDk+5VB26rqkoDu9weVKGLrGpFl2lpl2KiIhI7CQkJFBWVqagroOstZSVlbVamLw9tCmKRFUgXIOuvVMu3XEujMsQDCig64qKImfjk1MzdOGATuvoREREJIZGjBhBQUEBpaWlPT2UPichIYERI0Z0+noFdBJVTQFdezN0xhg8XpemXHZRRbGPhGQPiaknTnWNBHSVdT0xLBERETlDeDyeEwpvS/fRlEuJqqYdFdu7hg6cjVGCmnLZJRVFtadk5wCSwgGedroUERER6Z8U0ElU+TuYoQPwJMQpQ9dFx4p9LQZ0bo+L+KQ4fFXaFEVERESkP1JAJ1HV0TV0AHFeFw0K6DotUBPEXx0k/aQNUZokpXnxVWnKpYiIiEh/pIBOoipQG8QYiE9s//JMT7xbGbouqDjS8oYoTRJTvfiqNOVSREREpD9SQCdR5Q8XFTcu0+5rPPGactkVFUdaLlnQJGmAAjoRERGR/koBnURVoKaehOT2T7cE8MRrl8uuqDhSi9vjIjWz5folSale/AroRERERPqlNgM6Y8xjxpgSY8yOVs7fbozJD792GGMajTEDw+cOGGO2h89tjvbgpfcJhDN0HaEpl11TccRH+uAkXK1kRZMGeKkPNKp4u4iIiEg/1J4M3VpgfmsnrbX3W2vzrLV5wJ3AW9ba8mZN5obPz+zaUKUv8NcESexAyQIAj1cBXVdUHKklY2jL6+eASG06TbsUERER6X/aDOistX8FyttqF/ZF4OkujUj6NH9NkITUDmboElSHrrMa6hupKguQkd16QBcpLq6ATkRERKTfidoaOmNMEk4m74Vmhy3wqjFmizFmaRvXLzXGbDbGbC4tLY3WsKQbWWsJ1ARJ7PAaOjehBktjQyhGI+u/jpX4wULG0JY3RAEFdCIiIiL9WTQ3RVkAvHPSdMtPWWtnAJcDNxtjPt3axdbaNdbamdbamYMGDYrisKS71PsbsCHb4TV0cV43gKZddkJbJQtAAZ2IiIhIfxbNgO5GTppuaa0tDP9ZAvwemBXF+0kv4w8XFU/sxKYogDbt6ISKolowkD647TV0/moFdCIiIiL9TVQCOmPMAOAzwEvNjiUbY1KbvgYuBVrcKVP6h0A4oEvo6KYoCcrQdVZFsY+0zIRIlrMl7jgX8clx+CoV0ImIiIj0N3FtNTDGPA3MAbKMMQXAPYAHwFq7OtzsOuBVa21ts0uzgd8bY5ru8xtr7cvRG7r0NscDug5m6DTlstMqinytFhRvLiktHp8ydCIiIiL9TpsBnbX2i+1osxanvEHzY/uBaZ0dmPQ9XZ1yqYCuY0KNISqKaxk5eWCbbZPSPMrQiYiIiPRD0VxDJ2e4zmbo4hTQdcqxYj+hBkvWcGXoRERERM5UCugkagK19bjiTCTj1l7K0HVOWWENAJkjUtpsm5Tq1S6XIiIiIv2QAjqJGn91kMQUL+F1k+2mgK5zygpqMC5DRnY7MnQDvDTUNVIfaOiGkYmIiIhId1FAJ1Hjrwl2eLolKKDrrLLCWjKGJOH2tP3XWKULRERERPonBXQSNYGaYIc3RAHVoeussoIaMoe1nZ0DJ0MH4KsKxnJIIiIiItLNFNBJ1ARqO5ehc8e5MC5DMKCArr3q/A1UlwfatX4OnDV0AL6qulgOS0RERES6mQI6iRp/TT2JyR0P6IwxeLwugsrQtVv54fCGKMPaGdCFM3R+bYwiIiIi0q8ooJOoCDWGqPM1dCpDB860S62ha7+yw+3f4RLCtQEN1CqgExEREelXFNBJVNT5GsBCQoq3U9d7EuIU0HVA2eFavIlxpGTEt6u9y+0iMcWjDJ2IiIhIP6OATqLCHy4q3plNUQDivC4auimgK9xbQZ2/b2/fX3a4hszhyR0qEZGoWnQiIiIi/Y4COomKQI0TKPT2KZe+qnp+/+A2tr9ZEPN7xYq1NhzQtW+6ZZOkNAV0IiIiIv2NAjqJiqYMXW8P6EoOVIGFylJ/zO8VK9XlAeoDjQroREREREQBnURHIDLlspNr6LopoCs+UAVA9dG+G9CVHa4F6FRA56+qx1obi2GJiIiISA9QQCdRcTxDF9ep67s1QwdUlQVifq9Yiexw2c6i4k0S07w0BEOq9yciIiLSjyigk6gI1ATxxLuJ87g7db3H6455HTprbSRDV1NRR6gxFNP7xUrZ4RpSMxPwJnYseE5KayourmmXIiIiIv2FAjqJikBNsNPr5wA8CbHP0FWW+KnzNZCdk4YNWWoq6mJ6v1gpO1zb4emWoIBOREREpD9SQCdR4a8JdrpkAThTLkMNlsYYZs2asnPjzh0MQHUfnHbZEGzkWLGPzOEdm24JCuhERERE+iMFdBIVgZr6LmXo4rzOVM1Y1qIrOVBFnNfFmKlZAFSV9b2NUSqKfNiQ7WSGzilC7q9WQCciIiLSXyigk6gI1HZxymW8E9DFctpl8YEqBo1KJTUzAWP65sYoZYXhDVE6EdAlpHgwRhk6ERERkf5EAZ1Ehb86SGJy50oWQOwDusaGEEcP1ZA9Jg13nIvk9Hiqj/bBgK6gBneci/TBiR2+1uUyJKSqFp2IiIhIf6KATrqsIdhIsK6xV2foyg7X0NgQYvCYNADSshL75JTLssJaMoYm4XJ37q9u0mkCuvffOMS21z7pyvBEREREpJspoJMuC9Q0AJCY2nsDuqb6c9nhgC41M6FPbopSVlBDViemWzZJGtByQPfhxkI2/nYvO/56uCvDExEREZFupoBOuixQ6wQIXdoU5TQBXWMwxAcbCroU7BUfqCIx1UNqZgLgBHQ1x+pobOg7tej81fX4quoZ2JWALtWLr+rEcg0Hd5bx5m8+wuU21B6rw1rb1aGKiIiISDdRQCdd5q8JAnS5bAG0HNB98GYBbz+7h+1vFXS6/+ID1Qwek4YxBoC0zESwUFPRd7J0ZYedDVG6lKFL8+KvCkaCttJPqnllzQ4yhydz3pVjaAyGqKttiMp4RURERCT2FNBJlwXCAV1CDDZFqQ80sPWVgwDsfLsQG+p49qje30DFkdrIdEuAtHCmrqoPbYxSdrgWgIGdqEHXJDHNS2NDiHp/A9XlAdb9/H3ik+K46uZppGc7/dYc65sF10VERETORAropMsiAV0UMnQN9ScGdB9sKCBQE2TaZ0dSVern0K7yDvdd8kk1WCIbogCkZjkBXV9aR1d2uIbEVE+kQHhnNF1bUexj3aPv01Af4qpvTiM5PZ6UDKdOXV/KWoqIiIic6RTQSZf5Ixm6uE730VKGrs7fQP5rnzBmaiYXXjeWxFRPpzbtiGyIMvp4QJeSHo9xGaqO9p2dLssO15A5PCUybbQzmgK6V9bs4Fixj8u/PoXMYc4UzuR0J6CrVYZOREREpM9QQCddFqgJEp8U1+mt9AHccS6MyxAMHA/o3n/9E+p8DcxacBZuj4tJ/zKMAx8cpbq8Yxmk4gNVpA1KPCGD6HK7SB0Y32eKi4dClvLC2kjw1VlNAV1NRR2f/b9nM+LsgcfPDfCC0ZRLERERkb5EAZ10mb+mvkvTLQGMMXi8LoLhKZeBmiDvv3GIsdMHMWhUKgC5Fw3D4myx3xElB6pOWD/XpC+VLqgq9dMQDJE5ovPr58B55oRkDxdcexYTLxh6wjm320VSmpfaCgV0IiIiIn2FAjrpGl85gSp/l3a4bOKJd0emXG577RPq6xo5b0FO5HxaViKjp2Ty4cbCdpcbqD1WR01FXYsBXVpm3yku3rTDZWYXdrgE8CbE8ZX7Z3Pu/DEtnk9Jj9eUSxEREZE+RAGddM3TN+L/5CMSkt1d7iou3k1DXSO+qno+2HCI8TOzT5liOOXTw/FV1bM/v7RdfRaH188NbiVD56uspyEYm2Lm0XT0cA3GQMbQrmXoAIyr9TV4yenxmnIpIiIi0ocooJPOCzVCYT6Bei+Jldu73F1Thm7rqwdpDIY478oxp7QZlZtJ6sAEdrZzc5SSA1UYl2HQyFMzW02lC/rCtMuyghoGDE7C4+164Hw6ytCJiIiI9C0K6KTzyv+JbagjYAeQUPZ3+Pj1LnXniXdTWepnx1uHmXjBEDKGnJqNcrkMuZ8exuE9xygvqm2zz+IDVWQOTyauhUAoNSsR6CMBXWEtmV2oP9deyRnx1PkaWizwLiIiIiK9jwI66bySnQRtAo3WQ0JqIrz4Dagt63R3nng3FUd82EbLeVfmtNpu0r8Mw+U2bWbpbMhScrC6xfVz0Ky4eC8P6OoDDVSV+ru8fq49UlS6QERERKRPUUAnnVeyi0DICZYSz78B/BXwx2+BtZ3qrqkW3dmfGkpaOHvWkqQ0L2NnDGb334pOm0k6VuKj3t/Q4vo5gOQB8bjchupevjHK0UPR2RClPZIznCBXxcVFRERE+gYFdNJ5JR8SSJ0EQMLwHJh3N+xeB9t+3anu4hPjcMUZZl4+ps22Uz4znPpAI3v/Udz68JoKircS0BmXIXVgQq/P0G1ZfwBvYhzDxqfH/F7K0ImIiIj0LQropPOKP8Sf4gR0iSkeuOBmyPk0rL8DyvZ1uLsZ88dw9bfySB2Y0GbboWMHMHBYMjv+ehjbSkaw+EA1nnj3aXeGTMtKoOpo7w3oDu4s45MPyznvyjEkJHe9NERbkjOcgE47XYqIiIj0DQropHOCASjfRyDxLAAn2HC54NrV4PbA726CxmCHuhwwKJHhEzLa1dYYw5RPD6f0k2pKDlS32Kb4QBWDR6fiOs02/amZib12ymWoMcQ7z3/MgEGJTJ0zolvu6fG6iU+KU3Fx6RMKdpdT72/o6WGIiIj0KAV00jlHPwIbwu91Ao2EpsLiA4bDglVweAv89f6YDmHi+UPwxLt55Zc7eOf5vRTsLo8UHG8MhjhaUN3q+rkmqZkJ+KuDvXJXx51vF1JRVMu/fG4c7rju+6uqWnTSF5QdruGlVflse/2Tnh6KiIhIj4rr6QFIH1WyC4CAaxDGVUt8YrMfpdzrYM8rTkA3Y5ET5MWANzGOS7+Wywd/OcQHbxaQ//ohPAluRk4aSMaQJEINttX1c03Sso7Xohs4LPZlAdqrzhfk7+v+ybDx6eRMy+rWe6dkqBad9H4fbiwE4PDuCljQw4MRERHpQQropHNKPgS3F39jCgkp9ZiTpzV+6lZ4/2nY+wrM/ErMhjFmahZjpmZRH2igYHcFB3eWcXB7Gfu3lQK0maFLy3R206wq8/eqgG7z+oMEaoPM/j/jMab1KaOxkJweH9lZU6Q3agg28tF7RzAuQ/E/q6gPNOBN0P/ORETkzKT/A0rnFH8IWRMJ+BqdDVFONmgipI+Cva/FNKBr4k2I46y8QZyVNwhrLWWHawnU1Le5wUpq5vEMXW9RWerjg78c4uwLhjBoVGq33z8lPR5fdT2NjSHcbs3Klt5n/7ZS6nwNzLhsNFtfOUjRx5WMnpLZ08MSERHpEfptTTqnZBcMnkSgJtjy7ovGwPjLYP+bzgYq3cgYQ9aIFEacPbDNtklpXtweV68qXfC33+3DFefigmvG9sj9k9PjwYKvsr5H7i/Slg/fKSQtK4GZV4zBFWco+Kiip4ckIiLSYxTQSccFKqGqALInU10ecAKAlky4DII+OLixe8fXAcYY0jITqD4a3Z0uayrq2PbaJxwr9nXousK9FezbVsqMS0e1/rnGWEqkuLjW0Unvc6zEx+GPjjHpU8PwxLsZkjOAwwroRETkDKaATjouvCFK48DJ1JQHGDA4seV2Y2ZDXCLsebUbB9dxqZnRLy6+8+3DvPvCxzx1zyZe+M/N7PjrYep8py/jYEOWjb/9mJSMePIuGRXV8XREsoqLSy+2650ijIFJFw4FYMTZGZQeqiZQ27EyKSIiIv2F1tBJx5V8CEBV3Fis/YT0Qa0EdJ5Ep9D43lfA/tSZhtkLpWUmUnygKqp9HivxkZIRz9S5I/ho0xHe+s1HbHxuLznTsph4/hASU73UBxqcl7+R+kAD5UW1lH5SzcVLJuPxuqM6no5IaSouXtF7pqGKADQ2htj9tyJGT82K/MPD8IkZ8Md/cnhPBWOnD+7hEYqIiHQ/BXTSccUfgjeVY/4BAAwYnNR62wmXOgHd0b0waEI3DbBjUjMTqKttoN7fgDcxOn8ljhX7GDgshRmXjmb6JaMo/aSa3X87wp5/HOHjLSWtXjcqN5MJ52VHZQydFZ8Uh9vjUoZOep2D28vwVdUzefawyLHsMWnExbs5vFsBnYiInJkU0EnHhTdEqSx11p2lny6gG38ZsMIJ6npxQAdQVRYga0RKl/uz1lJZ4mfYuHTAWac3eHQag0en8anPj+PwngpCjRZvQhzeRLfzZ0IcngR3txYQb40xhhQVF5de6MN3Ckka4GV07vENj9xxLoaNG6CNUURE5IzV8789St9irTPlMnsyx0r8xCfFkdBS2YIm6SNh8GSn0HgvlZblTBmtLovOxii+qnqCdY2kZ58a6LrjXIyanMmYqVkMG59O1ohU0rISSUjx9IpgrklyuoqL90eNjSHef+MQwfrGnh5Kh9VUBPhkRxmTLhyK66RyGsMnZlBxxEdtpX5mRUTkzNN7foOUvqGmGPzlMHgylSW+00+3bDL+Uvjkb87umL1QWrMMXTRUljg7W7a6WUwfkJIRr10u+6GCXRVs/O1e9m9tfdpvb7Xr3SKshUmfGnbKuRETMwAo2K0snYiInHkU0EnHhDdEYfAkjpX4SG9P0DLhMgg1wL4NsR1bJyWkeIiLd1N9NDoB3bHidkxF7eWS0+OprazDhmxPD0WiqPSTaufPQzU9PJKOsSHLrneKGHF2BgNa2IQpa2Qq8UlxKl8gIiJnJAV00jHFTkDXkHE2NRV17cvQjZgFCemwt3eWL2iqRVcVpSmXx0p8uOIMKQMTotJfT0jJiCfUYPHXaCv4/qT0kBPQHQ3/2Vcc2l1OdXmAyS1k5wBcLsPwCRlaRyciImckBXTSMSW7IHkwVb5ksLQvQ+eOg3HznIAuFIr9GDshLYq16I4V+xgwKAmXq3eWaWiPlHQnGNU6uv6leYbO2r6Tff1wYxHxyXGclTeo1TbDJ2ZQXRag6mh0/mFGRESkr1BAJx0T2RAlvE5sUDunFY6/DGpLoSg/hoPrvNTMRKqjtYau1N++QLcXa6rxpZ0u+49AbZDqsgBpgxKp9zdQFaUpxrHmr67nn++Xcvb5Q3F7Wv9fltbRiYjImUoBnbRfKASlu8Mbojj/Ct7ujT/GXQyYXjvtMi0rgXp/A4Hark0xtCGnZEFfXj8Hx4uLK0PXfzRNt5z0L0OBvjPtct+2UkKNlkmfGnradhlDk0hK82rapYiInHHaDOiMMY8ZY0qMMTtaOT/HGFNpjMkPv+5udm6+MeYjY8zHxpg7ojlw6QHHDkDQ52yIUuojIdlDQvJpShY0l5wJI2b22vIFTbXoupqlq64I0NgQ6tM7XAIkpnkxLkNNRd/I4pyJrLVs/O1ejuxv3+6xTdMtz75gKMZlIgFeb3fsiI+4eDcDhyWftp0xhuETnXV0fWk6qYiISFe1J0O3FpjfRpu3rbV54dcPAYwxbuDnwOXAZOCLxpjJXRms9LCSXc6fg3PDJQs6GLSMvwwKt0JN79syPS2zqRZd1wKYyqYdLoxlPM8AACAASURBVFuoQdeXuFyG5AFeZeh6sZKD1bz/xiE+2FDQrvZHP6kmdWACKRnxDByaxNE+stNlVZmftMwEjGl7TeqIszPwV9VTUeTrhpGJiIj0Dm0GdNbavwLlneh7FvCxtXa/tbYeeAa4phP9SG8R3uGSQRM7N61wwqXOn3tfi+64oiA1UouuaxsqNK0t7OtTLsFZR6dadL3X3s3FABTuPdaujFTpoRoGjUoFnG3++0qGrro8EPn72ZbIOjpNuxQRkTNItNbQXWiMed8Ys94Ykxs+Nhw41KxNQfhYi4wxS40xm40xm0tLS6M0rDNY0A/7/gLRnHpU8iGkjyZoEsMlCzqYoRtyDqQOhb29b9plfFIc3gR3l3e6PFbiTA9LGuCN0sh6Tkp6vDJ0vZQNWfZtKcEVZ6g9Vtfmzo71/gaOFfsYNCoFgEEjU/FV1lNb2fu/v9VlAVLbWQIkLSuR1MwECnZ35t8gRURE+qZoBHRbgdHW2mnAz4AXw8dbmh/TanRh7f/P3puHt3Wfd76fg30lAALgvkoiJVkSZVubHS+J48R2NifNnrSTSZtMmjadpp2bPm3nTtPbJO3tNp2Z3N40SdNM2ttmbdImcWwnjuN9lWRbK0WJIilxB0iA2Hec+8cBQJAESZAESJD6fZ7HzzFxVooAeb7nfd/vV/6qLMtHZVk+6nYvb00tKJNz/wr/3y9B/48qd0zPRWg8QNC7zuBsSYKeNysB45nayjeTJAmry0hog5bnSuXSWFZ7WK1jtuuFy2WNMjkUIOxPcMubOwAYvzy34vYzY0p7pas9X6FThF2tt10mYmkS0XTZFTpQ2i4nrsyRzYo5OoFAIBDcGGxY0MmyHJRlOZz7/4cBrSRJLpSKXHvRpm3AxEbPJyiTmcvK8mf/DVIVMLZIJ2B2EBr2r93hspie+yERhOsvbPyaKkyd00Bgg1buc9PRHdFuCWB26EnFMyRj6a2+FMEiBk95UGtV3HpfJ0arlokrKwu6vCFKccslUPNtl/mZ1vyMazm07XWQiKa3jYunQCAQCAQbZcOCTpKkJilXjpAk6XjumLPASaBHkqRuSZJ0wAeBCpaLBCviHwatCeauwwt/u/HjzQ5CNg0NRRl06xEuu94ASHDt+Y1fU4VxtVvxT0VIrFPAZDJZgrPxbe9wmccisuhqkmwmy+DpaboOOdEZNbTssTN+eeWZMe9oCJNNh9mm/Ez1Rg11bmPNi55Qbqa13JZLUALGQczRCQQCgeDGoZzYgm8BLwB7JUkakyTpY5IkfVKSpE/mNnkvcF6SpDPAF4EPygpp4LeAnwL9wHdlWb5QnW9DsATfCHTdBfveDs/8DQQnN3a8vCFKw00EPFGMVi16o2btx9FbwOioSafL1h47yDA5uHK1YzlCM3HkrLztHS7zFLLohDFKTTF+ZY5YKMWeI40AtPQ6CPtWnqPzXg8VqnN53O2WQuWuVgn5lArdWlouzTY9jiYT1y+IOTqBQCAQ3BiU43L5IVmWm2VZ1sqy3CbL8j/IsvxlWZa/nFv/t7IsH5Bl+bAsy7fJsvx80b4Py7LcK8vyblmW/7Sa34igCFlWKnT13XDfFyCbgsf/ZGPH9FwElQace5jzxLC5NyBazC6IzmzseqpAY3cdKrW0avvacuwkh0tQZuhAVOhqjcFTHrR6NZ2HnAC09toBln3fppIZ/JMR3O0LBZ2r3UpwJr7uivRmEJyNo9GqMFrLzLvM0XuiifEBPxeeGa/SlQkEAoFAUDtUyuVSUEtEvJAMg6NbEXW3/Sac+RaMnVr/MT394OoFjY6AJ4p9I22FJhdEZte/f5XQ6NQ0dtWtX9BN70xBF5kT4eK1QiaT5eqrHrr6XGh1agDqm83ozRrGl3nfzo6HkWVKVOiUr2u57TI0q0QWrNVk6Nb7O2m/qZ6nv3257OB1gUAgEAi2K0LQ7UR8w8qyvltZ3v0ZsDTCo3+w/hgDzwVo2E8qkSESSK5vfi6P2VmTFTqA5h473mshUonMmvcNeGLoTRoMlrVVE2oVjVaNwawlPJfc6ksR5Bjr95OIpOk51lh4TVJJtOyxM7HMHN3MIkOUPPmva9npMi/o1opKJXHfxw5gceh55CvntkU8g0AgEAgE60UIup2IPyfoHDlBp7fCvZ+FsZNw7ntrP14ipJirNNxEwJs3RNlAhc7sVqqINUhLj51sVmZqeO1P9ec80R0zP5fH7NAT8YsKXa1w5dQ0epOGjv31C15v7XUQnIkXZs6K8V4PYTBrCzOReUx1Okw2XU3P0SmCbn2/awxmLW/5ZB/JWJqffvU8mXS2wlcnEAgEAkFtIATdTsQ3DEjg6Jx/7fCHoflmeOyPIRlZ2/E8l5RlUWTBhtoKTS6I+iC79ipYtWnebUOSlp9HWok5T3THOFzmsThEFl2tkE5lGHrNS/fNbtTahb+6W3qWn6PzjoZxd1hKti262601G12QjKeJR1LUraNCl8fVZuGNH9nP5NUAz373SgWvTiAQCASC2kEIup2IbwhsbaApeiKvUsFb/gJCE/Ds/1zb8Tw5c9IFkQUbqdC5ABlitWcrrjNocHdYmVglqHkx6WSGsC+xY+bn8pjteiJC0NUE1y/4SMUz9BxtWLLO2WZBb9IsabvMpLPMjoeXtFvmcbVb8E9FSSdr7+FKPoNuLZEFpeg52sgtb+7g/NPjXHxORKEKBAKBYOchBN1OxD8Mjq6lr3fcBgffC89/UWmhLBdPP2jNYO8k4IlhrNOhM6wjsiCPSXHnI1K7c3TTw0EyqfJbtALeClQuaxCLXU8slFrTv4WgOlw5NY3BoqUtl7NWjEol0bzHvsQYxTcRIZuRC0Hii3F3WJGzMrMTa6zabwLriSxYjtvetYu2fQ6e+tbAutqpBQKBQCCoZYSg24n4hucNURbz5j9RWh1Pfq38400rhiioVMqc2EbbCs0uZVmjxigte+xk0lmmrwXL3qcQWbDZM3Q//NTafpZrpOB0KUwltpRUIsPI2Rl239qASl3613ZLj52AJ7bgZ5Vvp1yuQlfLTpeFCl0FBJ1KreL+jx/EbNPz6JfPEQ+nNnxMgUAgEAhqBSHodhrxoCKU6neVXm9rg6aDMPFaeceTZSWDrvEmQHFy3JDDJSimKFC7xih7Vs71KkU+smBTZ+gyKTjzbXjx76p2iryRhpij21pGzs2QTmZLtlvmKeTRFbULe6+H0BnU2Fyl35dWpwG9SVOTxijB2ThqjQqTVVeR4xksWh74xEEigSTnnhqryDEFAoFAIKgFhKDbaSx2uCxF0yGYOltehEHYA9FZaLiJZDxNNJjceIXOlKvQ1WjLpcGixdlqZnINgi7giWHaaCvqWvENQTYNs4MwM1iVUxQqdH4h6LaSKyenMdl0NOceNpTC1WZBa1AzXjRH570ewtVuRVKVznGTJAlXmwVvDUYXFDLolrn29dDQWUfHASfnnhoXbcQCgUAg2DEIQbfTWJxBV4qmPsWQJFDGU2rPRWXZcFPB4dLm3mCFzpSzXI/WXrh4npY9diavBshmyrvp2xKHS+/A/P9ffrQqp7A4lHa3sBB0W0Yilub6BR97jjSgWkHcqNQqmnfbC5XlbCbL7Njyhih5XO1WZsfDZb/XN4vQbKwi7ZaLufnedmLBJJdPTlf82AKBQCAQbAVC0O00yqnQNR9WllNnVz9eXtA1HiiaE9ugcFFrwWCv2QodKMYoqUSm7MrFnCe2+fNzeUHn6K6aoNMZ1Gj0auF0uYUMn/GSSWfpOdq46ratvXb8U1GiwST+6SjpVHZVQefusJJJZfHn2oZrhZAvvmGHy1K07XdQ32LmzOOjyOV0KQgEAoFAUOMIQbfT8A0rLpKGuuW3aTwASDBZhqCbvgjmBjC7Ck6OG67QgWKMUqOmKLByrtdikrE0sWBy8x0uZwbA1gEH3gXXX4DY2rPzVkOSJCx2PeE5ES6+VQye9mCp19PYvcJnOkdL7/z7diY3F+dexuEyj6vdAlDYvhZIJTLEQqmqVOgkSeLwve3MjocZH6i96BSBQCAQCNaKEHQ7Dd8Q1O8im5ULFbUl6Mzg6oGpc6sfz5NzuAQCnihmmw6tXr3x6zS7a7pCZ7bpsTUYyxJ0hcrlZgs67yVw90LvA8os3eDPq3IakUW3dcQjKUYv+thza0PJYPDFuDusaPRqJi778V4Po9GqsDet/L50NJpQa1U1NUeXjyzYSKj4SvQeb8Ro1fLa46NVOb5AIBAIBJuJEHQ7Df8IOLoZetXLv3z2RcaWewKdN0ZZiWwWPJdyFb0KOVzmMTlrWtABtPbYmRycQ86u3JZVkbD1tZLNwMwVcO+DtmNgrIfLP63KqSwOvZih2yKGz8yQzcjsKaPdEkCtVtG828b4lTm8oyFc7ZYV5+5Amb1ztlpqKrqgUqHiy6HRqjl4dyvXzs3in6q9DD6BQCAQCNaCEHQ7iXRCMTqp7yY4o7RHPvvdK2RLCZKmPgiMQtS3/PH8w5COQYMSWVBR448ab7kEpe0yEU2vGroc8MRAApt7EwXd3HVIx8HVCyo19NwHV34GmXTFT2W264kGkqXfR4KqMnh6GqvTQEPnym2TxbT02PFNRPCMBFdtt8zj7rDiHQ3XzExZaFb5/WV1Vu8zdfD1bag0Emd/ISIMBAKBQLC9EYJuJzF3HZDB0U0sF5w7Ox7m4rMTS7dt7lOWK1XpCoYoNylzYqFU5doKTS5FTGZry1mvmOYy5+jmpqNYHHo0ugq0opbLzGVl6d6nLPc+APE5GH2p4qey2PVkszKxULLixxYsTzycYqzfz54j5bVb5mnNvW/TqSyuVQxR8rjbLSRjaYIztTErGfLFUaklzLbKZNCVwlSnY+/xJi69MCmCxgUCgUCwrRGCbifhG1KW9buIhZJY6vU077Hx0o+GSEQX3bA05ZwuVzJGmb4ISODeV/m2QrML5IwiQmqUOqcRS71+dUHniW3N/BwoM3QAu+8FlaYqbpd1ucrj5GCg4scWLM/QGS/ZrFyWu2UxDV11aLTKr/bVHC7zuHKVvFppuwzOKg6XlcygK8Xhe9tJp7JceHa8qucRCAQCgaCaCEG3kyjKoIuFUpisOu56fy/xSIqTD48s3NbshLrW1St0ji7QmQsZdBWt0AFEvJU5XpVo6bEzMTi3bCuaLMsEPNEtEHSXwdIIRofytaEOOu+oiqBr3+fA0WTi5R8PibbLTWTw1DR1bmPBhbJc1BoVTbttqDQS9c3msvZxtpqRVBLeGhF0+VDxauNstdC2z8G5J8bIpGu3W0AgEAgEgpUQgm4n4R8GrRnMbmKhJAaLDneHlf2va+bcL8aWDv839a3sdOm5WDBEyVfo6io1J2bOC7ranqNr7XEQCyYLgnYx8UiKRDS9BaHil5T5uWL2vkVpxZy9WtFTqdQqTjy4C/9UlIEXp8rax3MtyKuPXa/oddxIxEJJxgbm1txumefIW7p43bv3oNaU9yteo1VT32xmaqg2qrCbJegAbn5TB5FAksHTnk05n0AgEAgElUYIup2Ebxjqu0GSiIWSmKxaAG57527UOhXPfX9w4fZNhxQBkCwRb5CKK8IgZ4gS8MawOPRoKzUnlhd028AYBWD8cmm30LnpXOVyM0PFZVn5ubn3Lny9935lWQW3y123uGnotPLyQ0NkUitXMpKxNI985RzPf3+QVCJT8Wu5ERh6zYucldlzpGFd+7ftdXD4je1r2qfzoJOJKwHika2dJ0snM0SDyapFFiym46Z6HE0mETQuEAgEgm2LEHQ7Cb8i6GRZJhZOYbAqhgKmOh1H39rFtXOzXLswO799cx/I2Xnzk2JmBpQZt6IMuopWoUzbo0JnazBirNMxMVh6ji6wFRl0oSlIBOcNUfLU7wLXXrj8SMVPKUkSt71rN2FfgvNPrzxv9Oy/XiHsU2IO8nligrUxeNqDvdGEq21t7ZYbofuwCzkrc+387OobV5H8e6ZakQWLkVQSfW9sx3s9xOQyn3OBQCAQCGoZIeh2CtlMIYMulciQSWUx5ip0AIfvaafObeS5710hk8lVWJpyTpeTZ5Yez9OvLAstlzFs7gqKFpNTWUa39uZxNSRJomWPfVljlLnpKJJKwuranJtPYN4QZXHLJShul9eeh3jlW+fa99fTutfB6UdHSMZLxyOMnJuh/7lJWvcqs335PDFB+USDScYH1u5uuVEau+ow1ekYPrO1D1kKGXRVjCxYzN7bmjCYtTz7vUHSSVFVFggEAsH2Qgi6nUJwAjLJgiEKgMk6b/mt1qq44z178E9FOf9UrsJi7wCDvbQxyvQFUOuhfjeJaIp4OFXZCp1GB3pbzZuigNJ2GfYleO77g5x/epyRczPMjIWJR1LMeaLUOQ2o1Zv4UVocWVBM7wOQTcPg41U59W3v2kUslOLM46NL1sUjKZ7450s4W83c8yvKteXzxATlM/SqB1lm3e2W60VSSXQddnH9wuyqbbXVpFCh26SWSwCtTs0bP7IP72iIX/xTv2i9FAgEAsG2QrPVFyCoEP6cw6Wju5AXZrBoF2zSfdhF2z4HJx8apvd4I0aLTpmjKxVd4LmoWOKrNQS8QaAKbYVmV823XAJ09Tk5+4RRmbEp4fLYccC5uRfkvQQGG1hK3PC3HVecLy//FA6+u+Knbuq20X3YxauPXefg61uV91COp799mXgoxds/dZg6pwGVWiIoKnRrZvC0B0eTifqW8hwqK8muw24uPjPB2ICfzoOb/L7OEZyNo1JJmO36TT1v92E3t71zFy/++xD1rRaOvqVrU88vEAgEAsF6EYJum5DyRtG4jMu3YBVHFozmKnR1C0N5JUnizvf18O0vvMz5p8Y59rZupe3y1D9AJg3qorfD9EXovgug4PBoq5TDZR6zq+ZNUUDJo/uVz91ONisTDSQI+xOEfHHC/gSRuQS7bnFv7gV5LyvVuVLvBbUG9rwZrvxMacNVVT7s/MQ7dzHy+Zd55dFr3PHeHgCuvuLhyslpjr+ju5B9Zqk3iBm6NRIJJBi/Msext3Ztartlnra9DrR6NUNnvFsm6EKzcSz1elRVzqArxa33d+KbiPDSD4eobzaz6+ZN/mwLBAKBQLAORMvlNiA9E2P6b04TO7+C+PENgUoLdW3LVuhAyV2qcxnxTeYiDJr7IB2H2SvzG8X8EJpY4HAJFYwsyGNyQaS2Z+iKUakkLA4DTbts9Bxt5JY3d3Dn+3po2WPf3AspFVlQzN4HIOaD0Zercnpni4W9J5o49+Q4IV+caDDJk98cwN1h5dYHOgvb1TkNYoZujVx9xQsy7N7kdss8aq2KjgP1jJyZKVmN3gw2M7JgMZIkcc+v7KOh08pj//siM2PhLbkOgUAgEAjWghB024DUdBRkSI4El9/IP6zMxKk1BUFntOpKbmp3G+dz1QrGKEVtl4sMUQLeKGabrnKRBXnMzm1RoaspIrPKv1mp+bk8u+8FlaYqIeN5jr1dcVM99ZNhnvrWAMl4mns/un/BLKHVaRAtl4tIxtM8/HdneeWn14iHl8YDDJ6epr7FjLNl89wtF9N92E00mGR6pd83VSQ0G9s0h8tSaHRq3vobfegNah7+0tnC71OBQCAQCGoVIei2Aelc21pyfIWnxfkMOiAWSqHRq5cVYDa3kYAnqgz+u3pBY1hojDJ9QVkWVegqXp2DXIVuBrJbZ8Cw7ZgZUJaLM+iKMdqh4/aqCro6l5EDd7dy8blJhl71cuLBXUtESJ3TQCyYFK6BRUxdDTB8ZoYX/u0q3/jD5/jFP/XjHQ0BEPYnmLwa2HQzlMV0HnQiqaQtcbvMpLJEAslNdbgshdmu562/2Uc0lOSRr5wjkxa/owQCgUBQuwhBtw1I+5RqWmoiUroNSpYLkQXAglDxUtgaTCTjGaVCoNYowq04usDTrzhQ1rUAEPTGKj8/B2B2K1l3cZH9VDbenKBbqeUSoOfNSmtmaKpql3L0LV1o9Wqadtm4+U0dS9bnb8rFHN08+Vbnd/3uLey9rYkrJ6f57p+e5Ad/fZoX/n0QtsDdcjEGs5bWXjvDZzbfgTb/XtmsUPGVaOis440f2cfkYICnvjlAdotaUAUCgUAgWA0h6LYB6VzbmpzMkJ4pYQMfnVWCput3ASih4pbS7ZZAIX4gPxtH0yGlQpe36vZchMabQJJIJTNEAsnKZtDlMbvmr19QHjOXQWsCW/vK27WfUJZjp6p2KaY6HR/87HEe/PTNJQ0s8m1zYo5uHv9UFINFS+teB/f88j7+45/fweves4fIXILLL03jbLXgaNp8d8vFdB924Z+K4p+KbOp5tyKyYCV6jzVx9K1d9D8/yQ//x6vi4YRAIBAIahIh6LYBGV8cTa5ClirVdlnkcAllVOhyx5rzRJUXmvuUIOrAqCLqpi8W2i2D3io5XMJ8uPg2iC6oGbyXwNUDqlU+us2HlTm68eoJOlAcQLX60q29+ZtyMUc3j38yQn3zvGAzmLXc8uYOfvlzt/OO/3yY+z52YAuvbp7uw4q742a3XRZCxbdwhm4xx9/Rzb0f3Y/3eojvfOFlrr7q2epLEggEAoFgAULQ1ThyVibtj2PYVw8aVek5uqIMOlBm6AzLGKKAMv8kSRQZoxxWlpNnITgOiYBSoWO+ilfRUPE8hQqdEHRlk48sWA2tUam8VrFCtxpmu2I9Lyp0CrIs45uM4GhaWu1WqSQ6Dji3JHuuFNZ6A652y6YLuuBsDEklYXFsbgbdSkiSxL7bmnn//3kMm9vIo185zxP/comUmA0VCAQCQY0gBF2NkwkkICOjcRvRNZtJjoeWbpSv0Dk6kWV51QqdWqPC6jTMt1w2HgBJpbRd5h0uF0cWuKpkigIQ2fxZnW1JIgTBsdXn5/K0HYPxV5SMwS1ApZKw1OtFm1qOWChFIprG0Vwbom01dt3sZmo4QDS4eS6PIV8ci12PSl17f5rsDSbe/XtHuPX+Di4+O8H3/uwkM2Mlfh8LBAKBQLDJ1N5fTcEC8vNzmnoj2lZLaWMU3xBYW0BrJBnPkM3Iy0YW5Mk7XQKgM4GzR6nQFRwu9wNKy6XepMFgXl4grpt8hW4bZdFtKTOXlWU5FTpQBF0qAt7+6l3TKlidBkKzJeY+b0D8OUOU+hqYkSuH7sMukGHk7OZV6bYyg64c1BoVt//SHh789M0kYmm+9+enmLgiTJ0EAoFAsLUIQVfjZHx5QWdA12pBTmRIL75B9g/PG6LknqYbS4SKF2NrMBHwxpToApg3RvFchLpWMDoAJYOuKvNzABo96OtEy2W5eMuILCim7aiyHDtZnespA6vTKGbocuQdLrdLhc7ZasFab1iX22U2K5NOrb0lsdYFXZ72ffV88I+Oo9GqGXhxcqsvRyAQCAQ3OELQ1ThpXwzUEmq7Hm2rkvO1xBjFNwz1XQCrhornsbmNJKJpEpFcO15znzI/N/Jcod0SlJbLqgk6UIxRNtsUJRWfd/TcTngHQKUtzEquiqNb+ffdwjm6OqeBaCC5rpv7nYZ/KorWoMZsX/mzWStIkkT3zS5G+/0k42tr233mO5f59udfXlMGYSadJTyX2BaCDsBo0dG218Fov3/+wZhAIBAIBFuAEHQ1Tno2jsZhQFJJaBtNoJFIjhUJukQYIp55Q5RwCihD0DUoxgxz3lzbZVOfsgyOFdotM5ksIV+iOqHiecyuza3QJaPwN/vhlX/cvHNWCu8AOPco2YHlIElK2+WWVuiUm/OwL7Fl11Ar+HIOl5K0NOKhVuk+7CaTzjLa7yt7n2xW5uorHgKeGK8+dr3s/cL+BMi15XC5Gm37HIR88XmDKYFAIBAItgAh6GqctC+OOneDI6lVaJstC41R/EsjCwCMK5iiwHwMQeFGpPnw/MpGxTo9NBtHzsrVyaDLY3JtboXO0w8xHww+vnnnrBQzA+Au0xAlT9tRZfYu5q/ONa2CyKKbxz9V2uGylmnZY0Nv0jD8WvmfUc9IkFgohcmm45VHr5VtipOftayFUPFyad9fD7AmwSsQCAQCQaURgq7GSc/G0RQ9sdYtNkYpZNDlZuhCuQrdCsHiADaXESTmjVFM9VDXpvz/ZmTQ5TFvsqCbOqssx09v3jkrQSoO/pHyDVHytB1Xllv0/c5n0d3YFYxENEU0kNw283N5VGoVXYdcjJybIZPJlrXPyLkZJJXE23/rMDLw/A8Gy9ovP2tpdVbx902FsTUYsdYbGLu0NQ9MBAKBQCAAIehqmmw0hRxPo3EuFHQLjFGWZNAl0RnUqLUr/2jVWhVWR1F0ASjGKJK6YItf1Qy6PGYXRGc3b6Zt6pyyDI5DcGJzzlkJZgdBzpYfWZCn9VZA2rI5OotdjySy6PBPKQ9OtovDZTG7bnGTiKbLFi3Xzs/SvNuGu93Krfd1MHjKw8SV1fcN+eIgUVMZdKshSRLt+x2MDfjJlil4BQKBQCCoNELQ1TDFkQV5lhij+IYVR0qjHVBm6FYKFS/G1mBkrnj24/h/gtf/PmgVARnwxtDoVJjqqmjiYHJBNgXxQPXOUczUOTDYlP/fQrOQNTOTd7hcY4VOb1Uqrls0R6dSq7A4RBbddnO4LKbzgBOdUcOVl6dX3TbsjzMzGqbzoBOAW+7vxOLQ8/R3rpBdHLeyiNCskkGn1myvP0tt++tJxtJ4rolMOoFAIBBsDdvrL+cNRjofWVBUoVtgjOLph6EnFrgerhYqXowSXRCdf2HPvfCG3y98GfDGqHMZq2vikM+ii25CFl02o+TsHXg3qHUwvo0EnXdACX937ln7vm1HFfGa3ZoKQp3TICp0kxGlKr6N5sPyqLUqdt/qZug1L6lVXCtHzimf465Dyudaq1PzuvfsYXYszMVnV66IB72xbfnv07bPAZKYoxMIBALB1iEEXQ2T9inVM3XRDJ2kVqFtNJI8fx6+fCfEg3DPfy2sj4WSqzpc5rG5jSQiaeKRVMn1VY8sAKVCBxBZe9bVmvENK0HbbUeV9tKxDDMSrAAAIABJREFUbTRH5x0AR1eherom2o5BfA58Vyt+WeVgrTfc8Fl0vsko9kYTKtX2cbgspvdYI6lEZtWQ8WvnZ6lzGXA0z5u/7DnSQEuPnZd+OFTyd00snOSnXzvP5NUADV11Fb/2amO06HC3W8UcnUAgEAi2DCHoapj0bByVVYtKp55/8fLP0PkeJTWnRz70AfitU9Dz5sLqWCi1aqh4niVOl0XIWZngzCYIunyFbjOMUfKGKE2HoPUoTLwCmbXla20Z3gFwlRkovpi2Y8pytbbLeBCila8yWJ0GIoEEmdSNO2Pkn1IiC7YrLb0OTDYdV04u33aZTmYY6/fReci1oKovSRJ3faCXRDTFyw8NL9hn6DUv3/qTlxh61cuJB3dx+y/trtr3UE3a9zuYGgqsOa9PIBAIBIJKIARdDZPxxefn54IT8N2PwDffh84wiYyJ9J1/DWZnYXs5KxMLp8qu0NlzWXQL2i5zRAJJMqlsIa+uahRaLjdD0J0DlUaZQ2s7BqkoePurf96NkkkrpihrjSzI4+oFfd3Kgk6W4V/eB//87vWdYwWsTiPIEPLfmFW6VCJDaDa+7SILilGpJHqONnLtwuyyFf2xAT/pVJaug84l61xtFg7c1cr5p8aZHQ8Tj6R47OsXeOTL5zDb9bzvD49x9K1dqNXb809S2/56shmZiStzW30pAoFAILgB2Z5/PW8QCpEFkRn40u1w+afwxv+G9sOfB4qMUXIkYmnkrLyqoIucmibljVLnNijRBd6lFbq8yLO5NqvlcpMEnXsfaPTQdkR5bTsYo/iHFeOYtRqi5FGpoPXIyoLu6i9g9EWYeBUilZ1nzOeK3ajGKHPTOYfLbVyhA+g93kg2LTP0Wun26GvnZ9Ho1bT02kuuP/HgLnQGNT//xkW+9bmXGDzl4fg7unnvHxzF1Wap5qVXnebdNtRalZijEwgEAsGWIARdjSKns2SCCcUQ5fqLygzUh78Dd/8e2habYoyySNCVEyqeCSTw/+tlws+Mo9Gqsdj1zHmWVujyIq+u2i2XWgPoLJtjijJ1Tmm3BMVIxuTcHoIuf425fMB10XZMMYRJRpauk2V46i9Ak5vPu/bc+s9TgrzRxY1qjFJwuNyGkQXFuDus2BqMXC7hdinLMiPnZmjf50CjVZfYGwwWLcffsYuZ0TBGi473/uFRjr2te9tW5YrRaNW07LEx2i/m6AQCgUCw+Wz/v6Q7lLQvDjKonUZl9ktSFUKiJbUKbZN5SYWunFDx+GXlhiMvBm0NppIzdAFvDJVKwlq/CZlQJmf1TVHCHghPzQs6SVLm6LaD0+Wlh8DaDE196z9G2zElx27i1aXrhp+C0Zfg3j8GrQlGnl3/eUpgduiRpNoQdNFgkh/89Wm8o5tnMe+fjKBSSdXNc9wEJEmi91gj45f9ROYSC9b5JiKEfYmCu+VyHHp9K+/63Vt43x8exd1ureblbjpt++vxT0aW/NsIBAKBQFBthKCrUQqRBfUGmDwLzh7Qzc/g6FotJMfDyEXZToUKXd3yFbr4JaUlKDUVQU5nsTUYS7Zc5i3EVZvx9Nzsrn7LZT5QPC/oQHG79A5sXgbeekhGYfBx2Pd2pXVyvbQdVZal2i6f+ktFMB79NWg/UXFBp1arMDv0BGeXvs82m1cevcbkYID+5yc37Zy+yQi2BuO2y1crRc+xRpDhyqmFVbqRc8rnt7PE/Fwxkkqida9jR/xbLKZ9fz0Ao5dE26VAIBAINped91d1h5DJ3fxq6g1Kha55YXVG12pFTmQKwg+KBN0yFTo5nSU+OIfKqoOMTGoqgs1tJB5OkYguNDoIeGObV1Ewu6pvipIXdI0H519rPQLIMP5Kdc+9Ea4+DukY7H/7xo5jqof63UtbTIefUVos7/xdpf21607wXKi4wK5zGre8QheZS3D+6XEARs7MIMsrB11XCv9UdFsGipfC0WTG3WFd4nZ57dws7g4rZvsmVPRrFFerBaNVK+boBAKBQLDpCEFXo6R9cSSdCpUUhOD4knY7batiIpAan28di4UVUWZYJrYgcS2InMhgvbsNUNou7e680+V89USWZUXQVdsQJY/JVXEjjiVMnQNbuyJs8rTmjFFque2y/8dgsEPnHRs/VtsxpUJXLGSe+guwNMKtH1G+7rpLWVZ6jq5+68PFTz96DTkrc+SBTkK+OLPjJeYJK0wmnSXgjW1rh8vF9B5vxHMtVDB7iYWTTA0F6Dy0cnVupyOpJNr2Ohjr92/awwKBQCAQCEAIupol7VMcLqXpXHbaogqdttEE6oXGKLFgEr1Js2w7U3zAB2oJ8/FGJKOG1Hi4UIUrnqNLRNIkY+nqG6LkMTuVCl01b4KKDVHyGO2KpX+tBoynk3D5Udj7VlCXly24Im1HITwNgVHl62vPw8gzcMfvgDb3s269tSpzdFangchcgkx6a7Lowv44F54dZ9/tTRy6R3mgsVpIdiWY80SRs/K2d7gsZs+RRpDgcq5Kd/2CD1lm1fm5G4G2/fVEg0l8E9V/WCAQCAQCQR4h6GqU9Gwcdb1RmZ+DJRU6SaNC22wmNVYk6FbJoItf8qPvtqHSawozeHnRVpxFN5ePLCjKoMvG06R9cVKeKMnxMImRAPFBP7H+WTKBDZoAmFyQSUIiuLHjLEcyCrNXlgo6UIxRFletaoWRZ5T5vo22W+ZZHDD+1F+AuQGOfHR+G7UWOm6riqCTZQj7t8Yw4vQj10CGI2/pwmzT09hdx/AmCDr/pPJZ2u4Ol8VYHHpae+1cOTmNLMtcOzeDsU5HQ8fOMjlZD4U5OtF2KRAIBIJNRLPVFyBYipyVSfviGPY6SrcK5tC1Woie8SLLMpIkEQsll40sSPvipD1RzMeaAKVlM/zsOBqVhNmuZ66oQhfMtV/mWy5T3ijT/+MVyJYWPbp2Kw2funn937C5KIvOYFv/cZbD0684PJYSdG1H4cw3Ye4aOLoqf+6NcOkhpVq2+42VOV7jAdAYlTm6ujYYehLu+8ICsx1AmaN7/HPKz8NcmapLcRadbbMqvzmCszEuPjfB/tc1U5d7T3f1uXjph0NEAgnMturNffmnIiCBfQe1XAL0HmviiX++xPRwkOsXfXTf7EZSSVt9WVuOtd6AvdHEaL+fm9/UsdWXIxAIBIIbBFGhq0GyoSSks/OGKE19BDzTyNmF7WraVgtyPEMmN5sUC6eWNUSJX1aeGBv2OQBFDJKRSU1HsTcYF7RcBrwxkFCCx4H4gB+yMvZ37qb+Q/twfuQmXL92EPev92G9p53kaIjkRHjpScvF7FaW1cqim8pXOZcRdFB7eXTZLFz6Cex503w75EZRa6HlFqVC99RfKJXRo7+2dLsqzNFZncr3ENoCp8vTj14DSanO5enuU4RqtdsufZMR6pwGtLrS2WzblV23uFGpJZ757hUS0TRdN/j8XDHt++uZuOInk9qa9mKBQCAQ3HisKugkSfq6JEkeSZLOL7P+lyVJOpv773lJkg4XrRuRJOmcJEmvSZJUY3fMtUshsqBOgpkrTKq6+dpvf5yrryy0nNe1Ki1O+Tm6lSp08QE/6noDmlyFQpczVUmOh7C5jQtaLgPeGBa7vhAQnLg6h9ppwHJ7C6bDbow3OTH0OtB327De1QoaFZGXNmADb8rdDFYrumDqHOjrwN65dF1DUdWqlhg7qcy77X9HZY/bdhTGTyvuma/7z6Ar0QrYcgtozYoDZoWwOPQgQXCTjVGCMzEuPTfJgTtasNYbCq/Xt5ixOg0bFnSrmV/4J6M7qt0yj8GspfOgE89IEJVaKrQaCqBtn4N0MsvUUA3HoQgEAoFgR1FOhe4bwAMrrB8GXi/Lch/weeCri9bfI8vyzbIsH13fJd54pHM3vZrsdUDm1EAYZBnvtaEF2xUbo2SzMvFlZujkVJbE4ByGvQ4kSWmLUtcbkAx5YxQTsVCKZCwNKC2X+dY0OSOTGApg2G0vea0qkxZTn4voa16yicz6vuF8W1+1ogvyhihSiZYwtUYRMLXmdHnpx6DSQs99lT1uPmDcWA/HPl56myrM0ak1Kix2/aY7XZ56eARJJXHrA10LXpckie4+F6OX/KSS63vfylmZb33uZU7+ZLjk+mxWZm5650QWLKbnWCMALT12dAbRvZ+nda8DSSWJPDqBQCAQbBqrCjpZlp8Glv3LJMvy87Is+3Nfvgi0VejabljSPqXlUR05SzCl50q/csM4N7WwCiZpVGhbLMQHfMRDSWSZkhW6xHAAOZXFsG/+KbokSehazSSLnS5zs3PFGXTJ8RByIoN+GUEHYD7RjJzIEDvjXd83bMrP0K1z/5XIZmD6Qul2yzxtRxTzmXSy8udfD7IM/Q9B992KE2claT8Bah3c8WnQW5bfrutO8PZDuHI/E6tzc6MLAt4ol16c4sBdLUqFcBFdh11kUlnG1mlgMeeJ4p+McPKhYaZHlhr6BGdiZNLZHRVZUExXnwtHk4l9tzdv9aXUFHqjhsauOkYvCkEnEAgEgs2h0jN0HwMeKfpaBn4mSdJpSZI+sdKOkiR9QpKkU5IknfJ6q3BjXyXSySTTQ4MMv3qK8088xkv//j2e+MZXeeh//SU/+eJfkUqs/QY27YujtuuRPGd5NdgNgKOlbYmgA7De1Up6OkrohQmgdKh4fMAHGhWGXQsNR7StVlKTEepyrWhznijJeJpoMFkwrkhcVdqG9LuXNyvRdVjRNJoIv7zOtkudSTH/qEYWnW8YUpGVBV3rUcgkYPpc5c+/HqYvgH+48u2WANZG+PRZRdCtRFXm6DZX0J36yQgqtcStD5RotSVXWTJq1u12OTWkiDitXs0v/ql/ycyUf1Kxrt9JkQXFaHVqPvx/3cbeE01bfSk1R+chJ55rISJzW+PqKhAIBIIbi4r1yUiSdA+KoLuz6OU7ZFmekCSpAXhMkqRLuYrfEmRZ/iq5ds2jR4/WoId8aR7+27/mykvPL3hNazCiN5sJz85w01330H3L2rpNM7NxNE4jydGznPO56TlxB3qTicGTLy7Z1njIhX63jcTzE+ik0hW6+IAfw24bknahMUPeGMWcmwMKeGIEZ5Qb7nzLZeLqHNomE+plzFZAqfZZTjQz96OrJMfDhfm8NWF2VaflciVDlDwFO/9T82HjW8mlhwAJ9r2tOsevK6Oi0nKzMkc38iwceFdFTmutN3BlzkM2k0Wlrq4f09x0lIGXpui7t31ZF0u1WkXngXpGzs4gZ+U1uzRODwfQmzS86aM38ZMvneXUIyOceHBXYb1/KhdZsEMFnWB5unMuqiPnZjhwV+tWX45AIBAIdjgVuauSJKkP+BrwTlmWC2UWWZYncksP8G/A8Uqcr5bwjY/Ruu8AH/r8X/GxL36N3/7Hf+W3//F7/Orf/B2SSsXE5f41HzPti6Fx6Lh4ZYZEGo689UHsjc3EggES0YWBtZIkYX9wN3Iqy36DeskMXWomRnomhmFv6dgDANkTw2zTEfBGC+Yo9gaTMns3Elyx3TKP6ZYGJO0GzFFMruqYokydA5UG3PuW38bWCtbm2jFG6f+xMsNmadi6a6jCHF2d04iclTcli+7ck2OoNCpuva90dS5P12EXsVCqZMvkakwNBWnsqqOrz8XeE0288ug1vKOhwnrfZASzTYfeKObLbjTqW8zUuQybknUoEAgEAsGGBZ0kSR3AD4D/IMvy5aLXzZIkWfP/D9wHlHTK3M5E/D7cnd209O7H3tiE1qC0L+oMRtyd3WsWdNl4mmwkjVob5JXZRppaXDT37MPR3AIsnaMD0DaaSXTW0amT0IYXzoHFB3JxBXsdS/ZTOw1IBrXidNlgIuCNFebo6txGEteDkM6WJehURg3GPnfOHCW9pu8ZqGKF7pwi5jSrZI21HqmsMcr0RfjJ/wH+a2vbzzcM0+dhX4XCxDdCheforEVZdNVmtN9Ha68dU93ylWWAjpucSCppzW6XyXga30SYxu46AO58fw8Gi1ZpvcworZf+yYiozt2gKKY7bsb6/STj6/h9KBAIBALBGigntuBbwAvAXkmSxiRJ+pgkSZ+UJOmTuU0+CziBLy2KJ2gEnpUk6QzwMvATWZYfrcL3sGWkkgnikTAWR2nL7pbe/UxeuUw2U76LXj6yYHbqLP6kiVvvu1+pwjUpgs4/NVFyP1+jmYQMsZ9fQy4KAI8P+NG4jWicS7PMJElC12JRjFHcRuY8MYLeGAaLFr1RQ+LqHKhAv6u8sG/ziSbkZIboa+sQANWs0K3Ubpmn7Rj4hio3x/fil+Dk1+BLt8FzX4RMmTd1lx5SlvtrQNB1360sr1WmSlcQdFWeowv74/inomVZ6RvMWlp6bGuupHiuhZBlaMx9NgxmLa//8F5mRsO88ug1ZFnGP7VzHS4Fq9N12EUmnWWs37/6xgKBQCAQbIByXC4/JMtysyzLWlmW22RZ/gdZlr8sy/KXc+s/LsuyIxdNUIgnkGV5SJblw7n/Dsiy/KfV/mY2m4hf+UNtXk7Q7d1PKhHHe32k7GPmIwsu9r+CRZuk9953A2BvVIwH5iZLC7pYLMOVrERqNEz0lWkAsskMiaG5ku2WebRtFlJTEWwuA7FgEu9oeIEhiq7ViqpMS3JduxVtk5nIy1PlfbPFmJ2KoFsl12tNhD0QnipT0OXmHMdPb/y8sgxDT0LnnYooeuyP4O/fUN6x+3+sXK+ja+PXsVGaD4POUrG2S6tDEXTVzqIbzblWtu0rLxutu8+NbyJSqE6Xw/SwYhbU2FVXeG3XzW56jjZw6uERrp2fJZXIUL9DHS4Fq9O8x4bepGH47PYx+RIIBALB9qS6zgQ7nLBfqeYsV6Fr7d0PwOTlS2UfM+NTbiqvTk5yc6eEWqe0Cmr1Biz1TuamS8+oxUJJ/GYNus46Ao+MkI2llQpbWi7ZbplH12qBtIxdrximeK8FqXMZySbSJEdD6PeUb5svSRLmE02kxsMkx0Kr71CM2a04TSbDa9tvJaZyrpXlCLrmm0FSVabt0jcEgVHFTORD34b3/5PStvi1N8Ejvw+JZf5tQlMw+jLsq4K75Xqo8BydWqvCbNMRmi1fOK2H0X4/RqsWZ2t51bGuPiXYfi1tl1NDQeyNJgzmhSZEd32gF71Jw2NfvwgIQ5QbGbVaRedBJyPnZslmt43Pl0AgEAi2IULQbYCIX6kELCforC43Fkf9mubo0rNx0qo0MnH6bl1o5OFoasG/TIUuGkpirNNjf3A32WiK4GPXiA/4kXQq9N3Lt0xqW60AmNPK3I8sg63BSGI4CFl5xbiCUsybo6yxSlfIoqtg22Ve0DUeXH1bvQUaDsDYyY2fd+gJZbn7jUqY+U3vhN96GY7+Grz0Ffjb4/CDT8DDvwe/+ILSknn6H+GZ/w7I1YkrWC9dd4L3UgXn6IxVnaGTszJjl3y07atHKhUkXwKb20R9i7nstktZlpkeDtC0q27JOqNVx10f6CUZU1psHU1C0N3IdPW5iIdTTA0FtvpSBAKBQLCDEfZrGyDsUwSdud5Zcr0kSbT07l+ToEt4wgRjXm6yTWPsev+CdfamZq6efrnkfvFwivoWM7pWC+YTzYRfmEBl1KDfbUfSLK/bNfUGJL0abWjeTMXmNpIYnAONhL5z6U3rSqgMGoyH3UTPeLC9rbvsdk3MOUEXnYX67jWdc1mmzoGtHUzltd7RdQec+t/KHJ259M+0LIaeVM5bP29hj8EGb/vv0PcBePxzcP0FiAcgHkSJa8zh2gsN+9d/7kpTyKN7Fg780oYPZ3UaCu2K1WB2IkIslCprfq6YrkMuXnvsOoloCr1pafRHMcGZOLFQisZlHpTsOdLA1Ve8eEaCJWNEBDcOnQecqNQSw2dmaFlDt4NAIBAIBGtBVOg2QNg/i1qrxWBePnetuXcfAc804Vw1bzXik3OEUn5urZ+Apr4F6+xNLUQDcySi0SX7RUPJQqi47b5OVEYN2WgawypzRJJKQtdqIT0dLTgC2twmElfn0HfULcmuKwfLiWbkZHZt5iiFCl0F503KNUTJc+SjStvnK/+4/nNmMzD8NOx6vVKdW0z7cfjoQ/A75+APrsNnffAHo/A75+E3nodffaT0fltF880VnaOrcxoI+xJkM9nVN14H+fm59v3LtxmXovuwi2xW5vqF1T+neUFaqkIHyoOc+z52Ex/4b8fKrhIKdiY6o4bWvY41u6gKBAKBQLAWhKDbAJE5P2b7yq1dLWuYo0snEqjiKjTGGE5DAhpuWrDe0ZSPLljYdpnNZElE0oVqgMqkxfbWXUg6FcYyjCG0rRZSk2HsbsW0wmrWkJqMrGl+bsHx2ixom81EXppELtfkJF8Rq1TLZTIKs1fWJuga9isVqVNfL9+VcjETrymVt133lLe9SgWGOrC3Q+OBjVUGq4FaAx23w/AzFTmc1Wkgm5WJBJKrb7wOxi75cDSZsOQMWMqloasOo1XL0JnVHyhMDQfR6NXUrzAfp1KrVq30CW4MuvtczE1H8U9FVt9YIBAIBIJ1IATdBoj4Z5edn8vT0L0btVbLeBltl1eeeB6VpKLRMQPuvaBdeFNqby4dXRALpwAWhIqbjzbS8se3o7atkr/GvDGK265HZ1Cj8igVwHLy50ohSRLm402kJiOkppZWE0tidivLSmXRefpBzq5N0AGc+HXF0OTyI+s7b35+rvv169u/Fum6E2YGFNfQDVLN6IJMKsvE5Tna1thuCaBSSey6pYGRMzOF+bflmB4K0NhpRaUWvz4Fq9PVp3QfDJ8RVTqBQCAQVAdxR7IBwj7fqoJOo9XSuKunrDm6a88pDotNvLak3RKKogsWhYvHSwg6AKnMG05tq9Iyur/Hzts+dZjE1TkknRpd2/KtpKthPOQCCWLny7yJ0ZlBY6xche76C8qyHEOUYnrfosy/vfSV9Z136EloPAQW9/r2r0U6blOWFYh0sNbnBV3lnS6nhgKkU1na962t3TLP/tubSaeyDJ5eXrimkxlmRsPLzs8JBIux1htwtVtE26VAIBAIqoYQdBsg7Pdhrl+9GtDSuw/P0CDp5PJtZnPTU8QnldkcTeIiNC8VdIXogkUVumjO0MRoWV+Ll8ZpRNKrUc0laOmxk7gaQL/LVrYgLIXaokPfbSN2bg03MWaXYoqyURIheO5/Ka2Ca81zU2sUN8qRZ5Qq31pIRmH0Jdj9hrXtV+s0HgSkedfQDWDOVYwjwcq3XI72+5BUEq296xN0DV1WHE0m+p8vHQ0C4B0Nk83Ky87PCQSl6O5zMTkUIBaqTquxQCAQCG5shKBbJ8l4jGQsisWx+sxTy979ZNJppoevLrvNxacfx6J1gEpGja9khQ4Up0v/4gpdqHSFrlwklYS2xUJqPEw6kCA9E1tzXEEpjAddpD1RUp4y2y5NzsqYojz//0DEA/d9YX0GI7f+R1Dr4eWvrm2/689DJgm73rD2c9Yyegs4d8PkmQ0fSmtQo9aqiOXes5Vk9JKfxq46dMb1mfdKksS+1zUzNRRgbrr0ezZvPy8qdIK10H3YDTKMrOUBl0AgEAgEZSIE3TpZLYOumJYeJU9uubZLOZvl4tO/wF3fgcYYR5LkZWe/HE0ty1fo6tZvwqBrtZCcjJC47AfWPz9XjPGgInbLrtKZXRAYh+svwsUfwst/r+S0/ei34d9/E+aur36M4KQi6A78ErQdXd+Fm51w6H1w5tsQmyt/v6EnQa2Djtet77y1TNMhmDq74cNIkoTJqiNW4QpdPJLCey24ZnfLxew90YSkkuh/oXSVbno4QJ3LUHCEFQjKwdVuweLQizk6gUAgEFQFIejWST6GwFyGoDPbHdgam5gYKC3oxi9dJOCZxm5pQK2aBXsnGEsLqlLRBbFQEkkCwwZc9XRtFkhnlfw6swZtBQKR1XV6dJ115c/RWZvA2w9fvx+++xF4+DNK2PblR+H89+E7vwKpVcw0nvwzyKTg3j/e2MUf/0+QisJr3yx/n6tPQvsJ0Jk2du5apKlPEdRrEbjLYKzTFR5CVIrxAT+yzLoMUYox2/R0HKhn4MUpstmlDq3Tw0FRnROsGUmS6OpzMdrvI53MbPXlCAQCgWCHIQTdOslX6Mx2B3KJG7/FtPTuZ/LKpZI2/heefhytwYg2rUOTuV5yfi5PqeiCWDiFwaJFUq0/8ypvjJKaiKDfZd/QsYoxHnSSmoyQLscE4w1/CO/6MvzK9+GTz8JnrsAfzcBnLsN7v660/D36+8vvP30RXv1nOP6JjYeTt9ysiLOTfw/ZMjLTwl6YPrfz2i3z5N+TFZijM1m1a54lWu0zNnrJj1avprF747Nt+29vJjKXYKx/YSZd2B8n7E9U5ByCG4/uwy7SySxjl/xbfSkCgUAg2GEIQbdO8hW6U494eeQrq9/ktvTuJzLnJ+idXvB6Kh7n8ovPsvf4nWQjadTJIWg6vOxx7E3NAMxNz7eExYLJdc/P5ckbo0Bl2i3zGA8qlt1lVelsbXDzh2DPm5QWP0sDqHLB5vveBnf8Dpz+Brz6L6X3f+yzoLfC3Z+pzMUf/wT4hmDw56tvO/yUsiw3f267kZ/prEDbpbFOR3QNLZeTg3N87b88zdjA8jfCo/0+WnvtqCsQJdB1yIXerFnSdjk9HASgSVToBOugtceB1qBmWLhdCgQCgaDCCEG3TsJ+HxqdHs/1JCPnZolHVjZ5aOnNzdEtaru8cvIFkrEYNx1RcsvUkmfFCp29URF0/sn5Cl08nCqEiq8XxRhFabNcb6B4KTQOA9o2C9FKmAG88Y+U4O+f/JellaKrT8DgY3DXZ8C0sba7AvsfBEsjvFxGhMHQE2CwKZW9nYilASxNMLlxQWey6oiFUmVVtgFmxsIk4xke/eo55koY7ARnYgS9sQ23W+ZRa1X0Hm9i+LWZBZ/rqeEgao0KV/v64zwENy5qrYqOm5yMnJ0p+70vEAgEAkE5CEG3TiJ+H2aHg4gvgZyVubaKYHF1dKI1GBlNHiaaAAAgAElEQVS/fGnB6xeeepw6dyMuRwcAGsmzrMMlgNZgwOKoX5BFFw0lMVo2btJg3O9E225F4zSsvvFajnvQRWosTNq/wTBptUZpvTTY4Tv/YX6eK5uFx/4IbB1KVa1SaHRKhMHgz2F2eYdSZFmZn+u+e76iuBNp7qtIy6XRqkPOysSj5TldRoPKjKiExMNfOktiUfD3aK41sr1Cgg6UtstMOsvgqfmK+vRQAHeHFbVG/NoUrI/uwy6iwaRouxQIBAJBRRF3Jusk7J/FaHEUjBNWcy9TqdQ09+xd4HQZnPFy/fwZbrr7jWQDCQBiekkxB1kBe3ML/qnFFbqNCzrr3W00fupmpPVY/a+AqdB2WYGMOUsDvO8bikHHDz+liKmz31GExr2fBW1lxShHfhVUWsVxczl8QxAc27nzc3ma+sB7aXVjmlXIO0TGguUJukgggbFOxwOfOEjAE+NnXztPNjM/1zh2yY/ZpsPRVDkzGle7BWerpZBJl0ln8VwP0Sjy5wQbYPetbiwOPS/9eKjkPLVAIBAIBOtBCLp1EvH70BqUm7v6FjPXLvpIp1Z2L2vp3c/MtRGSMaVtrP+ZJ0CW6ThxFy8/8RyQ4S8jt3HFE17xOPbG+eiCTDpLIprecMtlNdG4jGibzeW7Xa5G5+1w3+fh0kPw1F8q0QYtt8DB91Tm+MVYG+Gmd8Jr/wKxZZ6qX/2Fstyp83N5mvtAzoDn4oYOY8wJunKdLqOBJKY6Ha17Hdz9oV6uX/Dx/PeViqmclRm75Kd9f31FH0RIksT+1zXjuRZidiLM7HiYTCor5ucEG0KjVXPsbd1MDwcZEbN0AoFAIKgQQtCtk7Dfj0qtzNIcvreddCKzahtNS+8+ZDnL5OBlZFnmwtO/oK6rlw9+8wqdgREkKcAPuJvvnR5b8TiO5vnogtgGQ8U3C+NBF8nrQTLBRGUOeNtvKkLryT9TqmP3fQFUVXo73/4pSEbgq2+A8dNL1w89qbR71u+qzvlrhXw24gaNUfIPH8rNoosEEphtegAO3NVK3xvbOPOLUS4+O8HMWJh4JFWx+blieo83olJJXHphiqkhxRBFOFwKNsre25uwuY289KMhMUsnEAgEgoogBN06SMaipOIxspjQaFX0Hm9Eq1/dvay5Zy+gBIyPDlzCPzHGv4VbuIeXscgmtE4zr9/fwg9eGSOVWd4qv9jpMhbOhYrXcIUOciHjMsQuVKDtEkCS4MG/hcaDSmWu687KHLcUrbfCrz4MmTT8w/3wwv+rtHoCZDMw/Azser1yTTsZexfo6zY8R2daT4XONv/A4o737KHjpnqe+uYAJ38yDEDbvo0FipfCaNXRecjJwEtTTA7OYbbpsDj0FT+P4MZCrVZx/MFuZscjXDk9vfoOAoFAIBCsghB06yAfWZBJGalzG9Fo1XQcqGfkzMruZQazBWdbB4Pnz/M//+6bpCQNh++4k8/V/ZCMqgV1ayvvP9rOTDjJE5c8yx6nOIsun+dVCVOUaqJtNKNpMBKrhNtlHkMd/PrT8O6vVe6Yy9FxG3zyGei9H376X+FbH4TILEy8ConAzp+fA6UC2nRow06XBpOSmVhOhS6blYmFkoUKHYBKreK+jx+gzm1k+MwM9S3mBesryb7bm4kFk1x91UvTLlvF50sFNyY9Rxpxtpp5+UfDZFZ4eCcQCAQCQTkIQbcOwj5F0CViemxuIwDdh91Eg0mmrwVX3Le5dz9jl/pxeS7iOnCE//vQGJJngEy2Ho3DyOt73biter57avm2y3x0wdzUZFHLZW1X6EBpu0wMB8iE1xYqvSIqdfVaLRdjqocP/DO85a+Uubkv3wnPf1FZt+sNm3MNW01TH0yfVyqT60RSSRgt2rIqdLFQElmer+rl0Zu0vO1TfRjMWroPu9Z9LavReciJ0apFzso0ivk5QYWQVBInHtxFwBtj4IWprb4cgUAgEGxzhKBbBxG/0jYYC2oLgq7zoBNJJa3qdqlt6UaXTaLPJnjT2x+AJ/+cjPMEyBJqhx6NWsV7bm3jiQEPnlBpN8F8dIF/sqhCt0UzdPGLF0lcXcHSvwjjQZfSdnmxQm2XW4EkwYlPwMd/DlojXPyhUrUyV09U1BTNfZCKrhzjUAbGOl3hYcRKRAPK+7u45TKPvcHER/7sdRx/R/VmF9VqJZMOEA6XgorS1eeisbuOkz8ZXtVQSyAQCASClRCCbh0UWi6zpoKgM5i1tPTYVnUu85qU6prBVk+HPACzV8gc/m0ANHalbex9R9vIZGX+7ZXxZY9jb2phbnqCWDiFSiWhN2o2/H2tFTmbZfQ3P8XYpz9dlgW3ttmM2mmobNvlVtF8GH79Kbj9t+Du39vqq9k8KmSMYqrTES2j5TKSi/NYrqVSq1ejUlW3DfKW+zo4/o5umoQhiqCCSJLEiXfuIuxPcOHpidV3EAgEAoFgGYSgWwdhvw+NzoAk6ajLCTqA7j43vokIAW902X37w3r8unqO3P9WVM/8FTQfJlN3BAC1Q8lQ2+22cLTTwXdPjZKIpZgaDjDw0hTjA/5CRc7e1FKo0BksykzSZhM/e5b01BTJwavEXntt1e0lScJ00EXiaoBsmaHSNY3eCvf/qeK2eaPg3gdq3cYFnVVX1gxdXvQtbrncTMw2Pcfe1o1KXYO/LsNeyOyAz9INSvu+elr3Ojj96AjJeHqrL0cgEAgE25TNL+vsACJ+HzpTHVnA5p4PM+4+7OLZ711h+MwMN7+po+S+Z8YDaO/8DW7rGoBzI/Dh75EeV25aZbOGgZem+P/ZO+/4qur7/z/P3SM362YnkAUJRIbsaaGCinvhttZZtbV22NpWa6122J+0tVrXt+6qaBVR3IAiIDOyl4wkJJBJ5r3Jvbn7/P44SUjMvUkuWQQ+z8eDR+Ccz/mcdy4Z933e7/frVVfu4Lw6NcfKfLz4i6877WG0aJHkAE5bAxUF1RgtfWym3UPsy1eAVouk1dKwZAmmCRO6vUaXaYQ1MjWvfU7C3RcPQJSCPkWthYTR3Quj7P8U9rwHV74YVP3TaNG2zMfJXQqNdNVyedpTXwLPzlBsNc5+cLCjEZwg0y/N4r3Ht7JrVSmTL8gY7HAEAoFAMAQ5CR85n/woFbpIVCoJS+zxVrDIOCPWVHPIOTqPL8DecjsTU4ywZhGkTYGR5+BvcKEyaVi3tJAvXtnHjpVHMPlkjmllGrJNnH/XWK79w1Quvnc8sxaOIGNcHCqN4rtVV1ZOVIKx073kQABvWeiWzd4iyzKNK1ZgnjmDyAvOx/7Z5/ibHN1e17T2I2SfC2951+bpgpOYpHFKhS5Um20gAF88DHuWgLMu6BJjpA6fN4DX3fXskNPmRm/SoNGqexv1qcfyB8DrgJ1vKa+5YEiSlBVFxrg4tq88gsshqq0CgUAgCB+R0J0Ajvo6JJWZCKuhUxtW5vh4Kgoa2vzh2nOwqhGPL8BFvpWKGfb3HwRJwlfvRhWl51B+FaNmJPGjp+Zww8PT0c1OYHFjA0l5MVhTIhieZ+XM+cM5+wejOf8uxXfte9cmMP+WvA73kf1+yn/7Wwrmzadq0SJkX9+38rj27sNbVkbkuecSs3AhstOJ/bNPu7wm4PHQ8PrrBJrrkV1C/n3IkjQOnLXQWBH8fNEqqDmo/L0uuHhKmxddN22XDrtnUNstT1oKvoD9H0PqZLAdhaObBjsiQS+YdkkmnmYfu74KrW4sEAgEAkEoREIXJrIs01RfR8BvIjq+c2Usc3wcsgwluzsrOe4sbSBDqmD0wecgfXab1L2/wYUzIOPzBhg7Nw21RvlvuXrKMBweP5/s6vzGudWLztVYg1Z3vHoh+/1UPPAg9g8/wjh5EnUvvcyRO+7AV1/fB5/9cRpXrAC1moizz8Ywfjz6kSNoWLKky2vsH3+Cr7oa3DZk/8lvsyAIQfI45WOotstNz4Gm5XsjhBpmqyprd0qXiqm4MPPugM8Dn/0GYrPghndBa4Jd7wx2VIJeEJdmITk7iiN7h7ACsEAgEAgGDZHQhYnb6cDnceNxGzoIorQSP9yCOVoftO3ySOE+3tb/FZUkwUVPgCQhyzL+ejc19W6saRHED7e0rZ+cHkNmnJl3g3jSaQ0GzDGx1FceV0eTAwEqfv8QtmXLiP/ZvWS88QbJf/0rzVu3cfjKK2nes7dPXgNZlmlcvhzztKloYmKQJInohQtx7dyF68DBkNfUvfIy+txc1FE6kDq/doIhQuIYQAoujFJ9UKkezbwHJHXoCl1rQtdNhc5pd2MW83Md2fQs1BbA+Y8r3oi5F8C+D5RETzBkSR4RTXVJY7dtyAKBQCAQfBeR0IWJo8WyIOA3tlkWtEeSJDLHxXFkXy0+T7tfzLZSbim4lwiVB+mmZRCfo+zj9CF7A9TaPMRP0PDuwXfbLAAkSeKqyWnkF9dRVN155iwmKYWGSqV6JwcCVDz0ELb33yfunnuIu/tuAKKvuJz0xYsBKLn+ehqWvt/r18B98BCekhIs557bdizykksUcZT3glfpHGvX4j5UgPXWW5RcTmNG9om5nyGJPgKs2VCxs/O5zc8rKphT74To4UriEYS2lssuzMVlWcZhEy2XHbCXw5rHlSRu5DnKsXFXQ3M9FH45uLEJekXKyGgCAZmqw7bBDkUgEAgEQwyR0IVJU52S0ElSRNCEDpS2S58nQOn+ljbHxkoCr16M2d/IB2OfgaQxbWv9DYrPlluCrwzL+NOmP/F/u/6v7fyVE9NQSbBka+cqXXRSMg2V5ciBAJUPP4ztvaXE/fhu4u/5SYd1xjFnkLlkCcaJE6l44AEqH30U2XPiT/MbV6wAScIyb17bMU1MDJZz5mNf9iEBt7vTNbUvv4ImMZHICy5AHaFFklT46roXURGcpCSNhcrdHY811ysCHWOvgoh4JekL0XJpsCgtt13N0Hmaffi9AdFy2Z4VD0HAB+f99fix7LPBGCvaLoc4SdlRIEH5oYbBDkUgEAgEQwyR0IWJo6FFtU9lDtpyCZCaE4PWoObwzmrFJ+q1S5Abq/ih5zckj5reYa27xbPOmhvDQee3qCQVz+x4hqWHlgKQGGlgbm4C720rxefvWNGKTkrB0VDP0YcfpuHdJVjvupO4n/40aEya2FiGv/gCsbfeSv3it6h9+ZUTfg0aVyzHNGkSmvj4jvEsXIjfZqPxiy86HG/esxfn5s3E3nQTklaLJlaxWfAcFfMiQ5akcdBQAs3t3nxuex28Tph2l/Lv2GyoKwqqhqlWq9CbNW2+isFwtFgWiJbLForXKcqhs38OsZnHj6u1cMblcOAzcDcOXnyCXqE3aohLi6C8QFToBAKBQBAeIqELk6aWlktJZSYqLnhCp9aqSD/DyuFd1civXQa2o3w27km2yTmMS4vusPbYHiWpSZ+RSGFDIdfmXsuslFk8uvFR1pauBeDqyWlU2d2sL6jBW3UMx+Z86t/+H9LGzQBUfPQh1jvuIP5nP+vS00vSaEi8/9foR46geWeQdrke4C46jPtQQYd2y1ZM06ejTU3tJI5S9/JLqCIiiL7mauX1iVfmBL0VfSvUIhhAWoVRWqt0fh/k/0cR+2k9Z80GTxM0HQu6RXfm4m2m4qJCp7y+n/4aoobDrJ93Pj/uavA1w/5PBj42QZ+RMiKaqsM2/H7Rji4QCASCniOMxcOkqb4WlcZARIwFjU4NG/4Ne98HvaXlTxToLWTpMihozGH3kSzG3fkXPt8USWp0A/GWjm9O6wsaiAd86U14dnrIs+Zx78R7uXX5rdy3+j5eOu8lZvhk/vn108R8WkmBx3X84sgIyExEfeUVxP/yF10mc+3R5+TSvH37CX3+jStWAGA595xO5ySViuiFV1L95FN4jh5FN2wYntIy7J8vJ/bmm1FHRACgS4nBQTO+GtFyOWRJapfQZZ4FBz5R5PMX/O34mths5WNdIVgSO21hitR1OUPntLnb1p32fPMiHNsH17wBOlPn88OmKTOLu96B8dcOfHyCPiF5RDS7viql+kgjSZlRgx2OQCAQCIYIokIXJo66OtSalvk5WYb1T0FjFXicUHMIir6C7W8woui3pBu2s77xZqpUE9lVamNcWsdf0PWVDgJ2D7JJQ4FNmTUaGTMSs9bMM/OewWqI5Z2/3Ub5D24k1WPn65EzSPzDQwx/+SVGrPqS8atXA+AfM7rHyRyAPjcXb3k5/sbw27PsK5ZjHD8ebVJS0PNRl18OKhUN770HQN1rr4FKRexNP2hbo02MI+Buwl/fHPb9BScJEQkQkXRc6XLTcxCdDrnnH19jzVI+dmFd0JVtgWi5bKHhKHz1V2VWbtRFwddIEoxZCEWrQ1ZEATiaD8/OCG05IRhUUkYqHRxijk4gEAgE4SASujBpqq9DxqwkdDUHwXEM5twPt6+En2yGX+6DB0qRHq5j/qN3Y4428tn/7eZYjZPxwzq2W367vgKTWsKQZOZg/UFUkoqsKOVNcGzAyFNrs7jhkyb2ZWrY/se/smjkhTgWXIZ55ky0KSnoTWbMMbE0VIUweA6BIVdR2HQfDG4xEArP0aO4930btN2yFW1SEhFnnYVt6fv4amtpWLKEqAsv6JAAqq1W5OY6/I1CnntIkzxOSQzKd8CRjTD1R6A67olI1HBQaUMqXRojdV2KojhtbtRaFTrjadpI4HPDuifg2eng98CC/6ckbqEYdzXIfqVjIBi2Mnj7BqXSt/n5/olZ0CtMkTqiE01UiDk6gUAgEISBSOjCpKmulkDApAiiHFZm3Mj8XueFKhWGSBPn3TEGp83DBU4dY1Mj2077fQH2b6ogQqtCH2/kUP0hhluGY9AYcBcUcPjqa/B/sRb/Hdfy+NUaPvP8GyQ3aw5Wd7hNTFIKdeVlYX0O+hwloXMdOBDWdW3tlueFTugAoq9aiO/YMcp+9nPk5mZib721w3lVRASy20agsximYCiRNA6q98P6f4EuAib+oON5tQZiMrr0ovM0+/B5gyf2TrsHc5QurOrzKYEsKwInz06HL/6o/Hy5e32b1UlIEkZD4tjgapfeZnj7euVj1lwl6XPZ+yF4QW9JHhFFRUEDcqCzmJBAIBAIBMEQCV0YyLJMU30dktRSoTu8FqKGKW9aQ5CYGYl/fBTZPjXS/uMtjsW7a/A0etEEZNTRBg7VHyInJgfbhx9y+Kqr8Tc0MPzllxhz38M8PufvFNkPEJ+yo1NCF5uaRl3pkTbvup6gSUpCFRmJO4QJeCjsK1ZgyMtDl5bW5bqIOXNQx8Xh3LIF86xZGHJzO5yXJAlkJ/hO81a6oU7yuOMVoTOvB0OQmR9rNtQWBb3c2GJdEKrt8rT0oKs+AG9cAW9dq1Q3b3wPrntLeR17wtiFULZFURdtRZZh2T2Kb+CVL8D3H1TUSENV8gSDSsqIaNxOH3UVYsZYIBAIBD1DJHRh4HI0EfD7kFQRRMUZoPhr5el5NxWEnXofpRESOz4ppuygouy4b1051mjlzarfIlHaVMr3troov/83GM7II3PpUszTFYuDOcPmkBuTizFmDxsLa/G2U0Czpg3H5WjCaev5zIUkSRhycsJqufRWVODauavLdsu2/bVaoi+/TInvtluDr9H4QNIScPt6HIPgJCNp7PG/t1oVfJdW64JAZ9W+1mQtlHWB0+Y+PRQunXWwZym8fxc8NxNKtyriMnevhxHzw9tr7EJAgt3tlGbX/0uxO5j3kDLjmDYF4nJh++t9+mkI+gYxRycQCASCcBEJXRg46hSLAUllJkouVoyUM87q8hpZltlRasczMZqoBBMrXtxLVbGdI/vqGJkXC0CFWhExSN90BH1ODumvvoo2MaHDPgsyF1DvP4TDX8O2kuNy/9a04QDUlh4N63PR5+biPngQOcgb7WA0rlwJ0KOEDsB6552kPvkkphkzgp6XDEpFsdVYXTAEickEYwyMPC90BcmapcjpN3ae8zS2JHSh5uicdg/mU7FC5/fBkU2w6i/wwjxYlA1LboEDn8LEH8K922D63Yq/XLhEpUH6LKXtUpbhwOfwxSMw5kqY/UtljSQp7bGl38Cx/X37uQl6jcVqwBytp6JAJHQCgUAg6BkioQuDVg86vSkafeU65WBm1wldhc1FTZObcRkxLPjRGDzNPj745zYA0lIVGf8CuRidV0b/bTHms2YjaTqLQJyXcZ5y76hdHdou2xK6siNhfS763BwCDgfe8vIerbevWIF+5Ej0WZndLwbUERFEnnduyPkntUX5HP220KIYgpMcSYKbP4HLng29pr11wXcwWUJX6HxeP26n79Sr0DVWwZPj4OXz4Ou/g6SCOb+B276AXxfBRf8Ec1zv7jF2IdQegt3vwnu3K62xlzzdsZNg3LWg0ogq3UmIJEmkjIii/FBDWK30AoFAIDh9EQldGLQmdJHxVjj8tfJmNarrebKdR5WnrOOHRWNNjWDO9bn4PAGGjY5F6wuASmKf5wDjKnTg87W1WX6XYZZhnGE9A0vcXtYeOp7QmaNj0JvNYVfoWufa3D0QRvFVV9O8dVuPq3M9QROjmLL7GlzdrBSc1CSe0XUC0lq5C2Jd0FWFzmlrNRU/xSp0Bz8De5mSYN1fpKjjzv0tDJuiiMj0BXmXKvN3S+8ArRGuXdzZuy4iHnIWwM63wSceqpxspIyMxmHzYK8RPx8FAoFA0D0ioQsDR0tCF5MUByXrIfMs/E0OAo7Qw+s7S21o1RKjky0AjJqRzDm35jHnuhz89S7UUToO2g4xqyISNBpMkyaF3GtBxgJcqhL2HjtMdaPSqihJEtbU4dSVhlmhGzEC6JnSpWPTJpBlIr7//bDu0RXq+AhkOYCvSijtndJEpoFaH9S6QKtTo9WrabZ3FkVpTfJOOVGUwq/AkgITblTaVfsDUyzknKckdde8Hvqh08SbwFkDBz/vnzgEJ0zyCGWOTrRdCgQCgaAniIQuDBpra0DSE2NuBrcdOeMsjt5+O0WXX0HA6Qx6za7SBkYnR6LXHPfnypmaRFS8CV+DG3W0nkP1hxh12Itx/HhUJlPQfeB426U2chfrCtq3XQ6jJsyETmU2ox0+vEdKl878fFQWC4bRo8K6R1do4+KQXTa81U19tqfgJESlgtisjqqL7TBG6nAGabl02JQHFuZTqeUyEIDDayD7+90KKfWaS5+Gu9bB8OAVfwCy54ElGba/0b+xCMImNtmM3qQRwigCgUAg6BEioQsD27EaJCmCKP8hAFyOeJp37MB75AjH/vHPTusDAZndpTbGpQWRcwf89W58FnDb6oktqcc8bVqX90+OSGZ8/HgM0btZe7Cm7bg1bTjNdhtOe3hmtIbcnildOjbnY5o8GUmt7nZtT9FYYxVz8XrRUnTKY80O2nIJYLJog87QnZItl5U7FSGlrLn9fy9jDCR08wBGrYHx10HBSrD3bJZWMDBIKonkEdGUiwqdQCAQCHqASOjCwF5TqyhcNuVD/GjqP/gclclE9FULqX/zTRybNndYX1TjoNHtY1xadKe9ZH8Av91Nnd5O3lEZKSBjmt51QgdK26WsK2dN0V4CLcaz1tRhANSFq3SZk4unpIRAc3PINd6KCrxHjmCaNjWsvbtDbY0j4Kwj0DSwtgX+JgdFl12OvcUkXTAAxGZB/WEIdDYQN1p0wWfo7B4kSTl/ylD4lfIxa+5gRtGRCTeCHIAdiwc7EsF3SBkRje1Yc1u1WiAQCASCUIiELgyctnpQRRBZuwpfwjTsn35K5KWXkPjAA+jS06l48MEO83S7SpWnq2cO65zQ+W0ekKFcdYwxJTLodRjPPLPbGM7NOBcJiSbtFvZVKPNnsb1QuiQQwF0QvHoCSrsl0G31MFyUCl09ARcDquRmW/oe7v37sX/62YDd87THmg1+D9hKO50yReqCVugcNjdGiw6Vqp9bEweSoq8gcQxEJHS/dqCwZkP6bKXtUigqnlS0+tFVFITXeSEQCASC0w+R0PUQORDA7bCh1pgx+SuwHdIgezzEXHsdKqOR5Mf+ire8nGP/+EfbNTuPNmDSqcmOj+i0X6v/WiElnHlEjXnSJFS67qsRCaYExsZNQBN53L7AYo1DazCeuNLlwdDCKI78fFRRUehb1vYV6pgYAq56kFUEHJ1FMfoD2eej7tXXAHB+842QBB8ourAuMFp0uJq8bdXmVpw2z6nVbulxKt5zWXMHO5LOTPyBUkEtWT/YkQjaETc8Ao1OJdouBQKBQNAtIqHrIc1NjciyH5NBB0jUf7kD4+RJGHJzADBNnEjsTTdRv/gtRRUSReFyTGoU6iBVhla5/gLbblKrfJimdSFe8B0uzj4ftf4YKw7tBFqULtOGURumMIp22DAko7FLpUvn5nxMUyYjqfr2S0VSq5FUSmVmoLzoGleswFteTsT3v4+/thZPUXChDkEfY1UUVYPN0ZkidcgyuJo6JvUOm/vUEkQ5slGpUmb1nVJsnzH6EtBHwjbhSXcyoVarSMqKCql06fcFKNx2DJ+ncyuzQCAQCE4vRELXQ5rqagGwaFw4XLl4y8qJvf76Dmvif/4zdBkZVDzwIC5bI/vK7UHbLUERRAHw7N8FgLkH83OtzE+fj4TEgcavaXQpb4StqcOpLQuvQiepVOhHjgypdOktK8NbWop5at/Oz7WiMihVmdZqZX8iyzK1L72MLj2dhPt/DShVOsEAYEkCrTm4F50luBed036KVeiKvgK1DtJnDnYkndGZYMyVsG8ZuER738lEyshoakqbcDd3nDWuPtLIu49t4fP/7GHnqvB+7gsEAoHg1EMkdD2kNaGLoor6AhPquDgs8+dTYWvmo53lLN1Wyrt7qtl5w714KipY9fPf4/EHQitcNriRzSpGljTjN+oxnHFGj2OJM8YxKnoCastO1hcoapfWtGE46utwNYVnA2DIzcF94EDQ9kNHvpLwmLqYn/uk6BNWH10d1j1bUVkUI2X/AJiLO7/5BtfevcTecgu6jAw0CQk480VCN1iX1QUAACAASURBVCBIUot1QbAKnRagwxxdICDTbPecWh50hath2LTOBt8nCxN/AL5m2PPeYEciaEfyiGiQj/vR+b0BNn1QyLt/20Jzk4eIWD0lu2sHOUqBQCAQDDaawQ5gqFBbfgyA6EAtTfuqsN51J6VNPi5/dj01TR2rC7dnf48rN65g5pxspmbMC7qfr8FFs9nLGcUy6oljkTTh/VdckXMh3zb8iY/3b2HBmIuxDmsVRjlKau7oHu+jz8ml4d0l+Kqr0SZ0FGtw5uejjo5GP3Jk0Gv9AT+P5T9GjD6GucPmhhU/gDrGjBzw4RuAlsu6l19BHRND1GWXIkkSpilTcORvRpZlpP72BBOANQsq93Q6HKxC19zoQZZPIQ+6pmNQtRvm/WGwIwlNykRFsCX/RZh0S//75Al6RGJmJCq1REWBDUOEllWvfUt9pZNRM5OZdeUIdq46ytZPi3E1eTFEaAc7XIFAIBAMEqJC10PqypSEzljTCJKE5tIruPXVb0j0yLy38ExW/2ouG357Nt88OJ97/rsITUYmjxx4H6sq+HyDv95NA3Wk1IN19tyw4zkv8xxAxaaqVciyjDW1JaELc45O3zIDGKzt0rl5M6YpU0LOz+2v24/NbaPYXkx5U/g+Vto4K7KrHn8/y3K7CwtpWr2amBtuQGUwAGCaMgV/dQ2e4uJ+vbeghdhsaCgBf8fWsdYqXPsKXb960Pm9sOHpgfVdK1qjfMyaO3D3DBdJghk/gWN7oeDLwY5G0IJWpyYh3cLer8tY+vhWvG4/F/10PPNuGo3BrCVjTByyDCV7RZVOIBAIQGlJ97pPv9likdD1EHt1DUgGKHZgPvtsfvZlOcOr3TzvN5H0YTHJTj8p0UbiLXqiYy2kPvYXfJWV1Dz9dKe9ZFnG1+DG0aAkX5EzZ4cdT4whhkzTmTTrtlFU3URkXDwavZ66MK0LDDktCd13lC49paV4y8u7bLfcUL6h7e/ry8NXyFPHWgk4avHVOcO+NhzqXn0VSa8n5vrrkGWZxnVl6EdNBMQc3YBhzYaAT0nq2qEzalBppA4JXavvVr9U6A6tgBUPwlvXgje0/2KfUrQaDNGQ3L0tyaAyZiFYUmD9vwY7EkE70kbF4nb6yJudwnV/mEb6Gda2cwnpFowWLSV7epbQ1ZY18f4/tgX1fhQIBIKhjtftZ8njW9j80ekneicSuh7SVFuDJJnR2mr5YPh00g7ZeUQ2ok+NQGXRUfPKXryVxz3oTBMmEH3VVdS9/jqu71S/Ag4v+AIEKktojtCFbGnsjktHXoBKV8e7uzciqVRYU4eFbV2gjo5Gk5jYSenSuVnxnzNNnRLy2g3lGxgVO4pEUyIbyjaEXBcKTZwVubkOf33/zdD5qquxfbCMqMsvQxMbi+dII7aPi/CUqVHHxeH8Zku/3VvQjlbrgu8Io0iShOk75uKtf++XGbp9y0BjhIqd8PEv+997TZYVQZSsOaBS9++9eotGBzN+DMVfQ9nWwY4mOIEA1BUp/4+r/gJLboPDawc7qg7Isozfbkf29o0dy6Tz07nh0enMvWEUOmPH1nxJJZE+xsqRvbUE/IFu99q16ijlhxr4dsMAVqgFAoFggGiochLwyRRuPYYcOL2sqURC10OabTVo0OGNs0JtIj/BgHFsHPF3jCX+trFIWhXVL+3GV3v8qX/8L3+B2mKh8tFHO4iOtCpcRpdW0DQm/YQtARaOXgCymo+KPsXnD2BNHUZNNy2XDU4Plz6znqXbjps863NzOrVcOvM3o46JCZlsOrwOdlTvYGbKTGalzmJzxWZ8AV/QtaFQx8YSaK4n4PAj+/vnG69u8WJkn4/YH/4QAOeWKgC8FQ5MUyYLP7qBotW6IIQXndN+/M1vv7Vc+txw4DMYeyXM+Q3sXAxbXurlnt1UOmoOgb3s5LQrCMbEH4I+CtY/NdiRHKfhKHx6P7y8AP42HJ6aAO/cBF//AwpWwhsL4cDnPdtr+5vwzzzY9LySHPYC2e+n+umnOfqTeyi+4UYKL7yIgzNnsX/MWA5OnUbJTT/s1f6taLRqohNCi+mkj4nD7fRRWWTvch+fx0/BVmV0YN+68tPuzY5AIDj1qa9SCitN9W6qSrr+mXiq0aNMQpKklyVJOiZJUmdVA+W8JEnSU5IkFUiStEuSpIntzv1QkqRDLX/65jfcIOBubsQQ0GGbcC9XSHrMZ6USe90oJK0aTayB+NvGgF+m+qU9+O1KwqaJiSHhV/fRvHUrtg+Wte3V6kEXUVOLbuqkE44pSh/FuJizsGlXc/8nHxKbNpym2hrczuAtjIGAzC/+t4OdRxv4ZFdF23FDbi7uoqK2J8qyLOPI/wbT1KkhBUO2VG7BF/AxM2UmM1Nm0uhtZE9N0C+PkGji4pCddSCDv7HvW4ACTicNi98iYt7Z6DMzCXj8OHcqZuze8iaMk6fgq6zEe1TIfvc75jjF6yyEF13HGTo3epMGjbaPK1pFq8Fth7zLYM5vYeS58Nlv4cjmE9vP26wkF8t+ErrSV/SV8jFr7ondY6AxRMKU2+DbD4P+Xw04Pje8fR1se03595nXwSX/hju+ggfK4N4dkJgH/7sB9n4Qep9AAFY+DMt+rLT+fv4beP0ysJWGvqYrnHU0/uNOap5+Bs+efCS1Cn12NpZzzsF6++1EXnABzdu34y4oOLH9w2BYXiwqlUTJnpou1xXtrMbj8pM3Kxl7jYvSA/X9HptAIBAMJPUVTiQJVGqJom3Vgx3OgNLT0tCrwIIuzp8PjGz58yPgOQBJkmKBh4FpwFTgYUmSYk402MHC7/ehk1TMSp5PhjkR88VZxFyYhdTOMFybaCbuljEEmrxUv7SHgFNJjqKuuALjmWdybNEi/DbF46m1QhdoriXle+f1KrZnF/wZsyqO5dWPc7ClyFEXwo/u2dUFfHWgmsRIPduPNrRVpvQ5ueD14j58GADv0aP4KiowTQvtP7ehfAMGtYEJCROYnjwdlaQKe45O01KhA/pFGKXh/ffx22xYb70VgOZdNcgeP8bx8QScPox5Yo5uwOjCusBo0Xacoesvy4J9y5TqU+YcUKngiv9AVJpS7WmsCn+/bz8GeylsfwM2PRd8TeFXEJMBsZm9Cn1AmXYXqDSwsfP874Cz8g9QuRuueg1u/RwuWAQTb4LUiaA1gikWbloGqZNhyS2w83+d9/A44J0fKLOBk2+FX+yFi/4FpVvg2Zmw652et94218OqvyA/MY6apavRxajJmnuA9AUe0hb9heRH/kjCL35O4gO/A7Ua20cf9+3rEQS9UUPyyGiKu7Ev2L+xEkusgdnX5KA3adi3TrRdCgSCU4v6SieRcUaGjY6lcPux06oDq0cJnSzLa4G6LpZcCvxXVtgEREuSlAycB6yUZblOluV6YCVdJ4YnJfmffcn8lBsx66LQXZ1LzKzUoOt0wyxYb8rDV9tMzSt7Cbj9SCoVSQ//AX9DA8f+pYgN+Bvc+AMu6gwuUvNCz6j1hCh9FC+d/wxqtYfnSpWn2MGULtcX1PDPlQe5ZHwKP5uXQ53DQ0mtUsn7rtKlM1+ZnzN3IYiysWIjk5Mmo1PriNJHMcY6poNISk9QW5UZOuh7LzrZ76fu1dcwjB+HccIEABxbKtHEGYmYmaIs0sWhjokRfnQDhTU7ZIXO2ehp+8HrtHkw9bUgis8D+z+GURcos2IAxhi45g2lavfuDxUFzHDY/jpEp8Ooi2DF74+rWbbi90LxuqHTbtmKJRHGX6e0JzYdG7w49n8Km5+H6T+G3C5+bRii4Mb3IGM2vH8nbH31+Dl7udKqeeBTWPD/4MJ/gloLk2+Bu9dBwihYege8ezM4u/gV19wAXz0G/xoPax/HwSTcDVqsv3oE6cK/K2I7Ly9Q2kNRug/MM2di/+gj5F62dvaEjLFW6sod2GuDC/001bsp/baO3OlJaHVqcqclUbSjusODFIFAIBjqNFQ5iEkykT0xHnuNi5qj4XkzD2X6aoYuFWhfFiptORbqeCckSfqRJElbJEnaUl19cpVJ9R4Hjd5GXmMxO2K2d7nWMCIa63Wj8ZQ1UvPqXpr31aIdPoKYG26g4e3/0bx7D756FwFHLaW5Maj7QChhTHwuv5n0ME0xJfhVcOxoRyXBSpuLe9/aTlZ8BNfM9vJO+a/QRO5k2xGlOqbPzASttk3p0rE5H3VcHLqsrKD3q2iq4LDtMDNTZrYdm5k6kz01e7C5bT2OW2UwgKQkcv6Gvn1j0bR6Nd6jR7HeciuSJOGtduIptmOanIg2yQwS+CocmKZMERW6gSI2G2xHlTa6dhgtOgI+GU+zMoPptLv7vkJXvBZcNsi7tOPxpDFKC9+RjbD8wZ7vV1+iiHGceQNc/jzEjVSSgvp233tlW8HTCNlDLKEDmPlT8Hsg/z+Dc39bqdIemTQO5v+x+/X6CLj+HRh5Dnz0M6ViWr4dXjhbEVG57m2YfldHf73YLLjlM5j3MOz/BJ6dAZ/+Gpbdo4itvH0DvH45vHw+PDkO1vwNMs+Cu9ZRe0ARk4q6+GKYegfc8I6i4PrC2UrlD4i65GK85eU0b9vWLy9Re9LHKMqXoUzGD2yuQJZh1IwkAPJmpxDwy+zfVNnvsQkEAsFAEAjINFQ1E51kJnNcPJJKomDbID6UHGD6KqELNmgld3G880FZ/o8sy5NlWZ4cHx/fR2H1DROvuIJRiy6m6Pte7l97P+8fer/L9cYzrMQszMFz1E7tf/dR8adNyLr5GKffTtUT7+Ipa0By1NI8bkSfxXjD2IuZm3wNNrOHNVvXtR33+gP8ZPE2mn0upk/ewN2rbqfQ/i2GmC1tCZ2k1aLPysJ14ACyLOPMz8c8dUrI+bmNFRsBmJE8o+3YrJRZBOQAmyo2hRW3OiYCZG+ft1w2b9+OpNVima8Yuzu3VoEKzBMTUenVaOKMeMqVhM5bXo6ntKxP7y8IgjUb5ADUF3c43N5cXJZlHDYP5r4WRNm3DHSW4NWysQth+k8g//+Ct+wFY+dbysczrwO9Ba5dDAG/MsvlaZlhLfwKkCDjrD75FAaUuJEw6kLIfwHcJ/CEc+0ieOVCcHQ91xUUvw/eu0OpcF71Kmh6WK3VGuGaN2H0xfD5b+Glc5XW0dtWQE6I1naVGs76JdyxCiKTlfbLgi+gfJvydeqyK2tyFsCda+HaN2mu9OPMzyf2lpuRdC1fpyPmw20rlRhevRD2vIdl3jwkkwnbhx+F/xqESXSiiah4Y9C2S1mWObCpkuQRUUTFK+Iq1tQIkrIiFXGU06glSSAQnLo01jbj9wWISTJhiNCSlhutqF2eJj/j+iqhKwWGtft3GlDexfEhR4QugufPeZ6ZKTP5w4Y/8Oa3b3a53jwxkdSHZxD/o3FEnpeBNt6MJnUSmoT5BOwBAo5qzNOn92mMT5zzO1yRZiRbJc9uVMyBH/t0P9urdpOc9zzLDi/mqpyruGLkFaiMxWwtOV4JbVW69JaU4KuqwjS16/m5BGMC2dHZbcfGxI3BorWE3XapscYh+xrxNfRtQucuLEKXkYGk0SD7ZRxbj2HIiUXdUvnRpkTgLW9qs2UQVboBIIR1QXtzcU+zD7830Lctl36fMu+WuwC0huBrznkUhs9QEgFXN8pYgQDseFOxIogerhyzZsOVL0LlHvjo3uN2BSkTlDmvocisn4OrAbb9N7zrXDZY9y8oWQevXQxNYXZcrF0ERzYo7ZHW7O7Xt0ejg4WvKmqd6TOVRC3xjO6vSx4HP1oNvy2B+/bDvdvh7vVwx5dw88fKvGXyeABqXngRdVQUMVdd1XGPhFHK/VImwJJbUW1/Acv8edg//5yAp39bGyVJIn2slbID9Z0MdY8VN1Jf6WTUjOQOx/Nmp9BQ5aSioOddFQKBQHCyUl+pPEyNSTIDkD0xAVt1M7Vljq4uO2Xoq4TuQ+CmFrXL6YBNluUKYDlwriRJMS1iKOe2HBuSGDVGnjr7KeYNn8ff8v/GC7te6HK9pFWjz4oi8vvDiLv5DFIeOQt/9Xs0b32Z0mPLyciZ3KfxqVVqLph6CZZmDf/Z9Qce/2ITbxx4gYjM50By8dz853hoxkPMTZuLLHk5ZN+D06O0uRlyc/FVVWFfuRIA09Tg83P+gJ9NFZuYkTKjQwVPo9IwLXkaG8o3hPU0RGONRXbV93mFzl1YiC5beTPoOlhHoNGDeUpi23ldihl/gxttagbqqCiR0A0ErW/O64IndE67t82Drk8rdCXroLmuc7tle9QaWPCYsm7Ts13vV/w1NByBCT/oeDznXDj797D7XVj9N6X1bii2W7YybAqkz4KNz4Q3X7hjMXia4Nw/Q91heO2ins/iHf4a1j6uzPCNv+bE4lZr4JKnFLGUiIQT2yME7oICmr78kpgbb0RlNndeYI5T7pt3KXzxR6JmjiZgt9O0Zk3ntX1Mxpg4/L5AJ/XK/Rsr0GhVjJjY8bUYMSkRnUHN3nWiO0EgEAx92hK6RKUTIXN8PJIEhadJ22VPbQveAjYCuZIklUqSdJskSXdJknRXy5JPgSKgAHgB+DGALMt1wJ+Ab1r+PNpybMiiU+v4+5y/c2HWhTy1/Sme3PZkjxMYlVpF0gM/xVORz/YUGzkxOX0e3/CsXACim3389+jd6OO/4LyM81h66VJmp84GYHLSZCRUqEwF7DyqPJ3V5yjX1S9+C018PLrMjKD7f1v3LTa3rcP8XCszU2dS6ajksO1wj+NVW634G2v6VBQl4HbjLS1F3zID6NhShSpCi2HU8UqJNjkCAG9lM8YWPzpBP2OKVYRIvlOha225bG704LD1g6n4vmWgNSttcV2RMgFGXwIbngZHF4qBO95U1DJHXdj53Fn3KXus+RvI/qEniPJdZv1MUfLcs7Rn6wMBZe5u2DRlDu+Gd5Xk99WLulcSddQqAiUxmXDB33sfez9Q+8KLSEYjMTfeEHqRRq/MZZoTMJe9iNpqxT4AbZcpI6PR6tWU7D7e5urz+jm0pYrMM+M7mZJr9WpGTk2icFs1LkffmKALBALBYNFQ6cBo0WKI0ALK+4iUnGiR0LVHluXrZFlOlmVZK8tymizLL8my/Lwsy8+3nJdlWf6JLMvZsiyPlWV5S7trX5ZleUTLn1f66xMZSDQqDX+d/VcW5izkxd0v8vg3j/c4qdNnZ/PpA3P5YkEiUfqoPo/Nmqa0gF0WeSUG4vn9lMdYNOf/dbiXRWdhdGweGlPhcWGUFqVLX0VFl/5zrS2V01M6t4vOSpkFEJZ9gSbWSsBWQcDhQ/b6u7+gB3iKiyEQQJedhb/Rg+vbOkwTE5DUx7/ctSnK03VvRRPmKVPwHj2Kt6IixI6CPiM2u1OFzhChRZKUGTpnS6W2z1ouA3749iOleqY1dr/+7N+D1wHr/hn8vMumJIhjFwbfT5LgsucgfjToImBY6NblIcGIc5TPZf2TPTPiLvhCESGZ+iPl35lnwQ1LFJGTVy8Ee5DvseZ6RVHzjSvAWQtXvaKInJxkeMvKsH3yCdFXLUQT0437jiEKLliEVL2HqIkpNK1e3WZb01+otSqGjY6lZE9t2++j4l21uJ0+Rn+n3bKVM2an4PcGOJgvxFEEAsHQpr7SSXRLda6V7AkJ1Fc6qSs/9dsu+6rl8rRDJan4w/Q/cOPoG3nj2zd4YtsTPU7qNkdUkZqa2y9xRScmo1JrmGRIYMstK7gm76Kg62alzkBtLOWbI8pIoyY+HnXLm5Su/Oc2lm9kdOxoYg2d54JSIlLIiMwIa45OHWcl0CIX7rP1zZyJp1BJGPTZ2Ti3H4OAjHlyUsf7RuhQR+rwtgijgJijGxCs2VBb1OGQSiVhiNDibFeh67OWyyMbwVHddbtle+JzlXa//BfAFqQVbc974HPBhC4qNPoIZe7q5k96LuhxsqJSKaIhx/YeF4Lpis3PgyW54+udMUuxFWisaEnqypU5xZ1vw+JrYNFIRdGyuU5Jhltm1U42al9VbGGst9zSswtGXwy5FxKpWY/s9WJf3v/TBuljrTTVu6ktU4Rs9m+qwBytJ3VU8AQ0friF+OEWIY4iEAiGPPWVTmKSO7bCZ50ZDxIUbj/1q3QioesFkiRx/5T7uSb3Gl7Z8wrP73y+y/X+gJ+/f/N3DtQfYEL8hH6JSaVWE5uSSk0QL7r2TEueBlKAHce2IcsykiShz1GqdOYQgigOr4Md1TuCtlu2MjNlJlsqt+D292wmThNrRW41F++jtkt3YRGoVGjT03FsqUI33II2wdRpnTYlAk95E/rcXFQWi0joBoLYbKWFr1UJsgVTpI7mlgqdWqvq1B52wuxbBhqjUmnqKXN+o6hxrn2887ntb0JCHqRM7HoPcxyknBlerCcrYxbCsOmw8qGuvdpqDkHhlzD5NsXrrT3pM+DGpcos3fNnwaIRimdc5R6Ydifcvgp+tkupfJ6E+OrqaHj3XaIuvhhtcvBqVyckCS5YhCEOdHE6bMs+7N8gOW5fULy7FofNzZG9ivecShW84wIUcZTaMgdVxd2IAQkEAsFJSnOTB5fD2zY/14o5Wk9ydhSF204uO7T+QCR0vUSSJB6Y9gCXZl/Kszuf5eU9Lwdd1+hp5Kerfspr+17j+lHXc9vY2/otpti04dSVHu1yzZkJZ6KRdDSr93OkTnlzbZ41C/3o0WjT04Nes6VyC76Ajxkpx+0KXt9Uwqe7j7dRzUqdhcvvYltVz7yXNO0qdH3lRecuKkSbloav2ovvmLNTda4VbYoZX7UTAmCaNEkYjA8ErcIo9R3nLI0WHc2NHpx2D6ZIXciW37AIBGDfhzByfngtfDHpMPlW2PZ6x3m/Y/uhbIviPdcX8Q0VVCq46J+KufaXj4Rel/8fUOtg0s3Bzw+fBj94//jre9tK+PluOO8vkDbppH5N6994A9ntxnp7mD+3o1KR5v+BqOQamrdu7Xd7FHOUnvjhFkp213Iwvwo5IDNqevCff63kTElEo1Oxb92QFKAWCASCTgqX7cmekEBtWRMNVc5O504lRELXB6gkFY/MfITzM87nia1PsPjbxR3OH7Ef4cZPb2Rj+UYemv4Qv5v2OzSqPqpABMGaOoyGY5V4PaGrZHq1ntEx41Cbj8/Rxf3oDrLeX9rl/JxBbWBCglJdfPHrIh76YA/3vbOTClszAJMTJ6NVaXvcdqmOtSK7Wip0faR06SkoRJ+VhXNLFZJWhXFcXNB1upQICIC30olp6lQ8JSV4q079svygEttiVh9EGMVp9/StB11pPjRVQt5l4V971n1Ku+RXfz1+bMcbiq/ZuBNUXxzKJJ4B0++Gra/B0SAPPlw2Rd1yzJUQ0YWP6LApirT/+X9T5gtVJ/+vIH+Tg7o3F2OZPw99dpg2CgBTbidymnKd/f13+ji6zmSMtVJ52MaeNaUkZkYGfYPTHp1Rw8jJiRz6pgpPs6/f4xMIBIK+pr5CmZGLSercjZU1QfmddKq3XZ78v02HCGqVmr+c9RfOHnY2j+U/xnsH3wMgvyKf6z+9nlpXLf859z9cnXt1v8diTRsOskx9eddPg+cOn4naUMnGwyU92ndD+QYmJ01Gp9axbEcZf/7kW76XE49flln0+QEATFoTExMm9jih08RZIeADtQ9/H3jRyT4fnuJitFkjcO6sxjguHpUhePKsTVGqNp7yJjFHN1DEjVQ+1hzocNgUqaO50YvT5u47QZR9y0CtD20q3RWWRJh2F+xZApW7Fdn+nW8rBtNdJSynMnN/q8zHffJLxduvPa1WBdPuHJzY+gl/QwMVDzxAwGbDevvtJ7aJSo3uxmcxxnuwvfNGv8+qpY+NAxnsNa5O3nOhyJudgs8TYN96UaUTCARDj/oqJ2qtCktsZ69ZS6yBxMzIU77tUiR0fYhWpWXRnEXMSp3FIxsf4eEND3PnyjuJM8Tx1oVvMSVpyoDEYU1TvNxru5mjm9GiVJlfld/tnuVN5RTbi5mZMpOvD1Xzq3d3Mi0zlv/8YBK3zc5k6fYydh5taNl3BgfrD1Lt7P6bR2WxIGm1SJILXx9U6LylpcheL+qoUchuP+bJiSHXqmP0SAY13vImDKNHoTKbRULX3+gtEDVMaV9sh9Gixev201jrwtwXlgWBgJLQjZiv3PNEmHWvola46s9waKUirjLhxt7HNlTRWxSvvspdsOWl48fbWxWk9M9s8GDQtGYNRRdfQuOqVcT/8pcYx/dCrCVpDFHzZuKpduJa+UbfBRmEhOEWjJE61BoVIyb1zIcvMTOStFExbHivQLReCgSCIUdDi8KlFGJeOHtCAtVHGrFVNw9wZAOHSOj6GJ1ax7/m/ospSVNYemgpM1Nn8sYFbzDMMmzAYohJTkFSqajtZo4uz5qHVjJR5dndZjAeio3lGwGIU43lrte3kh0fwX9umoxBq+bHc7OJi9Dz6Mf7kGWZWamKfUFPqnSSJKG2WpF9TX0iiuIuUhQUZW8s6igduozILu+tTY7AW+5A0mgwTpqIc/PmXscg6Ib4UVDdMaFr9Z3zeQN9U6Er3wb2sp6rWwbDGKP4sB38HL54GMwJ4YmrnIrkXQrZ85Qkt7FF6r7VquAUqc75m5qoeOghjt55F+roaDLf+R9xP7qj1/tG3vN3JBXYX/p/4O07383vIqkkplyQwZSLMjCYtd1fgPKz8IIfj2NYXixfvbGfbSt61rUhEAgEJwP1lY6g7ZatZE889dsuRULXDxg0Bv599r95+uyneer7TxGhG1hPJbVGS0xSSrcVOrVKzajoM1GZCtlV2rVH0saKjVgN8fx+yTGiTTpeu3UqUUblzYLFoOXX5+WwtaSej3dVkBOTg9Vg7bEfncaqzNH5Gzy9bkdyFxaCSou3KoBhtLVbcQ1dihlvpQM5IGOeORNPcTHesv4VLjjtSRgFNQc7tO21mosDmPpihm7v+6DSnli7ZXum3aUkcjUHYfw1oO6/2dchQYtyIz43LH9QOdZqVTD6ksGNrQ9wbNrMNCMtmQAAIABJREFU4UsupeG9pVjvuIOM95ZgyMvrk73VcYlETB2H7YAH+duP+2TPUIydm8akBRlhXaPVqbng7nGMmJzAxqWFbHy/UFgZCASCkx6fx4+91tXlvHBknJH44Ra2fV7Cu499w9JFW/ngie189O+dfPrcLpa/sIfqo40DGHXfIxK6fsKkNTFn2BzUKvWg3N+aNpzasq4rdABnp89CpatjdeH+kGv8AT8byzfRWJ9FIAD/vW0qiZEd+5QXThpGXnIkf/tsPx6fzMyUmWwq30Szr/vyttoaS6CxGtnjR3b1zlzcU1iEbuQ0ZG8AY5612/XalAhkbwBfTTMRs2cD0LSu58boghMgfjT4PR2ULk3t2ixNvW25DPgVv7iR54Ixund76czK7JhKAxNu6t1epwrWbJj9C2W+MP+F0FYFQ4zqp5/hyM03I2m1pL/5Bgn3/RKVro8EelqIuvEO/C415X/6FwFP36j69iVqjYpzbj2DvLNS2La8hDVvHSQQEEmdQCA4eWk41gxycEGU9ky/NIuUkdEYInSotSoC/gCuJg/2Whe1ZU143b17/znYnOaPm09drGnDKNiyCZ/Xi0Yb+o3W99Nn8eSORWwo3wTMCrrm88NfYPfY8NmyefPmKWTHd644qlUSD12Ux3UvbOLFr4tYkLOAj4o+4qqPruLPs/7MmQmhPbk01jhcBypQx4Ovwd0rDzJ3URHa9PlIejX6rKhu17cKo3jLmzCOz0aTnIxj3dfEXNP/4jWnLQmjlI/Hvm0TSWlfoTP3tuWyeJ1iYt1XnmaTb1VaDc3B1VJPS2b/HHb9Dz79VddWBUMEf1MTNc8/T8T8eaQuWoTKaOyX+0TMm0f8+SOp/uwQvltuIe2ZZ1BH9/KhQx+jUknMvT4Xg0nDtuVH8Di9zLslD7VaPP8VCAQnH/WVoRUu2zP8DCvDz+j+Qf9QRfyEPkVJzBqJHAhQvGNrl+uyorLQE02JY2fQ9hqb28bD6/+E35XCkxfdxMThMSH3mpFtZcEZSTy7upDcyKm8eO6LePwefvj5D3li6xN4/MGfSGussfiqlfbQ3lgXyLKMp7AIlTkTQ04Mkqb7L29tghE0Ep5yB5IkETF7Fo6Nm5C93hOOQ9ANcbnKx3ZzdKa+bLnc/S7oIiD3/N7t04okiWTuu2iNSusldG9VMARwrN8APh+xN93Ub8kcKLNqcff8nJTp9TTv3Enx9TfgKS3tt/udKJIkMePyEcy4PJtDW46x8sW9gx2SQCAQBKWhygkSRCd0ndCd6oiE7hQla+IUIuMTyf9wSZdzEJIkMSLyTHz6Q5TUOjqd/9WXj+AKNHJu/L2ce0Zqt/f93QWj8Pll/r78ANOSp7H0kqVcPuJyXt7zMtd8fA17azu/MVBb4wg0KoqYvbEu8FVVgTYOZD2GHrRbAkhqFdpEM97yJgDMs88i0NRE886dJxyHoBv0ERCdrlToWlBrVehNGiSpY7UubLwuxUx89MVK0iHoP0aeA9e8Cec8OtiR9JqmNWtQWSyYJgyASmfGWUSNNjD85jx8NTUUX3Mtzbt39/99T4CJ56Uz4ZzhFG6vxuUQD7kEAsHJR32Fg0irAY1ucEacThZEQneKolKrmXzx5VQc3E/Z/q6frp6VNhOVponPD+7ocPzzolVsql6JyXkuj120oEf3TbeauWVWBku2lbK71EaELoI/zvwjz857Frvbzg2f3MCf1j+B03s8cdNYY5FdNlD1LqFzFxaiSR4PEhhzQ1cSv4s2WUnoZFnGPGM6qNU0rVt3wnEIekDC6E5Kl0aLDqNFhyqE7HCPKFgJbhuMvaqXAQp6xOiLIKJn0vgnK3IgQNPatZhnz0Lqoj29z1BrIfdCTN6NZLz+KiqDgZKbfkjjqlX9f+8TIG208rO0prRpkCMRCAQnO4GAzEf/3kHhtoFTk6yvchKdGFoQ5XRBJHSnMGPmzsdoiSR/2ZIu1106ag4Aa48etxlo9DTy0Lo/EnAn8tT592EM48nHT84eQaxJx6+X7OSB93dz8yv5/OndAJX7foKrYRzvFLzMfZ8927ZebbUCMiqD1KuWS09hEZqkM9GlmVCZev7GTJcaQcDpw2/zoI6MxDh+PI6vRULXr8SPgppDimF3C6ZIHeboXs7P7XoHzPGQOaeXAQpOF1x79+GvqSFizgB+zeRdCm47eukIGf97G312NqX3/BT78hUDF0MPiUtTfBxrhrgCnEAg6H/KD9ZzZG8dh7YMTEInB2QaKp3dzs+dDoiE7hRGqzcw8fxLOLx9C9VHikOuS7OkoJMTKGjc3nbsV1/+heZAA+cn/YxRJvjv/T9l7eJXcdq7tjcAiDRo+e35o9hf2cjyPZXUNnnIjDNz9aRcfjXhj+CPpNB2qG29xqq0R0paH75eVOhcBWWoo1IxjgttJh6M9sIoAObZs3Dt3YuvtvaEYxkIAh4PpT+9l7rFiwc7lPBJGA0Br+Jf1sKMy7OZtXDEie/pssHB5cpM1+luL3ACyLJ8WsrUN61ZA5JExPe+N3A3zZoD+ijY9yGauDjS//sa2qQk7B/3r53BiWCK1GGO0lFzVFToBAJB1xz8pgqA6iP2AblfY70LnzcgEjqEyuUpz/jzLiR/2RK++fA9LrjnvpDrMkzjOdC0FrvLRX7lFjYc+4QI13z+fP4FLH/yMerKjlJ9pJgdyz9hwoKLmHzR5RgtoU27r5o8jMsnpKIJooz2QkE89Z7jT29aEzokF96KJtzFNvQZ3StUfhffMQlVND2yK2iPNskMUovSZZ6ViLPOouapf+PYsIGoiy8OO46Bouovf6Vx5UocmzcTfemlqMxDqOUgvlXpch/EKyIpSV2pkvq93cvif/sR+N2nXLtlpaOS1/e9Tp2rDrvHjt1tp9HTiN1jx+F18Jupv+GKkVf06h6NnkbuXHknZ1jP4MHpD/ZR5EODpjVrMIwbiyY2duBuqtFD7gLY/zH4/4XKZEI/ejSe4uKBiyEM4oZbqCkVFTqBQBAan9dP4bZq1BoV9hoXriYvhoj+bWOvr3QCdOlBd7ogKnSnOMYIC+Pmn8f+9WuwV4cugc9MnY6kdrNk7xp+t/YhAp44njn/dxw7sIeCbzYxY+H13Pz3Z8iaMJn8ZUt48ae3se7t12luCv1LPlgyBxCjS8QlV7f9Wx0TA5KESnsUlUlL9f/twra8GNkXCOtzlUkEGtFYwxPDUOnVaKxGPOWKKIwhLw91dDSOk3iOruH9D2j43/+ImDOHgN1Ow7Jlgx1SeMTlABIcC+1/2EbRangsDUo2dr1u1zsQkwmpk/oiwpMCt9/NvavuZfH+xew4toNqZzV6jZ6s6Cy+l/Y94k3xvLLnlV5V1nwBH79e+2t21+xmWeGyHnlHnir4ampw7d49sO2WreRdCq4GOLwWAF1GOp6SEuRAeD/3BoK4tAjqKpz4vP+fvfMOb6s8+/B9tCVbXvLeO3Z24uxNgCQQEjYljIRVCpQCBVroR78WSvmAQimjpewRIGzCCISETLL3cOIZxzOe8pBl7XG+PxQ7cSxvOzGg+7q43Oq85z2vFI3zvM/z/H4/bZ8mHz58DB5lRxqwW5yMOT8WgNqzkKVragvofBk6X0D3C2D8xZchCAJ7V63sdMzlmZ4bmhezH8PirueSqPsYF6dj47uvExAWQdbCy9DFxnPJfQ+x7Jl/kzh2ArtWfswbd99K7paNvVpPlF80oqyJOqPngyjIZEiDgnAbTxBx7zg0WREYN5ZT+99DOGrNPZrTXqVHEpCILKRvSmzyaD8cVZ6SIkEqxW/6dFq2bhuSN1fW3FyqH30UzeTJxP7n36jGjKbx3eVDcq2dotBAcCLU5XY7lLzvwGmFlbd7yiq9Yaz23BiPutpjM/Az4cldT5LbkMu/5vyL1Veu5pNFn/DGvDd4bs5zPDrtUW4bdRslzSXsr93f52s8s+cZtp3YxuKUxVicFraf2N79ST8TWn7cAnBuArqUuSD3g9yvAVAkJiLa7Tgqq87+WrohLE6L6BZpqOyohOzDhw8fAAV7qlFr5Yy7MAGA2tLBz+o3VptQ+skGPRP4U8AX0P0CCAgNI3PGeWRvWNtpD1xySARSZwwuwYjWPpvHFywie/1a9GUlzL7hZmSKU1LyoXEJLDoZ2AVGRLLlo+W9yhAkBcchCG4OVJW2PSYL1eGqr0eilBFyVTq6GzJxNVmpefEALdtOdDu/aWcRgkSKKr1vJr3yaH9cjTbcZk9A6DdzBq76emx5PcggnUVcBgMV99yLNDCQmH8+iyCTEbJ0KfbSUk8v0E+J8MyeZehKtnqCP8MJ+O6P3scc+RwQf1bllisLV/J54ef8etSvmRM3x+uYeQnz8Jf783nB5326xod5H7IibwXLhi/j0WmPEqQMYm3p0BPmGCxaNm9GFhaGavjws39xuRrS50PuKnC7UCYmAgzJssvQOE+fsa+PzocPH96wWZyUHK4ndUIEKn85geFq6s5KQGcmJNIP4We0kdtXfAHdL4SJi6/EabdxcE3nTfcp6pm4rVH89+I/I9otbPv4PWIyRpA2ebrX8aHxiYxfsAijvo7a4qIer2VEWCIAR2qK2x6Thuhw1je0/X/1yFAi7stClRJI0zfH0b91BFcXPkjWAgNuqwF1VnKP13E6ipPCKPYqzw60/3TPc24ZQmqXottN5UMP46iqIub555GFesyuA+bNQxYZScPy5ed4hb0kLAMaisDp3XAeAJMeao/CuBth1h/g8Ecng7czyP4UosZAWPrgrfcskteQxxO7nmBy1GR+O/a3nY7TyDUsTF7I2tK1GGzdCxadzrYT23h699PMiZ3D77N+j1wiZ278XDZXbMbm6rs40U8F0eHAtG0bfrNnnbubgeGXglkPpdtRDOGALkCnRqGSUudTuvThw4cXjh+ow+V0kz7JI0oXnhBAbengl1w2VpsI8pVbAr6A7heDLjaOlAmTOfD9KhxWq9cxryx6kI8WfsrY2Ah2fP4RlhYj5y37dZc3O8lZkxAkEgp397xMa0xUEgCFDeVtj8l0Opz1+nbjpFoFuptGEHRZKrZiA/o3s9syaKcjOt24GuW46o6iiOne/Nwb8mhPQ22r0qUsLAxlZuaQ6qOrf+01WjZtIuKhh9CMP2WALMjlhNxwPeYdO7Hm55/DFfaS8ExwO6H+WOdjSk6+/kmzPAFd7ERY9XtoOvXeQX8MKg/AqGsGd71niWZ7M7/f+HsClYE8PfNppJLOLUNEl5srU6/A5rLx7fFve3yNY43HeHDzg6QGpfL0rFPXmJcwD5PDxI7KbvoVfwaY9+3H3dJybsotW0m7EGRqyPkKaWgoEj+/IRnQCRIBXay/L0Pnw8dPGJfTjbWlb20p3VG4p5qAUBURiR6xvPAELS2NNszNXWzY9hOryYHF6CDY50EH+AK6XxQTF1+FtcVI9kbvJVVhWiWjYgNprDrBgdXfMHLOBUQkdy0jrwkIJDZzJIW7e34DGB8QA6JARXNF22NSnQ7XaRm6VgRBwH9KFLobh+OoMVP35hHcFme7MbZiAyADSR2CpG9vaam/AkmAAsdpPSL+M6ZjPnAAV8u5v4lp2baNuhdeJGDhQoJvuL7D8aCrr0ZQq2l49yeUpWtVuuyqj65kq6fPKHqcx4rgitfA7YKVd3j+AmR/Aggwsn9Kj0MBt+jmkS2PUG2q5p+z/4lO3bliq73CSNUTu4jND2S4bjifFX7Wo9LnBmsDd2+4G5VMxb/P/zca+andzUlRkwhQBPBD6Q8D8nyGMi2bN4Ncjt/UaeduEQo/SLsAcr9BEEUUiYlDMqADTx+d/kQLbvcvz9rCh4+fA9s+O8YHf92J7Yx7qP5iMtioyGskfVJkWwIgPMET2A1mlq6pxieIcjq+gO4XRMywTGIyRrB31Upczs4/0JvffwupXM6Ma5f2aN7UiVNpOFFO/Yny7gcDCqkCOUHobdVtj8l0OtwtLbht3ku91MNC0N2QiaPaRN2b2bitp9ZvyalHdDmQR/Tc/NzruqL9sZ84VVLkN2MmOJ2Yd+3q17y9QRRFnI2NWI4cpXntWurffofqJ/6PygceRJmaQtTjf/OaMZUGBhJ0+WU0f/PNkPfPayM0HQRJ1310JVsgfsopy4KQZLjoaSjdCttfBFH0lFsmzYSA6LOz7kHkrSNvsaliEw9OfJCx4WM7HeeoMaF/6whusxPzvhquTLuSwsZCsvXZXc5vd9m5b+N96C16XjzvRSL9Itsdl0vknBd3HhvLNuJwDc5O7lChZfNm/CZOQOp/jnd3h18GLdVQsXtIB3Shcf44bS6a6345Kqg+fPxcsJkd5G6vxGpycGRzRfcn9IJje2sRRUibeMoDODTOHwSoKxu8Mu3Gas8GfHCUL6ADX0D3i2PSpVdh1Nfxw2svUZF7BLe7vQx16eGDFO3dxeTLr8EvKLhHc6ZOnALAsV5k6QJk4bQ4a9syClKdxwPK1UUwos7Uobs+E0fVyZtZqxNRFLEe1eOsPYoqJbHH1/eGMjkQZ60FZ6OnJFUzbiwSjYaWLVv6NW9PcDU3U/nQQ+SPz6Jw6jRKrrqKE/fcS+3TT2P4/HPk8fHEvPgiEk3nX1zBN96I6HDQ+OFHg77eAUGu8tgMdJaha6mFujxPsHY6Y6+HzMWw4QnY+5bHnPxnIIayu2o3Lx14iQWJC7gu47pOxzkbrNS9eQSkAn5TonBUmpgfdD5qmZrPC7sWR/nXvn9xoPYAf5/+d0aFjfI6Zl7iPIwOIzurdvbr+Qxl7OXl2I8fP7fllq2kzQOpAnK+QpGYiOPECdz2wStT6iuhcVoAXx+dDx8/QfJ2VOO0uwmK0HBofTlO+8BZkBTsqSE0zp+QqFObYwqVjOBIv0FVumysMiORCWh7aVX1c8UX0P3CSBo3gRFzLiBv22Y+fvRhXrn9Rr7/7/Mc27sLu8XMpuWvExgeQdbFl/Z4zoDQMCJT0ji2p+cBXZg6Cre0gQaT58ZFpvMIfHSXXVIP16FbkoG9ogX920exlzTjanbgrDqEIjmlx9f3hirTE1Racz2ln4JCgWbKFExbtvba50t0uXBU9Ux+3Lz/AMWXXY5h1bcELlpExJ8eJvbfL5H0xeek79xB+r69JH3yMcqkpC7nUSYl4T97No0ffthppnPI0ZXSZWv/XOKs9o8LAix6AfzC4Nv7PTfDmYv7vRTRLSK6Br+czFlvwV5lwlFjwlFrxqG3UFtZydPrniDZP4nHpj3Wad+qq9lO3ZvZiA43oTePwLTlPQAkhVYWJC5gdfFqTA7v0vKbyjfxfu77XJdxHQuSFnS6vilRU/CX+/+syy5bNnu834ZEQKcKgJTzIedrFIkJIIo4ysrO9ao6EBLlh0Qq+ProfPj4iSG6RY78eIKIpADmXD8Mi9FB7vaBsUdpqjFTW9JM+sTIDsfCE7SDWnLZWGMmKFyDROJTuARfQPeLQxAEFtx5H3e9sYJL7nuYhNHjOLZ7B1898zj/uXUJ+vJSZt1wSzubgp6QOnEq1UWFGM8QNumM+IAYBLmBY3UeZT5ZqKdXyKnveL6tuJgTD/4Be6nH5kA9MpSQJRnYy5vRv30EEHFVH0aZ0jeFy1bkYRpkoWosuaeCSr8Z03GcONHrMqiaJ/6PY+fNpeyWW2nZts1rQCi6XNS9/DKlN94IEgmJKz4g6m+PEbJsGdoLLmgzOO+NAl/ITctw1dfTvKrnAhnnlPBMT4bN6SUALdkCCq1HvfJMNCFw+X89/zttHqj7ZlcBnjJX84Faqp7cTf2KHvji9QP7iRaqn9lL7Qv7qfnXfmqe20fNs3uxv1jEC0cf5MXsB3FsqsNl7JihcZsdnnJjo53Qm0fgrD6G8dtPEJ2NWHPquTL9SixOC98Vf9fh3GpTNf+77X/JCMng/gn3d7lGhVTBnLg5bCjfgMN97souXW4XZoeZeks9LfaBDSJaNm9GkZDQpix5zhm+GJorUGg81QFDsexSKpMQEu2H3peh8+HjJ0VFXiNNNWZGzY4hOi2IyORA9q8txeXqv3dt4d4aECBtYniHY+EJWswGO6amwdlgbqw2+frnTkN2rhfg49ygUGsYNnUGw6bOwOV0UJ5zhGO7dyCVy0mb1HuRgLTJ09j60XKO7dnBuAWLuh+vi2dtpUh2dRmTk8KRhngCOldDe2EUW1ERpTfdhKtOj62oiMSPPkSiVKIZFQpiBg0f5iHITYhuC4r4+F6v+0xUw0No2VaJ2+pEopLhP3MmNYBp67ZuM2SttGzbRuOKFWimTMFaWED5rbehzMxEd8vNBCxYgCCX46is5MQf/4hl7z4CFi0i8q9/Qerv3+/1a6ZMQZmeTsPy5QRecfnQ92YJywDRBfpCiBzZ/ljJVkiY6hFD8UbyHLj+835ZFdgrW2j6ugh7STOCQoI1rwG3zYVE2b9+zM4w768BqUDIr4Z5HnCL/Fj2I2uK13Bp0mJGNiRjXF+GcVM5mrHhaGfGII/0w21zoX/7KE69hdCbR6CMD6DmgzWe51C0HUEezAj1ZFKDUvm84HOuTj9Vgupyu3h4y8PYXDb+MesfKKXKbtd5YcKFrDq+ij3Ve5gWPfiiIaIo8redf2NT+SZsThtWl7VdMCmTyLh22LX8ZvRvCFL1PXgHcJvNmHftInjJtf1d9sAx7CKQyFAY9wBDM6ADCI31p/RIPaIoDv3vFh8+fACQvbkClb+clKxwBEEg66IEvv3PYQp315AxNarP84qiSMHuGmLSgvAPVnU4frowSlJQWJ+v4w2Xw02z3krahIjuB/9C8GXofCCVyUkcPY4LbrurW5uCzgiJjiUkJq7Hapcjwz3BUZ7ek3WTneyhc+pPZcesBQWULl0GIoQ/9BC23Fxqn3m27bhmdBjhd41FNPyIIj4eoZdZRW+oM3TgErEWNgKgiItDnhBPy9ae9dG5jEaqHvkziqQk4l75L6nr1xP1xN8RbTYq//BHjs2fT+2zz3L8ssux5eQS/fRTxDzzjz4Fc6IoYvihFEvOqddMEARCli3Flp9/VsVc+kx4pudv3Rlll8Zq0BdA4syO55xO2gUQ1PtA3m120PjlMWpfOoCzzkzwFWnobhwOLhFbUVOv5+sJolvEfLgOVUYImtFhaEaHcTy2lj81PYE42o/Ziy4h9KYRRDyQhd/ESCyH66h5fj91b2Sjf/sI9hNGdNdloEoNRhRFmteuRZGYiLPyAIhgy2vkqvSrOFp/lLyGU6/na4dfY1/NPv485c8kBfZsU2Ja9DQ0Ms1ZK7vcUbmDzwo+IzMkk8Wpi1k6fCl3jb2LB7Ie4H8m/w+LUxazIm8FF39xMW9mv4nV6d16pSeYdu5CtNuHRrllK+pgSF+AtOAzpDodtqEa0MVpsRgdgypF7sOHj4HD2GCl5LCe4dOjkck9G5UJI3XoYvzZv6YUsR+qtXVlRppqzO3EUE5HF+uPIBG67aMzGWx88ew+6k/0vBKjqc6M6BZ9GbrT8AV0PgaMtElTqcg9gsXYfc10QmAsACUGjzKmRK1GotHgavAEJ9a8PMqWLkOQSklYvhzdzTcRsmwpje+/j3HdurZ5FHFabMd6Xm5pdbhY8PyPfJftvX5ckRCARCPDmnMqU+g/Yybm3Xt61JdW839P4qytJfrpp5CoVEgUCoKuvJLkVd8Q+/LLyKOjafpiM4rEVJJWfkHgpT3vVezwXHLqMa4vo/HzQtynNTgHXHIJUp2Ohnfe7fPcZw1dKghSqD2j1LGtf27GgF/StKea6mf3YtpVhf/UaCIfmIDfpEiUSYGeLF1B44BfE8BW1ITb6EAz1lOa0mJv4Q+b/0CoJrRd35w8TEPwZalEPjyJgPmJOGrN2EuaCb4yHfUIT6+pNTsbZ1UVut/8BlmwBNHVgiWnnkuSL0EhUfBZwWcA7KnewyuHX2FR8iIWp/S8z1AlUzE7djYbyjbgdA+sxPWZiKLICwdeINovmufPe56HJz3MfVn3ceeYO7lp5E0syVjCY9Me44vFX5AVkcXz+59n0ZeL+Lroa1zu3jf2t2zejESjQTNhwiA8m34w8VYw16MI9x+yGbqwOM/G02Aq1/nw4WPgOPLjCQBGzDqlAi0IAlkLEmisNnP8UF2f5y7YU4NEKpAyvmO5JYBcISUkqnthlJytlVQdM7D7m+IeX7uxqtWywOdB14ovoPMxYKROnIrodlO0b3e3YyP9IkEUqDZXtj0mDQ3Fqa/HcuQopctuQlCrSXhvOcpkT1Yh7IEHUI0YQeUjf8ZR6TlPtNuxl5X1WBBlV3EDedVGPt7j3WJBkAqohoVgzW9oE8jwnz0L0WKh5sknEbuwezBu2IBh5Up0t/8a9ejR7eeVSNDOPY/Qu59BM+uP+J3/R+SxcT1aszfcdhdNXx9HGqDAbXJg2nkqQJUolQRdfRUtmzfjahqcbNOAIVOCLqVjhq5kCygDvffP9QNbsYHGzwuRhWsIv2c8QYtTkGg8lgiCTIIyJcjzb99LEZyeYD5Yh6CUos4IQRRFHt/5OJWmSp6e+TSBysAO46V+cgLOiyPqjxOJ/MME/LJO7YI2r1kDcjnaueehXTAfR+lurAUNaAV/Lky8kO+Of0e1qZqHtzxMnDaOR6Y8AoCjuoET//sZ1qLuZasvTLyQBmsD+2v2D9yL4IV1ZevIqc/hrrF3oZB2nmVPCUrhpfNf4q35b6FT6Xhk6yP8atWvKDGU9Phaoih67AqmTx+QjP6AkjQHQpJRyPTYS0rP9Wq8oov1KF3qK3zCKD58DHVcDje52ypJGBVKwBlKkClZ4QSGqdm3urRPv3dut8ixPTUkjNSh8pN3Oi48QUtdWXOn1xDdIrnbq5BIBI4frKOh0ruo15nkbqtE5Sf3ZehOwxfQ+RgwIpJT0erCKNy9vduxcokctURHk/2UdYEsJATL4cOU3XwzUj8/Et5bjiIhoe0ciUJBzHP/BKeTEw88iOh0Yi8rA6ezxxm6jXm1AOwoqsf4CUZnAAAgAElEQVRk8x6cqTJDcJud2Ms8mUa/mTMJueUWmj76mPLf3IGruWMG0tnYSNVf/ooyI4Owu+7yOq+1oJGmr48hC9dgL26m6ZvjPVqzN4zry3AZbIRcl4EyNQjjjxXtsnT+06eDKGI+cKDP1zhrhGV0zNAVb4GEaSAZ2F42055qBKWU0FtGoojquLOnGhaMq9GGUz+wXluiw4XliB71yFAEuYSvir7iu+LvuHPMnYyPGN/luYJMguy0H2NRFDGuWYvf1ClIAwMJuOgiT9mlU8RW2MiVaVdidBi5/tvrabQ28o9Z/8BP7nmu+jc2IToiqHvxq25/xGfEzEAtU7O2dG3/X4BOcLqdvHTgJZIDk7kk+ZIenTMxciIrFq7gmVnPUGmq5Nm9z3Z/0klsBQU4q6vxnzOEyi1bkUhgwi0oJVW49HpcxqGXBVOqZQSEqnzCKD58/AQ4tr8Wi9HBqDkxHY5JJALj5ydQV2akIrf3VSml2XpMBnun5ZathCd4yrRbGr1XOFXkN2KstzL96jRkCgn713a/mVVZ2EhZTgPj5ycgUwxOv/tPEV9A52PAEASB1ElTKD18ALu1+xviEGUELmk9+hZPP4Y0VIejvBxpUJAnmIuN7XCOIiGByMcew3LgAHUv/RtbkSco6kmGThRFNuTVEqZVYne52VLoXZFTlR4MUgFLq32BIBDxxz8Q9ffHMe3aRcmS67CXl7ebt/qxv+EyGIh++imvO/+OahP1H+Qij/Aj/Ldj8J8Vg2lnFS07ey8d7KgxYdxyAs2ECJSJgQScH4+7xYFp1ymjdtWoUSCXY9m3r9fzn3XCM6GxGBwn3zPNldBQNODllm6rE0u2Hs2YMCSd/Aio0k9aV+QPbNmlJa8B0eZCMy6MYkMx/7fr/5gYOZFfj/p1r+ey5uTgqKggYP58AJTp6Uj9HYhuG5aj9UyImEBiQCK1lloemPAAw3XDAbBXGXA2e7wl3Y5QjOvWd3kdtUzNjJgZrC9bj1vsvxqaN1YdX0WxoZjfjfsd0l4E7xJBwoKkBSwdvpTNFZvJb8jv0XnGdetAEPCf1d4KI68hj9vW3sb9m+6n2NB92Y/JYeKF/S8w6YNJ3PHDHRQ2FvZ47V0y9noUJ5O1QzVLFxan9VkX+PDxEyB7UwWB4WriMkK8Hh82ORK/QAX7vi/p1bz6ihbWvZ1DcKSGpNGhXY4NO00YxRs52ypRamQMnxHFiJkxFOyuobmLDVVRFNn51XH8AhVeA9VfMr6AzseAkjZxKi6Hg5KD3QcSMf7RSOSNlNR7UuyasWNRDhtGwnvLkcd0/kENvGQhgVdeQf1rr9H0scdEu7UssyuO602UNZi5a04KWpWMDXk1XsdJVDKUyYFYc9t74gVddRXxb7yBU6+n5OprMJ8Mlpq/+w7j998TdvfdqIYN6zCfy2hH/85RBIUU3U0jkChlBC5IQjUsmKavi7D2QoRDFEUavyxCopISeJHnOSuTAlEmB2L8sRzR4Tr5HFSoR47EvG9wy+UGhLAMEN0eERQ41T93pqF4PzEfqkN0uNF0oYolC1EhC1MPeB+d+UAdEq0CSaIfD/34EEqpkidnPNmrIKYV45q1IJXiP3cu4Nlw0F40D+eJA1hy9OCGP03+E3eOubOdQXnD8p0giqjSBKQB0dQ+9zpuU9flLfMS5qG36DlYe7DX6+wOu8vOywdfZoRuBOfHn9+nOZZkLMFP7scb2W/0aLzxh3Wox49HFhbWtoYX97/IklVLKGwsZNuJbVz+1eX8feff0Vs6bvi4RTcrC1dyycpLeCP7DSZFTuKw/jBXfXMVj25/1Os5vUITgmK859/VfmxwLTT6SmicFkOdBbtlcHsr+4ooivz4cQE7vyw610vx4eOcUVdmpKa4mVGzYxE68WmTyiWMvTCeEwVNVBUZejRvc72FVS8dRK6Usuiesd1myEJj/JFIvQujWFscHD9Yx7DJkcjkUsZeEIcgwMEfOvfhLDvaQNUxAxMuTvRl587AF9D5GFBiMkag1gb0SO0yOTgeQdZMUa0noNHddhvJX32JPLKjQeWZRD7yCIrkZEzbdyCPjkai6b6OurXc8sLhEcwZFs6GvDrcnSg8qTNCcNZZcNSZ2z3uN2UySR9/hDQoiLKbbqb+nXeo/tvjqMaMRnfrLR3mcdtd6Jfn4DY5CF02HFmgRzJekAiELMlAFqqi4YNcnPU9K/EzH6zDXmwgYEEi0tPq1rXnx+M2OmjZfSpLp8kaj+XIEdzWvisCnhValS5bDcaLfwRVEESMGtDLmPbWIIvQoIjTdjlOlR6M7bihLTjuL26zA2t+A5oxYeQ25pLbkMsDEx4gwq/3csuiKNK85nv8pkxBFhzc9njAggU4K/cjWt3YSgxMi57GXWPvahNasVc242hQ424+TNA1E0EAQZVM3X9e7vJ6M2NnopQqB0Xt8tOCT6kyVXHP+Hv6LIEfqAzk2mHXsqZkTbe9dPbycmx5eWgvuACAw3WHueaba3g9+3UuTr6Yry/7mu+u+I6r06/m84LPWfjFQv576L+YHZ7vgH01+7h21bX8ZftfiPaP5oOLP+Df5/+b7y7/jusyruOrY1+x8IuFvHb4NSzOvpfsyi+8ExCx717d9UCXA3a9BqZ+BpG9JPSkMMpQ7aM7uK6c7I0V7Pu+lPzTqhZ8+Pglkb2pAplCQsbUru+nhs+IRuUnZ38PsnTWFgerXjqEw+5m0T1j0YZ0tCo4E6lcgi7GnzovGbr8XdW4nSKZ0z2CLf7BKjKmRJKzrQqToWOJpugW2flVEQGhqrZzfJzCF9D5GFAkUikpEyZzfP8eXM6uTYkzQhMQBJGcus53Yzq9jkZDzHPPISiVKNJSe3TOxvxa0iP8MbiLmZUegL7FxqEK79kxVabHF8+a29DhmCIxkcSPPkQ9fjy1Tz2NaLUS/eRTCLL2fmmiW6Tx0wIcFUZCrs1AEds+kJCoZIQuHYEo4gn6Ounpa8VtcWL49jiKOC1+E9p/SatSglAkBWDcXIHo8JTHqcdngcOBNTu76xfmXBOSAhIZ1J3MSJRsgYTpnp6iAcJRbcJRbsRvQmS3wYNqWAg43ViPd79jaa8w4jJ1/T63HKkHl4hmbBhVLZ4S29YyyN5iKyjAUVqGdv68do8r09ORaMyIohPr0foO5zWs2A9OK4ELhyHTKlGmBqEcNoeGd9/Fml/Q6fX85H5cLB2L8fOVfVKU7Ayzw8xrh19jUuQkpkZN7ddcNw6/EYVUwZtH3uxynPEHjzqu/LwZPLPnGW5cfSMtjhZePv9lnpjxBIHKQHRqHY9MeYSVl65kesx0Xj74MgtXLuTu9Xdz0/c30WBt4KmZT/H+Re8zOswjfBSkCuKhSQ/x5WVfMjV6Ki8deIlFKxexuXxzn56PJHkq8gAp9qP7oKs+xx/+Aqv/AD/8tXcXsJu7H9MFYXGtwihDr4+usrCRHSuLSB4bRlRKIJtX5NNU27/n68PHTw2ryUHBnhrSJ0ei1HQuWAKgUMkYPTeWkux6jvx4ApfTe3m9w+7i25cP0ay3cvGdo9DF9NxqKSxBS22psV3ftiiK5GyrJDxBS2jsqbnGzUvA7XJzeENH4bqiA3Xoy1uYeEkSUpkvfDkT3yviY8BJnTgVu8VM2ZHDXY6LD/D0yB1r8K442R2qYekkLH+XiIcf7nZsi83J7uIGJqVKuO7b6zju/AqpRGB9bq3X8bIQFfJITVsf3ZlIg4KIf+N1Qu+6k+inn/Za8tm8tgRLtp7Ai5NQj9B5v06oGt31GTjrzDR8lN+lJ4xhTQluk4Ogy1K9llAEnJ+Au9mOaY9nV1ozfhzA0C+7lCk89gW1edBUDo0lA15uadrrMfTWdCKvfDrKpEAEuQRbN310Dr2F2v8cRP9mdpfZPPPBWmShauQx/lSZPAFdlF/fzFyNa9aARNKWZWpFEAS08+birD6K+Uhdux9OW2kzTr0UZ+0OAi++EPB4OIIGeXQm1Y89huj2/iPe8uOP/OqZfVz/lYHD277q05q98X7u+zRYG/qVnWtFp9ZxZdqVrCpaRWVLZafjjOvWIUlPYcn+e1mes5wr067ky0u/ZGZsx/daYmAiz815jvcueo84bRy7q3dz15i7+Pqyr1mYvNDrmhMCEnj+vOd5e/7baBVaHt7yMC32PmSxBAFFYgL2uhYo70QxOPsz2Pky+IXD4Y/A0L1qadt5T8V7/vYRTaACtVZO3RDrozMZbKx5/SgBoSrOX5bJhbeOQCIVWPvGUVyOwekB9eFjKJK7vQqXw82o2R11CLwx+rxYwhO0bF6Rz/v/u4PDGytwniay5na5WfvGUaqLm7nwluHEpAd3MVtHwuO12MxOmvWnqoVqS4w0VJo6ZNqCIjSkZIWTvfkENvOpzVK3W2T3N8cJjtSQPqn7Kq5fIr6AzseAkzBqLHKVmmPdlF1G+3s+yBUtJ/p8LfWYMSiTuu+f21qox+ESkQccxi262Vq5kayEYNbleu+jA0+Wzl5qwG32noER5HLC7rmHgAXzOxwz7a3BuKkCv8mR+M/ounFXlRpM0CUpWHMbaPg4H3O2HmeTrd1Nub3C2OabpuhkZ0yZEogiMQDjpnJEpxtpUBDKtFTM+38CwihhGZ4M3SD4z4lON+YDNaiH69qVqXaGIJd4eii76aMzbigDiYCj0kTjV977dVwGG7ZiA5qxYQiCQJWpCq1ci1bRddlnZzSvWYtm0iRkIR2b3AMWXISz6gDuZgeOk9LPoijS+Gk2bquBgAtS27LI6hE6kApoF96GZf9+DF980W4uURSpf+ttyu+4E2W05/1buObTPq35TAw2A+8ceYc5cXMYEzYwthQ3j7wZBHjn6Dtejzvr6rAcOMDq+Aaa7c28Oe9N/jL1L/grut5lHhs+luUXLWf39bu5c+ydaOTdl3ZPiJzA49Mfp8XRwheFX3Q73huKkZOwt8gRd7/e8WBtLnz9O4ibArd873ls+7+7n9Rpg3WPgdsBK38Dx9Z1f44XBEEgNE47pJQuW2847VYnF/1mFAq1DG2IirlLM6krM7LD10/n4xeA2+Umf1c1B34oIyo1sF3mqyuUGjlXPTyBS+4egzZExZaPC1j+yHb2rynFbnGyeUU+JYf1zPpVeqeec10R7kUYJWdbJTKFhHQvKplZCxJwWF1kbzp1b1iwq5rGajOTFycj6aQn8JeOL6DzMeDIFAqSxk3g2N6duLso04rQRCAgod5WPSi+X6ezKb8WrVJGTvMWBARKmksYn2Inr9pIRaP3khxVZgi4e694aCtrpnFlIcrUIIIWp/QoA+E3NQr/WTFYjuhp+CCX6qd2U/V/u9C/e5TmDWU0flGIxE9OwLyETucQBIGA8+NxNdsx7fVk6dRZWVj2H0B0DVy53KAQngmNpVC4BtQhED5iwKa25NbjNjm7FEM5E1V6ME69pdPeRqfegvlgLf5To9GeF4d5b01bZvR0zIfqQAT1STPxKlMVkf592120HTuGvaiIgDPKLVtRpqchUTQhim4sRz19VdaCRpx6N47S9QRffXnbWIlGjiotGLclCHVWFrXPPIuz0fM+d9tsVP3pf6j9xz/QXnAByZ98Qn1cAMq9RwfEZPytI2/R4mjhd+N+1++5Won0i2RxymK+KPzCqzBJ47q1IIpsSDLz4twXmRQ1acCu7Y2RoSMZHz6eD3I/6NNrpkhOw+0QcO3/un2PnLUZPr4BlFq45l2Ph+Ooa2DfO9330u17BwxlcPU7EJYJHy+Fir29XhtAaKw/DZWmTsuzzjY7vzxOZWETc67PaFcKljw2jFFzYjm0vpySw2e319CHj7OFy+Hm6JYTfPDXnax7Owe1v5wZV6f1ag5BEEgYqePyB8dz2f3jCI31Z8fKIt7+41ZytlUx4eJERs3pWcbvTEKi/ZDKJG3CKHark8I9NaRmhaNQyzqMD43VkjBSx6EN5TjsLlxON7tXFRMWryV5XFif1vBLwBfQ+RgU0iZNxWxo4kReTqdjZBIZWlkoLkk9dUbvHiUDgSiKbMyvZUKam5yGo1yfeT0AUn/P2lrFUs5EEatF4i/HktuxJ6kzXEY79e/nIg1QELIkA0Has4+YIAgEXZxMzGPTCP/tWIIuTUGV6gkqmteW4qg0EXRJMhJVxy+/01GmBqGI12LcWIHodKPJysLd0oKtcIBk1QeLsAxAhNxVkDiw/XPmvTVIAxWo0npeJqIadtK+oJMsXfPGck/p4+xYAi5MQJkaRONXRdhPtC9DMx+sRR7rjzzU4yNXbaruc7ll85o1IAgdyi1bEQSBgHmzcdUfw3K4FtEt0vR1AW5THf6zEjsIB6nHhOEy2NHd8TAuk4naZ5/FWVdH2dJlGL78ktC77ybm+X8h0WhQTptMcpmDXUU96wvbW72Xx3Y8xp+3/pmHtzzMg5sf5L6N93H3+rv5IPcDLk6+mPTg9D69Dp1xy8hbcLgdLM9Z3u5xURQ59NlrVAXDHZc9wbjwcQN63c5YOmIplaZK1pX1PhOmSEwEwN4kwoH3PQ+KInx5JzQUe4Iy7cmNgRn3gdMKu17pfEKbETb/AxJnwvDL4IbPwT8MPrga6jrvoeyMsDgtbpdIY3XPTIAHk6IDtRz4oYyRs2MYNrnjZsm0K1PQxfqz/t3cTr2wfPj4KeKwuTi4roz3/rydTR/ko/KTc9Edo7j2z5PasmK9RRAEYtKDWXzvOK56aAIJo3SMvSCOSYu6r4TqDKlMgi72lDBK0f5aHDZXl8ImWQsSsLY4yNlaSc7WSoz1ViZfmtzvEv2fM76AzsegkDJ+EjKlkvztP3Y5LkITjSBvpFg/eDcGOVXN1DTb0OqOArB0+FKG64ZzsGErSaF+rOukj06QCKgyQrDmNyL2YCdadLqpfz8X0eJEd+PwHpX3dbimTIIiTov/1GhCfjWMyAcmEP3XqYTfOx7N2O5LHQRBIOCCBFwGG6Z9NWjGe0yrzXuHeNllq9Kl2+G56RwgnAYb1oJGNFkRnUo3e0MWqkaqU3nNzjrrLZgP1OA/ORKpVuFRLL12GFI/GfUf5LaV6DpqzTgqTe3+3apMVf3on1uLJiurTXLfG9r5C3BWHcCpt2HcWI6r3oG9YBW6G6/vMFadGQIyCa5GNbqblmH4/AuOX34F1oICYp5/nrC7f4twMrBOX/ArZG44vOb9btfpFt08uuNRvj3+Lbuqd3Go9hD5DfmUNpdSa65lQsQE7h13b59eg9OxHDpE0YKLMHyzCvD0sM1PmM/HeR9jsJ0StHljxwtE5NbinJHFxSkL+33dnjIndg7x2niWH13e6wqE1oDOpsiAfW+D2w3bXoC8VTDvcUiYdmpw2DDIvMSjeGn17vXEzv+CWQ/n/xUEAbQRcONKkEjhvcvB0Luy91aly7qyc9tH11RjZv27uYQnBjDjKu8ZCZlcyvzbRuB0uvnhraOdKhv78PFTor6yheWPbGfbZ8cIitSw+N6xXPXwBJLHhvXqt64rIpICWHD7KKZflda7QMpLT3Z4gpbaMiOiWyR3WxVBERqiUgI7nSIqNYio1EAO/lDG3tUlRKUGEj/cu5+eDw++gM7HoCBXqUgZP4mCndtwd1HulxAQ086LbjBozcCV2rYzNmwsUf5RzI2by+G6w0xNl7OjqB5TJwqT6kwdos2Frbh7xcOmb4qwlzYTfFUaiuieK0B1h0QtQxHl1+PxyrQgFHFajBvLkUVFI4uKwjLU++hCkkF60pB9AAM6894aEMEvq/cWAar0YGxFTW2qoa00b2jNzsW1PSb1VxByXSauJhsNnxYgukXMB2tBAM0YTwBmdpgx2AxE+vW+5NJ2vBhbQQHa+R37NU9HmZ6GIPMI+TT/UIqruQLNxBhkoR3NXyUqGephwZiz69DdcSfymBgEuZzEFR906AsNyJqIQynDvXM/VmfXNhg/VvxIaXMpf5v2N3646gdWX7maby7/hpWXruSTRZ/wyoWvEOXft6C2FeOGDZQuuwl7SQk1Tz6Jy+gp5blt9G2YnWZW5K0APMbl+1e+jswNM657sF/X7C1SiZQbht9Atj6bg3W98/GTR0UiKBTYFRkekaD1j3n+G3E5TLmr4wkz7gebAfa+1fGYqR62vwQZl0DcxFOPhyR7MnVWA7x/BZi9C0B5IzBcg0whOadKly6Hm9WvZiOVSlhw+0ik8s5vZ4Ij/Zh9bTqVhU3sW11y9hbpw8cgkbutCofVxRV/yOKy348nLjNkaGSvHFZ4YTTsbF8xEJ6gxWF1UXxYT1WRgczpUd2uN+uiRFoabZgNdqZc2rP2lV8yvoDOx6AxbNpMLMZmyo4c6nRMakg8EnkzRfqemVr2hY35dWTEmzluKGRB0gIA5sZ7zHsDQvKxu9xsKfTeX6FMCwKZxKt9wem07K7CtKsa/9mxaMb0vml4IBEEAb9JkbiabDjrLWjGj8e8d9+g9yn2C6kcdGmg0Z3K1vUT0S1i2leDMjkQmU7d6/NVw0IQHR5ft1baZecCFO3GKxMCCFqYhDW3AePmcswH61CmBiHVesb1R+HSuHYtANp5F3Y5ztNHOQWXwWMFYjvyBbpbbu50vHpMGG6jA0eNg6SVX5Dy7SpUmR1ff0GhgPEjGXHMzpaKrrPuy3OWE+UXxQUJ3ktD+0vjRx9RcffvUKamEvfaq7gaG9G/4rl5SA9OZ07cHD7I/YAtFVv4y7a/ML80CGlYGOoxowdlPV1xacqlBCgCWH50efeDT0OQSlEkxGNvkYNfGGx73vP5WPySJ8N2JjHjIfk82PEfzw3V6Wx9DuwtMPfPHc+LGgNLPoSG47DiV2Dv2caaRCKgi/FHfw6VLkuP1tNQaWLO9cN65Ic1bEok6ZMj2LOquMcmyj58DFVKsvXEDAvuMst1TihcA4ZyTzXBabSWgG79tBCJRCBjSve/g/HDQ4hMDiBpTCjRaUGDstyfE76AzsegkTR2Agq1mvwdWzodE3fSuqBA33svup7QaLJzoKyRsIg8BATmJXgEJVKDUonTxlFs2Y1WJWN9J2qXEoUUVWoQltz6TgMiW2kzTV8VoUwLInB+4qA8j96iiPeoKNrLjaizxuOsrcVxou9qomeFab/z3HQO0C6crdiAq8GK38S+iZAokwNBJrQruzzVOxfn9Ry/adGox4TRvKYUV4O1XXDfGtC1qrueibO+Hmt+AW5zR5Ge5rVrUI8bhzyi+0yjdsEC7PmrsRetRz0iDGVycqdjVRkhCAoJlkN1SAMCOvTZnU7MBZcQ0QTbdn3e6Zjc+lz2VO/h+szrkUm67vfsLaIoUvuv56l+9DH8Z84kYfm7+M+aReBll9Gw/D3sZZ7vkF+P+jUGm4Hfrv8tCcooMgrMBFx4QVv56NlEI9dwzbBrWF+2nvLm3tmzKBITsZeWwZQ7QRUEv3rfI4bSGTPvB1MtHDytLNZQAbtfhzFLOt8oSZoJV74JJ/bCC2NgzSNQc7Tb9YWdVLrsymplMCk+rEehlpE4pmP22RuCIDD72mH4B6tY/04ODtsQF4ry4aMTGqtNGGotJI7ybod0Tjn0sedv+e52m0vBkRpkcgnGeiuJY0LRnLEh6g1BELj8gfEs+M2owVrtzwpfQOdj0JApFKROmELh7u2dmoxH+3lubkt66qPUS34srMMtitS4dzIhcgJhGk/5myAIzI2by+7qXcxI17Ixv7bT3gpVZgiuRhv617Np/PIYxq0nsOQ1eFQQm6zUv5+DNFCJbknGgNWu9xSz3YnT1bFeXRamQVBIsZcb0WRNAMCyb4iXXY5dAhNuGbDpzHuqEVRS1CP79qMnUUhRJgViLfBkZ531Fsz7a/Cf1DE714ogCARfkYYsXI0gl7S7dlcZOtHlovSGGym+9FLyx2dROGs2JTfcQOX/PELt889jy8ntYCbeGcq0NCSqRmzZH6O7tevXU6KQosrUYTmiR/TyPjod7UxPKax1245O/dXey3kPjUzDFWlX9GitPUW026l6+E/Uv/oqQVdfTex//t0WfIbddx+CXE7tM88CMDpsNNNjphOoDOSf6hsRrdZOhWTOBksyliCVSHk/t/v+w9NRJCZiLytDnHovPJAPYd2IyCTOhNiJnl4718kS8s1PAyLM6carc/hiWPoVxE+BXa/Cf6fBq7M8fXmdlGKGxvljt7poru+6BHcwcLtFSrP1JIzUIe2h8BSAQi1j7rJMDHUWn5WBj58sJdkeobbE0T3bzDhrmBugcC1iSAai0wYVe9oOSaQSQuM8G1KZ03pepSKRSnpvU2A1eESkfmH4Ajofg8qwabOwmUyUHDrg9XiMv8fjqtZSNSglgRvyagkO0lNlLmNB4oJ2x+bGz8XpdhITXYq+xc6hiiavc2jGhKGZEIHb4cZ8sA7DquPUv3OU6mf3Uv3UHkSbi9Clw5Foei+C0h9yq5qZ/tQGfvdhx9dWkAgoYv2xV7SgTEtFotUOfYPxAcRtcWI+Uo9mbDiCXNrneVTpIThrLTgbrSezcwLabqSbJUopYbePJuzOMe1USataqpAKUkLVHX+EjevWYy8uRnf77YTddy9+Mzw+fKYtW6h/5VUEuZyAeT0L6ARBIPQ3txN09dWos7K6Ha8ZHYbb7MR2zPv7vxVFfDxiTAQji5ysL1vf4XiNqYbVxau5Iu2KPvvsecPVYqL8jjsxfPUVoff8jsi/Pdbmpwcgjwgn9PZfY/zhB0y7PEbcz895nm+v+BbV1oNIAgPRTJzY2fSDTrgmnIuTLmblsZXtxFq6Q5GYCA4HjqoqkHdfUoggeHrpmsrgyOce9coD78OEWyEovvvzk2Z5soAP5MOCpz03RKv/AM+mw3d/7DC89easaL93UanBpOa4AYvRQVIPs3OnEzssmNHnxZK9sYKKvJ73DfrwMVQoOaxHF+Pfo1Ljs8rRlVj0UPi+m8ZC/1O+sieJHxFCcKSG+BEDnFkURag+ApuehldmwlPxsOIasHu3pPq5MrA1MT58nJ32DcsAACAASURBVEHC6LGo/PzJ37GFlKyO3k/hmnAkSLFJ6qlpthEZOHBfUC63yOaCOuJS8il3SbkwoX3/0ZiwMYSoQqh370Mqmcv63FrGxXeUtpeoZIRc5dkdF0URt8nhyc7pLTjrraiGBSOP7LloyUCQX23k+jd2YbK7WH2kmo15tZyX0b53Tx6npWXrCXCDevw4zEM9QzeAmA/VgdPd53LLVlTDgjF8C6adVZj31+I/JQppgLLb86T+CqT+7bN41aZqwjXhHUoRRVGk/vXXUSQkEHbvPQjS9gGo22zGbbV6NRPvjMBLLyXw0kt7NFY1LBhBJcV8qK7NrqEzgmefz8hPP+T1gm+5NLX9/B/lf4QbN9dlXtfjdfaEmqeexLRrF1FPPEHQld4zfyE33UTjJ59Q89RTJH32KSqZCqVDStWmTWjnzEGQn93NljNZOnwpXxd9zWcFn3HrqFt7dE6bdUFxMYo47yW+HUhfAOHDYeu/IDQN5BqY+UDvFuungyl3eP6rzvbYHex+Fab+FoJP+WCGx2tJHKVjx8oi1FpFr3bd+0vxYT0SqdDnG8Mpl6dQltPA+uW5XPu/k1F68cLy4WOgMTZY0Ve0kNSPzJrV5KCqyMD4+T3YpDnL2Da8T/mP4bisLTTX6Ag5I6CbuDCJCRclDkwlkyhC2Q6P1VHeKmgqBQSImwQTb4M9b8J7l8GSj0Dzy1DH9GXofAwqUpmc1EnTOLZnJw57Rw8gqURKiDIcySBYFxwsb6TJbMcg2cuUqCkEq9oHa1KJlNmxs9lZvY3xCVrWddJHdzqCICD1V6BMDMRvQiSB8xNRJp7dpuSCGiPXvb4ThVTCd/fMICXMj0e/OYrV0b4nRBmnBZeIo8qEJmsC9qKiNvPonzv2EgPSQAXy6P4F2rIwNdIgJcbNFSCh2+xcV3RmWWDetQvrkSOE3HJLh2AOQKLR9CqY6y2CTIJ6uA7L0fpu7Tn8Z8xA6RBp2ruTBuup7IbZYeaT/E84P/584rQ9DD56gOXwYQyffU7ITcs6DeYAJCoV4Q88gC03F8OXX3rWtGcPboMB7YXnrtyylWEhw5gcNZkVuStwuLyXn59JW0BXUtLzC0kkMOP3UJcLuV/D1Ls9fnN9JXLUKTGV4xvbHRIkAvNvH0lcZjAb38ulcE/3358DRfEhPTHpQX0OxOQKKecvy8TUaGPbp0Pco9PHz4adXxbx3cuHqT7ed1Gespx6RLdI4qihVW5pP7ydsg9PgFKFdt48rNUu3CV7Oog0DVhbys7/wtsXwZ7XPT62i16EBwvg1rWw8J8er87KA/DOQmiuGphrDnF8AZ2PQSdj2iwcVgslB7xniGK0g2NdsDGvDrnmBI32auYnepd7nxs/lxZHC8MSasirNlLROLRT9MdqPcGcVCKw4teTSQ3X8tjikZTWm3ntx+PtxsrjTgmjaLI8fnSW/b+MsktHnQVZuKbfMseCIKAa5tkI8J/Us+xcZ1SZqrxaFtS//gbS0FACL+tZRm0w0IwJQ7S5vPrunY7f5EkgkzGqyMnakrVtj39d9DXN9maWDl86YGsS3W6qH/87srAwQu/0ItV/BgEXX4x67Fhq//U8rhYTxnXrENRq/KZPH7A19Ydlw5dRa6nl+5LvezReGhKCRKvtXUAHMOIKCEoAdYgnq9ZfQtMhIAaOdSyzlcmlXHTnaKJSg/jh7RyOH6zr//W6obHaRFONmcTR/QhUgcjkQMbNTyB3exUlh72rHPvwMVC4HG6KT77Ptnxc0GcxoZLD9ai1ciIS+2YcPhg4qqspu/NeRLdAwisvEnj5ZYguN5ZaESp2D/wFLU2e/uDk8+CPx+H6TyBrGfifVqU04jK4/lNPCfpb86D+598z6wvofAw6cSNGoQ4IJK8TtcukwDgkioEP6Dbk1RIdnY9MIuP8hPO9jpkSNQW1TI1Nmd12zlClqK6FJa/vAgRW/HoKyWH+mB1mJicHsnBUFP/ZeIzyhlMBqTRAgUSrwF5uRDVyJIJc/ovooxPdIs5aM/LwzhUbe4NmfASycDXa2X3PzrncLmpMNR0ydNacHEzbthGydCkSZd+Dxf6iTA1CopFhWF3cpaKrxM8PTVYWk8oUrC5eDXiMxN/LeY/RoaMZEzZmwNZk+OILrNnZhP/xD0j9u8+0CoJAxP/8CZdeT/2rr2L8YR3+M2YgUffesmIwmB4zneTAZJbn9MxoXBAEjzBKbwM6qQyu+wSWfgmqAbjpEwRImQvFm0+JrZyGXCFl4W9HE56gZc3rRyg9Ut//a3ZB601x4uj+9+FMWpiELsafje/nYW3pWebUh4++UJ7bgMPqIn1SBLWlRvJ3Vfd6DrfLTdnRehJG6s66AFtnOOvrKbv5FlzNLcQtiUM5bgaarCwQBMx1qg59dAPCtuc9wifzHu9a+Td5Diz7xmPH8tZ8qOrcQuvngC+g8zHoSKRS0qfM4Pi+3ditlg7HY7TRCDIjRXUDVw5YbbCSU9WETbWfGdEzCFB4v7FRyVRMj57O/rqtJIaq+SHn7JUN9YZivYklr+1EFEU+un0yqeH+ONwOrvz6Sv628288sjATiSDw+KqctnMEQUARp8VeYUSiVKIaPXroK10OAC6DDdHhRjZAAZ0yIYDI+ycgDex7wKW36HGKzg6WBfVvvInEz4/ga3/V32X2C0EqIeTaDE8/37s51L1yGNtx7yIpfjOmE1Vlo7hoH1UtVWwu30yZsYwbh984YMavLoOB2n8+hzori4BLLunxeerRowlYvIj6N97AWVfXrW9fXzDbnRTWGNmYV8tHu8vYW9KAoxuFUACJIGHp8KXkNeSx5UTnVi6no0hMxNZJQCeKIuZ9+xCdHYMswjM8HnMDRcpczw1UpXdxK4VKxqLfjSEk2o/Vr2YPqthIyWE9oXH+BPTBW/JMpHIJF9ycidXk4MeP8gdgdT58eKdof61HZfXGTCKSAtixsgi71ctntwuqigzYzM4ho27pMhgou/U2HJUniJupRz1/GQDSgACUmRmYm4IHPqBrrvKYlo+62lMS3h0x4+Hm70GqhHcugQMfQM5XcPgT2L/cY+uy/SX48RloKB7YtZ5lfJ3APs4KGVNncmjttxzft5uM6bPbHWtVuixuHDiftE/2liNVl2Fy1TM/yXu5ZStz4+eyrmwdCzPMfLzNQmGNkbSIgVPp6y9l9WaWvLYTp1vko9unkBruWduGsg1UtFRQfbyae8ffyz3np/H093lszK/lvGGe0gNFnD/WnHrcZgea8eOpf/tt3BbLkMlaDAbOWk+WUh42MAHdQNBqWXB6yaW9rIzm779Hd8vNSAPOffmMKj2YyPuzMO2toXl9GXWvZaNMDyZwXgKK2FOfB/8ZM6j753OMLhZZXbKaLRVbBtxIvO6lf+MyGIj88yO9DhLD778f49ofEJ1O/GfP7v6EbjhywsB/NxVR3mimotFCg8neYYy/UsaUZB0z00KZkRZKcqif13UvTlnM20ff5tm9zzI1eipySddiLYrEBJq/+Qa31YpE1V4wqu75F6h/9VXCH34I3U039es5dkvyHECAog0Q510xVKmRs/jesXz53AG+ffkwi343dsDNgC1GO9VFBrIuThywOUNjtUxcmMSur49jNh5AE6BA5SdHqZF5/vrJiEwKJChi6Hyf+Php4XJ6yi2TxoQilUuYeU06nz29l32rS5h6eWqP5ynJrkciE4jLPPciH26TifLf3IG9qIjYm8ehMVd77E9O8v/snXd4U+X7h++T1SRN996LLqCUDWUvUZShIDIUN8pP/aqAOAH3FkUUFAcqCIg4UEFA9t6FltUCHXTvnTRtxvn9EVZtukGK9r4uLiA57zlv0vTkfd7neT4f2x49KF6RiPn8ISSGSpBfpTXHjnfAbIQhLzV+jFuYpbdu2R3wWz3l+16dwTmo5XO8TrQFdG38I/hEtEfj5EzC3l11BnSZ2kzMZrHpniN/Y3tiHvM3n6Fd5FmKJDYM9htc7/EDfAcgFaQ4uZ1FJY9kwdZzfDKpS4vmkF1aydaEPMZ19UXZAtn8nFI9k7/aj95oYuXU3oRdEWiuOL0CF6ULhfpCVp9ZzUP9HmX1kXRe/f0kfaa7YCOTorjYR5dZgapbV/jySyrjj1t6of6lGPIsWWCZe+sJWnO0lvKaK0suC7/5BkEqxeneq9d31lIEqQRNLy9su7pTsS+b8u3p5H16DFVnN5zHhyNIBWwiIpC6uTIo08TCU8soqCzgme7PXDUjcX1iIsUrVuA0cSLKyDrMsOtB7umJ59y5GPNyWxwopxfpuG/JQcyiSJSvIx28HfB1Ul3646ZRciKrlF1nC9hzruCSsJK3g5IH+wXxcP+apu5yqZyZ3Wby5LYnWZ24ukFF0EvCKOfTUIZf9qEr+HwxhYsXg1RKxdZt1z6gUztbdrqTtsCg5+o8TKVRMObpLvw6L5bfPj7KgAlhtO/nfdUyt6nHCxFFCI5uWf/c3+l6sz8VJVXkny8jt0hPldZAVaURLlTGymyk3PNab2xbkKVv479LZmIxVTojIV0tG60eQfZE9Pbk2JZ0Ivt649jIapLU+AJ8wpxQKK//0j33gw+ojI/H56N5aOIeg/ARoLwsEKfu2ZOi75aizwN1+kEIbvnmGgVnIXaZRcXSKbBpYx184NEdkHfKkq2TKUH2t7+l11cNuaVc/09FG/8JBImEsAtZuiqdFhv15Z6Yi2VoJkkhOWV6vB2bvxBPyq/gfyuPEuapodLmGAM8BmArr7//xsHGge4e3dmXvYN7Y0aweGcSTw1tdykT1lTMZpEnVx7lUGox3+5J5YPx0UT7NX2nukhbzT1fH6BEZ2D5w72I9Lq8OE0sSiQ2L5Znuj/D/uz9rE5czcMdH+bV0R2Y8vVBvtyZzBNDQi9lVqrTy7Ht1gUEgcrYI//qgM6Yr0OiltWyDbie/N1U3FhYSOkvv+Jw+xjk7u71Db0uCHIpdgN8se3pSdnmNCp2Z6Lv6IqqoyuCIKDp05fwLX9RqC1DrbC9akbioiiS+/obSO3tcXvyf80+j+PYO1o8lzK9gQe/PYTBZObXx/sS4qaxepy/i5pboyw/17RCHbvO5bPmaCZv/XmaAWFuNTZhAAb5DaKXZy8WxS3ituDbcLCpWyX3SqXLiwFd0XffkT9/PvajRiH39KBwyTeYysoaHbyaSkuROjRDmTdkCOz60CJIoKr7fqa2VzBuVjc2LTnJ9uWJ5KSUMXBiGDJF8ze2LpISl4/GyQZXP+s/i+YikUoYNDm8xmNms0h1pZGSXB2/zovlwO/JDJnS9A2GNtpIis1DrpTiF3lZabv3HSEkHc1nz0/nuO2xTg2eoyRXR0mujqhBPtdyqo1CF3uUkh9W4TTlHuwDgX2F0GlijWMu99HZoE7dXX9AZ6yGo8sgclRNYZO/s/V1S6ZvwKzmTVyuAp+GvVlvVNp66Nr4xwiP6Y/JaOTcof01HndXuyMVZAjyYlJbYF1QWmlg6neHUUgl3Du0lCJ9YS0z8boY7D+YpNIkbuksQSmT8snWc82ex6rD6RxKLea+mADK9UbuWLSHdzckUGU0NTz4AmV6A/ctOUh6kY6v7uteKyBckbAClUzF7e1uZ3LEZPIr89mctpn+oW6M6OjJp9vOkVGsQ6KUIXNTUZ1ejtTBAZvQUHSH/919dIY83VXrn7taZGuzsZPboVFYFqJFy5YhVlfj/OCD13lm9SNRynC4Nchi3bAn69Ljtv36IauoJCxXyriwcVfNSLxs3Z/oDh/GbcZ0pI5Xt1yvKRhNZh5fHktKgZbPp3SrM5j7O/4uau7uFcAXU7pjq5Dx3obafVmCIDCrxyzKqspYHL+43vMpAgKBy9YFxT/+SO7b72B30014v/0WmsFDwGRCu2dPo+ZXvnUrZ/r2Q5+Q0KjjaxAyBEQTpDbc/6fUyLntiWi63xZIwt5sfn7/CKX5tfunm4Kx2kT66SICO7letYxffUgkAkpbOZ7BDkQN9uX03mwKMsqv+XXb+HdhNplJPlZAYJQrsiuqdWwdbOh+ayCp8QWknWpYSCj1+AUxoOtsVyBWV5Pz8lxknp64PfkUxP8AahdoV1N4TuroiE1YGNpSl4b76GK/g3Uz4IvBkB1v/ZjMI5bet5ZasfyLaQvo2vjH8AoNx97NncS9O2s8LhEkeKi9kCiKSWmm0qXpQlYsraSIPr128PaRlwi0D6S/b/9Gjb9Ylnm0cA/3xgTwR1wW5/IqmjyPvHI9b/95ml5BzrwyugMbpw9gXFdfPtuexMgFu4lLty40cSWV1SYe/vYwp7PL+PyebvQOrqnmVqIvYV3yuku7+319+hJgH8Dy08sBmD2yPQICb6w9DWARRkkvRxRFVN26Unn0qHUhhX8JV1Ph8mqRXZGNp8bSP2eq0FK8YiV2w4ZhE3R96/WNJjPZpZXEphWz4UR2DZXUiwgSAU0fb6pTSqnOtvx+2vbtA4LAW/LxPN316RrH62KPcv7+B0idfDdmXeNtQMxaLXnvvYeyQwccx41r2QtrAaIo8uofp9h1toA37+hIn5CmL6CcbBU8OjCYzadzOZxaWyAk3DmcsaFjWZmwkvNl5+s8j1Rji8zNjerUVEr/+IOcl1/BdkB/fOZ9gCCToYruhNTRkYrt2xs1r5JffgGjkeJVq5r8mvDtAQo7q/YF1pBIBHqNCua2xztRXqhn9duHLi1Km0NGYjHGanOLTJmbS/cRgdioZez56VyjFErbaOMimWdL0GsNtOtaO/MUPcQPezcVu1efw9SAsFLq8QKcvW2xd72+rQSFS76h6uw5POfMQSozQuJ66DjOarmiukcPKrNNiGmHobqO7wJjFez+CDw6AqJFjfL0HzWPEUXY/AqoXaHPE1f9Nf1baFRAJwjCLYIgJAqCcE4QhOetPP+RIAjHLvw5IwhCyRXPma547verOfk2biwEQSA8pj/njx+jsrysxnP+dj5IFcWcL2yeD9y7GxLYnbkL98hP2JH9O1PaT2HVyFWoZI27+XlrvIl0jmRj6kYe7h+EjUzKp1ubbjj7+trT6A1m3hobhSAIOKjkvD8+mm/u70GZ3sDYz/by/sYE8strm6wDVBvNTPv+CIfOF/HRhM4Mjqj9JfDruV+pMlUxKWISYAmIJ4ZPJC4/jpOFJ/FxVDFtYAgbTuaQUqBF4WeHucKAqbQKdbfumHU6dEdi/5ULE1NFNWadEVkrEkSBmqbiJT/+iLmsDJepD//j8yjTG5i1Oo4xn+6m55ubCZu9npi3tzJ20V6mfR/L1KWHMVvxR7Lt7oEgl6Dda8nSyZydUXbogOLwKRRSS2mrPiGB9Gn/x/nJk6k6c4bKo0fJnj2n0Z+z/IWLMObl4TlntlWD9X+Kb/emsmz/eR4dEMyEHv7NPs+D/YJws7PhnfUJVt+DJ7o8gUKiYN7hefWeRxEYSMWOHWQ9/wLqnj3xXbAAQWF5zwWpFNsB/anYsRPRVH8FgKmsDO2OnSCTUfbH2iYF24BlwRY0wNJH14R7R2CUK+Nf6IGdi5J1C+M5+Edys+49KXEFyJVSfMKcGj74KqO0ldPjtiAyEoqvuS1DG/8ukmLzkdlI8e9QW8hEKpfQ7852FGdrObGjblG4Kp2B7LOl1z07V52aSsGiRdjdfDN2QwbDqd/BqIdO1lWa1T17IBpMVBbU40d39Hsoy4Thb8DUreDeHlbdAzs/uHyfSdoKKTth4LP12xT8x2kwoBMEQQosBEYA7YFJgiC0v/IYURSni6LYWRTFzsAnwC9XPF158TlRFEfTxn+a8D4DMJtMtcoufex8kClKSCnQYjaL5JXrOZZewp/Hs/lqVzLvrE9g9eF0zuWV11pwLj1wkqXn3kLt/y3utg4su3UZz/Z4FrW8aYv6O8Pu5GThSY4UbmdKTAC/x2WRnN/4LN22xDz+iMvi8cHtapVoDY5w56/pA7mjiw8LtyXR483N9H1nK48tP8LiHUnsTy6kTG9g+qpj7DiTz1t3RDEq2rvWNUxmE6sSV9HdozthTpdFEsa0G4NKpmLF6RUA3NXDF0GAP+KyLgujpJej7tEdJBLS7ruPs337kfbwVPI+/IiyDRupTk+/4YM84wVBFHkrEkSBywGdWF1N0Xffoe7VC1WnhvsmrjZLdqew+kgG9io5g8LdeGJwO966I4ol93fn+RERJOSUW/VilKjlqLu4oz2ah0lr8euy7deXyrg4Ko8fJ3PmM6Tcfge62FjcZswgaM2fuDz2LGV//knRt981OK/iH36gaMkSHMePR9W581V/3Y1la0Iur689xfD2Hjx3S0SLzqVWyHhyaCiHzxez5XTt99RV5crUTlPZlr6Ng9l1m+8qAgMxFRWh6tQJv0ULa6ldagYOxFRSQmV8HaVKFyjfvAXRYMBt+tOYKyoo2/hXvcdbJWSwxai3KLlJwxzcVIyb1Y2wXh4cWpdKbkpZw4OuQDSLpMYX4N/eBan8+hQWdRzgg4O7ir0/n8PcCJuKNv4dVFca0Wub51FoNoskH8snoINLnT2kgZ1c8Yt04tDaFLQl1jd6004VYTaLBEa13HuxuYiiSPYrryIoFHi8+KLlwfhV4BxSZ1+auodFEVeXV4cfnbHakp3z7WlR0rXzhPvXQdRdln65nx+2ZPY2vwyOAdDtgWvz4v4lNEYUpSdwThTFZABBEH4AxgCn6jh+EvDy1ZleG/823AODkdsoKUhLrfG4j8YHs6ScbYkZRMzNp9pY8wtTKhEwXQjk7JQSIn1FfNzLMcuy2ZL9Awp7PVOjpvFo9NRLGYOmMi50HKvPrOb9Q+/zzbCfWLovlU+3nuPDCQ0vMHXVRmb/eoIQN1umDQq2eoyDSs4H46O5LyaQAymFHEsvIS6jhD+P1zQYfenWSCb1tJ4Z2JGxg8yKTGZ2n1njcTuFHaNDRvPr2V+Z2X0mXg7O9Ah05rdjmTwxIBikAtXpFaijggj6+Sd0R2LRnzqF/tQpCpcsgQslmJohQ/BbtLAR71brxJBvyTq0ph46rUFLWXUZXrZe6GJjMebm4jlndovPazaLzP7tBCOjvOjTruGdW22VkW/3pjIs0oOv7ute6/n+oW58v/88n247x9BI91p9Spo+3mgP5qA7nIPdQD80/ftT+PliUsffhaBS4TLtUVwefBCJSkPuglhMpaHYDR9F3gcfoIyMxLZ3L6vzKvnlV3JeeRXNoEFX5X1pLqezy/jfiqO097Zn/sTOLVbbBZjYw4+vdyXz3sYEBke4I/3bOae0n8LqxNW8d+g9Vo1chVRSe9Fnd8vNmMrL8XrtVSS2tQWeNP36WdQut+9A3aVudd6ydesweblxr/1q5vn7ULJ6NY533N60FxQyxPJ30lZwCWnSUJlCysCJ4Zw7kkdSbB6ewY0XZsk9X4aurJqg6OuXoZDKJPQZ2471nx/n1O4sOg70vW5zaeOfY9OSk5QW6Jk4p2eT7wk5SSVUllUT0rXuni9BEOg3Powf3z7EytcOEHNHCO37etcwDk89XoDSVo5HE35nrjala35Dt38/ni/PRe7hDqUZliBt0AtQR0+rzMkJm9B26ErTrAd0cSugNB1Gzb98DrkSxn5h8dLc8hqk7YeyDBj7Jchaj9BZa6QxAZ0PkH7F/zMAq9/MgiAEAEHA1iseVgqCcBgwAu+IorimjrGPAI8A+Ps3v8yljdaNIAhonF2oKKpZtnJR6XJQBxkhToH4OKrwdlDh7ajC0dbE2tTVxOac4lxJCgX6TE5TxekLPuQycwBfjXiP7t7t/365JiGVSHmp10tMWT+FX5K/455ew1myJ4X/DQ0lyLV+pcz5m8+SWVLJj4/GYCOrv1wsyteBKN/LN+bCiiriM0o5ll5CoKuaO7rUvVBYkbACT1tPq1YMkyMmsypxFT+f+ZmpnaYyOtqb2WtOcDq/AjdvDdXploZ+ZWRkDTl4c1UVVWfOUvTNN5Rt3NgkxbzWhjFPhyCXtMgE/GpzpWVB5V5LFkXdvXZA1VT2JRey4kAau88WsGnGgAY/dysPplGiM/DYYOsLcblUwrSBIcxec4K9SYX0/VuQKPe0xSbYgYp92Wj6+aKKjsZ2QH8U/gG4TnsUmavl+NL1KRjzK0EioIq5n6qkU2ROn07Qzz8h966ZdS5du47s2bOx7dMHn4/nXyol/Kco1laz+XQuG0/msutsPo5qOV/d2wO1ouGvRlEU0Z8uwibQHonauty1XCrhmZvDeWLFUX49msmd3Wr+bttIbZjebTqzds7it6TfrKqFavr2RdO3b53zkDo4oO7ShYodO3Cf/rTVY4yFhWj372fnAEfSdZns7OLHgN9iqUpKwiakCYGZS4hFLjxpK/Sc2vhxF1CoZPhFOJN0NJ8+49o1WtwkNa4AQSIQ0PH6ZSgAgqJd8Q515MAfKYT29MRG1SYU/m/GZDCTnlCMyWAmJS6fkC5NUyQ+F5uPVC5p8HPr7G3LhJd6sH15ItuXJ5K4P4eBk8Nx8dFgNpk5f6KQwI6uLd5kqs7IpOrcWewGDWrSOGNxMXnvvouqSxccJ0yw9L2teQwECXS6q96x6h49KPkpFTHtMEK1DhQXNltNBtg1z5LdC6kpqIIgQP+Z4BoOvzxiMRDveGeT5vxfpDG1C9Y+QXXVZU0EfhJF8cpifn9RFLsDk4H5giBY/fYQRfELURS7i6LY3c2tTcHm34zG2YWK4ppCARe96O4dYM8LIyK5NyaQYe09UNoWMG3bfXx67FPOVyQS6uLNpMjxzOk9h8+GfMn8mF/YeNfqFgdzF+ns3pnRIaP57tR3jOgqRSGT8GkDipcns0r5encKk3r60TOo6YafLhobBke4M/2msHqDuaSSJA5kH2BC+ASrnl/BjsH08urFqsRVGM1Gbo3yQiYR+P1C2aUhsxzRSn+UxMYGVVRHnO6526KYt3dvk19Da+GiwqVwFbIrV4tLlgUaLyrj41EEBl4VBcflB86jkElIK9Kx6f3zIQAAIABJREFUbF/dwhoAVUYTX+1KoXewM1396+5BurObL+52NnV+5jV9vTGVVKE/XYggk+H/xRd4zn7pUjBXnV5O+c4M1N090PTzoTK+EI+X5yEaDGQ8+RTmqsslRWV//UXWc8+h7tYN34WfIrFpehBuLK2y+pmuj+zSSr7bm8rkL/fT/c3NzPopnlNZpUzq6c+qR2LwdFA2fBJAf7KQwqWnKFx+ut453NrRiygfBz7adAa9oXaf282BN9PZrTMLYhegNTReFKqsuoxZO2YRnx+PZvAgqhISMGRnWz9240YwmVgbUkJf774sC0hDlEoo+ennRl/vEiFDLP0spuaVoQV3caO8UE9BeuPL2VPiC/Bu54DS9vr6RAmCQN8726GvMBC7IfW6zqWNa09OSikmgxmJVCB2w/kmtSSIZpHk2DwCOrg0yjfOydOW22d0Yci9kRTn6PjxzUPs+zWJjMRiqrRGAq+CGFD+xx+T8X+PoT99uknj8t55F1NFBZ6vvoIgmuHnhyBlB4z5tEEjbnXPnojVRvSFQPqBy0/ErbSUbw98vs4MH5Ej4X9H4N7fQdKm4dgQjXmHMgC/K/7vC2TVcexEYOWVD4iimHXh72RgO9Ayx+Y2bngsAZ31DF1WxeWP1pa0LUxeN5nSqlK+Gv4V68et57Nhn/Fcz+e4K/wu+vn1ZmhYKB4OV7dfanq36SilSr48+RGTe/qz5lhmnXYKJrPIC78cx0mt4Plbrq1H0cqElSgkCsaF1q0AODliMrm6XLambcXZVkH/UFfWxmUj89EgVpsx5tUthKDq1AmJvT0VuxqWJW+tGPMqkbu1vv45AE+1J5VxcaiiW947l1em56+TudzfJ5D+oa58svUcpbq6F9hrjmaSU6bnsUHt6j2vUi7lkQHB7Esu5Mj54trPR7ogdbShYm/trwDRaKZo9Rmk9gocRwZjP8QPiVqO7qger3ffRX/iBDmvvoYoipRv20bmzGcsfWGff4ZE1fifmbGwkrJtaeTOP0LO2wcp35rW6LE7z+TT791tvPz7SfLKq5g2MJjfn+jLnueH8MroDgQ2kIm/8rWWrE9BUMqoSiqlfHt6ncdKJALP3RJBZkkl3++vHXgLgsCzPZ6lUF/IF/FfNPq1fHbsMzakbuCFXS8g69cbgIodO60eW7p2LVkecjTh7flkyCe4ercjPkJJyZo1mKurG31NwBLQVVdAxqGmjbtAULQrgkQg6WjtvkJrlObrKMrSEnSVzcSbi3uAPeG9PYnbkkFZQcusGNpo3WQkFiMI0Gt0MHnny8k807BK9UVyUsrQltZfbvl3BEEgso8Xk1/tRVgvD2I3nmfdp/FIJAL+7Zu+WXwloiii3bcPRJHc995rdHCq3buX0t9+w+Xhh1C2awd/PGVRobzlHeg8ucHxF6tRavTRmQwW0RPvLhB6U/0nsPcCdcte+3+FxgR0h4BQQRCCBEFQYAnaaqlVCoIQDjgB+654zEkQBJsL/3YF+lJ3710b/xEsJZdFiObLfXKuKlcUEgWZFZmYzCYWxC7g6W1PE2QfxKqRq+jp9c8ZYbuqXHm88+PsydpDx7B0ZBKBT7dZMhaiKFKqM3Aur4IDyYW8tyGB+IxS5o5qj0MdZVdXg/Lqcn5P+p0RQSNwUtadYRnoOxAfjQ8rEiziKKM7e5NZUskZqeW9vlh2aQ1BJsO2Tx+0u3ZfutmbyqvRnylGdzwf0dS6BVPMVSZMpVWtqn8OLJYFUkGKY7EBU0EByqsghvLj4XSMZpFJPf15YUQkZXoDC7dbz6qZzCKf70imo489/UMb3uWd3MsfJ7Wchdtqn0+QCGhivKlKvmxhcJGyLWkY83Q4jg1FopQhUcqwHx5AdUoZMvdOuD72f5T+8gs5c18m88mnUIaH4/fFYqt9YbVeQ2kV5bszyV14jJz3D1O28TyCjQyFnx3lOzMxVTQclOgNJl5ac5wAFzWbZwxg84yBzLo5gk6+jk32NavYl4WpUI/LpHBU0W6UbT5P1fm6hT76hbrSr50rC7edo0xfO/COcotiTMgYlp5cSmJRbe+6v3Ou+BwrE1bS1b0raeVpfFW2Hrmvr1X7AkNWFvrYo+wIN/F016eRS+U82+NZ1nbQYy4upmLr1toXqI+gASBIG21f8HdUGgXeoY4kH81v1PEpcRf8t66DXUFd9B4TjCDA/jVJ13sqbVxDMhOLcfO3o9MQX1T2CmI31l8JcSVJR/OQyIRmKVOqNAqG3tee26d3wdFTTXBXNxQtLO+tOnvW8v0T3Qndvv1od1rf/LkSU4WW7LkvIw/wx/XRR+Gv2XDse0tWrff/Neq6MldXFMHBaMtcLwd08T9CyXkY+BwIAsaiInJef6POCoM2GkeDnxBRFI2CIDwBbASkwBJRFE8KgvAacFgUxYvB3STgB7Fm2B8JLBYEwYwleHxHFMW2gO4/jsbJBbPJSGV5GWoHS+mZRJDgrfEmoSiBx7c+zp7MPYwNHcuLvV7ERvrP90NNjJjIz2d/ZvHxj7ir59ss35fB7rMFFGqrMPwtsBkW6cGoTl7XdD5rzq2h0ljJ5Mj6d8SkEikTwifw4ZEPSSxK5Kb2ISjlx/k1pYBpShnV6eXY9vC0OtakNWATOYzqdFvyPjmAqQzMFZcXn5o+3jiObpoQwj+J8YIgSqvzoNNm4652x3DiJACqTtEtOp/JLLLyYDr92rle6u0c19WXb/ekMqV3AH7ONV//hhMW+4pFd3dtVOCiVsh4sG8Q8zad4WRWKR28azbi2/bwoGzzebR7s1CMCwWgOqOc8h3pqLt5oAq/vJtq292Tir1ZlK5PwePpx6g8eZKS1auxiYjA/6svkdrVL0EtiiJlm9MsWTgR5N62OIwIRNXJDZmTEkOejtyPjlC+PQPHkdbFiC7y6dZzpBdVsmJqL9q5N1/62qQ1ULYlDZswJ5ThzigC7KlOL6doZQIeT3aps5/uuVsiGPXpbr7cmczM4eG1nn+m+zPsytzFy3tfZvmty60KpIDlPXnn4DvYym2ZP3g+H8d+zNLTy7il91CMa7dh1utrKGEWrLN8RVcMjCbGOwaAPj59+KH/YAo2bkX+wwrsb7ml8W+A0sHiSZe0FYbOafy4Kwjp4sbOH85QlK3F2avugF40i5zclYV7gB0OrSjzrnFS0vkmfw7/mUrmWcsi9dJv1oXfsQ79velx2/X1mWyj+RiqTOSmlBE91A+ZXErnoX7s+zWJ/LRy3Pwbvm8lxebh396lRYGYT7gTk+ZaF5NqKrp9llyLz/vvkzZ1KrnvvY9t374Isrrnl/vO2xgyMwn4fhmSg5/C/oXQ81EYVMu9rF7UPXpQ9lsaYvoRBH0Z7PoAPDtB2C2IZjNZs55Fu2cPpuJifD6s38aljbppVFGqKIp/iqIYJopiiCiKb154bO4VwRyiKL4iiuLzfxu3VxTFKFEUoy/8/fXVnX4bNyJ2zpYG4XIrwij7s/dzIPsAc2Pm8krMK9clmAOQSWS82OtFsrRZ2HvuZmQnb/qHuvJw/2Bm3xbJxxM78/1DvVj/VH8WT+nW5B3+pmAWzfyQ8AOd3TrT3qXhXsGxoWNRSpWsTFiJxkbG0EgP/jyRg9xXU2eGzqQ1kLfwGFUp9siDh2AsKEcZ7ozDyGBcp0ah6eNNxd4sKg603h00Q17rU7iEy5YFlXHxCDY2KMPDGh5UDzvO5JFZUsnkXpfFo2YOD0Migfc31szuiKLIou3nCHa15eYO1gN5a9zbJxCNjYxF22tnIC5aGOiOWSwMLpZaSjSKWkGVIBVwHBmMqUiPdl82Pu+/j9v06fgv+brBPkLRLFLyWxLlW9JQd3bHY2Y3PJ7sit1AP2ROloBF7q5G3dWDiv1ZGEutS34DnMsrZ/HOJCZ28iYqpwqz3tjo9+LvlG0+j1htwvHCYl2ilOEyKQJTWTXFv5yts5QpyteB2zp58dWuFKs+lI5KR17o+QInC0+y/PTyOq+/OW0zB3IO8ESXJ3BSOjGz+0xcla5853ACUa9Hd+BAjePTf1nJWS+4b/hzNe5TM3vNYnsnKYb9h6jOyGjamxAyBLKOgq62aXpjCO5sKUNLbqDsMvV4ASW5OjoPa31CaV1vDqDbiAACo1wJ7OhCQEcX/Du64N/BGaVGztFNaRir6/cGbKP1kp1Ugtkk4htuqYjpMMAHhVLaqCxd3vlyKoqqmlRuea3R7t2HIjAQhb8/7s88Q3VSUr09tOVbt1L608+4PPwwauMR2PYGdJpoKbVs4npH3bMHZr0RfRGw/lmL7cmF7Fzh4sVo9+xB2bEjZX/+SeWFjc82mk5bl2Eb/zi2TpYd/L8rXXZ174qPxodvb/mW8WHjr2mQ1Bh6ePZgRNAIfkj8jlkjXXl/fDTP3RLBw/2DGdPZh36hrkR62deSIr/aLDmxhLTytAazcxdxsHHgtuDbWJu8lhJ9CaOjvSnUVpNjK8WQq8X8t0WGaDRTuOwUprIqXB/siOHspxhTluE8Pgy7fj4oQxxxGBmMTZgTJb8loU9qfB/BP4kxz6KsKHNpnKjFP0WONsciiBIXh7J9+xYrOS7fn4abnQ03tfe49JiXg4qH+gXxe1wW8RmXfz47zxZwMquMaQNDmvQ5dVDJmRITwJ/Hs0my4sWo6eONaDCjO5xD2dY0jLk6nMaGIrGyG60MdUIZ4UzZ1nQQlLg++ggy5/p7IkSjmaIfEtDuz8ZuoC9Od4Uhr8Ms3n6oP4jU2UsniiKz15xAJZPypEFO6R/J5H99AnM9PYd1YcjToT2QjW1PL+QelzNLCj87HG4OpPJEIdoDOXWOn3FTGHqjiaX7Uq0+f3PgzQz0Hcinxz4lo7x2kFVprOT9Q+8T5hTG+LDxgMWyZE7MHDY7Z2GykVN+RdllfmIcdil55PcJJ9qtZmY4wD4A5zvvxAycW/Z5o98D4IJ9gQjJ25o27gK2jjZ4BjuQ1EDZ5bHN6WicbVrVwvgichspvceEMPieCAZPiWTwlEiGXPjTb3woBr2J5LjGlZW20frITCxGIhHwamfZeLJRyeg40Iek2DxK6ulFB0iKzUMibV655bVANBjQHTqEOsbSa2s3bBiq7t3I/+QTTBW17+/GwkKyZ8/BJiICt4FusH4WhN9qEUFphjhJDT+6uJXgEQURt6Hdf4D8Tz7FfuRI/L/9BqmjI/kfftiyF/sfpi2ga+MfR3MhQ/f3gO6RTo+wYdyGWguP68nMbjORSWS8d/C9Rh0viiJHco8wfdt0hq4eyvRt01lxegVni89iFptuRvtl/Jd8HPsxIwJHMDxgeKPH3R15N1WmKn46+xODwt2wU8rYWa4DMxiyLt/ARVGk+NdzVKeW4XxnGMowJzT9+6E7erTGjV6QCLhMjkDmoqRo+WmMha1PDMCQp0PmokSQtp7bmslsIlebi7eNO/pTp1psJp5ZUsm2xDwmdPdD/rfXOW1gCC62Ct5cd/pSlmjRtnN4OSi5vYtPk6/1UL8gbGQSPrOSpbtoYVC+M5Py7emou7qjiqg7SHO4LQjRYKZsU8O72+ZqEwVLT1EZX4DDiCAcRgRZ3dwRRZF9SYVoVVJse3qiPZRr9XP569FM9icXMT/CB/PpYlTRbhiyKsj/+sQlk/TGUvpnCoJcir2VjJGmv49l02NtMoYc6yJKIW4ahkV6sGz/eSqtZG8EQWB279kICLyx/41a2b5vTnxDtjab53s+X0PpdpDfIIaF3srRABMl27ZcGrfnu3cxAwPue8HqfO4dPINToQrK1/yO2dCE98Knq6X0MqmJ/XdXENzFjYL0Ckrzrd9LclPKyDpbQvQQPySt6He6MfiEOqJxtiFxf93BfRutm4yEYjyC7ZHbXC597nThs3hsU91CTKX5OhIP5OAb4XzdVVkvUnn8OGadDtvevcFkRBAEPJ57DlNhIYVfflXjWFEUyZ77MubycrzH+CCsfcLSN3vnNyBt3uuRu7ujCAhAV35hY2bgLIyFhWTOegZFQABer76CVKPBZdqjaPfutYi3NAKzrv7A+r/GjXWXbONfga2jEwhCLeuC652Rs4aHrQfToqexPWM7Y9aM4aMjH3Es7xgmc83FmMFk4I+kP5iwdgL3b7ifQ7mHiHaL5nTRad4++DZjfx/LoFWDmLF9BisTVlJaVdrgtT+L+4wFRxdwW/BtvNX/rTp7aqwR6hRKb6/erExYiURiZkRHT37IsATQV5ZdVuzKRHckF7shfqg7Wzx2bPv3A6Ox1k1VopThel8HAAq+O9WisrVrgTFf1+rKLQsqCzCKRgLzJYhVVag6t2yzYtXBNERgYk+/Ws/ZKeU8PSyUAylFbDmdx5HzRRxIKWJq/2AUsqbf6l01Nkzs4c+ao5lkFNf+4tT09casNSCxrV1q+Xfkbmo0MV5oD+XUElO5ErPOQMFXx6k6W4zTuFDs6jBvLtFV89jyWCZ9uZ9bP95FSjs7BKlA2ea0Wse9ue40Iz0dCDtZgjLcCecJ4bjc2x5DrpaCr443SlAFQH+2GH1CEfZD/JFqamdZBYmA8/gwJEophSsSamXCL/LIgGBKdAZ+OmJdGdPT1pOnuz3Nnqw9rE1ee+nxzIpMlpxYwojAEfTw7FFr3PM9n+dUuBpy8qlMTCCrPAvNjmPkhbsRGma9D8dOYYfDnXdiX2pg188LGvM2WJBIIXgQJG2DJki5X0lIlwtll8esZ7GObU5DoZLRvp+31edbM4JEILyXJ+mnitCW1F0K3EbrpEpnID+tHJ/wmgJktg42hMd4krAvB62VEu+ss8X89M4RTEYzPUe1nv5J7d59IAjYVu+CdwNg1zxUEe2wHzmSom+/rSFGUvrLL1Rs2YJbPzuU55dBj6lw988Ww+8WoO7ZA122iBh6K2LorWQ+MwtzeQU+8+dfEsZymjQJmbcXeR/MqyGaZ428efNI7NGT3PffbwvsLtAW0LXxjyOVybB1cKyVofunMFTpm+QnM6X9FOb0noO72p2lJ5cyZf0Uhqwewtw9c9lyfgufx33O8J+H8+LuF6kyVTE3Zi6b7tzEh4M+ZMO4DWwYt4HX+75Of9/+HC84zlsH3mLELyP49sS3VJlqfymIosjCYwtZdGwRo0NG82bfN636zjVm3nm6PDalbmJ0tA8Z1UaqbWWXArrKU4WUrk9BFeWK/bCAS+PUXbog0WjQ7qxtXyBzVeF8dyTGgkqKViY02QPsWiEazRgLK1ulIAqAZ6pFAbElGTqDycwPh9IZHO6Or5P11zmxpz/Brra8vf40n2w9h5NabjX4ayyPDrSo+X2xM7nWc8pIF2xjvHCZFFGnEMiV2A/1R1DKKF2bhLGkClNpFaayakzl1ZgqqjEUVJK3OJ7qzApc7o6sU7xnX1IhIz7exaZTuZdKSccvP0Kijwrdsbwa2bH3Niai11YzSy9HopbjND4MQSKgCnfG9b4OGPIryf/yOKby+oM60SxSsjYZqbMSTd+6AwypnQLnCeEY83UUrUzAaEXWvnuAE9F+jny9OwVTHb8/E8InEO0WzXuH3qNIb9n4+uDQB0gECTO6z7A6xlnpzKC7LM/tXr2AH9a+g0+hSODYu+t9bUMmzqJcIyNn1fdUGpuQeQ8ZAmWZsGe+RbUuYR0k74CMI5CXANX1L7LsXVW4+mms9tGVFVSSFJtHh37ejfLwao2E9/JEFOHMwdzrPZU2mkjW2RJEkUv9c1fS5SZ/zCYz8VtrlkQn7Mvmt/nHUGrk3PlcdzwC7f+p6TaIdv8+lO0jkJ74DmRK2PIafNoD91vDQRTJnz8fgOqMDHLfeAO1l4izdxLcsRhu+wBkLWsTAIsfnVlXRVWXORR8vhjd/v14zpldo6dcYmOD2/+eRH/yJOUbN9Z5ruKVKyn88its2rWj6OslJI8afUPbLV0t2gK6Nq4L1rzorjWleTls/PxjPrn/LuI3r2/0OJlExl3hd/Hl8C/ZOXEn7w14j15evdh8fjNPb3+ahccWEu4czufDPufXMb8yPmw8KtllRTYfjQ+3t7udN/u9yV/j/uKnUT8R7RbNvCPzGLNmDH8m/3mpHFMURT45+gmfx33O7e1u57U+rzUpM3cl/Xz6EWgfyLJTy+gd7IyrxoZzUpHq9HKqs7UU/ZCI3FtzaZF7EUEuxzYmhordu60GvsoQRxxHh6BPLKZ0Q4pl3iYRQ0EllacKKd+RQdFPZyhZm9ykwLklGAsrwdywIIpoMlG28S9MFY03cG4JFwM6+7M5SF1dkXk3P9uw5XQueeVV3N2rboEIuVTCcyMiSMrXsj0xnwf6BqFWNH9B7OWgYlxXX344lE5mSc3FviARcBrTDptghzpG10SiluMwzJ+qpFJy3jlI9tsHyX7rANlvHiD7jQPkfnAYU3EVrg90RNWxdu+JwWTm/Y0JTP5qP0q5lF8e68PzIyJY92Q/bovy4qnUbCqBvD8tweeR88WsOJDGIjdXpKXVuEyMqJFZU4Y64fpAB0xFevK/iMdUVndQpz2UgzFXh8OIQIQGsp3KUCccRgShP1NMzrzDFK44TXXmFeXLgsAj/YNJLdSx6ZT1xb5EkPBqn1epMFTw3qH32Je1j81pm3k46mE8besWtxnefSJ5fnZU7tiJYeMWzFIBv9F31TtfmY0S5ehb6JCg55mfH2Jj6kaqTY3IWoYOB7kaNr8Cv0yFHybD0tHw1RBY1As+6gB7FoCh7iAxpIs7OclltbJYcVvTEQSBTkOsZ2hvBJw8bfEIsidhf/Y/dh9s4+qQkViMVC7BM6j2vc3RXU1IV3dO7MigqtKIaBbZtyaJLd+dxjvUkXHPdsOxFW0smrVaKo/FYRuogaoymPwj3PcHqByR75yJc2cFpb/9TmV8PFmP3w9GHd5DFQhTN0H0xKs2j4t9dPmLFlGwaBEOY8bgMHZsreMcRo/CJjSUvPnzEa2UgZdv20bO62+gGTiQoJ9/wn/pdwgKBelTHyFzxgyM+f/dvtUbc+urjRsejbMLpXkt37kszEhHW1KEZ7swFErrstalebkc+HUVJ3dsQZBIUKhUnNm/h+ibbm3y9ewUdowIGsGIoBEYzAbi8uJwVjkT7FB/ydlFBEEg3Dmcz4Z9xr6sfcw7PI/ndj3HslPLmNl9Jrsyd7HkxBLGhY5jbsxcJELz91wkgoS7I+/mzQNvcqIwnpGdvNi5P5v2ZhsKvjmBoJTiem97JIraAaNt/36Ub9pE9blz2ISG1npe09sLQ66Wip2Z6E8VYSzWwxV2DoJCilhtwra3F3LXay83bsizLBobytDlL/iEwsWL0QwahO+ihQjNaPBuChcDOunpJJSdOrWorHj5gTS8HZQMCnev97jh7T3oGejMyaxS7osJbPb1LvK/oaGsOZbJW3+eZuHkri06l22MN1InJWatwbLIFbGU7ImAWcQm1MnqzzC1QMtTq44Rl17CXd19eXlUB2xtLF9fdko5H0/szOpQV1b9cob7z5Swc0cqbx9LZ7JSTUh+NfY3BVgNPJUhjrg+0JGCb0+Q/0U8jqOCEeRSkAoIUuFS8Fa26TyKQHurgaY17Ab4ou7sTsWeTCr2Z1MZX4BNqCN2A/2wCXHg5g4e+Dqp+GpXMrd0tB6ghTiG8EjUIyyKW8T+rP34any5r8N99V5XEAT8b74D16+X4l4ioIzpjcypbt/Ki0Tc+zhJK9YSseksz+ifsQgrBd3GHaF3EOEcYX2QvTc8mwyVJVCttZiNV1dY/q0vs4gfbJoD+xfBgFnQZUqtnf7gLm4c+D2Z5GP5RA2yBG96rYFTe7IJ7eGBxql1CRw1lYjenuxYeYaC9IoGpe7baD1kJpbgFeKAVG79+6HrzQGcO5LHsc1pFGVpST6aT/v+3gyYGIa0lfV76g4fBqMRW2k8+HQH326WJx7ZAXErcVn/OiVxImlTJmKuEvEa7Yd85mpQNXzfaApyT0/kfn5UbN6Col0Ini/Ptfp9KEiluM2YTsb/PUbJzz/jNPFyUFl54iSZM2aijIjA58N5Fu/cnj0J+m0NhV98SeHixVTs3oP7zJk4jr/zmn+/tzbaAro2rgsaJ2cyE1puSbjmvdcoyc1GkEhwCwjCOywSn/BIvMMjATjwy4+c2L4ZQYBOw26h5+3jObJ2Dcc2rsVQpUdu0/wFg1wip7tn92aPj/GOYdXIVaxNXsuCowt4YOMDANwVdhcv9X6pRcHcRUaHjGbB0QV8f/p7Jnd+iVf3pgM2iJVG3B7thNTBui2EZsAAACp27rIa0AE4jgxBEASMJVWoOrggc1Mjc1chd1Nj1hnIef8wVYlFyF2bLsjRVIwXLQvq8aoq27SJwsWLsQkPp2L7dgq/+ALXadOu6byyK7LxNNliPJ+Gauy4Zp8ntUDLrrMFzLgprEG1SkEQ+OyerhRpq6+K2b2Po4r/G9iOjzaf4Z5ehcSEuDT7XIJEQNW+aeMPphTxwDcHkUoEFk7uym1WPB8FQeCu7n6c87SnfFE8BetT0KNnmtQOm3YO2A2uu+zUJtgB14eiKFhygoJv6pbMdryvQ5MCcqm9AocRQdgN9qNifzYVezIp+Oo4Cn87XB/oyEP9gnj1j1PEphXT1d/64umhKEvGLKk0iQWDFzTKxsVz+G2kfrUUxwoR11FjGjVXRWAgDmPHMuyXX4jp+xA/euXx05mfWJGwgkjnSO7vcD+3BlvZAJOrLH+s0Wm8xUh4y+uwbgbsXQCDXoCo8ZYePMDZyxYnTzVJRy8HdKd2Z2GsMtH5puaXCrcW2nX3YNfqsyTuz2kL6G4QKsurKcysoNeYujdp3fzt8It04vC6VBCg753tiB7q1yp1ALT79iPIZagUKdDrpctPSKTQ5R6k7W/Htfpxcn84iF2XABzeXgfS5lUFNYRtnz6U/v47vvPnI1HXvfmqGTQIVbdu5C9ciMPo0UjUagyZmaT/3zSkTo74fv7Zpb47AIlCgdsTj2N/663kvPIKOS+/jCE9Dfdnnrkmr6O10hbQtXE+f0q4AAAgAElEQVRd0Di5oK8ox1BdhVzRPK+5iuIiSnKz6Th4OBpnZ7IST3Fy+2aObbwgJCAISKVSoobeTK/bx2PnYtldD4zuypF1a8g4dYKgLs0PyK4GUomUMe3GMDxwOCtOr8AkmpgaNfWqfTGo5WruDL2TpaeWMqPrDMqdFCTrBXrcGY7C1w6zWeRUdhl7zhWwJ6mQjt72PHtLBHJPT2xCQ6nYvQuXhx60em5BKtRpNC5RyZC5qtCfKUbT99oHdIZ8HVJHG6vZRoCqpCSyn3seZadOBHy/jOyXZpP/8QKUHaPQ9Ot7zeaVo82hW6EDUIoquvn9cysPpiGVCEzo0bhFrovGBhfN1fNwfHRgMD8eTufVP06y9n/9kP1Du9CiKPLGulM4qhX8OC0GH8f6s73tfB0ovjkQu/WpfC63Q2Yjw3lCeI2SYmvYBNjj+Ux3jIWViEYRTGZEk4hoEsFsRuasQuHXvAW5RCnDfpAfdn190B7MpuSPZHTH8rirux8fbTrDV7uSWXR3N6tjFVIF8wfP50juEQb5DWrU9ZQdOyJ1ccFcUYFm6LBGz9PrlZcxZGfBvO+Yu/hzXrrrJf5M+ZMfE3/k+V3PE+UWhZ9dE4OswH7w4AY4uwm2vga/Pgp7P4UH1llUMoGQru4c2XCeyopqFEoZ8VvT8Y1wwtX3xg+AlLZygqJcOXMoh5hxIa0ue9NGbTLPWGxfrPXPXUnPUcGUF52mz7h2BHVqHfYE1tDu24fKxwaJoye0t7LBY6PBafbXSLusQzNkCMI1CuYA3GfNwvWRqch96l8TCIKA+8yZnJ88maKlS3GaPJm0Rx9F1FcRsGQJcnfrVSo2wUH4f/ct2S/NpnDJN9jdMgJVxw7X4qW0StoCujauCxetC7TFxTh6NN7w+EqyzyQAEDXkJrzDLBk5s8lEfloqWWdOoystJWrIcOxda3oY+UR2QCZXkBoXe90DuouoZCoeinrompx7UsQklp5ayg+JPzCi8608sCOZF4vLOfz9efYlF1JywY/LXiljX1IBjw4IwUEtx3ZAf4qXLsOs1dbYDWsMxoICpHZ6qpKrEA1mhDpKV64Wxry6FS5NFRVkPPE/BJUK3wUfI1Eo8Hr1FaoSEsiaOZOgX35u8AumuWRrsxmVLQVBQNmxY7POUWU08ePhdG6K9MDD/vqUoCnlUuaMjGTa97GsOJjGvVehlLMxbE/MJz6jlHfGRjUYzF3EsY8P+r1Z2JZV43xvOFK7xjX0S+0UjT62OQhyCZq+PlQczEF3LB/3GG/u7h3A4h1JpBXq8Hex/vkNdAgk0CGw8deRSHCdNg2zTodU0/jfW0GhwHfBAs7ffQ+ZTz5FwPLvmRQxicF+g7nl51tYfWY1M7pZF2Sp/8QChA2HdsMgfhWsmQaxy6DPE4DFZPzwn6mkxBUgkQpoS6sZfG9k06/TSgmP8SLpaD7pJ4sIbMUL/zYsZCQWI1dKcQ+of0PBM9iBu1/t/Q/NqnkYCwqoSkzErVMZ9HiqTnETQSbDYUzjsvktQaqxbfQ9Sd21C5ohQyj86mu0u/dQfT4N/y+/rLNi6CKCIODx/HNod+0ie/Zsglb/iCBvHfYR15q27aI2rguXvegKmn2OrLMJSGUy3IPaXXpMIpXiERRCl5tH0veuu2sFcwByhQ0+kR1IjT/a7GvfSHhpvBgWMIyfzv7E8I5OmMwir689RVx6CcMiPfhoQjQHXhzKsod6YTCJ/HXK4p2k6d8f0WBAe+BAk64niiKZM2ZSvPITRIOZqpSGLRpagmgWMeZbV7gUzWaynnue6rQ0fD76ELmnZfNAolbj+8kCRJOJjKeexlx1baTFs7XZ+GdUYdOuHVKNpsnjD6cW8eiyIxTrDNzdu24xlH+Cmzt40redC/P+OkORtn7RjDVHM/l8R1KLxCBEUWT+lrP4OKoY27Xx4hiCXILLPe1xuScSZejV7QO5Gqg7u1N9vgxjsZ77+wQilQgs2ZNyVa/hPOUeXB99pMnjpHZ2+H2xGIlGQ/ojj2LIzsbT1pPBfoP59eyvVlV5G41EAp0ngX8MHPoSLli/uPppsHdVkhSbz7FNaTh72+Lfvn7j+RsJ/w7OqOzkJOzPbvjgNq47mYnFeIc63nDeh9bQ7rd8d9t6m6Hb/dd3Ms3AffrTmHU6dIcP4/3G69j2tm6/8nek9vZ4zJ1DVUIChUu+ucazbD3c+J/YNm5I6jIXbwpZiadxD26HrBm7L4HRXSnKTKes4L+hiHRP5D2UV5dzunwbq6fFsHXmQPY8P4QPxkdzRxdfPOyVdPJ1wNdJxbrjloWHumtXJGp1k+WAy9evR3fwIKb8BBBE9GeKr8VLuoSpxJIFlLnXzuAULl5MxZYteDz3LLY9e9Z4ThEYiPe776A/cYLcN9686vPSGrSUVZXiklyEsgnlliazyIYT2YxdtIc7P9/HsfQSnhkeRr9213d3XxAEXh7VgYoqI/P+SrR6jNks8u6GBJ5edYx31iew6pB1r7XGsONMPnHpJTw+uF2TffQUfnaoOrTObIg62rLJpIvLx8NeyehoH1YdSqdE1zg/vGuN3NMTvy++wKzTkf7II5jKypgQMYGSqhI2ptYtJd5oej4CxamWMkwsn6vgzm6knSykMFNL52H+rbIXqblIpRJCe3iQEl+AvolG9m38s1QUV1GSq2uw3PJGQbtnBxKFiLL/aNDUL6bVGrEJDcXjxRfxfP21JmcQ7W+6CbvhwylYuJCqlKu7YdZaaQvo2rgutDSgMxoM5Kacu1Rq2VQCO3UB4Px/JEsX7RZNlGsUy08vp1uAI8FumlqLJkEQuK2TF7vPFlCiq0ZQKFDHxKDduavRmRazVkvuu+9h0z4SiUYFYiH6M0UND2wBhnyLIMrfM3QVO3eSv+AT7EeNwmnKFKtj7YYOxeWRRyhZvZqSn3++qvPKrsjGsxjkFfpG+c9VVptYtv88Q+dtZ9r3sRRUVPPamA7sfX4ITwwJbRWL3DAPO+6NCWDFwTROZNbMvOoNJp5adYzPticxqac//UNdmfv7yVrHNQZRFPn4Qnbuzm43rnS9NWTOShT+dlReMNR+uH8QlQYTyw+kNTDyn0MZHobvp59QlXqejCf+Rw/nLgTaB7IqYVXLTx45Cuy84eDiSw+FdLUsNtX2CsJ6eLT8Gq2MiN5emI0i547U9txro/WQeWHz8e+G4jcioiii3bkdW3c9Qsy1Ff+6ljjfczdO48c3a6znnNkISiU5c+Y2aFT+b6AtoGvjumCjtkVmY9NsL7q8lCRMBgPeYXVIajeAi18AGidnUuNimzX+RkMQBO6JvIfUslR2Z+6u87iRUd4YzSJ/nbRYSmj698OQmUl1I3e4Cj77DGNuLp5z5mDbJ4bqlIMY8yottgbXiMsKl5cDuuq0NDKfmYVNRARer71abzDk9tSTqGN6k/Pqa1SerFvl0BqV8fEYi61nILO12YRmWQJhVXR0veepNpoZv3gvc9acwEGtYNHdXdn2zCDujQlskY/cteDpYWE4qRW8+sfJS4F+sbaaKV8f4I+4LJ4fEcFbd3Rk/oTOOKsVPLY8ltLKpmUmdp0t4GhaCf83KKTJ2bkbAXW0G4YcLYZcLZFe9vQPdeXbvalUGU3Xe2qXsO3dG++33kR38CC5c+cyMWIi8QXxnCxs2u9ILaRy6P4gJG2F/DMAeATa4x3qSM9RQXVKxd/IuPppcPa2JbGt7LJVk5FYjI2tDFefppfHtzYMqakYC8tRR3iBd5frPZ3rgszNDY/nnkV3+DAlP66+3tO55vz77pxt3BAIgoDGyZnyouZlb7LPWgRRvEObF9AJgkBAp66kHT+G2dx6FlHXkpsCb8Jd7c6yU8vqPKbj/7N31tFRXV8bfu5Ykom7KyTBonhCaLHiUNy90EJLoT8qX0uFKnXBnUKLlQLFKVbciZGQEIgrcdeR748poWlCiAApbZ61shade++5Z24nk7PP3vt9bQ1wNJVz4M+yS72AAACK6lB2WRYTQ9amzRgOG4bcxwe9bgFURF8CeKxll4r0EkS6UsS690tvs9ZvQK1QYLd0CSKd2sU0BLEY22++QWxiQuo7C+ucjSxPSCBu7DgSX3oJtbL6Zyi1KJWWKWrQ0UarZcsaRrjP0pO3CUvO54ex3vw2x48BHtYPtSdoKgx1pLzZ152rcTnsC0khPquIESsvEJKYx9JxPrz0jMbOwlRPi+UTfEjJLeH1nSF1fq73snPWhtqM6vDvys7dQ8fTHAQo/jNLNzPAhYyCMvYGpTTxzKpiOHgwJtOmkbd3HwMMuqIj0Xk0Wbr2U0EsgytrAI2dxbAFvrQNaLw4UbmynLkn5tJpSycCtgfQa2cvBuwewLC9wxh7YCxzT8wlLi+uTmMVVRTxxuk3GH9wfKP6BwVBwL2LFWkx+eTeLW7wOM08PtRqNUmR2di6GT9UFfdpoGi/pndMd8jUpp1IE2M4fDjyLl1I//prKu423vv4n0xzQNdMk6FnYtrgksuUqEgMzC0qSzcbgpOXD6VFhdyNvtPgMZ4mpCIp41qN41LqJc4m1VxGKQgCAz2sOX8nk5yicqS2tshatKDwTO0BnVqt5u4nnyLS1sbi9QUA6HbzR1WYhiCpoPRWwwM6ZX4ZufuiUT6g/6Qivbha/1xJYCDy9u2R2dUtIJCYmGA+fx5lt25ReOpUna7J2rAB1GpKQ0LJ3li98TqtKA23FNDx8KhVCjokMZcVp6IZ4WvHUG/bf0Rp5cMY1cEeD1tDPjkYwfAVF8guLmfLzM4M9rKpcl57RxPeHtCaYzfvsvZsTJ3GPn8ni+vxOcx5tgVakscnod2UiPVlaLU0ojgkA7VaTYCrGe1sDfjueBRFZYqmnl4VDAYNBEC4GspAl4Ecij1EXlkjhY70zKHdCI35eGn+I5ilBrVazaILiziVdIoBzgPo69QXfxt/PMw8cDJwwljbmKCMIMYeHMux+GO1jhWfH8+EgxM4Gn+UG5k3WBO6plFzc+9khSDArctpjRqnmcdDfmYphdll/57+uZNHkOiCrOe0pp5KkyIIAtYffYhaoSDtw48aJdT1T6c5oGumydAzNqWogSWXKVERWDcwO3cPBw9vEIT/TNklwCi3UVjKLZlzYg4TD0/kRPwJlH/LUA70tEapUvN7+J9ql926UXz16gNLCwEKjh6j6MIFzF99FYmpJsiWWlqi5eqKMj+asuhc1IqG1bAXh2RSeCGFzI1hqP622FWr1Sgyiqv0zynz8ym7cwcdH+963cdw4ECkNjZkrV7z0C99RUYGebv3YDRyJPp9epPxwxLKbt+ucs7d3CQc09XIaym3LK1QsmBnCOZ6Wrw/uE295tuUiEUCi4a0IaOgDF0tCbtn+9HRqWZlwun+TvRvZ8UXR25xNa72jLwmOxeFlYE2o+voufe0IvcyR5ldSnliAYIg8OGQtqTmlbL05D9rg0m7dWvEJiYUnb/AGPcxlCnL2Htnb+MH7jQLygsheGvjx/qTVaGr2B+zn5e9X2aR3yLe7fIuH/l/xBfdv+C7Ht+xsvdKdg7aiYuhC/879T++vPolFarqG0Vnk84y7sA4skqzWNNnDUNaDGHDjQ3czrldw13rhq6RFvatTYi8lIpK9e9dVD6tJN/6F/XPpd2kOCYPXS9XhAdYFfyXkDk4YD53LoUnT1Jw+HBTT+ex0RzQNdNk6JmYUpiTXe8dk/zMDAqzsxosiHIPuYEhls4t/zP2BQCGWobsH7afdzq/Q3ZJNvNPzef5vc+zM2pnZUlRG2sDnM10K9UuDQb0R61QEDNgIDk7d1ZrLlYVF3P388/RcnfHeNzYKsd0AwIou3kGdZmS8oSG7cSXJ+YjaImpSCkka9NN1BX3A1BVUQWqYkWV/rmSkFBQq5H71K9vQJBKMZkxnZLgYIqvXq313OzNP6FWKDB9YQZWixYh0tMj5f/eRl1xf3GovhWNRFl7/9x3x6K4k17IFyM9MdR5urxy2juasGu2H/te8cfF/ME9J4Ig8MVIT+yNdXh5SyAZBQ8uXbsYk8XVuBxm/4uzc/fQaWcGEoGSEE3ZZXtHE0b42rH+XAzRGYVNPLv7CCIRun5+FF24gLuRG97m3uy4tQOVupEiA7a+YNdRU3b5CAQLDsYcZEXwCoa0GMKLni8+8DxrPWs29dvE+Fbj+enmT0w/Mp27RZpSLLVazbob63j5xMvY6NmwfdB2Olt35vUOr6Mv0+fDix826n236WZDYXYZEef/WaW1zWj65+QGMoytavaDfJoo/e1blOUidPuPffjJ/xFMpkxGu21bkv+3gJjBg7m7+HMKz55FVVLS1FN7ZDQHdM00GfompigrKigpqN9CPyUqAqDBgih/xcnLl9TbkZQVFzV6rKcFHYkO41qNY/+w/Xz1zFfIpXI+uvgRfX/ty4GYA5Vllxeis8gqLEPHywvnXb8ic3Ym7b33iRszlpLQ0MrxMtesQZGaqlGUklQV8NDr5o8iLaxR9gXliQVouxljMtqdstg8srZGolZqFlX3BFH+mqErCQoCkQhtj7pbBdzDaMQIxKamZK1Z+8BzlAUF5Gzbhn7f55A5OiIxNcXqg/cpDQ8na/36yvP0bmsCYu0HKFxej89mzdkYxnVy4Bm36n6JTwPtHY0xkj98B9hAW8qKCe3JK6lg3vYgknNLatzI+eH4bSz0tRjzL8/OAYi0JWi7m1AcmoH6z4zN//VvhbZUzKJ94f+o0iBdf3+UWVmU3brF2FZjSShI4FLKpQeeX1RRRExuDCmFKWSXZlNcUVxzINTpRciOhugTjZpf4N1A3jv/Hh0sO/BB1w8eWrYsFUt5u/PbfNX9K6Jyohh9YDSnEk/x+unX+SHwB/o59eOnAT9hq6fp6TPWNuaNjm8QkhHCzlsNF1dw8THHuqUhl36LabYw+AehVqtJupWDrbvxU1HyXiuFGRSfOQ6A7rN9nvjt1Wo1y4KWEZoR+vCTnyCCRIL92jVYvPEGEnMLcrZtI3HmLKI6dSZ+6jQy166lIuXp3mhpDuiaaTIaal2QGhWJRKaFuaNzo+fg5OmDWqUiISyk0WM9bUhEEvo59WP7wO2sf2495nJzFl9ejFKlrCy7PPJn2aV269Y4bvkZm6++RJGWRtzoMaQsXEhxYBDZ6zdgMGQw8g4dqt1Dp317BKkAQl6D+uiUheUoc8qQ2esj97bAaGgLSiOyyd4ZhVqlpiJds7sm+WtAFxyElrs7Yj3dauOVKEr49tq3JOTXLBEv0tbGZMoUis6doySsZjW/nO3bURUWYvrCC5WvGfTrh8GA/mQsX0FpZCRKlRKr2DxKTPWQWlT3/ykpV/L6zlBsjXRYOLBxmeanhTY2Bnz8fDsuRGfh//lJui4+yctbA9lwLpbQpFzO38nkcmw2Lz3TAm3pvzs7dw+5lzmqggrKYnIBMNfX4n993Dh7O5MjYf+cXitdfz8ACs+do49jH0y0Tdh+a3u189RqNfuj99NvVz+G7h1K3119eWbHM3Te2hmvzV60/6k9z//2PGlFf763NkNBzxIur642Vl1JyE9g3h/zsNWz5fse3yMT173ErJ9zP7YN2oaJtglzT87leMJxFrRfwBfdv0BHUrUvd5DLILpYd+H7wO8rM3r1RRAEnhnnTlmJgkt769ZT2szjJz2ugJL8cuxbP/3llpz7jqIUEVoujkjMn/xG4dHYk6wOXc0HZ5Y88Xs/DImJCaYzpuOwYT1uVy5jv24dxhMnoszOJuObbylP+OdYxzSEf5YedjP/KSoDupwsLJxc6nxdSlQEVi1cEUsa//G1dmuFTEeHuJBAXDv5NXq8pxFBEOhk3YkZHjN44/QbhGaG4m3ljYu5LgdDU5nQ2bHyPMPBg9Hr0ZPMlSvI3rSZvF27EenqYvH66zWOLdLSQt6pI4qkQFAZocwvR2xQ9wVXeWIBoDGKBtDrYoOqVEn+kThytcQIYhGCTIzYUDOmWqmkJDgEw+drNiHdc3sPG8M3cin1ElsGbEEqrl7maDxuLFlr1pC1di12P3xf5ZiqtJTsTZvR9fdHp23bKscs33uPostXSHn7HXQ2/kCLFBXlbR1qnMcXRyKJzSxi68zO6Gn9d76GR3ewx9POkMsx2VyLzyEwPoeDofel3M31tRjfueZn9m9Ep7UJgkxMcXAG2i01i8lJXRzZcTWRjw/c5Bl383+EbYXUwgItNzeKzl/AbOZMhrsOZ0PYBlILU7HWswYguTCZjy9+zPmU83iae/Km+5soVApKlaWUKjQ/xYpitkRsYVXIKhb5LQKJTGNhcGoxZEWDaYt6zSuvLI+XT7wMwPJeyzHUMgS1GsqLoPAu5CdDXjLkJ0F+iubfggD9vwRjzfeai6ELWwZsYd2NdXSy7kQX6y413ksQBN7v8j7D9g3j8yuf812P7xr0LE1t9fB41pbQP5Jo42+NhaNBg8Zp5tFx80IKEqkIF5+nz3y7Cvkp5O/aTFG6ASZTez3x26vUKhZf0vxe3Mm/Tk5JIcY6/0wLCJG2Nnrd/NHr5g9Axd10JMZGTTyrxtGcoWumydAzrn+GrqK8jPS4mEdSbgkglkiwb+tFXEjQP6rEqSnws/FDLIg5m3QWQRAY5GHNpZisaj1PYj1dLN94A5d9ezEY0B+rRR9Uy0LlleURnqnJcOl1C6Dslsb7rr5ll+WJBSAC6V98gQyetUf/WTuKLqdRdDUNiYVOZZlM2e3bqIqL0amhf06pUrL55mYs5BZEZEewNHhpjfcU6+tjPGECBUePUhZTdRc977ffUGZmYjpzJgBX064Snqkpj5MYG2P94SLKIiLIWvwlFnkg8agudHIhOpMfL8Qx1c8JvxZm9Xoe/wZaWRkwxc+JpeN8OP9/Pbn4dk+WjfdhRjdnvhzp+Z/JzgEIUjE6bU0pCcusFA2SiEV8NLQdKXmlLP/j0QqkhCXnMWLlBW6m1L+fVdffn5Lr11EVFzPKTWP0uzNqp+b3Knwzw/YOIyg9iLc7vc3mfpsZ3GIww1yHMa7VOKa1m8Zs79ks6LCAMe5j2HNnDzF5f/5utZ8GIilceXCZc01U5CUy/9eBJOfH8UOBGocfn4cvXeBjM1hsC0t9YdNg+O0lOPkJhP8GBSkQfxE29IW7NyvHkkvlvOr76gODuXvYG9gz22s2xxOOcyKh4WWinQa7oKMv48z2qMpy22aahooyJbev3qVFewu0dJp+86Qx5C9/neRzeui0bY3ZnDlP/P6/3T5IVkU8smI/ECn45ty+Jz6HhiK1tECQPd0CMs0BXTNNhq6xZke6sB5edHejb6NSKrFupCDKX3Hy9CE/4y65aU93/XRjMZAZ4G3hzZmkMwAM9LRBpaay7PLvaLm4YPvttxgOHlzt2NrQtUw4NIGUwhSNfUFeEoJESWlU/XwHyxMLkFrqIpJVXeQb9HVCt7MV6goVUvO/9c9BjQHdiYQTJBcm806ndxjpNpIfw37kalrN4icmkychyGRkrbvfE6dWKMhavwFtT0/knTsRlxfHC0dfYOzBsQzYPYAfAn8gxdceg8GDEe/V9DAY+FQtQy0uV/Dmr6E4mcp5s597vZ7FvxVrQx0Gedrw3qA29HB/ynfIG4Dc2xx1qbJKSXInZxOG+9iy9kwssZmPrr/3y99vcT0+hykbr5CQVT8/NN1u/qgrKii+ehUbPRu623Vn1+1dTDw0ka+ufUVHq47sfX4v41uPRyx6cFA+03Mm2mJtlgUt07ygbwltn4egn6GsoG6TuRvOV9v6c02Rx8cKfXy1zcHaS1PC6TcXen8IQ1fA5L3wynV4JxXeioWXzsGM3zVjbOwPCZfr9QwAJredjJuxG59d/ozC8oaJ12jpSPAb3oK7sflEXKzdbDzldg6xfwrnNPPoiQ5Mp6JUSRt/m4ef/A8mf89WkjcHouNgjP3GTTW2HDxOKlQVfHN1KcpSK9YM+ASRWpdD0UdRKBsveNRM3WgO6JppMsQSKXJDIwrrYV2QEnXPUPzRLYadvHwB/lP2BQ+iu113buXc0nioWerR0kKPg6H1D3RDMkJQqpVsidiCzMkJqZ0dquIESm/n1nlHWq1SU55YUFlu+VcEQcBoaEsMnnNEt6t15evFQUGIzc2Q2lY1KFar1WwK34S9vj3P2j/LGx3ewMHAgXfOvVOjp5bE1BSjUaPI27evslE6//ffqUhMxHTmCwiCwJrQNchEMhZ2XoiDgQMbwzYycv9IXvMJo8BAilIAKx//KuMeCEklKaeEz4Z5/CNK6ZpperRaGiHSlVAckl7l9f8b0AotieiRCaSEJOZyJiqDsR3tqVCqmLj+MukFpXW+Xt6+PYKWFoXnzwMw1n0s2aXZpBSl8FX3r1jWcxlWulYPHcdE24SpbadyLP4YNzJuaF7s9CKUF8DRdx8e1N05zoGtg9mmIzDZoR8DZ1yASXtg1EYY9B30XgTd5oPPBHB5FsxaguwvyoUWrWH67yA3hc1D4XbtfnR/RyqSsqjrIjKKM1gStITC8kJCM0LZc3sP3177lldOvMLA3QP59tq3tY7j3tkK6xaGXNwTXaNAilKp4uKeO+z5Jogja8Mozi+v1zybqRs3z6dgZCnHuqVhU0+lwRQcP07ywk/QMVVgv3EzYr0nX+a44+Ye8hWptNYeTXtHc9qbdaNcFs7ekMffl1ZcriA8JY8DoSksO3mbN38NYduVBErKlQ+/+F9Ec0DXTJOiZ1w/c/HU25EYWVkjN3x0tc5GVtYYWlr9p+wLHkR32+4AnEs+V6l2eTk2u14LvwpVBRHZEYgEEbtu76KwohDdbv6URZxBXaKgPKluu/CKrBLUpcoaAzoAQSRg0NMBLYf7PSglwSHIvX2qKZUFZwQTmhnK5DaTEYvEyKVyPg/4nMziTD699GmNC2bT6RpD1qyNP6JWq8lauw6ZszP6vXoRlxfHwdiDjHEfw9hWY1ndZzUnR5/kvS7voW9qzeJhKrYPMcTAsLzUlv4AACAASURBVGpJ5Y5ribQw16VrC9M6PYNm/v0IYhE6HuaURmRX8Vm00Ndmfh83TkdlcPRmw0Q4/sryP+5goC1h4cDWbJzakczCMqZsuEpeSd3UFkXa2sg7dqTo/AVAU6K9vNdy9g7dSz/nfvVSB5zcdjIm2iZ8H/i95nfProOml+76j7C0PQT+BKoaFmNX1xP1y3g+NNalvWk75j/zWZ3vWQVjR01QZ+YK28ZC6AOUK5UKSA2BnLgqL3uYezC+9Xi2RW6j67auTDg0gfcvvM/PET+TUpSCXCpn081N98tKa0AQBLqPc6OsqIIr+6qel59Zwp6vAwn8PYEWvuaoFGoiLvy3K0geB7l3i0m9k0drP+unVt2y4MQJkubNR8e4DPvXhyG2cX3icyhTlrE0aAXKEns+7jMagIkeAxHEpSy9cOSxtLPcSMpj4rrLdPnsBG3e/52BS87xytYgvj4axdGbd3l79w26fn6CL49Ekpr377EmqI3mgK6ZJkXPxKTOAZ1arSYlKhKbRhqK14STpy+J4TdQKv7bUtItjFpgrWv9l7JLa9Rq6qW4dyfnDmXKMia3mUxRRRG7b+9GLyCAiqRggDqrXZYnVBVEeRiKzEwqEhLQ8a5uKL4pfBOGWoYMbXlfLKWdWTtme8/mcNxhDsYerHaN1MYGw8GDyd25k/x9+yiLjMT0hRcQRCLW3liLTCRjarupleebaJsw2n006/uuZ+38U7z83p4q491JL+B6fA5jOto/tYuHZh4Pcm9z1BUqSm5WLUme0tURd0t93tgZwvztQfx0KZ6bKfko69l3dSutgKM37zLN3xl9bSk+DsasmtieO+kFzNx0jdKKuu1k6/r7Ux4dTUVqqiYgseuOkXb9N9d0pbrM8pzFlbQrXEy5qBEqGfQdvHACjBxg3yuw5hmIPau5QKWC3xdScGgBr9naoa9jxte9liIVNcK7Uc8cph4Eh66w+wWN0mZBGkTsh2Pvw8YB8Lk9rO4OyzpVK8981edVpradyjzfeSzpsYQDww5wZcIVdg/Zzeo+q9EWa7M8aHmtUzCz06fdM3aEnUkm408BqNvX7rLjkyvkpBXTd2Y7+s3ywNbNiPCzKc2G5I+Ym+dTEEQC7l0enln+J1Jw8iRJ819D20YH+97FiHu/2STz2Bi6jWJVFr76E2hjo8l0+tv5IRVpk6q4xqlbtZcMK1VqzkRl1Pl7KDG7mGk/XiHqbgH+Lc14o687y8f7cujVAG5+1Jeg9/qwY1YXOjubsPJ0NAFf/MHcbUEEJTTMOulpoTmga6ZJ0TOpe4YuL/0uxXm52Lg/epl3Ry8fKkpLKks6/6vcW6RdSr1EubIcN0t93Cz1OBBae5/HX7mRqSmj0intRgfLDpqyy47tQV2GICmsszBKeWIBgkxcxZKgNkqCNQHj3/vn4vPjOZlwkjHuY6pJkc9oNwMfCx8+vfQpyYXJ1cY0nfkC6rIyUha+i8TKCsPBg0jIT+BgzEFGu4/GTKdmURMzHbNK9b97/HItCYlIYLivXZ3eTzP/HWQOBoiNtSi6UnXjRCIWsXS8D/4tzTgfncV7v4UxYMlZvD88yqT1l1ly4nadMmzL/7iDrkzMNH+nyte6u5nz7WhvrsZn88rWwDr1utyzLyj6s+yyMYxyG6WxGgj8/r5HnV0HmHEMRqyH4hzYNAi2T4AdE1FdXMZCt/akCGq+fvabB/7u1QttA5jwK7QaBIffhG/cYcdEuLgCFKXgOxmGrQFDW9g+vkqmTi6Vs6DDAl7weIEeDj1wNHBEItKUUZtomzCpzSSOxh/lZtbNB9xcQ+chzmjrSTmz7RZ//BzJ0XXhGFvrMmZhR1q21/SUtu1uS0FWKQnh9bP4aebBKJUqIi+l4eRhiq6hVlNPp96UhIWTNG8+2i2dcOh4B3HAi5pNiidMcUUx626sRVnUgg+fu79hqiXW4hm77mgZRLDi1O0HXq9Wq/lwfziTN1xh+o9XKfpLlUJN5JVUMO3Hq1Qo1Wyb1YVvRnvxco+WDPS0po2NAXKZBEEQ6OxiyupJHTjzRg+m+jlxKjKdYSsuMHzFeY7dvPuv3BxpDuiaaVL0jE0pKchHUfHwRck9Q3Hrx5Chc2jrhUgsfur66I6vW0Ho8SOPdMwA2wBKFCVcu3sNgIEeNlyNy+ZaXN0ETX6/cwW1QpcvD2TwnN1oUotS+SPrEnIfHyrSblCRVICyDqa65YkFyOz0EER1y2YVBwUhSKVot62qLPnTzZ+QiCSMazWu2jVikZjPun2GGjXvnH0H5d/KvLRcXNDv0wcUCkynTUWQyVgduhqJSMK0dtPqNC+ACqWK3YFJ9GptgZne07d4aObxIogE9LrYUB6bR3lKVaENN0t9Vk5sz5V3enHmjR58N8aLId42ZBSU8d3xKF786RoVtQRjsZlFHAhNYWIXx2om8IO9bPhoSFuOR6Tz1q4b1RY5arUahVJV+bqWqysSC4vKPrrGIBPLeNn7ZSKyIzgad/T+AUEAj5Ew9xr0fBei/4Bbh9jQcRR/lKezoMMCfC19G33/SqTaMGoT9Psc+n6mCSjfToKZJ6H/F+A1Bsb/AioFbBkNJbl1GnZK2ykYyAxYGlSzmu49tORSug5rQVpMPjfPp+Dbz5Fhr/tiYHZ/88nF2xwdAxnhZ6pvOjXTMOJvZFGSX07rJymGUpIDSdceyVD5hw4B4DBEF7G+Hvi9+tBronKi2BW165GWQK4K2kSZOh8/k0m0MK/au9fHsRdqcT7X74Y8cP2w5MQdNl+M5xk3cy7FZDF5wxXyS2teH1QoVczZcp34rCJWTWxf7X41YW8i591Bbbj4Ti8WDW5DekEZMzdfo98PZ9gdmFTrd+fTRnNA10yTcs+LrqgOwigpUZFItXUwc3B85PPQksuxdm1F+KnjhJ74nYrysodf1MRkpyQTcuwQp35aT1Huoysl6GTdCZlIxtkkTbnT2E722BvLGbf2Elsv197g/Ov1JC4lB6OjdkIQBFJTnHE0cGRT+CZNH134KVBD6a3ag0N1hZKK1CJkDnUrtwQoCQpGu21bRFr3A6bc0lz23tnL4BaDH7ijb6dvx8LOCwlMD2R1aHWDY/PX5mM4fDhGo0bVKTtXEyci0sksLGdMR/s6X9PMfwvdjpYIUhGF52vulRIEAQdTOcN87Ph0mAdH5nfnm1FeXIrJ5uMDD84CrTx1B6lYxIwA5xqPT+rqxPzeruwKTKLdot9p9d5h3BYexuXtgzi/fYiWCw/T85tTVChVCIKArr8/xRcuolY2XnBggPMAXI1dWRq0lArV3xZxUh3o/ga8GsTFUStYmnWV/k79mdB6QqPvWw2xBLrMhq4vg30nTZD3V8xcYczPkB0NO6eC8uEbUvoyfWZ4zOBc8jmu371e67mtuljTabAzQ+Z50/X5FojFVZdmYomItt1siAvLIj/zv9EP9LiJuJCK3FCGY1uTJ3NDlQq2jYd1vSB4W6OHK7pwAXlbV8TxhzSfW3nt76OgvIBXTrzCoouL2BS+qdH3B4090U8RP6IsbMMHz/WvdjzALgCJSIKecQQrT0VXO/7zpXi+Ox7FcF9bNk7tyNJxvoQk5jJh7WVyiqqKAKnVat7dE8b5O1ksHu5Z7z50PS0JU/2dOfX6s3w3xguA//0SQo+vT7H5Ylydyz3/yTQHdM00KZXm4nWwLkiJisC6pRuiWiSxG0P3CdOQGxlzbM1S1syZxrntP9VLsAVApVQSFxLI76t+YOcn71KQlflY5goQcfYkgiBCUV7Gpd07Htm4OhIdOlp35GyyJqCzNNBm3yv++LUw4509N/i/XaE1fvmtORPN67uuIJKlM9EngK4upuwPTWNi64mEZYWR2MYcVU4cgpaS4uDaa+rLU4pApUZmV7eATlVeTmlYWLVyyx23dlCqLGVym8m1Xj/IZRBDWgxhZchKVoesrrKDqeXsjM1nnyKSy1kTugaJSML0dtPrNK/KeVxNwNJAi+6uT74kppmnA5Fciry9JcUh6SgL66ZoONzXjlndXdh8Mb7GzZbk3BJ2ByYztqM9FvraNYygYV4vVz4b5sG4Tg5M7urEjABn5jzbknm9XBnf2YG4rGL+iNSocOr6+6PMy6M0PLxhb/QviEVi5vnMI6EggT2391Q7rlQpCSvL4K0bq3AxdGGR36I69Z+qKyoeScBZBecAGPwDxPwBh97QGJg/hHGtxmGmY8aSwCW1ZkUEkUDHgc7Yt3rworxNNxsEIPxcszhKYynKLSM+LItWXawRiZ/QMvjyKki4AMbOsHeOplezgSgyMymLjETXOAt0jDWbEQ/hq6tfcbf4Lh0sO/DN9W84Fl8/ddeaWHJtLRXqEnpZTcbepHprhL5Mn87WndE3ieRE5F0i0+77Xx6+kcp7e8Po2cqCL0Z4IhIJDPS0ZvWk9ty6W8DYNZeqeOCuPB3NjmuJzO3ZkpHtH9y2oFApiM2Lrb5B9CcSsYhhPnYcmdeddZM7YKGvxft7w+n2xUku3Hl867UnQXNA10yTUhnQPSRDV15aQmZ83GPpn7uHjVsrJn3+A6M/WIxdqzZc/u0X1r4ynUNLvyYlKoLSwkLUqurpeZVKSUJYKMfWLmPVi5PY9dn7RF06R2pUJNs/eJOcx+Bvp1apuHn2FA4eXnj26kfo8cOP9D7dbbsTnx9PfH48AEZyGRumduTlHi3YfjWRMWsuVSpHqdVqFh+O4LNDkfi3LgFBja+lJ0O8bIjNLKKFzrMYahmyqfw0YlMT1CV3KLudgzL/wVnQ8j8FAuqaoSu7eRN1eTk6PvcFUcqUZWyN3EqAbQAtjFrUer0gCHzo9yFDWgxhWfAyvgv8rtoCLDE/kQMxBxjlNqpe2bm0vFJOR2Uwsr0dkie1eGjmqUTPzwYUaoou112E6K1+rXjGzZz394ZxOabq9+ia05pd8VnPPPzzP76zA+8NasM7A1rzVr9WvN7Xndf6uPHRkLaY62vxy7Uk4M8+OkF4JH10oLFK8bXwZWXIShLyEzgef5xvr3/LtCPT6LqtK+MOjqNCVcF3z36HXPrwftqiS5eJ7tuP6P4DKLp85ZHMsRKfidDtf3B9I1ysXfAENJtjL3q+SGB6IOdTGve89E20cfQwI+J8CkrFv6dMrCmIvJSKWqWmtZ/1w09+FGTehhMfglt/jReijS/8Ol1TTtwAii5eAkBXEqYptdSu3XLhdOJp9tzZw4x2M1jZeyVe5l68ffZtQjNCG3R/gMySTHbd2Y6q0IuFvXs98LxeDr3IV6Yh18tg9WmNmuuF6EzmbQ/G18GY5eN9SSyMY8rhKVxNu0qv1pZsnNqRhOxixqy+SGpeCQdCU/jyyC2GeNnwvz5uVcYvVZRyNe0qq0JW8eKxF/Hf5s+Q34Yw9fBUskoevK4UiQR6t7Fk12w/ts/qgqedES0snrzdw6Ok2QipmSblfoau9oAu7c5t1GrVY1G4/CuCIGDfxgP7Nh7k3k0j6Mh+wv44SsS5U5rjIhHaunpo6xugo6ePlq4u6bHRFOXmINHSooVvJ9z9AnD27kBmYjy7Fn/Ajg/eYuTCjzFzcHpk80yOvEl+xl38x0zE0cObm2dOcn77Twya/9YjGT/ALoDFVxZzNuksjm00Ja5ikcAbfVvhYWvEgl+CGbz0HEvG+rAnKJmd15OY0NkB55ZphAZqFCQ9TfR4b28YR25kM9ptNOturGNOp+6UXNuHTqc3KA5KR/+ZmksQyxMLEBvKEBvUrd+sOOhPQZS/KFweiD5Admk2U9pOqdMYEpGEj/0/Rkeiw8awjRRXFPNO53cQCZogbO2NtQ3Kzv16PRGVGkZ3aC63bKZ2pBZytNyMKbyUgv4zdgiSh28AiEUCS8b5MGz5eWZvCWTfK/7YGctJLyhl29VERvjaYWuk89BxHoRELGK4ry3rzsaSUVCGubEx2m3aUHj+PGazH54ZeBiCIDC//XwmH57MwD0DNfcUSWhl3IrnWz6Ph5kHna07YyGv3XReVVJC+rffkfPTT0gdHUANCVOmYDR6NBZvvI5Yv+7l23+lQqmitEKJvvafipo939OUXh59F0xcwK2vRiwlIxLSIzQ/GbfAvT/0XMgI1xH8GP4jSwKX4G/j3yiF23bP2BIXmklMUAauHS0bPM5/GbVaTcT5VGxcjTCyrJvgVqNQKeG32SDRhsHfg5YeTNgJP/4p+DN5L9h3rNeQRcf2IpKp0HZvCZ1frPXc3NJcFl1chJuxGy95vYRMLGNJzyVMODiBuSfnsnXgVqzkNmQXlWOmJ6vT5zOrOIcJB2aiUCkYbD8VK8MHZ/972Pfg44sf4+mWyL5gS/q2teL1nSE4mclZP6UDaqGM//3xP6Lzonnt1GtsHbAV/5YObJ7RiekbrzJy5UUyCsvo4GjMlyM9K+cXnB7MN9e+ISwrDIVKgYCAq7Erg1sMxlrXmlUhq5hwaAIre6/E2bDmcnPQfP90cTGli8vTbyXUHNA106Ro6+ohkcooeEhA9zgFUR6EkaUVPabMxG/UBGICr1CUm0NpYSGlhfmUFBRQWphPYU42Nm6tcfcLwMWnI1Lt+19sVi1cGbvoc3795F12fPg2w99ehHXLR2OIfvPsSaRa2rh27IpUW5v2g4Zxadc2OgwahlVLt4cP8BDs9e1xNnTmTNIZJraZWOVYv3ZWtLTwZ9ZP1xm/TiPlPa+XK/N7u7Lg9Ebs9Oww1jYG4Fl3C/aHpLDv2bH8GP4jlxxK6Xj4NhIzMUXX09HrblfjH5AHGYo/iJKgIKR2dkgtNIs+lVrF5pubaW3Smk5Wneo8jkgQsbDzQuRSORvDNlKiKOFDvw9JLUplX/Q+xrYai7lcUzZZoVQxcd1lurYwZX7vmp+5SqXml2tJdHExwdFUt87zaOa/i76/DZkbwym+kYmuT+1BzD0MdaSsndKB55efZ+bm6+ya3ZX1Z2NRKFXMfrb27FxdGNXentWnY/gtKJmZ3V3Q9fcna8MGlIWFj8TE2MfCh/e7vk+ZogwPcw9ambRCS1x38aCSkBBS3vo/yuPi0B0zji8dehGWks+I0EP03LmT+INHOdBrMvHuvpjqypjq74y3fe12C2q1muMR6Xx84Cb5pRXsmNUVdyt9EIng+VWQmwg7p4AgBsVf+toM7UEqh7NfQ5uhSK3aMcd7DgvPLeR4wnH6OPZp6GPCobUJBmbahJ1J/kcEdGq1+qmzYEm5nUteRgkdBzo9mRteWApJVzXKrfp/2iPITWDSHtjQF7aMgKmHwKpdnYZTpwRTdO4MuvYShCl7QVb735VPL39Kblkuq3qvQqEUcSQshcTsYlqo5nGu5AMG7JhKUexLKBTaOJjIGeBhzUAPa9rZGlT7f5uWV8qmy+FsjX8XpSQV/bwXeGNUt1rvb6ZjhreFN/llIYiEDrz083VsjXTYNL0ThjpSFp5bRExeDO93fZ8fAn/glZOvsGXAFjo6mbBlZmcmb7iCtaE2qye1R1uqabcJTg/mxWMvYqRlxJQ2U/C19MXL3AtDrfuZyo5WHZl7ci4TD01kSc8ltLdsX6fn+zTTHNA106QIglAn64LU25GY2Nqj/QgWD/VFSy6ndbdnG3StqZ0DYz/6kp2fvMvOj99l2JvvYd/Ws1HzqSgv49bFc7h29qsMIDsMGkbIsUOc2fojo9779JH8ke1u252tkVspriiuVurU0kKf3172Z/GhSLzsDBnbyQHQWBb4mN/vYxvqbcOxm3eJSRMxwHkAm0qO0BEQhGQq0q2oSC6s1ienLCxHmV2KrHPdvIHUajXFQYHodula+dq55HPE5MWwOGBxvZ+FIAi85vsauhJdlgUvo0RRgo5EB7EgrpKdO3Qjlcux2VyOzUYmETHn2ZbVxroUm0VCdjGv9XnyZq/NPJ1ouRojMdeh8Hwycm/zOn9+W5jrsWScDzN+vMrcrUFcislisJcNTmaN30hoaaGHr4MRv1xL5IUAZ3S7+ZO1Zg3Fly+j3+vB5Vb1YZTbqHpfoy4vJ2PFCrLWrEViaYn4u+VMCReRFJPHQA9rbrecTkaHAHodWMuEfUsIcevE8nZD+S04hd6tLVnwnButrQ2qjRudUchH+29yOiqDlhZ6yMQiJq2/zK7ZfppeIZkcxm2HPz4FmR5YtAKLNmDuDlr6GjXDJT7w+9sweR8DnQey/sZ6lgYtpad9T8QN7AMXRAJtu9tycXc0WcmFmNo2XYlYanQe+5cEM2yBL+b1EK9qaiLOpyLTFuPiW7fNkkaRHqH5jLQeDO1GVD2mb6nJzm3oBz8Ng+lHwPQhmy8ZtyhfNgJFsQzdUXM1Y9TCkdgjHIk7wqs+r+Jm7MaUjVc5E6XpXzfTk2Fp9iKpOktwbruL4TYfcOFOLmvPxrDqdDT2JjoMaGfNAA9r8koq+PlSPCeiYtGyX4tEK4NZbh8zp/PAOrUR9HLoxdfXvmZoe21O3VSyaXonrA11+DXqV/bH7GeO1xxGuY3CycCJWUdn8cbpN1jWaxmedkac+N8zSCUiDP7MkN/IuMHs47Mxl5uzoe+GB2buPc09+XnAz8w5PoeZR2fyif8nDHAZ8NC5Ps00N3Q00+ToGtduLl5pKO725LJzjxJDCyvGLvoCAzNzdi9eREzg1UaNF3P9CuUlxbTp3rPyNS25nC7Dx5IYHvrIrBcC7AKoUFVwKfVSjccNtKUsHu5RGcxlFGeQVpRGO7P7O429WlmiKxOzNziFSW0mka5VRom1MeUxF0AiUByYXm3c8iSNbHtdM3QVySkoMzIr++fUajWrQlZhrWtNX6e+9XrP9xAEgRe9XuTNjm9yLP4Y+6L3MdJtZOUfD7VazYZzsbiY6TLEy4Yvj9zi50vx1cb55Woi+toS+rd7Qr0azTz1CCIBPX8bKpIKKY/Pf/gFf6GHuwX/178VJyLTKSpX1rjJ0FBGdbDndnohIUl5yL29EeTyR9ZH1xAqUlOJHTOWrFWrMRw6lORv1jHiUgX5JRVsndmF78f6sGScDx+9NZruJw5i9upcvGKDWPfH13xukc3l2Cz6/3CWV7YGEp2h+c4pLFOw+FAE/b4/Q2B8Du8ObM3heQH8/EJnypUqJqy7THp+qWYC+pYwZAn0+0zjV2fXQRPMgUaoosdCiD0DkQcRi8TM9ZlLbF4sB2IONOp9t/azRiwRNbmFwdUDMVSUKQk/+8+zUshILCA2JIPUO7nkpBVRUlCOSqWmrLiC6MB03DpZIZU9HnG1SpQVsOclzWdi4HcaO46/Y+wIk3/TWGJsfh5iTmvUMGsiOxY2D6UoRTNv3d6Dar19Zkkmn1z+BA8zD6a1m8bBG6mcicrgrX6tuPlRX66924ffX5rOR/6LSCu/QZp0K5und+Lawt58OcITFzM91p+LZejy80zecIVriYnYtt6EtjyLlX2W8arf4Dr3hPd00KxVPNySOPdWT1pa6HEz6yaLLy+mq3VXZnnOAjRZtXe7vMv5lPN8c+0bAEz1tCqDufCs8MrM3Lrn1j20DNte356fB/yMl7kXb519i3U31j1Sy4Z/Gs0ZumaaHD0TU+5GP9h4Mjs5idLCAmzcHp8gyuNGz8SU0R8sZvfiRez9+hOGvfUBTl4N81K6eeYkeiam2Lf1qPK6V59+BB7ey9ktG3Hy9EEQNW6/xtfCF12pLmeTz1Z+IddGWGYYoNkZu4eOTEzftlYcDkvlo+d709W6KyGW1/APuozpy7MoDk7HcIBzlV6h8oR8EEBqW7eAriQoCAD5nwqXpxJPcSPzBh/6fYhUJK3z+62JSW0moSvVZVvktirZucCEXEKS8vh4aFvGdnKgsEzBe3vD0NeWMNTbFtAYoB4OS2NUB7vKUpFmmqkLcl9L8o7EU3g+BS2n2gUP/s7MABeyispBjaZE8BExyNOaD/eH88u1RLyHeaDbqROF5+oX0KnKy1GkpiJzbJz1TFlsLAkzZqDKL8B22VK2y5xZvDOC1lYGrJ3SoVrPoCCTYT5nDgZ9+pDy1v/hteYzDgwfyW6/kay9lsqhG6n097Dmamw26QVljGpvx5v9WmGuryn7dLPUZ+PUjkxYd5lJ66+w48Uu1Tz9qtF+Glxdp+m1c+1DL4detDFtw4rgFQxwHoBU3LDvJh09GS3amxN5OY0uw1og037yy7i7cfkkRuQg05Fw+1o63Ua5InncAVIdyc8sYfeX11FUVA+MJFpiFBUqWvs/gQ22c99DajCM3ly74be5O0zaDT+PgM1DwMgBvCeC9zjNvwHykjXHFKUUCd2QOmQgs3uw0qNarWbRhUWUKkr5pNsnFJer+Wj/TTxsDZnV3QXxX7xdn2/5PIkFiawJXcPl1Mv0duhNb8fejOzQgfwSBSci0lEKhWxPXEhCQRrLei7Fz9avXo/CXt8eN2M3TiaeYEq7yeSX57Pg1AKMtI34vPvnVTLWI9xGcCf3Dj9H/IyzoTOj3UcDEJEVwayjszDQMmBD3w1Y6datgsdQy5DVfVbz/gVNSee55HOYaJsgICAIAiJEIGjaLaa1nYa7yaNpi2kKmjN0zTQ590ouH7RzcueaJkPk0M7rSU7rkSM3MGTUe59iZGnNifUr62Sm/neK83KJDb5O64Ae1ewbxBIp3cZMIiMhrlLEpTFIxVK6WnflbNLZOu1q3ci8gVgQ08qkaiZ1iLcN+aUKTt/KYHLbyYRYl6HMzkFmB6piRTVPuvLEAqSWuoi06rZAKAkKQiSXo+XqikqtYlnwMhwNHBnSYki1cwMTcvBc9DvDV5xn1eloYjOLHjr+cNfh7By8E0vd++UtG87HYqAtYbivHVKxiBUTfOnoZMKCX0I4GXkXgH3ByZQpVIzt6FCn99FMM/cQycTodrKiJDwTRW5pva4VBIG3+7fm7QGPdgNMX1vKgHbW7A9OoaRciW63blQkJFB8/XqN6r/3UKtUFF+7Rur7H3C7WwDR/fpTEhLS4HmURkYSP3ES6tIyrDZsZFGWGZ8dimRAO2t+ubG3ogAAIABJREFUnd21VgEYLVdXnLZvw/SFGRTv2cWQlW9zYogV0/2dOXbzLtaG2uyZ48dXo7ww05NRdOUKKW+/Q9Jrr+FpLGHt5A7EZhYx7cerFJUpap+oWKIxKs+JhcurEASBV7xfIaUohYOxBxv8/gE8nrGjolTJ7at3GzVOQ7l+OA4tuYReU1pTXqIgNuSfIfeuVqs5ve0WgkhgyHxvBs/1os/0NgSMcaXjQCdad7Wm8xDnx18imnYDTn+hKbNsM/Th59v4wGvhMHydxtbg1Gfwvacmaxe8FTYPheIc1GN/oTgkAl2/rrUO99ud3ziddJp5vvNwMXTh26NRZBSW8emwdlWCuXu84v0Kn3b7FBdDF7ZEbmHS4Un03tmbZaFfYmYRzY6khSQUxLOk55J6B3P36OXQi6D0IDJLMnnv3HukFqXy9TNfY6Jd3apjQYcF+Nv6s/jyYq6kXuFW9i1mHZuFrlSX9X3XY61Xv4BcJpaxuNti5vrMJa8sj5jcGO7k3uFW9i0isiMIzwwnJD2EworCBr23fwrNGbpmmhx9E1MUFeWUFhWio1f9izbq4jmsW7pjaNH0TeCNRUsup8fUWez67H0CD+2l09CR9bo+8sIZ1CoVbQJ61HjcvWsA1w7s4dyOn3Dr0g2J7CG7yA+hu113jiccJyon6qE7Vzcyb+Bm7Ia2pKrilX9LM0x1ZewNSWHpOD+WOhsCOSgyIxHpWVN0PR2dthobALVaTXliIXKPutsCFAcHoe3liSCRcCT2MFE5UXwR8AUSUdWvt+TcEmZtvo6+tpRypYrPD0fy+eFI3Cz16NvWiufaWNXYCP53knNLOBKWxgvdnNHV0txDWypm/ZQOjFt7idk/B7J5eid2XEukjbUB7Wzrl2FpphkAPT9rCs8lUXgxFaP+D1Zpe5KM7GDH7qBkfg9PY0D3AO6KRMRPmIjIwAAdT090vL3R8fJCx8sTRWYmefv2kb//ABXJyQg6Ouj37k3RmTNkrlmL/fJl9b5/cWAQiS+9hEgux3j5KqacyiQ4MZcFfdx4pWfLOvUbCjIZFq+/jm63bqS89X/kTpvM7Pnz+L9FUxGLRSjS0shcuZLcPb9RkZCASFcXVVkZ5XHxdF6zmiXjfJiz5Tov/XyddVM6oCWpZeOpZS9w6wenvwKvcXSz7Ya7sTsbwjYwpMWQSgXd+mLpbICpnR5hZ5I1/nRPUJgkK7mQ2JBMOg5yxtnTDD0TLSIvpv4jRFruXE8nITybbqNda/X0eyyoVJASBLcOQcg2TdntgK/rfr1UBzxHaX5y4jWBXPCWPxUydWDSbkoyRKiKi9H1e3BQFZwezOIri+lg2YEJrSdwIymPzRfjmNTFEU+7moWABEFgSIshDGkxhILyAs4kneFEwgn2Re9jx60daIm1WNpzKV1tag8ka6OXQy9Whqxk/h/zCckI4fUOr+Nj4VPjuRKRhK+6f8XEQxN57dRriAUxMrGM9c+tx1bPtkH3FwSBWZ6zKss7/400Z+iaaXJqsy7ISU0mPS4at661Kyk9TTh5+dKiQ2cu7d5BYc7DDdX/ys0zJ7FwboGZfc0lS4JIRMD4qRRkZhB8tHG7wADdbDXP/Z7J+INQqVWEZ4ZX6Z+7h1QsYqCnNcdv3qW4XIWTZzeKtAVKggORe1tQeisbZZEmW6nILEFdqqhz/5yqqIiyyFvIfXxQqBQsD16Oq7Er/Zz7VTmvqEzBC5uuUVah5MdpHTkwN4Bzb/Xgg8FtMNGVsfyPOwxedo7pP15Fqao9G7n5QhwAk/2cqryury1l07RO2BnrMHXjVcKS8xnTsdmqoJmGITHSRqetGUVX0lCVP2KT7AbSxdkUexMddl5PRObgQIvDh7D+9FMM+vZFkZ5O5vLlJM6cSVSnzsQMGEjWmrXInJyw+fIL3M6dxfarLzGeOJHCEycou/3gMvuaKDx/noQZMxAbG2H142ZePJPFzZR8Vk30ZW4v13oHNbpduuCy9zf0e/Qg/auvSZ42jcQXZnKnZy8yfliC1Noamy+/wPXcWexXrqQ8Pp648RPoaVDOFyM8OXs7k3nbgknJLam9guG5TzQqmCc/QRAEZnjMIDYvlj8SGuZBBprFabvutmQmFnLtUBwq5ZPzpbt+JB6plhjPHnYIIoFWXaxJiMimMKd+meRHTVlxBWd/uY25gz4ezz64HPGRUlECUb/D/nnwbWtY1xPOfaexsxjzk0bNsiEYO0KPt2FeKEzeBzN+B0c/ii5cAJEI3S5darzsRsYNXjr+EhZyC77s/iVqtcDC325gqqfF633rVkqoL9NnoMtAvn32W06POc2SHkvY1H9To4I5ADdjN2z1bAnJCKGXQy8mt5n80Hks67kMQRCQiCRs6LsBe4Pmv6e10Zyha6bJ0TO+H9CZ/82rLeqSpkfDrYv/k57WY+WZSTPYtGAO57Ztot+c1+p0TVZSAndj7vDs5Jm1nufo4Y2Tly+X9/yC13MDkMrqLv/9d8zl5rQ2ac2ZpDO84PHCA8+Lz4+noKIADzOPGo8P9bZh88V4joan0c0+gFu2B5BfvYTZnP+j8FwyJSEZ6PnZ1GgorlapKIuMRKtlS4S/ZRxLbtwAlQodHx/2Re8jPj+eH3r8UGXnW6VS89qOYG6l5bNhakdcLTVj2xnLmebvzDR/Z7KLyvn5UjzfHotixR93mNurZlXKojIF264k0K+dVY2lXaZ6Wvw0ozOjVmm8c4Z62zzwmTXTzMPQ87eh5EYmxYHp6HVpemEdkUhgpK893x2PIjG7GHtHR2SOjhiNGA6AsrCQ0hs3KAkJQSSXo9+vX6WVyD2MJ04ga+NGstatw+aLL+p03/xjx0j53wJkLi5Yr17Ny0cSCEzIYcV4X/o1QnBIbGSE7Q/fk7d7N2mffobYyBCz2bMxHD6sSo+SXkA3HH/cSOKsF4kbN57Ba9eQP6gNHx+4yZHwNMz1tfC2N9L86CpxCjqDYZvW6AV0AzNX6PQiXFoBHV+gj2Mf7PXtWR+2np4OPRucXWvV1YrkqByu7I8l7kYWvae2xtjq8Vqj5KYXc+faXbz7OKCtK62cx7VDcdy6nEb7fk6P9f61cfG3GEoLyhn8iheiGsoKG0xJLiRfh/xkTS9b/r2fFI3/oKIUZPqabKz7AHDt0/BA7u+IRODyTOV/Fp2/gLZHO8QG1ZVZ7wmGGGsZs+65dZjLzdl8MY7QpDyWjPOpFBapDzoSHXo41FwN9CBUZUpydkUh97VE5y9ZUkEQGOk2ksOxh/nI/6M6fe7tDezZNXgXUrG0xtLMZqrSnKFrpsmpLUN36+JZrN1aYWD2BCSGnyDGVjb4Dnye8NMnSL19q07X3DxzEkEkopV/94ee22HQcEoLC4htpKImaMouQzJCyCnNeeA59wRRasrQAfg6GGNnrMPe4BS62nTllq2AEJeEWKcCqbUuRYGaXpDyxAIEmQiJxX2bhPwDB4gdPoKogO6kvLOQwjNnUJeXA/cFUcTtWrMqZBUeZh70sK/6B+ibY7c4evMuCwe24Vn3mj9HJroy5vZsyVBvG747HsWV2Jozp7sDk8gvVTDd/8ElcDZGOux52Y/ds/0eLpzQTDO1IHM0QGqrR8GpRErCMlE/wUzMgxjR3hZBgF2BSdWOifX00O3aFbOXXsJk8uRqwRyAxNgY41GjyDtwkPKkhysk5h/5neT5r/0/e+cdFtW19eH3zAwzw9B7R0TpoojYe+8tdmOLMZrcqOlVr8nV+KWZm6pJjCaaZqyx91ixogIWehWk9zrAzJzvD4wlgmAB1Dvv88wjnrP3PuucOTNz1t5r/RZKX19c1qxhwdF0DkVl8cGoVgz2f3AnVxAEzMeMwevsGVoePIjN/Hk1Ck4Ytm5Ns99/Q1DISZ46jYmyTHbP785/RvjR3d0SWVgIBksWYDr9KYo+/y9xc+dTlJpW3bnnG9UhePveRSZImeE3g0s5lwjJuP/vZ5mBlIGzWjFglh+F2WWsXxpC2MGriHVEGDwIF/YlI5FJCOh3My/YzEaFQ0szok5lNJmCYEZCIVeOXaN1H5eHnx+3cQb8+hRsn1edFxe7v9rJs2oJ7WfBlC3wZjyMXwttJjw8Z+4faIuKKL90qcZwy+i8aGbvn42J3ITVA1djb2RPVpGaT/dG093DmuGtG2cySNSJ5P0RRfnFHAp3J95xP8zyn8XmEZsxld/pkNaGnZGd3pmrJ3qHTk+TY2RR/WH9p0OXl5ZKdnIiXp26N4VZDU6n0eMxsrDk8JqVdxUVgOpVqojgI7i1CcTI3KLOsV1a+WNkYflQxFEGuA1AJ+pYc2VNrW0u5VzCUGaIu5l7jfsFQWBEG0eC43JAa4LatzpktDw8HFU7O6pSS6jKLK0WRHEyQbhlhrVo3z4EK0uMe/ageP9+UmbPIaZbd9LeeZfiAweRt2zBlox9pJemM6/tvNtm/v4MTWX54XgmtndhZle3u56nIAgsHe2Pq6WK+etCySutvG2/Tify04kk2riYE+h696LEtiZKfe6cngdGEATMhjRH1Ink/hpJ+odnKdiTSFVOed2dGwhnCxVdW1iz8Vwquvt0HiyfmQESCXk//njXdpWpqaQvWIChvz8uq1fx8Yk0toRe47X+njzd8cGUMv+JIJPVqQyscHfHbd06DBwdSXluNo6nDjIs8i/+teYd5u/+ih6lyVSNHMvJOf9GqKpi1/NvkVmkrnbm+iyApOMQuYORLUdipbRi9eXVD2y3R5AdkxZ1xMXHkhOb4tj6eSiF2Q///ijOUxN9OgPfro6oTG+fqPLu7EBBZhmZifdWZuNhoNXqOPxrFMYWCjoMf8i5piVZkHi02nF76SIszILXY2D2YZj4GwxcWr0yJ6tfFExWkZrjsdn3ZUrpmTOg02H8D4cuNj+W5/Y/h6HMkNUDV+NoXB0VsmRXJBVaHYtHtmq0HMuifUmoI/NQeJijySqjIr6wUY6rpxq9Q6enyZEZGGBoYkpJ/u0OXcypYAA8Oz9Z4ZZ/IzdU0X3SdNLjook4fvd8ipSIS5Tk5txWe+5uSCRSvLt0JzH0HOqSB1Nu8rTwZLj7cH6N+JW0krQa21zOuYyfld9dC+aODHBCqxPZfSkd1w590ApQEHIaVYANSKD0bAZV6aW3hVvqysspCj7Onmb5fDxIjemBzTivWIFJ714UHziAOiICedsAfrj4A+3t29PJ4WZuwYWr+by1+RIdm1vW+0fNWCHjm8mB5JVW8vrG8NtmGI/GZJOQU8rMrm6NKkKg538bZQtzHN7qgNV0X+SuppQcTyVz2Tmyvr9IaWhWg67I1Ma4IGeuFZRzOqH2+qF3w8DeHrORIyjYvBlNTs0KiaJGQ9obb4Ig4PTZMn44n8mq4ERmdHFjbp+HV1/vXjGws6PZr7+g9PcnfcECsj5dhszGBsdPP8Hz2FECP/oPz74ymYoJ0wiIO8fCd38gMr0IAmdUFx/fvxCFTmSq71ROpp0kIjfigW0yMlMw5AV/+k73ISelmD8+OMvhX6MI2ZVIRHAaSZdyyL5aTFlR5X3fL6EHroIIbQfcqdrbsp0tMrmEyFPpD3oq90z4wRTy0krpMdHz4ZdwiNwOog6Cnq3Oa5Pdf8RFUk4po5afYOrqs7y37TJV97jaXnryJIJKhWGbm2rfCYUJzNo/60aOmbNJ9cry8dhsdoSn8WKvljS3btgw3Bv2nc+k+GgqRp0csJ7mh0Qlo+Rkzc8LehoGvUOn55Hg79IFtxJ96jhO3r6YWNZf8fBxw7d7b+xbenL89zVUlpfV2i7i2GHkhipaBHWs99g+3Xqj1WiIORP8wHb+vfL1dejXd+yr1FYSlReFv03N+XN/42Vvgre9CdvC0ujo3pNEO8g5ewKpsRylpyUlp9NBK6K4RRCl9NQpJBVVRPmZcirtFKN2j2Ob/TXsPvw/PE6ewPWnHzk0yI5cdS7z286/4WilXVe0tDdV8t2Udshl9f+qa+VkxrtDvDkUlcXq4MQb2388kYidqYIhDyHMS4+ee0GQChj6WGE9zReHtztiOsgNbVEF+eujKT6cUu9xxCod5VF5D+wEDvSzx0QpY8O5249dWqHhbGIeq44n8PHeqBpfq44nUKnRYfXss4iVleT9/EuNx8hZuZLy0FDs33uPP9OqVWlHtHFk0TDfJp9QkZqZ4frjauwW/Rv3Hdtx+/VXzIYPR6K4uVIT9M5LiM6uTDm9gae/OcrR+PzqMgYFyXDmW8Z7jcfYwJgfL999lbK+CIKAd2cHJi7qiIu3BQlh2ZzdkcjhX6PYtfwiG/4vhJ/eDGbtOycoyKr9t6YmyooqiQhOw6uTPSaWyjv2y5UyWgTaEheSSVUjCvgUZpcTsjMR9wAbmre5S623++XKVrD2AtsHKwESm1nM+O9PodbomNjehbWnkpnx01kKyirr7nyd0pMnMWrf/kYeeWpxKrP2zUJAYNXAVZjLHdh7OYN3tlxi/rpQ3K2NeL5XzREzD5uKpELyt8SiaGmO+XB3BAMJRh3sUUfmomlisZz/JfSiKHoeCaodupt5S7mpV8lJSab3jDlNaFXDI0gk9Jkxh98XvsaZPzfQffKMO9oUZmUSc+YEXp2735PAiW3zFlg4OhMZfITWfQfV3eEuOBg7MNV3KqsurWKK7xT8rPxu7IvJj6FKV1WrIMqtDG/jyKf7orGSdeOUqxy3sATEqipU7WxRR1W//7cqXGbs2U6ZAjoMfoZ/ewxl6ZmlfBzyMTsSdrCo8yJc27Vi5ebX6e7UnQDbgBv93v3zEuoqLeue64iF0b3Pqk7v4sbJ+Fw+3htFkJslKrmU47E5vDHQCwOpfh5MT9MhNZVj2ssFk57O5P0WSfHRFIw62CM1qfs+L9yXREnwNUwHuWHa6/4V45QGUkYGOLLxXCr+wYlcSSvkUmohcdkl/L2obSAVELjT8arU6riYWsgXEwIwGTiQ/N9/x+q5WUhNbn7uy8PDyVm+AtNhwzjVPIi3fztPdw9rlo17yIIXD4BEqcRy8uTa98vlNPtgMcKMGcxIOsrMNVIWj/Tjaa8hcGwZJm0mMcFrAj9d+YnkomSamT6cEFITSyVDXmgNgFajo6yoktKCCsoKKykpqODszgT2fHeJMW+2q/eKVvhfV9FpdAQOrN1G784ORJ/OIDEsG88O9Sv6/CCIosix6zXnuk+oWcTqgSjJguQT0OMNeIAJhCtphUxdfRapRGD97E542JkQ5GbJu1suMWr5CVZND6Kl7d3z/ipTr1GVfBXLp58GoEJbwStHXqGsqpwh1h/w9rpMzl+NQqsTMVbI6NzCilf6ed69pMZDQpOnJveXSGQWSqwmeyNc/3006uRA8dFUSk+nY/aIlF150tE/meh5JDC2tLot5DL6VDAIAp4d76+I5eOEg4cXfj37cn7XVvLTr5GTkkz4gd3s+upTVr74DKvmPYumogL/Pv3vaVxBEPDp1pPUiMsU5dxf3P6tzGw1EwuFBZ+d++y2UMRLOZcA6uXQjWhTHd9/MCIH/L2RVWopj4rC0McKwVCGxFSO1KzaaRW1WsqOHiPUXWCo10icTZxZ0XcFy3ouI6ssi8m7JjNr/yyKKouY13bejWMcj83mSHQ28/u2vKFoea8IgsAnY1tja6Jk3roLfPVXLEoDCZM76IuE63k0EAQBs0HNEbUiRQeS62xflVlKyclrCAopRQeSqbz2YKHYE4JcqdDoWLIzgmMxObhaqniprwc/zgji7IK+xC4dQszSwXe83hzkxfbwNJbujsTquVnoSkrIX/fHjXG1JaVce+NNDOzsuDhmNnN/v0AbF/N7Xml/FDDq1BGzkSPoH76PURaVLPjzMt8qnkHUVMBfS5jiOwWZILtrfvKDIJVJMLFUYu9uhntbG1r3dmbgrFbkp5dyaG1kvURM1KVVXDpyjZbtbDG3U9XazsnDHBNLJVGNFHYZdSqDqxF5dBzpjrHFnauGD8zf4ZZ+o+97iLCUAiatPI1SJmHDnM60MJZQERvL2HbOrJvdkZIKLaOXn+RwVNZdxyk9Wa32/bcgypJTS4nKiyI7cSw/HlZTVqVhTg931s/uROii/vwwLQhfx/oLj9wvugoNuT9fQdSKWE33RaK6qaQpM1di6GtFaUgGYtXdV21FUaQqs7TJRHWeFB6vb0c9TyzGFlaUFRag1VTXI4s5HYyzt98NBcwnnW6TpiORGfDTqy+w9vUXObhqBSlXLuLQ0oveM+Yw7dOvcfS897APn669AIg6cfSBbTSRm/BCwAuEZIRwNPXmeJeyL2FtaI2dqu7Csi6WKrztTTgUlYVzl34ApJ48iCCTYD7UHdNb1NNKw0KRF5VT2NELe6PqGV9BEBjoNpBto7YxznMckbmRDGg2AB+r6muj1Yks3RWJi6Uh0/9RJ+5eMVfJ+WpSAGkFanZeTOepQOf7Wu3To6ehkFkbYtzRgdKQDKoyS2ttJ4oiBdvikShl2M4NQKIyIG99VJ0PWnfD39mM3fO7c/qdvoQs6MvqGe15uZ8nfbztsDWp/QH7hZ4tmNHFjdXBifyco8SoWzfy1q5Fp64Ozcr88P+oSk0l/rk3eHF7DG1dzfl5ZgeMFI9nQJHtm28iMTJi3sUtTOvkysdnqzhiMRbCfsU67yqjPUazLW4b2WUPPulWH1x8LOn8VEviQ7M5v/fuEwE6ncjpbQlUVWhpN9jtrm0FiYBXZ3tSovIpzmvYMLuCzDKOrY/B0cO84WrOPWC4ZUhSHlNWncFcJWf9nM40M5Fx9dlZJAwfQfZXXxHobMb2uV1xtVIxc20IK4/F1+rQlJ48hczWFnmLFqwMXc+2+D+pzOnN3I7DCVnQj53zuvPmIG86uls1WgSJqBPJWxdNVVYZVk97Y2Bzp7Nv1MURXZmGsrC739ulp9PJ/PwCxUfqHz6u5070Dp2eR4K/HbfS/HxyUpLJTb36RBUTrwtjC0sGPj+fVr36MfCFl3n2yx+Y893PDH/lbQIHD6+1kHhdmNs74ODhRdRDULsEGOs5FjdTN/57/r9odBqgeoWulXX9lbR6e9sSkpSPj2d/sk0h+0x10XKjIDuMO9zMT4vb/jsaCfgNm3rHGKZyUxZ2Wsiu0bv4oNsHN7ZvOp9CVEYxbw3yfijhJu2aWfL2IG+M5NI6VTL16GkKTPq6IiikFO5JqrVN+aUcKhIKMR3ghoGNCstxnmiyyu/apz74Oppib6a8p5w2QRBYNMyXYa0d+HBPFBG9R6HNzaVgyxaK9u2ncPMWsoZP4PmLWjo2t2LNMx0wuY8aWo8KMisrbF97lfKQEF4V43i5nwfzrvWlSGqBbs9bTPedjlbU8ktkzbmEFQmJlJ45+1BtCujngkd7O85sTyD5cs3CNqWFFWz/Mowrx67h38sZKyfjOsf17uQAIkSfyXio9t6KtkrHvlWXkcoE+s/0bZgQ3OLM6nBLv1H33FUURQ5HZzFt9VlsTRVsmNMZZwtD0hcspDwsDKMuXchZ8S0pz83GVlfOxuc7M6SVA/+3O4phXwezLewamlsEU0StlrJTpzDq0oXVZ0/wVdhHCGoPfhi+gFf6e2Jjcv91Zh+E0jPpqKPyMB/WAqVHzcrbCnczZHYqSk6m1eqsVqYWU7AzAWQSiv66SlX2veV36rmJ3qHT80hgbHm9dEF+LtGnghEECZ4dn0x1y9rw6tydAXOqnTpze4eHlvjv060X2VeTyLma9MBjGUgMeKXdKyQWJrIldgtFlUUkFSXVK9zyb/p626LVicSny0ltboxBRM0zk+ojx4l2k9HLe0itY7mYumAoqy7wXVqhYdn+GAJdzRn6EIVLnuvhzvl/968zz0GPnqZAamSAaW8X1FF5qOML7tivq9BSuCsBA0cjjK7nNik9LTDu4kjJyTTUMbXXl2woJBKBz8a3oUsLK+ZehkovP3J/WEX6okWUNvdkphhAt5bW/Dij/WO7Mncr5mPHYhgQQNYnnzK3nQ0vD23HB+qxSFLPYpdwioFuA9kQvYGiyttl/6sys0ieOpWU2bPRFj48CXhBEOg91RsrJ2MO/HjlDpGUq1dyWf/BWTITC+kzzafeOWpmNoY4epgTdTK9wcLnTv4ZR05KCX2n+TRMqCXcc7ilKIqEpRTw4Z5Iei07wjM/hdDMSsX62Z2xN1OS8+23FO3cic3LL+OyehX2SxZTdu4ciU+NQYi4zDeT2/LJmNaUV2l56Y8wen56hJ9OJFJaoUEdEYm2sJA9Sns+v7gQGUb8MeprenjWHRHTUIhaHcVHU5G7mmDUufbfWkEQMO7iSFV6KZXJd5a00Kk15P4ehdTYALt5AQgyKflb4uol2lQWnkX6pyHkbYyh7GI2unLNA53Tk4DeodPzSGBscbO4eMyp4zj7tqpXvTU9dePVuTuCRPJQatIB9HbpTTu7diwPW87Z9OqZ49oKitdEW1cLzFUGHIrMQtraD5OCSkpSEm9rkx99GbPMEiq6tEEpq9+P9vdH48kurmBhA6jgKQ0aPrn8fkiJuIS69MFyofQ8/hh3cUJqrqgu5vuPh6HiwyloCysxH9nytvqOZoPdkNmqyNsYg7a0qrFNRiGT8v3Udnjam7LMuhOa9HSqytXMbzGanr4O/DAtCEP5o/m5u1cEiQT7/7yPtqiIrM8+Y1Z3d9oOf5FLOjeKt7/DJPcJlFaV8sLBFwjNCgWgqKSc0NkvUpFfiFhRQcGOnQ/VJgO5lCHP+4MAe767RKVag1ar49Sf8ez4OhxDEznj3mmPT5eaJxdFUSQuP+6O7d6dHSjMLiejAWqQJV3M4eKhVPx7OzeMquXfRGy7EW55KCqTRdsu89n+aFYdT2DjuRQORGQSkpTHyfgcFu+IoNvHhxm1/ASrjyfSzMqID5/yZ9MLXbAxUVC0ezc5X32N2cgRWM2ZjSAIWIwbR7N1vyPIZCRNnUb+r78xLsiZg6/0ZOXUdjiYKfnPjgi6fPgX+1ZvBmCl6ihSeQErB35hsmx2AAAgAElEQVSJr51Tw517PSi7mIO2oAKTXi51/taqAmwRlNI7ShiIokj+5li0BWosJ/tgYGeE+ZDmVCYWUnru7iu8FclF5G2IAaA8Ipe836NIW3KKrO/DKTqSQlXG/2Y+3uM/9aXnieDvkMvEsAvkpaUSOGREE1v05KAyM8etdVsiTxyl28RpdRbPrQtBEHg96HUm7ZrE0jNLgXtz6KQSgV6eNhyJyWZMt37wyxmijm6l/dRXb7S5uGUVtoD/qJn1GjO9sJyVxxMY1tqBQNf/jYmAyOAj7P56GR4duzDi1Xeb2hw9TYhgIMF0oBv566MpD89G1dYWgKrsMoqPp6IKtEXRzPQffaRYTvAia0UYBVvjsJzs3ejlAEyUBqyZ2Z6xKyrYl9GFs1YetOrQim8mBz52Aih1ofTywnLGdPJW/4jSw4NJ06dzvGQx/sHTOPD7KhYMW8z3l79i2p5p2Mva0XuzwOjoy6zsMYPe4Qeo+u0PLJ+e/FDfI1NrQwbOasWOr8I4sPoK6tIqMhKK8O3uSPdxHsju4lD/dfUvXjnyCsv7LqeHc48b21sE2nBsfQx7vr+Ei68lzl6WOHtb1Fju4F4oya/gr7WRWDkb0+WpFg801l0pzoSkYOj5FlqdyLtbLpNbWoFGJ1KTjyCXSujhac0r/T3p72OH2S3CIOXh4aS98y6GgYHYL1ly23tn6OdH882bSHv7HTKXLqXs/HmU3l74X0vjv9euUXw1FV16OjJtFYlWZpTZxfJG0Bt0cGzXcOdeD0SdSPGRFGR2KpTelnW2lyikGAXZU3IyDW1RBVLT6hDR0tPplF/KwWxw8xvfTar2dpSFZVG4OxFDbyukpnfmrGvy1eT+HIHMXIHtiwEIChmVKUWoo/NRR+VRtDeJor1JKL0tsRjrgdS47rx3USdSfjkHw1bWt016PW7oHTo9jwSGJqZIDQyIDD6MIEjw6PDkq1s2Jj7derH7m8+4Fh2Bs0/9na/aaGXdisHNB7MncQ9upm6Yyu9NUau3ty1bw9IQnHuhNlhanUd3i0NXeTSYVCcF/fx612u8Zfti0Inw1iDve7LjcSUjPpb9332F3NCQ2DMnyUpKwNatcWoO6Xk0UbWxoST4GoX7kjBsZQ0ygYIdCQgySa2y4XInY0z7N6NobxJlF7Iwatf4YVy2JkrWPtuZiVro5G7FsnFtntjSILYvvURV6jUyP/wIXXk53Z9/nvTkIYy8uonZe/tipXqPa8U7ccr7i9ERai53dePVZdNYPrcMj7MbUF++jKF//cPb64OLjyWdR7fk5JY4DJRSBszywyOo7vvg96jfAdgYvfE2h06ulDH0BX8igtNIicgj5kwmAOZ2Kpy9LGgeYI2r772Jnel0IgfXXEFTpWXgLD9kDRkxEbkdEMFvFCficsgqKOWbiQEMCnChuEJDYVkVheVVFJRXUqXV0d7NssYcz6q0NFJenIvMxgbnb75GIpezPX47h64eYm7AXFpatERqZobz8m/I/WEV2V9+SfHevUitrDBwcsKslS8GA/sRJS3jK2Ez/Zv1Z6rvnfnkjY06Og9NZhkW4z3r7fwYd3Kg5MQ1Ss5kYNa/2Y28OaW3Jcbdb642CoKA+VMeZH5xnoLtcVhN8b1tHF2Fhpw1VxC1OqxmtL6hqqlwM0PhZobZQDe0hRWUhmZRdDCZzC8uYDnOE6VX7Y5nZUox+dvjqUopxnKyN6rWDbjy28DoHTo9jwSCIGBsYUlhViaurdqgMjNvapOeKFq074RMoSAy+MhDcegAXgp8iYPJB2lt0/qe+/b0tEEqETiZUIp/c3PkETdDLpMSw3BMKiV1Qtd6zUZfvlbIltBUZvdwx8WydlntJ4WS/Dy2LfsAlbk5Yxcs4bd3X+XUpnWMfH1BU5umpwkRJAJmg5uTs+oSJSevIbNWURGTj9kw97vWqDPp4Yw6Oo+C7fHIXUwwsG38z1BzayNOvt0X6WM8O14fBLkcp8+Wka5UkP3Fl+jKyrF/5mN03wQxsWA1H2veZGGL0bTfcJSC5lYs65aBdvtwOgx5CvV5A5J//h3vTz986HYF9HdBZSbH3t0MMxvDOtvHF8QTkhGCraEtx64dI6ssC1uV7Y39zt6WOHtbIupEctNKSY3KIzU6n+gzGVw+do2OI90JqkM181Yu7E3mWnQBfaZ5Y2FvdD+nWH+ubAUbb7D1YeNfoSwK/Q33Q0vIGjkSi0kTMWvZss4htCWlpLzwL0S1Gpc1PyGztOTP2D9ZdHIRAgJHU44y3W86c9rMwVBmiPWc2VhMnIAglyMxrL7+GaUZLA9bwbb4bbiaNGNxl8WNvoJeE8VHUpGaK1DdQ8irzNoQpacFpWfSMe7scCNvzmLcnU6hgbUhpn2bUbQvifIrORj6WQM3VTU12WVYP9OqRlVNAKmZAtNeLhh6W5K7Loqcn65g3NURs0HNEQxuThRpSyop3JtE2blMJCYGWIz3xNDf+j6uyKPDkzkNpuex5O+wS6/O3ZvYkicPudKQlkGdiDl94kZpiH9SnJtDcV5Ovcd0MnbilyG/8Eq7V+7ZHnOVnHauFvwVlYW0tS8O6RWkZcYDcH7Ld0gA/9HPAlBYXsV3R+M5GpNNacXtic+iKPLBrggsVHJe7F33D+3jjqayku2fLaWitJRRb/wbCwcnAoeMIC7kFFlJCU1tnp4mRtnSHKW3JUWHUyjYEY/MToXxXUQLoNoRtBzvBQJkfn6e7JUXKQ3JQKduXJGBJ92Z+xtBJsPhww8xHz+e3JUryVzxK5KuLzFUcpLDPnvp/sMCJDot7T79hD+f2kqQXRAnKjdwwqUVlfv2oiutvTzFfdskCHh1tK+XMwfwR9QfyCVy/tv7v+hEHdvjt9c8rkTA2tmYgH6uDHuxDc9+1h3Pjnac2ZbA6a21y/TfSlpsAWd3JuIRZIt3HffyA/O3uqXvKArLqzgfEkmH1EvIHewp2LCBhGHDSZ4ylcJduxArK2/rqsnOpuTYMXK++56rM2dSEReH0+efo2jZku3x23nv5Ht0cezC/rH7GeI+hNWXVzN622iOpR4DQGpmhsTQkOLKYr44/wXD/hzGjoQdTPaezC+Df8FYXrfKaENTkVRIZXIRJt2dbhQQry/GXRzRlVSRtSL8Rt6c1Khm9VqTHk4Y2BuRvy3+xvdQ4d7EalXNEbWrat6Kgb0RdnMDqsWfTqSRtTysutadVkdx8DUylp2j7EIWxj2csH8tCKNAu0fCYX4Q9Ct0eh4ZjCysECQSWnbo3NSmPJH4dO9F1ImjJIZdoGVQxxvbi3KyObNlPZePHMDCwYkZn62o95h+Vn73bU8fH1s+2hOFeYc+SDadJPzYJuzGvI722BkKrZR4t+kEwJcHY/nxRPUKnkwi0NrZjM4trOjkbkVBWRWnE/JYMtIP08dY2rw+iKLIwVUrSI+NZsSr72LTrDqMLnDISC7s2c7Jjb8z6o2FTWylnqbGbLAbmV9cQKvWYv2cf70evGQWSuxeDqTsfBZloVnkb44lf1s8hr6WqALtUHqY3/MDnJ7a+VskRWKoJG/tz4hlo7F370LW9+tRJxni3D0X+abBOAoSXjN35ClzCQm9Hej7UygZ23biOHlCk9leWlXKjoQdDGo+CH9Tb9rbt2dL7BZmtpqJRLj7PSKVSeg33ReZXMr5vclUVWrpNs6jxgdprUbH+b3JnN+ThImlgp5PN0KO5y3hljvC0+iVcAaAiLdGM8BnBMVbt5H/x3rSXnudTCsrTPr1oyo9DXVkJNrsm5OhBq6uOCz9AOPu3diZsJOFwQvp4NCBL3t/iVKmZGm3pYxqOYolp5fw4l8v0s+1H6+2e5XDKYdZeWklhRWFDHUfytyAuTibPLw6e6JORNTokNyn2FDxkVQkRjJU7e3vua/CwwKZtSGanPLb8uZqQpBKsBjjQdaKMAr3JiF3Mqbk2DWMOjtg3Mmx3scUDKSYj2iBwtOC/E0xZH4dhsxcgSanHIWnBebD3JskIqGh0Dt0eh4ZAgePoJl/G1SmZk1tyhNJM/+2GJqYEhl8hJZBHSnJz+Ps1o1cPLgHUQTb5i3IiIuhICMdc/sGngkF+nhXO3Sx5m1pLUDOmWDOBHbAK16NelgPBEEgq0jNb2eSGRXgyJh2zpyKz+V0Qi7fH01g+eHqFb0WNkZM6uBax9EeHVKjrmDj6oZCdW+hQxd2b+PK0YN0HjsJj443c0yVRsa0GzqKkxt+IzMhDjv3J3+lUk/tGNgZYTaoOboKDcoW9Q9dl5krMe3rikkfFypTiikLzaI8PJvyiznI7FTYzW+rd+oeIoIgYPv22wgqFbnffoe6TWvUcYZYTZuAyaS+UHAVCpLxSArGpyKeBPdYrprYYv7LuiZ16HbG76S0qpSJSY7EzO3EpPen82pxCOcyztHBoUOd/QWJQK/JXhgYSAk/lIKmUkfPyV631ZPLSCzk8C9R5KWV4hFkS7fxnigMG+Fx9ZZwy83rj/N6aghX3KUsjv+cdUV/sXjMYlo88wylJ06Qv+4PCrduRd6sGcZduqL09UHp64vC2xupSXWJm72Je1kQvIAg+yC+7vP1bYrN7e3bs3n4ZtZcWcP3F7/n4NWDAHR26Mwr7V7Bx+r+CprXhiiK5G+IpjwyD+sZfiia39tzVmV6KeqoPEz7N7svh1CQCJiPbEFFYuFteXO1IXcxwbirEyXB1yiVCCg8zDEfdn9iOIbelshfCiR/cyyanHKspvqi9LV87Ffk/oneodPzyODk5YOT18P9EtNzE6lMhleX7lw+dIAjP/9A+IG9aDVVtOrdn05PTUCr0fDjS7NJCD1H4ODhDW6Ph60xzhaG/JVSipuTGcqIJM5tX0V/DTQbUZ38/d3RBDQ6kZf7eeJmbUR3j+q4/dIKDeeS8zmflEd/X3tkj8mDZvKlMDZ9sBCZQoFvt960GTCkXmImSeEXOPrLj3h06ELnMZPu2B84eCQXdm3j5MbfGP3Wew1hup7HCJOe9z+rLwgCCldTFK6mmA9zp+R0OoU7ElBH5WPod29iFnrujiAI2L70EhKlIdmff46qfXts3lwIslsezXLjGb62J58oErkY2J9hR/dQGhmFkU/jC0CJosgf0X/Qu6I5BitWIarVtPwzFJOBJmyO3Vwvhw6qz7vruJbIFBLO70lGU6ml73QftBqRM9sSCD+cgrG5gqH/ao1b60bKa/o73LLX28RlFSNcCMGyJJ+1/WW8FPgSa6+sZeyOscz2n82sLrNw6X731JD9Sft5+/jbBNgE8E2fb27US70VA6kBz7V+jkHNB7EpZhMd7TvSxalhBOHKzmdSFpaNoJCSvfoyVlN8MKyHSuXfFB9NQZBL6wzhvhtKD4t6hUv+jemAZpRH5CJIBawm+yBI798Bk5rIsZ5x/xFFjwP1egoSBGGQIAjRgiDECYLwdg37ZwiCkC0IQtj116xb9k0XBCH2+mv6wzRejx4994ZPt15oqiq5sHsHnp26MvPz7xkwex6m1rZY2Dti4eBEYti5RrFFEAT6ettyIi4Xib8f7tc0yE+EUmkkx6xDpxurc6PbOuFmfftqlpFCRk9PG14d4IW/8+Ozonvp0H6URsZ4de5OxLFD/PLWfNYtepPI4CNoqm7mNlaUlZGZEEfUyWOc3vwHO7/8GGsXVwa9+EqNZScUKhXtho0m4UIIGXExtR5fq9GQGHoOrUZfhFVP3QhSCcadHJGYyOusDaXn/rGeM5tmv/+O87crEGT/mGe3asFg4xZIRcgeoKJKIuXyD780iZ3nM89zLSOWZ9flITUxwWrWs6jPnGWKrgMHkw9SWFH/2nOCINBpZAs6jXIn5mwmO5dfZN3iM4QfSqFVdycmLerYeM4c3Ay39B3FxvOpDEk5TpEhOA8axSz/WWwbtY0BzQawInwF43eO52L2xTuGqNJVkVKUwqaYTbx17C1a27RmRb8VqAzuHtbnYuLCK+1eaTBnriq7jILt8SjczbB/PQgDOxW5P0dQFp5dr/6a3HLKw7Mx6mh/Q1myMZDIpdjNb4vd/LZIGmOF9jGnziskCIIUWA70B1KBEEEQtouiGPGPputFUZz7j76WwHtAECAC56/3zX8o1uvRo+eecPDwZsj8N7B1c8fKyeWO/c3bBhF+YDdVFWoMFA9WN6g+9Pa2Ze2pZNQtO2O75yRdI0Qk/TsiyGR8fywGjU5k7hMidlJeUkxcyCla9x1En2fm0HPqs1w5cpDw/bvZ/fUyVD+vwtzekYKMNMoKC27ra+Xsysg3FiJX1i5a0HbQcM7v2srJTb/z1Nvv37G/IDODXV99QkZcDB1GjqX75BkP+Qz1PIkIUgGjdnYUH01BW1iB1EzR1CY9kagC29a6z9p/PF3DPueCYTC+zdrg/9c+dBWLkCga971YH/UHL+2RIM8uRPx8BZ9lyHnGdBO9j+TxbfdKdibs5Gmfp+9pzHaD3JAZSAneGIu5nYrRrwXi6NEEKtdXtoKNDxorTw6c2MaXadEc6GDAC+3nA2CptOTjHh8z1H0oi08tZsruKYxoMQKpREpqcSqpxalklGWgE3UA1c5c3xUYGTSwKmcdiBodeX9EI8gkWE7wQmoix+Y5f3LWXCHvjyh0FRqMO9x91a34+DWQCJh0a/yC5hKl3pGrL/W5Uh2AOFEUEwAEQfgDGAn806GriYHAAVEU8673PQAMAtbdn7l69Oh5EARBwKdrz1r3N28bxIXd20i5cgn3wPYNbk8ndysMDaScNmzOCECmA8fBT5FVrObX08mMCrhzde5xJSr4CNqq6hBXAENjE4KGjabdkJEkXwwl/OBe1CXFuAd2wNzeAQsHRyzsHTG3c8BAWbdzrVCpCBo2muA/fiY9NhoHD68b+yKDj3Bw1XIEiQQXv9aEbN+CR4cu2Lf0bLDz1fPkYBRkR/GRFEovZGLa+/HJV31i8HuK4cEfcEyVS8ngoahWXCBy/Vb8pjVeLl12WTbK9fsIjNKg+9fLPH1aTV5pET6B/el4ZBO9O3iwJXYLk73vvfh5m74uuPpZYmKlbNgaczWh08GZb2+EWx6PzSEwbhcynYjVuPHYqG6X5+/h3IOtI7fyxYUv2BSzCXOFOc4mzrS1a4uzsTPOJs44GzvTxqYNBtKmF+oq3JdE1bUSrKb63piMkShlWM9sRd5vkRRsiUMs19Yapq0trqT0XCZGgXb6yZxHnPo4dE5Ayi3/TwU61tBujCAIPYAY4BVRFFNq6Vujiy8IwmxgNoCrq/4HQ4+epsDZpxUGCiUJoecaxaFTGkjp2tKa7WmFjLKyRFdUjHG37nx1pDp3bl6fJ2N1DuDS4QPYNm9xR86cIJHgFtAOt4B2D3yMtoOGce76Kt2Yd/5DpbqcQz9+x5Wjf+Ho5cvQea+jMDJizesvsvfbL5jy0ZfIDJr+oUPPo43M2hCFuxmlIZmY9HSpd0FhPQ8JUwd62bTFWEwhuVUOGUZW6NZtaFSH7uDWL5l4RENp187MzG2GsVLChCAXlp0sY4PhLiaFKJjdLYqI3Aj8rO89V6nB68vVRH4ybP0XJAeD52Do9AIbNsYwJvks8S4GjBvwao3djOXGLOy0kHc7vlunsmdToo7Jp+T4NYw6OdyR/yqRS7Ga6kvehmgK9ySiK6tC6WuFqNagU2vQqbWIag0VCYWg1WHco/FX5/TcG/W5E2v65v5n8ZAdgJsoiq2Bg8Dae+hbvVEUV4qiGCSKYpCNzeNbqV2PnscZmYEBrv4BJIaeq1eNoIdBXx9brhWqEQcNx2L8eHJF6XVlyydndS4zIY7spAT8ew9o0OPIDVW0H/4USWHnCT+wm1/ffokrxw7RacxEJrz3IaY2tihURgyYPY/c1Kuc3qwPltBTP4za26PNU1c/4OlpdJStxjGwpISjaX9xrVsfHBMjyIioPV/2YaLOSMP9sz/JszbkebuRmBspWD+nM++P8MPM1opDXt0xPxFBs0I5m2M3N4pND4QowoVf4NuukB4OI5fDpHXkaw3JOL8Op/wqVE+NqDP37VF25rQlleRtiEZmp8J8aPMa2wgyCZYTvTHqYE/x0VSyvw0n56cr5K2LpuDPOAr3JKGOLcC4q1Othbz1PDrU525MBW5NtnEG0m5tIIpiriiKFdf/+wPQrr599ejR82jh3jaIouxM8q6lNsrxenvZAnC4+zjs/72QlUcTqNTomPsErc5dPnIAmYEc7261h7s+LAIGDsXQxJSDq1ZQVVHB+H8vpev4KUikN0OZmge0w69XP85u20RGfGyD26Tn8cewlRWCUkZpiF4cpUnwHcnwUjXl2gq0I5ujFSRc+HZt3f2uoysrI2PJB8T17UfG4iWUX7pUr0k7saqKqBefQ16pY0mXoZhambFhTmdcLFUYyqUsHOrDKvvO6KQy5ly0YXfibsqqyh7kTBuW4kxYNwm2zwXHAHjhBLSdAoLAltBk+qccRq2Q0H3KW01t6X0j6kTyN8agU2uwmuSNcJcwVkEiYD66Jdaz/LF+xg+bF9pg92o7HN7tgOPiLjgt7Yr5sLqVmPU0PfVx6EIAD0EQmguCIAcmAttvbSAIwq0ZlSOAyOt/7wMGCIJgIQiCBTDg+jY9evQ8ovwd+pcYGtIox7M3U+LnaMrhqCyyiyv49Uwyo9o60fwJWZ2rqqyorv3XoTNKI+MGP55caUjfZ/+Ff9+BTP34K1z8WtfYrte0WRiZmbPv2y9uU9jUo6cmBAMpqrY2lF/JQVemv18aHZUlbZ264qQVOaE5SXyLACyPH6CiXF1n1/KwMBJHP0X+b79h4OxMwebNJI0bT8Lw4eSuWkVVZtaNtqJWS0VcHIXbtpGx9P9InDABxZUEvhtgAvZ9WT+7M/ZmSshLhC2zGeSqxa+VG/vdOtDidCrK3BL2J+9vyCtx/0TthhWdIOEwDPwQpm0Hi2Y3dq+/sIYu0WqEft0xuF5L7nGk5GQa6uh8zIe6Y1CPUFZBEFC2NEfpZYmimSkGtiqkpgokcukTV6vtSaZOh04URQ0wl2pHLBLYIIriFUEQFguCMOJ6s/mCIFwRBCEcmA/MuN43D1hCtVMYAiz+WyBFjx49jyam1jZYu7o1WvkCqC4yfi45j0/2RlGp0TGvj0ejHbuhiTt7iorSUvz7NGy45a14de7GgNnzUJnWXtJBaWRM/9nzyElJ5syWPxrNNj2PL0bt7UEjUhaaVXdjPQ8dif84hhUVcSb9DEbjh2CmLuZCj77E/fcbNLm5d7QXKyvJ+vJLkiY/ja6qEtc1a2i2dg0ewcexX/wfpCamZC37jLjevbk6cyZJk58mun0HEoYNJ+2ttynYtImsKg2rB0iI8BzAH7O7YGOiAJ0W/nweLq5HOLCI94f7sb5FT0QdTA41Zkvslga/FqJWS3lERP1SA7QaOLAI/pgE5i4w5xh0/hfcUgIm5GoqfrG7UGjAa8aLDWh5w1KRVEjhnkSUPpYYdbr/mnF6Hj/qFQAsiuJuURQ9RVFsIYri0uvbFomiuP363++IougnimIbURR7i6IYdUvfH0VRbHn99VPDnIYePXoeJs3bBpEaGUFFWeOEzvTxtkUnwsbzqYwKeHxW565evkhJ3p0PUrdy+fABzGztcPH1bySr6o97YHv8evblzNaNZCbENbU5eh5x5I7GGDgbUxqS0Wg5tg8TURQRdY+f3TfwHsJwtQYdIimBlaS+9h+uqqypWrmc6B69uPb665RdCEUURSpiY0mcOJHcb7/DbORI3Ldtw6hTtZ6d1MQEi/HjcVv3O+57dmM1+zmqMjJBFDEfMwaHjz7EdN0mPpn/Gc8MMmB/oJxfxs/H0khebcfJryHlNLh0hMub8aiIYEjfQP5ybkvnc6XEJ14goSABqL7mao2aPHUe10qu3VOtupooKKtk6297ONxrMElPjeHAzPlUqitq71CcAT+PgBNfQtBMmLkfbLzuaPbRqW/oe6kSbQs3lK1aPZCNTYWmQE3ur5HILJRYjvPUr679j6Ev8KBHj547cA8IImTbJq5eCsOjY8MUO72VNs7mWBnJyS+rfGxy51KuXGTjkncxtbFlwvsfYWpte0ebwqwMrl4Op8v4p2ssCP4o0GvacyRdDGXft1/w9IefI5XpVS/11I5Re3sK/oyjKrUEucujFZamLaqk/EoO5Zdy0OSpEbU6RI0IWh2iVgStiKCQYj6qJUZt7/y81kTZpRy0hRUYd3Vs+gdkhQnN3PvTujCE7fHb2TJrC2njhvN/3+3B5dgeBh04RNHOXWTaK7DMqQSVIZafLcVx6FPodCLRGcVkFqlp18wCI0X145+ieXNsX34Z25dfBqodsPUhKSzdvxXRej1y41JeD3odN4vr1yvzChxeCj7DYdR38E0Q7HuHl6fsYfKxgfS9ep5h5yRMNp+MKIqUa8oRRR1OudAuTsSiXEKbhZ/Qv+Xgep+2ukrL4ags9gZH0mLbWvonnaVAZUpo6wDanjrI7hFP02rlN7R0s7+9Y+Ix2PQsVJbAUz9A6/F3jJ1bWs7HJ1dRmbibFhkidgunNP37fB/oKrXk/hKJWKXDarZvoxYA1/NooHfo9OjRcwcOnt4oVEYkhJ5rFIdOIhGY16clpZVa3G0aPs+sJsL270anqSJwyMg621aqy9n33ZeY2tiiLilh0wcLmfD+xxiZW9zW7vKRv0AQ8OvZr6HMfmCUxsb0f+5Ftn6yhNNb1tN1/JSmNknPI4yqjQ2FOxMoDcl4JBw6bWEFZZernbjK5CIQQWarQuFuhiCTgFRAkEpu/F0RX0D++mgqEwsxH+5eq2CErqyK/O3xlIdlAyBRSKtDTpsa/7GM2H2QD+RxROdH423pzddvjubLjk7MDC2m59VL9L8kkt3KjC96FFOc8x9M12yiMLs1xXneIBogl0ro1MKKfj629PG2xdmiWsEwObeUt7acI7TkV+T2p3E1bs6yXj/ga+VbfWxNJfw5B5RmMOwLUBhD3/dg6/OYxtgcBhgAACAASURBVGxl2oSeBJ/fwZALUQgTemN7rQyni+nYXriKMuvvlTkdR99+jbwlhUzwmXjXU9XqRL76K5afjsfTLfo4z0TuxlBTyfEeNqxuX0CZ/DLDmpny9M4IYidMJOS9ZUwc3A5BFCH4v9WOp1VLmL4DbL2Baoc1Mr2Yw9FZ7Iu+TJy4GqkqiZkXzBANijAbPqyh3rkGQxRF8jfHUpVWgtV0Pwxs9YqU/4voHTo9evTcgVQmo1nrtiSGVZcvaIwZyxlda5ZWbgwKMjM4vOZ7dFotCiNj/Hr2vWv747+voTA7iwnvfYggkbJ56b/ZuGQBE97/CEMTUwB0Oi1XjhzErU0gptaPdimWFu06VodebtlAs9Ztcfa+9zpSev43kChlGPpbUxaWjdlQdySKRi4EfZ2q7DLyt8RSmVgEgIG9CtO+rhj6W2NgV3vIttjHlaIDyRQfSaEypRjLp30wsDa8rY06Lp/8jTFoi6sw7d+MisRC8rfFY+BsgtyhicPBW/ZnUJWUjxDYHr8ddzN3fo74mXVpKxFsdJxVjeRPww4YSORoMzKRmYUiWISB7SWs7VW0sexKVZkj8WmmHN9pzqJtRnjbmxDgYs62qJPI7NYjt8xlqs80Xmo3H4X0lmLSxz6FjEsw4Tcwsq7e1noCnP0eDr7P2BdDeLHHKHr8sZiRr+4ArRZBocCoUyeM/9Ub4149ydm0gZ7ffMvGzxbz9YvZzA2YW+PvS05JBfPWnSM3agsfnz+CW0YZl10F1gyUYu7pwNQCKS6Z0Wxpqeaj8XJe25KJ3b+nEHNIQwsnQ2SFVxFbjSW9x8dE5GiJvBRLZEYRF5ILyCgqw8DiFIZ2ezHXGPBqzhD8Ew5hPGgQUrPa844fVYqPplIeno3pIDcMvS2b2hw9TYTwKMbBBwUFiefONZ4ggx49eu7k8pGD7Pv2C6Z+/NUdxbCfNPau+Jzok8exae5OVmI8E9//GPuWnjW2vXo5nI1LFhA4ZCS9pz93Y9uWj97H2qUZ4/69FIXKiKSw82z+8D2Gvfw2Xp27Nebp3BeV5WX8/NZ8dFot0z75ulEUOfU8nlQkFZL93UUsxnpgFNT4q1bqmHxyf49EkAoYd3WqduLusU5WeVQe+RuiEbUiFmM8ULW2QazSUrg3iZITachsDLGc4IXc2QRtcSWZX4UiUUixnRuARNnEc+F/vsDLmYc4b26DmcKc5KJk+rr25c32b2KltGPN8TjKi/Np62xKGydjTBVwLjuM7Vf/4ljWefIrb+axqaQWCFUOFJXIkZqGY2doz4c9ltLevv3tx7x2Hlb1rw5bHP3d7fuST8FPg6DXO4S3eJ6N8xbhoC0joUUbUpv7ITc2QiWXYiSXYWeqYOT+1Yh7drF8qATrMeNY2GkhMsnNa3o2MZsXtq6iU/I2Zh8oRG0oJXJyR5yfmkh7UYHZ1n9V58b1WQAWboTnRrAj7Ai9fknFsAJ2DVJS7BrIvuL2FJepEDWmIBrQzEpFC4cKMuVrUMZeZlKcLX7hBVBWjtzNDedvvkbR8vEI+f+b8shccn+OwLC1DZYTvR7LcFE9d0cQhPOiKAbV2U7v0OnRo6cmSgvy+W7OVLpNnEbH0XfmHjwp5F5LYe1rLxI4dCQdRo7lt3dfQafR8PSHX2BscftsZ6W6nLWvz0UqkzL1468wUChv7Eu4EMK2ZUuxb+HBmAWL2ffdV1y9HM6cb9ciM3g88hnS46L5Y9GbtOzQhWEvval/OLgL6tISdvz3Q1r3G/xYOOwPE1EUyfzveSQqA2xfaNOoxy09mUbBrgQMbFVYTfNDZqmsu2MtaArU5P0eReXVYlRBdlReLUaTVYZRZwfMBjdHIr+5+liRUEj2Dxcx9LfGcpJ303424g5yeMsU5tvZ4Gbqxtsd3qarU1fIT4Zzq6uLZpfXLCguSmTkdp1PjFdfYgvjicmPITY/lqvFVxnQbABvtn8TY/k/JnOqyuH7HlBZCi+cBEPzOwfeOAOi98K882yOEzkRl0NppYaySi2lFdf/rdSQXqBG0FbxddjPuKRE8sEEAevuffikxydIBSnv7v+Z/cm/MON4NoPPi6gDPPFbvhq5pRWcXQn7FoCJA4xfA07tbjMhOfYCqc//C9P0QkI8BUqUUKaAMqWARqVAZmKKJCefHuEaHHJ1CCpDTAcPxnzMGAzbtn3svu+qssrIWh6GzNoQmzmtb7tf9Tw56B06PXr0PDC/vvMKUgMDJi3+pKlNaTB2fvExCRdCmPXNalSmZmQlJbBu0RvYNGvO+EUf3uaMHVy1gvCDe5j4/sc4efveMVbM6WB2fvEJTt6+pMdG0ab/EHrPmN2Yp/PAnNm6keB1axn4/Eu06t2/qc15ZDmx/hdOb1mPVCZj7IIPcPZ9PJXx7pfiY6kU7k7EcrI3hq2sESQN+zAsanUUbI+n9EwGSh9LLCd6IVE8+EqZqNFVr8oFX0NiIsdynCdKT4sa2xYdSaFobxLmI1tg3NnxgY9932g1iJ95Ee4SgO+435Enn4CzP0D0HhAk4D0UmnUFiRQkspv/ClKIOwCXNlY7Q6O/B+t6lIjZ+w6cXgFTt0KL3jW3yU+Gb9qD32h46vtah8oqUvPrmav8eTyKd/f8F9uKPP49TcTQw4erBbnISzN5/U8DvFPUWEyfjt0bryNoymD7PIjYCp6DYNS3oKo5tFBbXEzqe4sou3wRXVExlJYjqdLc1kYW4I/NuImYDhqIxOjxUFT+J7pyDVnfhKKr0GI7ty0yc0XdnfQ8lugdOj169DwwJzb8xpkt63lh1W8YGje9AMLDJjs5kZ/fnEfH0RPoNnHqje3Rp4LZ+cVHtOo9gAFz5iEIAsmXwtj0wULaDR1Fr2mzah0z4tgh9qz4HESRaZ9+g42rWyOcycNDp9Oy6YN/kxEXw5SPvsTS0ampTXrkKCsqZNW8WTj7+FGYmUFZYQETl3yKlZNLU5vWaGhLq8j6JhRtfgVScwVGHR0wCrJDaiJvkGPl/RZJRUIhJj2dMR3o9tAdyMrUYmSWyruqA4o6kdy1V1DHFWD7Qhvkzk34nbjrNQj9FcxcIDf2/9u77/AoqvWB49+zm03vjST0GnpHQUC60lGxoKBe68977dg7qIAV7NeCvWABKYqFKiK9EwgQaiAkIb1uNtvO74+NXJBAAiTZLHk/z5NnszOzO+8wzGbfOee8B/wjodu/oPstENLgzK/dORd+fhBsFhjyPPS4/aQ52Y4rLYLdP7sKofS4A0a8dub3XTLZVYzk9mXQoNsZN7XYHPy2dCsxT95NqbLz1L/shGWH89xvxQSWlBL74guEjBoFadvhh5tdCePg56DXveXHegZOqxVnYSHOwkKUtzemODcm41Uk7+cDFK06StT/dcSnieeN+xOVJwmdEOK8pe3dwzdPP8SI+x6hde9+7g6nys179UVSEhO4/e2P8Q08uZvRX99+ybq53zHw1rtod+lAPn/kHoxeJm585S1M3me+G7rrrz/IOpJM3+tvrs7wq01hThZfPHIvwVHR3PDiazKVwT/88eXHbF44n5tffxcvk4lvnn4Yk48PN7z4Ov4h5XRHu0Bph5OSndkUr02j9EA+GBV+7SII7BmLd9OQKunCZssqIevTHTjySgm7qiUB3epVQeTnzlFsI+OtLWBU1Lu3CwY/N42nO7oJZg6GuK5w0Z3Q7grwOotWmsJ0mH+Pq8Wu2QAY8y4ERMHRjXBgBRxcASkbwGmHyHi4czl4V9CaVVoIb3WF8KZw6+/w9/m3FEDuQcg54JqUvM1o8HIl/iU7dnJwwo0UBoYQlJ+Dd1QkDd55G9/4VrBqBvzxsqsAy9WfQOPqr7jsCRz5paS9ugH/TtGEX1P+WG9x4ZCETghx3pxOB+/feSNNO3dj2D0PuTucKpW2bw/fPPUQva+7kZ5XXXfKeu10Mu+1Fzm4ZSMN23bg8M7tjJv8CvXj27gh2pq3b8Na5r/2It1HXUW/Cbe6O5xaoygnm4/vu4P4S/oy9D8PAq7/S99PfpKoRk245tkpJ42trCtsGWaK16VRvCkDbbFjqh9I6Iim+DQ79wRXa03m+9uxZ5qJuLkdPo2DqzDic1d6uIDM97fj2zqciOvjTzv1QfUHUgg+59FKqDVs+tQ1Lk0ZQTvBVgwoiOsMTftBs37QqBeY/Cp8OwA2f+HqHtnycrDkuZK44syTtwltDAOehA7XgMFI0YoVHPnP3fj36EH9GdPxsmfA3LsgdTO0HwvDXzttF8u6KHfuXoo3HiPmoe7nNYZUeAZJ6IQQVeKXd17n0NZN3PXhlxgMlfvikpq0i9Sk3XQfeWU1R3fuZk95hoyD+7n97Zl4+5VfIa/UbOabpx8i5+iROpnYLJn5HtsW/8LYJ5+nSaeu7g6nVljy8X9JWPobt8z4gNB6/6vwuHf9ahZMn0aL7j0ZNfHxSl8rFxqn1UHJ1kwKlh7GkV+Kb7sIQoY1PWVqgMoo2ZlN9peJhF7ZgsCLY6sh2nNXuPIo+QsPgAFM0QGY6gfiXT8QU/1ATLEBnlWgIns/LJ8KfmGuBK5JH9fv58LpgC+vgOwDrpa68GYnPDaDgjRY9gKkb4fotjDwaYgfjj0rC2NoCGrDB7D0BVdr4MjprjF54jh7dgnpr28i4KIYwq7wrIqc4txIQieEqBK7V//Jwjdfoc/1N3PxFddUuH36viS+f+EpbJYSJrz0JvWaNq+BKM9OSuIOvpv8OP0m3Er3UVedcdu8Y+kk/rmMHmPGVtjV8kJjK7Xw9ZMTKSksYMK0NwiKiHR3SG6Vn3GMTx74PzoMHMLg2+8+Zf2mhfP544uPKhxnWRc4rQ6K/jpK4R8paIeTwF5xBA9seMYxaifSDs2xNzeBE+o92A1lrF0VCLXWlCblUnqoAOvRImxHi3AW21wrDeDfOZqwq1q6JjQXJ3M6IXEuLJsCOfuhQQ/odTesfR+OrIXWI2HkDAiMdnektU7O93swb88i9tHuGIPr1t+juqqyCZ1MLC6EOKNWPXuzf2M//pr1OUYvrzO2umUfPcKclybhFxSM025j5x9Lal1Cp7Xmr+++JCAsnE6XDa9w+9B6MVxyzQ01EFntY/LxZeQDjzHrmYf58aVJjJv8Mj7+FVeFM+fnUVJUeMEVCVkzZxbKoLi4nC66AF2HjyY/I51NC+cRGBZOt5FXelwp9Kpi8DYSPLARAT1iKFicTNGqo5g3HyN4UCMCLomr8N/FvPkY9owSIia0qXXJHIBSCt/4cHzjXV0BtdY48q3YjhZi2ZdH8Zo0nGY7EePboEyS1J3EYHB1pWwzGrZ+DX+85Jr2wCfEVXmz43X/G38njrNlmDFvySCwb31J5sQp5FNGCHFGBoORYXdPpFXPPqz48mM2/7qg3O0KsjKYPeUZDAYDVz/9Ai169GLXyuXYrdYajvjMkhO2cnT3Ti6+8to6OdbpbEU2bMyoiU+Sc/QIC6ZPw2G3nXH7jEMH+OKx+/j8obtZ9f3XOOz2M25fkYKsDLYv/Z2961eTmrSbgswM7LYzx1AdclJTSFyxjM6XDScovPyWSqUU/W++nRY9erHiq0/4+c1XsBQX1XCktYsxyJuwq1oSfV9XTHGB5P10gMIVKWd8jbY5KFicjHfDIHzbRdRQpOdHKYVXqA9+7SIJG9OC0CtaYNmdQ9bnO3FaHe4Or3YymlyVOe/bAtd+CXevhU7jLthkrvRQPgV/HMFpObfPxILFyShvI0H9LqwbZaJqSAudEKJCBqOR4fc+jNPhYPlnH6IMBrpcPvL4enNBPrOnPIutpIRrn5tGWEwc7QcMYc+alezftI74Xn3dGP3/aK1Z9d2XBEVG0WHg5e4Ox2M06diFy/7vPn57bwaLPnibof95sNwWlsM7tjP/tRfx9vOjVa8+rJ0zi+Rtmxl2z0TCYs9u+gObxcL6BbPZuOBH7LZTbwr4BgYRGBZO1xFjaN9/SLW3hK3+4Ru8vL25aMyZux0bDEZGTXycDfPnsOr7r0jbu5vh9z5Mg9btqjW+2s47NoDI29qT8+0eCn4/hKmeP35tyk/Wilan4iiwEj4u3mNbOAN7xqJMBnJnJ5H18Q4ib2mHwVe+cpXL5AdtR7s7imqjtaZo5VHyfzsITij66yghQ5vg37VepaffsB4toiQhi6BBjTAGnFvV4bxj6aTvTyK+V99qva4yDh0gLCYOk6/cMK1JxkmTJrk7hlN8+OGHk+6807Mm4xXiQmcwGGh5US8yDx9i88L5BISGEdO8JdYSM7OnPEteWipXPTGJ2JbxAARHR7Pzj6UU5WTRtu9pJqOtYSmJCayb+z39JtxKbIt4d4fjUaKbNEMpxeZfF6A1NGrX8aT1e9as5KfpUwmJrse1z06jw8DLiGjQkMQVS9m66Bf8gkOIbtq8wi8SWmt2//UH8157kQObN9CyZ29G3PcIHQZeRvPuF9OwXUdimrckOKoeJYX5bFv0C3nH0mncsUuF0ytkHDrAxp/nYjUXExwVjdGrcl+wM5MPsuyT9+kxeizNu19c4fZKGWjQph1NOnVl34Y1bF64AK2d1G/dDnWWc2hdSFzdFMOwJOVSvD4dv3YRp3w5dZptZH+9G9/mIQQPbOSmSKuGd1wgXvX8KVqdiiUpF7/2kZ5VLEWcljWtmPzfD6FMBozhvqf9XHNa7OTM2kPx6lT82kcSdkVzbKnFFK9Jw7I7B1NMQKUmBc+dk4TDbCfihtbnPC7z5zdfZsOCORgMRhq0bX9O73EmWmvWzf2en994maLcHFr06Fnl+6iLJk+enDZp0qQPK9pObhcJISrN6GVi5AOP89P0qSyZ+S7a6WTv+lVkHNrPmIefpkGb//2RMBiMtOs/iLU/fkdBVibBkVFujNwlYflivP38adOnv7tD8Ug9x46jICuDtXNmERwVRYcBlwGw+Zf5LP9iJvXj2zDmkWeOT0If36svca3a8Nt7M1j84dsc3LKBIXfei39w+RPhpu9LYtnnH5KWtJvops0Zcf+jZ2zZcjodrJv7PWt+mMWx/XsZ9eDjRJYzkXtRbg6rvvuSHX8scZVqB7x8fGjWpQetevamWZceZ7ybvOr7r/HxDzjrqq2xLeO58aW3WPbJf1kzexbJCdsYce/DBEfV3WIPBm8jETe2JeOdLWR/vpPouzufVCil4I8UdKmd4KFN3Rhl1fHvEIUyGcn+KpHMD7cTdXuHapl8XdQcS1Iu2V/vQpc6MG88hqlBIMH9G+LbNuKkFjdrahE5X+/CnltKyMhmBPZ2jR2NuiuEkm2Z5P9ykMz/bsOvcxQhw5riFVJ+YleaXIBlTy7BQ5uccytvfsYxkhO2EhgWzqrvv8Lbz4+uw8ec03uVx2G3s2Tmu+xYvhj/kFB2r/qDvjfcTEDoOVZLFWdNqlwKIc6a3Wpl/utTOLR1EwDD7p5I20sHnrJd3rF0Pr7v9tPO9VaTSs3FvH/njbTrP6jcCoWichx2O3NfnszhHdu48rHnOLJzOxsWzKFFj14Mv+/hciuBaqeTTb/M569Zn2Py9SMkuh7KYEAphTIYUUqhnU5Sk3bhHxJKn+tvon2/wZVuzTq8Yzu/vP0qpWYzg269i3b9B6OUwmYtZdPP81g/7wccdjtdho3i4iuuITP5EElr/2Lv+tWY8/Pw8vahaeduhNdvCGi0dv2gNXarlS2//XTe/4d3rVzOko/fQykDIx94rM5PA1F6KJ/MjxLwaRZC5L/ao4wKe14p6a9twL9DFOHXXVgt6JZ9eWR/sRNjkDfh49vgHRfo7pDEOSjekE7u3H2Yov2JuLENln15FP6ZgiPbgle0H0H9GuLfOQrzlkxy5+3D4O9FxA2t8Wly6k0sp9VB4R9HKPwz5XjrtU/LMHxbhOIV4ZrmQ2tN1kcJ2DLMxDza45xbeFd9/xVrf/yO2978iD+/+oS961dz2V33Hb8pdz5KzcUsmD6Nwwlb6Tl2HK179+Ozif/mkmvG0+vq68/7/es6mbZACFGt7FYryz59n9iWrekw8PR/FL5//kkKsjK47Y0P3drdbNviX1gy8z3GT5lOTItWbovjQlBqNvPdpMfIPHwItKbTZSMYeMudFc69lpl8kHVzv8dWasHpdKJP+HE6ndRv3ZaLxlyDj3/58wKeSXFeLr+8/RqHd2yj7aUDadKxCyu//YLCrExa9OjFpRNuISwm7qTXOJ0Oju7aSdK6VexdvwZzXh4oV5dJVfaIUgRHRjF+6vTTzldYWXnH0lnw+hSyjiQz6NZ/02nIsPN6P09XvCGd3Dl7CexTn9CRzciZnYR5S8YFO2FyaXIB2V/twmm2EXJ5EwL71K/0GCrhXlprChYnU7jsCD4tQ4kY3+Z4a5l2aEp2ZFK4PAVbejEGfy+cZjs+zUMIv741xsAzt8jacywU/nEEy55cHPmlABjDffFtGYox1IeC35MJHdWMwN5nNw75b06ng4/uvpXIRk0Y+8Rk7DYb8199geTtWxlx/yPnNca9ICuDH6dNIjftKEPuvJf2/QcD8OO058g4dIA73v2kwq7w4swkoRNC1AqJK5fz6zuvc+1z02jYtoPb4vjqiQdx2G3c9MrbHltooTYpyslmwetTad6jJxeNubpW/Js6nQ7W/fg9q2d/A1oT1aQZA266nYb/GO/nTtYSMz+/+QoHt2yk28gruXT8v+rsJOQAeQv2U7Q6laD+DSlccYTAS+IIHVW7pjqpSo5iG7k/7sWyMxuf5iGEXRt/2q52onbQdie5c/Zi3pKBf/d6hF3ZAmU89eak1hrLnlyKVh3Fu2EQwYMbn1XCrrXGnllC6d5cLPvyKN2fj7Y6MIb6EPNw93MeO3dgywbmvjSZUROfoNXFvQHXHKNzpj5H2t7djHn4aZp17XHW73vswD7mvjwZu9XKqIlP0LhD5+PrDm3dxJxpzzHsnodqzRh6TyUJnRCiVrCVWnj//26iRY+eDLt7oltiyEw+yBeP3suAm++o0nEDonZK2b2Twuws4nv1qZXJktPhYPnnH7H1959p0aMnw+95uM5WhNMOJ1mf7KB0fz7Kx0jMoz3OuYqfp9BaY954jLwF+8HLQNhVLfDv4P4xxuJUTrON7K92UXogn+DLGhM0oGGN3bzSDifWI4UYg7yPd8E8F/Nfe5HUpN3c+d6nJ7WWlZqL+eGFp8g6ksxVj0+mUfsz3/hy2G1kJh8ibd8e0vfuIWn9avyCgrnq8UlENmx8cuxa89nEf2Py9WP81Ok19m9mt9kw5+USGBFRKz/7z4VMLC6EqBVMPr607n0piX8uZ+Atd51Td7rztWP5YgxGL1pLMZQ6obZPEWAwGhl0612Excax/POP+G7y41zx6LMEhoW7O7Qap4wGwm9oQ/YXifh3jb7gkzlwVfsM6BGDd9MQcr7dTc7Xu7F0yyVkeNM6cfyeJOf7JEqTCwi/Lh7/LjVbzEgZDeWOvTsbxXm57N+0nm4jrjil66OPfwBjn3ye7yY9zrxXnicuvg0+fv54+/vj7et3/LEoN4e0fXvIOLgfR9kcoP4hoTTrehED/3VnuYVPlFJ0HT6aJTPfI3XPLuq3bntex/FPNouFpHWryDuWRn7GMQoyj5GfcYyi3BzQmnrNWjLs7geJaODZlXLPhrTQCSGqXdq+PXzz1EMMufMeOg4aWqP7tttsfHDXTTRq34lRDz5eo/sWoiL7N61j4Zuv4hsYxJWPP0dUOVU6xYVLO5wULD1M4fIjYFD4tQnHv1s9fFuFo4zu78Zcl9kyzRx7fRPBgxsRPLhxxS+ohdbN+4G/Zn3OLTM+IDyu/DF4Rbk5LP/0AwqzsygtMWO1lGA1ux7RGi+TN9HNWhDbohWxLeOJbRFPUGRUha1uNouFD/5zM407dKnSv71WSwlzpj5H6p5ElDIQFBlJcFQ0IVExBEdF4+3ry7r5s7FZSugz7ia6Dh/t0a110kInhKg1Ypq3IqJBI3YsX1zjCd3+jeuwFBXSfsCQGt2vEJXRvNvFXDf5Zea9PJnvJj3GlY9Non58G3eHJWqIMhoIuawJ/p2iKN5wDPOWDEp2ZGMINOHfNZqAbvUw1Qtwd5h1UvHaNDAqAi6OdXco50RrzY5li2jQpv1pkzmAwLBwRk184tTXO53YSi0YTd6VnrPzRCZfXzoMvJxNC+edceoim8VCwvLFtOrZu8JeCjaLhbkvTyZt726G3/swrXr2KTe2Nn0HsPijd1jx5cfs27CWof95kNB6MWd9DJ6k7s5wKoSoMUop2g8YQtrePWSnHK7Rfe9YvoigiCgad+xc8cZCuEG9ps0Z9/yr+AUFM3vK0xzattndIYkaZqoXQOjIZsQ+eRERN7bFu1EwRX+lcmzGZrK+SKQ29qa6kDlLHRRvOoZf+0iPnTfwyM4E8o6l0WHQ5ef0emUw4O3nf07J3N+6XD4SNGxdtLDc9SVFhfww5WmWf/YBXzx6LwfLpkIqj81ayrxXn+forkSG3fMQbfr0P21sAaFhjHn4aYb+50GyDh/ii0fuYdviX8u9jhx2O6XmYhx2+7kdZC0hCZ0Qoka07TsAg9Homty5hhRkZXJo+xba9R/k0V0uxIUvJLoe4ya/Qli9WOa+/DxJa/9yd0jCDZTRgF+7CCJvakvskxcR2K8BlsRsSrZluju0OsW8NQNtcRB4SVzFG9dSCct+x8c/gJYXX+K2GIKjoml5US8SlvyGrdRy0rqinGy+n/Q4GQf2MeDmOwgIDePHac+x4qtPcNhtJ21rt1qZ/+qLHN6ZwND/PECb3v0q3LdSinb9BnHTq+8QF9+GJTPfZea9t/HRPbfx3zsn8Pa/rmHGDWN4Y/wVvHPLdRxJTKjSY69p0uVSCFEj/h5EnfjnMvqMu+m87vpV1s4VS0Br2vUbXO37EuJ8BYSGce2kl5j70mR+fuMVhtxpLneOR6ulhP0b15Gyawft+g0mrlXrSu/DVmrB5FM3K2p6GmOgNyGXN6E0KZf8Xw/h1y4CZaodrxirXgAAIABJREFUN6acpXZKdmTj3ynqnMvp11Zaa4rXpGKKC8C7UZC7wzknJUWF7F2/mg4DL8Pk7d5pMboMH03SulUk/rn8+NybuempzH7xGUoKC7jqick0at+JDoOHsuKLj9n404+kJCYw4v7HCK0Xg91m46cZ00jevoXL7rqPtpcOPKv9B0dGMfbJ50lY9jvJ27bg5e2Nl7cPXj4+mHx88DJ54+XjQ1iMZ3at/ZskdEKIGtN+wBD2bVjDgc3raXlR9d411E4nO5YvoVH7jhd833lx4fANCOTqp15gwfSpLPrgLUqLi+g+6irsNhuHtm5i96oV7N+0Hru1FGUwkLhiGSMeeIwW3S8+4/s67DaWfz6T7Yt/pcvQkfQedyPevudeCl3UDGVQhIxsRtZHCRSuPErwQPdX7XMU28j6dAe2lCLsORZChnhmwZDTsR4swJZuJmxsy1oxv+a52LVyOQ6bjQ4Dz627ZVWqH9+W6KbN2fLbT3QcPJTM5IPMmfos2unk2menEtO8JQAmbx8G3/4fGnXoxKIP3uLLx+5j8G3/Zs/aVRzYvIEhd9xDhwGn3uCqDKUUHQcNrfEx/DVJEjohRI1p2rkbgWHhbF/6e7UndEcSEyjIPEafcTdW636EqGomX1+uePQZfnn7dVZ89QkHt23m2P69lJqL8QsKpl2/QbTufSlhsfWZ+/LzLHhtCoNu+/fxu9//VJyXy08zpnF0dyIN23Vk868L2LdxLUPuuIcmnbrW8NGJs+XbPBTfthEU/nGEgO4xGIPdN6bLkV9K5sc7sOdY8G4YROGKIwR0jT6vedJqm6I1qSg/L/w6eebcgFprEpb+Tr1mLYlu0szd4bimMBg2mt/em8Ga2bPYtHCea8qEp54non7DU7ZvdXFv6jVtwcK3X+WXd14HYOCtd9Fx8IWbjFUFSeiEEDXGYDTSfuBlrP3xO/IzjhESXa/a9pWwbBE+/gG0uKhXte1DiOpi9DIx4v5H8A0MZPeqP2nRoyete/ejUftOJ3VXvva5qfw84yWWzHyXotxsLrlm/EmtCmn79rDg9alYiooYcd8jtO7dj5TdO1n0wdvMmfosbS8dSP+bbscvKNgdhykqKXR4U9Jn5JC/6BDhV7dySwz2rBIyP07AabYTdWs7vCL8SH99I3kLDxJ5U9XOM+YujvxSSnZmE9g7DoN37ejeerbS9yWRdSSZIXfc4+5Qjou/5FL+/PpT1sz+hvC4Box96oXTVr0E15ji6557iY0/zyUgNIz2/WXYREUurI7PQohar8PAy1AoEpb9Xm37sBQVsXf9alr36e/28QNCnCuDwciQO+7hnk+/Y9jdE2naudspY0+9ff0Y88gztB8whLVzvmXRB28dr9aWsHwR3z33GAajF9e/8CqtywoJNGjdjptefouLr7yO3atW8NlD/2H36j+lkmIt5hXpR2CvOMybjmE9WlTj+7emFZPx/jZ0qYOoOzrg0ywUY4gPQQMbuYq27Mmp8ZiqQ9H6dNCawJ6eO54qYdnvePn4EH/Jpe4O5Tgvk4m+199Ms649uG7yy2dM5v5m9PLi4iuukWSukqSFTghRo4Ijo2napRs7li+m19U3VEtxlITli1zjB2TuOXEBqGgcj9HLi8v+7z4CwyNYO+dbivNyCY6qx7ZFC2nUoTMj73/0lBY4L29v+oy7kfheffj9/bdY+OYrLJn5LgEhYQSEhuEfGkZASCj+oWHUj29Dgzbtq/MQRSUED2qEefMx8hceIPKODjU2vqs0uYCsT3di8DEQeWdHTNH+x9cF9amPeeMx8n86gG/zUI8ukKLtTorXp+HbKsxju5BmHj7ErpV/0LpPP3z8/St+QQ1qP2CIzAdbjSShE0LUuI6DhzHvlefZv2kdrS7uXaXvnZK4g79mfUGTTl2Jbtq8St9biNpKKUXvaycQGBbB0o//i9ZOuo+6ir7X34zBePquY1GNm3LDi6+x448lZCYfxJyXS3F+LhkH91Gcl4u1pASlDEx46Y1aMR6nLjP4eRE8pDF58/djSczGr11kte+zZE8OOV/twhjsTeTtHfAKO7lCqvIyEDq6OVmf7KDwr6ME9z91TJSnKNmZhbPQRoCHTlVQai5mwetT8AkMpM+4m9wdjqhhktAJIWpc0y7dCIqIYvuS3ypM6GzWUpK3baFZ1x5n/GIKrlLI81+fQki9GEbc96jHVigT4lx1GjKM8Lj62KylNOvSo1KvMRiNdDzN5MPm/Dw+e/huln7yPuMmvyzXlJsFXBRL0ZpU8n85iG98eLktYs5SB8qozqu1TDs1hcsOU7D0MKaYACJvbX/aCbZ9W4W5irYsO4x/l2i8Qjyzm3vRmjSMEb74tgxzdyhnTWvNb+/NoCAzg2uenUpAqOcdgzg/nts2LoTwWAaDkQ4DLyN5+xby0tPOuO3yTz9g/msvMmfqs5QUFpx2O0tREXNffh6AKx97Ft/AwCqNWQhP0bBdx0oncxXxDwml7w03k7onkV0rl1fJe4pzp4yKkBHNsGdbKFrj+ux0FFoxJ2SSt2A/x97aTOqk1aS+uJac2UlY9uehnWc3NtJRbCPrs50ULHElaFH/7nTaZO5voSOboZ2Q/8vBcz42d7KmFmE9VEBgz1iUwfNuWmxYMId9G9Zy6fhbadC6nbvDEW4gCZ0Qwi3aDxyCMhjYfobiKAc2byBh2SIad+zC0d07+fqpiWQdST5lO4fdzk8zppF/LJ0xDz1FWIxndpkRojZq328wsS3iWfHVJ5Saze4Op87ziw/Hp1UYBUuSSX9tI2lT1pHz9W6KN6Rj8PMiaGAj/NpEULI9i6yPEkh/aT15vxzAmlpUYeEb65FCMt7eQun+PEKvbEHYNa0qVe3RK9yX4P4NKNmWiWV/XlUdao0pXpOGMhkI6FZ9lZery+Ed2/hr1hfE9+pL1+Gj3R2OcBNVG6tade/eXW/cuNHdYQghqtm8V18kbe9u7nzvU4xeppPWlRQW8PnDd+MXFMz4aW+QcXA/C6ZPxVpSwrB7JtKyh2s6Aq01Sz56l+1Lf2Pofx6kXb9B7jgUIS5o6fv38vVTE+k2fAz9b7rd3eHUebYMM9lfJuIV6YdPkxC8mwbjHRd4UjdLp9WBZVc25i2ZWJJywanxivTDu2EQpvqBeMcFYooLwODrhdaa4rVp5P18AGOwNxHj2+DdIOisYtI2B+nTN6G8jdS7rwvKWD1tBo5CK9aUQhy5pfi1i8B4jl08tdbYUosxb8ugaHUaAV2iCRvbsoqjrV6F2Vl8+fj9rr+TU6fj7euZxVzE6SmlNmmtu1e0nYyhE0K4TafBQ9m/cS37Nqwlvlffk9Yt/eR9SgoLuPLxSXiZTMS1as2EqTOY//oUFrw2hUuuGU/Pq65j868L2L70Ny6+8lpJ5oSoJjHNW9Jx4OVs/nUB7QcMIbJhY3eHVKeZov2JeejM3/EM3kb8O0Xj3ykaR7GNkoRMLLtzsezLw7wl4/h2XpF+GAJMWJML8I0PI/y6eAz+pjO8c/mUyUjoyGZkf7mLjP9uQ3kZ0HYn2uYEuxNtd7oKu1zWBL+2EZV6T21zUHq4EFtKIdaUIqxHCnHklR5fn7fwAP5dogm6tMFJ1TfPxJZVQsnWDMzbMrFnloBR4dsqjODBjc76mN3JYbfx04xp2K1WRj/0pCRzdZy00Akh3MbpdPDxfXcQWi+Ga56Zenz5njUr+fmNl+l97QR6jh130mvsViuLP3ybxJXLadCmPSm7d9LqoksY+cBjKIP0IheiupgL8vn0gf8jqkkzrnlmilsLpJSai1n9wzfENGtBi4t6YfLxrfhF4jhHgRVrahG2o0VYU4uwZ5pdiVG/huc1hkxrTf6vh7Aeykd5GVAmg6vVsOzRergQe4YZ39bhhI5qdtrpAZwWO0Vr0yhaeRRnsQ0AY7gv3g0C8W4YhHeDIAwBJorWpGLeeAxtc+LbNoKgfg3wafy/KTq03YktswR7ejHW9GJK9+dhSykCBT5NQ/DrHIV/+8hzSmDdbekn77P1958Z+cDjxPfq4+5wRDWRFjohRK3nKo5yOau++5LctKOExdanKDeHJTPfI6ZFKy664ppTXuPl7c3QuycS1aQZf371KTHNWjD07gclmROimvkHh9B73E0s/fg9ktb+dUqrek35u6Lfvg1rAfD286NVz7606z+I+vFtpRJnJRiDvfELDsevdXiVvq9SitDhTU+7XjucFK1KdY3/m7GZ4P4NXEmkyfX57TTbKFyVStGqVLTFjk+rMAJ7xuLdOBhjwKlJV9iYFgQPakTR6lSK1qRhSczGu0kwXqE+2NKLsWWUwN9FYYwKU1wgIcOb4tcpymOrcQIkLFvE1t9/ptuIMZLMCUBa6IQQblaUm8NHd99C1+FjuHT8Lcx75XkOJ2xjwstvElH/zHMaZR89QlB4BN5+tWsCVSEuVE6ng6+fmIi5MJ9bpv/XLd281s+fzcpvPqPfhFup16wFO1csI2ntX9hKLYTWi6XtpQNp128QwVHRNR6bqBx7fin5Cw9Qsj0LY4QvIUObYE0ponhNGtrqwLdtBMEDG57VOD5nqYPiDekUrU4Fh8YUG4ApJgBTjD+m2AC8Iv2qbVxfTdq7fjU/TX+Jxh07c8Wjz2L0kraZC1llW+gkoRNCuN2C16eSsmsHl1w7gaUfv8eAm++g6/Ax7g5LCFGOo3t28e2zj3DRFdfQ9/qba3TfyQlbmTPlWVr27M3I+/8316TVUsLedatJ/HMph3dsB6Vo1qU7HQcPo2mXbhgMFVdqFDXPsjeXvPn7sWeVgAK/jlEED2iIKSbA3aFVuaN7dpG8fTOdLx+Jf3DIOb3H4R3b+XHas0Q3bc41T0/B5CtdjS90ktAJITzGoW2bmTP1WVCKhm3au8bnSBdKIWqt396bwa6/VtB+wGB8AgLx8Q/ANyAAH/8AfAIC8QsMwj80DP+QULxMVTM+qSArk68evx+/4JAzVvTLzzjGjuWLSFi2iOK8XIIio+g48HLaD7yMwLCq7WIozp+2OylJzHa1qEVdmL0tkhO2Mu+VF7BbS/H28+fiK6+ly7BRmLwr3+3z2IF9fP/8EwRFRHHd5JfxCzy7KqTCM0lCJ4TwGNrp5OMH7qSkIJ+bXnmHkGjPmwtIiLqkOC+XBdOnkZeeiqWoCKfDftptfQMC8Q8NIyAklNDYOPpefzN+QcGn3b48dpuN7yY9Rs7RI9wwZXqF3bHBNT/l/k3r2Lb4Vw4nbMVgNNKie0+6jbyCuFZtzmr/QpyrQ9s2M//VFwmNiWXQbf9mw08/cmDTeoIiougz7kba9Olf4Q3MnNSjfPvco5h8fBj3/CsEhUfWUPTC3SShE0J4lOyUIzjsNqKbNHN3KEKIs6C1xm6zUlpc7PoxF1FSWEBxXh7mvFyK83Mx5+VRnJ9L+v69hNaLZexTz5/Vl9IlM99l2+JfGT3xSVpefMlZx5ibdpTtS39nx7JFWIqLiItvS4/RY2netYf0BhDV5uDWTcx/7UXCY+tz9TNTjne1PLJzOyu++oRjB/YR3aQ5l064hUbtO5Vb0KcwJ4tvn30UW2kp4ya/Qnhc/Zo+DOFGktAJIYQQolY5snM78159Ad/AYK5++gXCYuIqfM2OP5bw+3/foMfosVw6/pbz2r/VUsKOZYvY9Mt8CjIzCI9rQLeRV9K27wC8vL3P672FONGBzRtY8PoUwhs04pqnXzylVVo7nexe/ScrZ31OYVYmJl8/Iuo3IKJBI8LrNySiQSOCI6NY+NarFGZncu2z06jXrIWbjka4iyR0QgghhKh10vfvZc605zAYDFz91AtENS6/zL3WmuTtW5j/6ovEtmrN1U+9gMFYNcVNnA4He9b+xcYFP5JxaD/+IaG0vKgXcfFtiWvVhpDoejL9gThn+zetY8Hr04hq3ISxT71wxvFudquV3av/JOPQfrJTjpCTcpii3Jzj641eXlz1xPM0at+xJkIXtYwkdEIIIYSolbJTjjB76jPYLCVc+dgk6sf/b0zb319wt/z6ExmH9hMcFc34KdPxDwmt8ji01hxO2Mbm3xaQkpiAtaQEAP+QUOJataF+fBtiW7WhXtPm0oJXB6Xt3cOeNStx2O04HXacDgdOux2Hw4HWGm9fX3z8/fH2c/34+AdQai5m5TefE92kKWOffAHfwMCz3q+luIico0fITjlCVOOmxDRvWQ1HJzyBJHRCCCGEqLUKMjOYPeVpCnOyGTPxSSIbNWHb4l/YtuQ3SgryiWjQiK7DRtOmb39MPtVfnt3pdJB1OJnUpN2kJu0iNWkX+cfSAVcrSXST5sS2ak1sy3jiWrUmKCIKgJLCAopysinKzXY95uRQv3VbGnfoXO0xi+pjLTEz897bsZaYMfn4YvDywmA0YjB6YfQygjJgs5RQajZjs5Sc9NrYFvGMfep5fPwvvOkXRM2ShE4IIYQQtVpxXi5zpj1H9pFkAJxOJ827XUTXYaNp2K6j27s9FuflliV3u0nbu4dj+/dit1kB8A0KxmYpwWGznfpCpeh7/c30GD3W7ccgzs3qH75hzexvGD9lOjEtWp1xW6fTgbWkBGuJGWtJCWGx9WXCb1ElJKETQgghRK1nKS5iycz3CAwLo/PlowitF+PukE7LYbeTmXyQ1KTdZB0+iE9AIIFhEQRFRBAY7vrx8Q9k8Ydvs2fNStr1H8yQO+7G6FU1c/GJmmEuyOfj+26ncccujJ74pLvDEXVYZRM6uX0ghBBCCLfxDQhk5P2PujuMSjF6eRHTvGWFY5pG3P8o4fUbsGb2LPKPpTNq4hPHS9aL2m/9vO+xWUrpfd2N7g5FiEqRyVeEEEIIIaqQUopLrhnP8PseIW3fHr55+iGyU464OyxRCQVZGWz9fSHt+g+u1AT2QtQGktAJIYQQQlSDNr37ce2z07BZLMx65mEObd3k7pBEBVb/8A0oRa+rr3d3KEJUmiR0QgghhBDVJK5Va8ZPmU5QZBRzpj3HF4/cw9ofvyMn9ai7QxP/kJ1ymMQVy+h82QiCI6PcHY4QlSZFUYQQQgghqpm1xEzCssUkrf2L1KRdAEQ1akKrnn1o2bM3vgGBWIoKKSksoKSoEEtRIZbCQiIbNaFp525ujr5umP/aFA7v2Mptb82UMY+iVqjSKpdKqaHAm4ARmKm1fukf6ycCtwN2IBO4VWudXLbOASSUbXpYaz26ov1JQieEEEKIC1VBViZ7160+Kbk7LaUY+8RkmnTqWjPB1VFpe11jHS+5djy9xkp3S1E7VFlCp5QyAknAECAF2ABcr7VOPGGbAcA6rbVZKfVvoL/W+rqydUVa68CzCV4SOiGEEELUBYXZWRzYvB6n04lfYBC+QcGux8AgTD4+/PDCUxTl5XLjS29KN8BqorXmh+efJCvlMLe/PRNvXz93hyQEUPmErjJj6C4C9mmtD2itrcC3wJgTN9BaL9dam8uergUanG3AQgghhBB1TVBEJJ2GDKfL5SNp3bsfTTp2oV6zFoRE18M/JJRRE5/AYbPx85sv47CXM4m5GzgdDlISd+B0OtwdSpVI3r6FI4kJ9LxqnCRzwiNVJqGrD5xYazelbNnp3Ab8esJzX6XURqXUWqXUFad7kVLqzrLtNmZmZlYiLCGEEEKIC1t4XAMuv+s+0pJ28+fXn7k7HBx2Owvffo3vJj/OovffRjud7g7pvDjsdlbO+pzgqHp0HDzU3eEIcU4qk9CpcpaV209TKTUB6A68esLiRmVNhTcAbyilmpf3Wq31h1rr7lrr7lFR0qVACCGEEAIgvldfugwbxeZf5pO09i+3xeGw21j45iskrVlJow6d2bliCUs//YDaWGCvMqyWEua9+gIZB/fT9/qb8DKZ3B2SEOfEqxLbpAAnzqzYAEj950ZKqcHAU0A/rXXp38u11qlljweUUn8AXYD95xGzEEIIIUSd0m/CraTvTeL3998kslFTwuPO1Fmq6tltNn6aMY0Dm9Yz4OY76DJsNH9+/Skbf/oRk48Pl46/BaXKawOonYrzcpn78mQyDh1gyJ330rp3P3eHJMQ5q0wL3QagpVKqqVLKGxgHLDhxA6VUF+ADYLTWOuOE5WFKKZ+y3yOB3kAiQgghhBCi0oxeJkY++BgGLxM/TZ+KrdRSY/u2W60seH0KBzatZ9Ct/6br8DEopbh0/C10umwEG3/6kTWzZ9VYPOcrN+0os555mOyjR7jikWfoOOhyd4ckxHmpMKHTWtuBe4DfgV3A91rrnUqp55VSf09B8CoQCPyglNqqlPo74WsDbFRKbQOWAy+dWB1TCCGEEEJUTnBkNCPueYislMMs+ehdzPl5OB3VW5jEZi1l3qsvcHDrJobceQ+dLx9xfJ1SikG3/B/t+g1mzexv2LBgTrXGUhXS9u5h1jOPYC0p4dpnp9Ksaw93hyTEeZOJxYUQQgghPMjqH74+qUXMJyAAv8BgfIOC8AsMQhmNOGw27FYrDpsVu82Gw2bFy9uHNn36067/4EpNnG2zWJj36vMc3pnA5XfdT/v+g8vdzul08Mtbr7FnzUoG3noXXS4fWWXHeiKtNQWZGRzdk0h2ymEi6jckpkU8YTGxKEPFnc72b1rPz2+8TEBYGGOfmExYbM12WxXibFXpxOI1TRI6IYQQQojyaaeTA1s2kJ+RgaWogJLCQixFhZQUFmApKkQ7NUZvE14mb7xMJowmb7y8vSnIzCA1aRdGLy9aXtybjoOH0qBN+5PGvhXmZHFo22YObdvC4e1bKDWbGXr3g7TtO+CMMTnsdn6aMY39G9fRokdPvH39MHp7Y/QyYTSZ8DKZ8AsKplGHzkQ2bFyp8XZOp4Osw8kc3b2To7sTObonkaKcbNdKpaDsO6xPQAAxzVsR26IVMS1aYTR5Y87LpfgfPymJO4hu2pwrH3uWgNCwcz8BQtQQSeiEEEIIIcRJso4ks33JbyT+uYxSczHhcQ1oP2AI5oJ8Dm3dRNaRZAACwsJp0qkrbfsOpFH7jpV6b7vVyuKP3iFtXxIOmxWHzeZqKbS7Hv+e4iAwIpKmnbvRtHM3GrXvjI+/PwDm/DzS9u0hNWk3aXv3kL5/LzZLyfHX1I9vS/3Wbakf35aIBg3JST1K+r4k0vbtIX1fElmHk9H65GkUvLx9CAgLIyAkjKjGTbl0wi0y15zwGJLQCSGEEEKIctlKLexZvZLtS34jbd8ejF5e1G/djiadutKkc7dKt6KdjcKcLA5t3czBrRtJ3r4Fa0kJBqORmBbxFOflkH8sHQBlMBDdpBmxLeOJa9ma+q3bERwVXfExWSxkHDqA1k4CQsMICA3D5OvnUdU3hTiRJHRCCCGEEKJC+Rnp+AWH1GjLlcNuJzVpFwe3bORIYgJB4ZHEtowntmU89Zq1wOTjW2OxCFFbVTahq8w8dEIIIYQQ4gIVEh1T4/s0ennRsG0HGrbtUOP7FuJCU5l56IQQQgghhBBC1EKS0AkhhBBCCCGEh5KETgghhBBCCCE8lCR0QgghhBBCCOGhJKETQgghhBBCCA8lCZ0QQgghhBBCeChJ6IQQQgghhBDCQ0lCJ4QQQgghhBAeShI6IYQQQgghhPBQktAJIYQQQgghhIeShE4IIYQQQgghPJQkdEIIIYQQQgjhoSShE0IIIYQQQggPJQmdEEIIIYQQQngoSeiEEEIIIYQQwkNJQieEEEIIIYQQHkoSOiGEEEIIIYTwUJLQCSGEEEIIIYSHkoROCCGEEEIIITyUJHRCCCGEEEII4aEkoRNCCCGEEEIIDyUJnRBCCCGEEEJ4KEnohBBCCCGEEMJDKa21u2M4hVIqE0h2dxzliASy3B2EcBs5/3WXnPu6Tc5/3Sbnv26T81+3ufv8N9ZaR1W0Ua1M6GorpdRGrXV3d8ch3EPOf90l575uk/Nft8n5r9vk/NdtnnL+pculEEIIIYQQQngoSeiEEEIIIYQQwkNJQnd2PnR3AMKt5PzXXXLu6zY5/3WbnP+6Tc5/3eYR51/G0AkhhBBCCCGEh5IWOiGEEEIIIYTwUJLQCSGEEEIIIYSHkoSuEpRSQ5VSe5RS+5RSj7s7HlG9lFINlVLLlVK7lFI7lVL3ly0PV0otVkrtLXsMc3esovoopYxKqS1KqZ/LnjdVSq0rO//fKaW83R2jqB5KqVCl1Gyl1O6yz4Fecv3XHUqpB8s++3copWYppXzl+r9wKaU+UUplKKV2nLCs3OtdubxV9n1wu1Kqq/siF1XhNOf/1bLP/+1KqblKqdAT1j1Rdv73KKUud0/Up5KErgJKKSPwLjAMaAtcr5Rq696oRDWzAw9prdsAPYG7y87548BSrXVLYGnZc3Hhuh/YdcLzl4EZZec/F7jNLVGJmvAm8JvWujXQCdf/A7n+6wClVH3gPqC71ro9YATGIdf/hewzYOg/lp3ueh8GtCz7uRP4bw3FKKrPZ5x6/hcD7bXWHYEk4AmAsu+C44B2Za95ryxPcDtJ6Cp2EbBPa31Aa20FvgXGuDkmUY201mla681lvxfi+jJXH9d5/7xss8+BK9wToahuSqkGwAhgZtlzBQwEZpdtIuf/AqWUCgYuBT4G0FpbtdZ5yPVfl3gBfkopL8AfSEOu/wuW1vpPIOcfi093vY8BvtAua4FQpVRszUQqqkN5519rvUhrbS97uhZoUPb7GOBbrXWp1vogsA9XnuB2ktBVrD5w5ITnKWXLRB2glGoCdAHWAfW01mngSvqAaPdFJqrZG8CjgLPseQSQd8IHvHwOXLiaAZnAp2VdbmcqpQKQ679O0FofBV4DDuNK5PKBTcj1X9ec7nqX74R1z63Ar2W/19rzLwldxVQ5y2SuhzpAKRUIzAEe0FoXuDseUTOUUiOBDK31phMXl7OpfA5cmLyArsB/tdZdgGKke2WdUTZWagzQFIgDAnB1s/snuf7rJvlbUIcopZ7CNQzn678XlbNZrTj/ktBVLAVoeMLzBkCqm2IRNUQpZcKVzH0dJ+FiAAAD+UlEQVSttf6xbPGxv7tWlD1muCs+Ua16A6OVUodwdbEeiKvFLrSsCxbI58CFLAVI0VqvK3s+G1eCJ9d/3TAYOKi1ztRa24AfgUuQ67+uOd31Lt8J6wil1M3ASGC8/t+k3bX2/EtCV7ENQMuyClfeuAZDLnBzTKIalY2X+hjYpbWefsKqBcDNZb/fDMyv6dhE9dNaP6G1bqC1boLrel+mtR4PLAeuLttMzv8FSmudDhxRSsWXLRoEJCLXf11xGOiplPIv+1vw9/mX679uOd31vgC4qazaZU8g/++umeLCoZQaCjwGjNZam09YtQAYp5TyUUo1xVUcZ707Yvwn9b+kU5yOUmo4rjv0RuATrfUUN4ckqpFSqg+wEkjgf2OonsQ1ju57oBGuP/rXaK3/OZBaXECUUv2Bh7XWI5VSzXC12IUDW4AJWutSd8YnqodSqjOugjjewAHgFlw3QOX6rwOUUpOB63B1tdoC3I5rnIxc/xcgpdQsoD8QCRwDngPmUc71Xpbkv4OrwqEZuEVrvdEdcYuqcZrz/wTgA2SXbbZWa31X2fZP4RpXZ8c1JOfXf76nO0hCJ4QQQgghhBAeSrpcCiGEEEIIIYSHkoROCCGEEEIIITyUJHRCCCGEEEII4aEkoRNCCCGEEEIIDyUJnRBCCCGEEEJ4KEnohBBC1ElKqUlKqYfdHYcQQghxPiShE0IIIYQQQggPJQmdEEKIOkMp9ZRSao9SagkQX7bsDqXUBqXUNqXUHKWUv1IqSCl1UCllKtsmWCl1SCllUkrdp5RKVEptV0p969YDEkIIUedJQieEEKJOUEp1A8YBXYCrgB5lq37UWvfQWncCdgG3aa0LgT+AEWXbjAPmaK1twONAF611R+CuGjwEIYQQ4hSS0AkhhKgr+gJztdZmrXUBsKBseXul1EqlVAIwHmhXtnwmcEvZ77cAn5b9vh34Wik1AbDXTOhCCCFE+SShE0IIUZfocpZ9Btyjte4ATAZ8AbTWq4AmSql+gFFrvaNs+xHAu0A3YJNSyqvaoxZCCCFOQxI6IYQQdcWfwJVKKT+lVBAwqmx5EJBWNl5u/D9e8wUwi7LWOaWUAWiotV4OPAqEAoE1EbwQQghRHqV1eTcrhRBCiAuPUuop4CYgGUgBEoFiXMlZMpAABGmt/1W2fQxwEIjVWueVJX3LgRBAAV9prV+q6eMQQggh/iYJnRBCCHEaSqmrgTFa6xvdHYsQQghRHun3L4QQQpRDKfU2MAwY7u5YhBBCiNORFjohhBBCCCGE8FBSFEUIIYQQQgghPJQkdEIIIYQQQgjhoSShE0IIIYQQQggPJQmdEEIIIYQQQngoSeiEEEIIIYQQwkP9Pyf4W17xxE/BAAAAAElFTkSuQmCC\n",
177 | "text/plain": [
178 | ""
179 | ]
180 | },
181 | "metadata": {
182 | "needs_background": "light"
183 | },
184 | "output_type": "display_data"
185 | }
186 | ],
187 | "source": [
188 | "# Normalize prices by first value\n",
189 | "norm_prices = crypto_prices.divide(crypto_prices.iloc[0])\n",
190 | "\n",
191 | "plt.figure(figsize = (15, 10))\n",
192 | "plt.plot(norm_prices)\n",
193 | "plt.xlabel('days')\n",
194 | "plt.title('Performance of cryptocurrencies')\n",
195 | "plt.legend(assets)\n",
196 | "plt.show()"
197 | ]
198 | },
199 | {
200 | "cell_type": "markdown",
201 | "metadata": {},
202 | "source": [
203 | "### Cointegration test\n",
204 | "The Null hypothesis is that there is no cointegration, the alternative hypothesis is that there is cointegrating relationship. If the pvalue is small, below a critical size, then we can reject the hypothesis that there is no cointegrating relationship."
205 | ]
206 | },
207 | {
208 | "cell_type": "code",
209 | "execution_count": 7,
210 | "metadata": {},
211 | "outputs": [
212 | {
213 | "name": "stdout",
214 | "output_type": "stream",
215 | "text": [
216 | "BTCUSD and ETHUSD: p-value = 0.06576979804268955\n",
217 | "BTCUSD and LTCUSD: p-value = 0.07347140678450967\n",
218 | "BTCUSD and XMRUSD: p-value = 0.021570889424181703\n",
219 | "BTCUSD and NEOUSD: p-value = 0.10239483419041967\n",
220 | "BTCUSD and XRPUSD: p-value = 0.00900122457399106\n",
221 | "BTCUSD and ZECUSD: p-value = 0.16378128244807538\n",
222 | "ETHUSD and BTCUSD: p-value = 0.31796015423321283\n",
223 | "ETHUSD and LTCUSD: p-value = 0.609075825185015\n",
224 | "ETHUSD and XMRUSD: p-value = 0.17284643088428048\n",
225 | "ETHUSD and NEOUSD: p-value = 0.12876967722061067\n",
226 | "ETHUSD and XRPUSD: p-value = 0.8353724771161415\n",
227 | "ETHUSD and ZECUSD: p-value = 0.008516903095807236\n",
228 | "LTCUSD and BTCUSD: p-value = 0.32518789859253106\n",
229 | "LTCUSD and ETHUSD: p-value = 0.16681383335780392\n",
230 | "LTCUSD and XMRUSD: p-value = 0.1740000549876129\n",
231 | "LTCUSD and NEOUSD: p-value = 0.12495042850291554\n",
232 | "LTCUSD and XRPUSD: p-value = 0.34798612459501926\n",
233 | "LTCUSD and ZECUSD: p-value = 0.2208460047208785\n",
234 | "XMRUSD and BTCUSD: p-value = 0.03688944104750657\n",
235 | "XMRUSD and ETHUSD: p-value = 0.06850494599390901\n",
236 | "XMRUSD and LTCUSD: p-value = 0.18455770053115805\n",
237 | "XMRUSD and NEOUSD: p-value = 0.15900072498514983\n",
238 | "XMRUSD and XRPUSD: p-value = 0.10535218181116313\n",
239 | "XMRUSD and ZECUSD: p-value = 0.08687381831452784\n",
240 | "NEOUSD and BTCUSD: p-value = 0.6594245361268345\n",
241 | "NEOUSD and ETHUSD: p-value = 0.10139553534891843\n",
242 | "NEOUSD and LTCUSD: p-value = 0.5917795242081397\n",
243 | "NEOUSD and XMRUSD: p-value = 0.31992922945348756\n",
244 | "NEOUSD and XRPUSD: p-value = 0.702811523154505\n",
245 | "NEOUSD and ZECUSD: p-value = 0.19217634013579027\n",
246 | "XRPUSD and BTCUSD: p-value = 0.38260792567369073\n",
247 | "XRPUSD and ETHUSD: p-value = 0.8809574619059632\n",
248 | "XRPUSD and LTCUSD: p-value = 0.41282018472796755\n",
249 | "XRPUSD and XMRUSD: p-value = 0.2295414704744081\n",
250 | "XRPUSD and NEOUSD: p-value = 0.061273680287838465\n",
251 | "XRPUSD and ZECUSD: p-value = 0.6935781798945656\n",
252 | "ZECUSD and BTCUSD: p-value = 0.36470825863289646\n",
253 | "ZECUSD and ETHUSD: p-value = 0.06280072073557352\n",
254 | "ZECUSD and LTCUSD: p-value = 0.4757981312526575\n",
255 | "ZECUSD and XMRUSD: p-value = 0.1008622413530807\n",
256 | "ZECUSD and NEOUSD: p-value = 0.19230331197251305\n",
257 | "ZECUSD and XRPUSD: p-value = 0.893919204241542\n"
258 | ]
259 | }
260 | ],
261 | "source": [
262 | "for a1 in crypto_prices.columns:\n",
263 | " for a2 in crypto_prices.columns:\n",
264 | " if a1 != a2:\n",
265 | " test_result = ts.coint(crypto_prices[a1], crypto_prices[a2])\n",
266 | " print(a1 + ' and ' + a2 + ': p-value = ' + str(test_result[1]))"
267 | ]
268 | }
269 | ],
270 | "metadata": {
271 | "kernelspec": {
272 | "display_name": "Python 3",
273 | "language": "python",
274 | "name": "python3"
275 | },
276 | "language_info": {
277 | "codemirror_mode": {
278 | "name": "ipython",
279 | "version": 3
280 | },
281 | "file_extension": ".py",
282 | "mimetype": "text/x-python",
283 | "name": "python",
284 | "nbconvert_exporter": "python",
285 | "pygments_lexer": "ipython3",
286 | "version": "3.7.0"
287 | }
288 | },
289 | "nbformat": 4,
290 | "nbformat_minor": 2
291 | }
292 |
--------------------------------------------------------------------------------
/pairs_trading_cryptocurrencies_strategy_catalyst.py:
--------------------------------------------------------------------------------
1 | import matplotlib.pyplot as plt
2 | import numpy as np
3 | import pandas as pd
4 | import scipy.stats as st
5 |
6 | from catalyst import run_algorithm
7 | from catalyst.api import (record, symbol, order_target_percent, date_rules, time_rules, get_datetime)
8 |
9 | def initialize(context):
10 | context.A = symbol('xmr_usd')
11 | context.B = symbol('neo_usd')
12 |
13 | context.leverage = 1.0 # 1.0 - no leverage
14 | context.n_modelling = 72 # number of lookback bars for modelling
15 | context.tf = str(60) + "T" # how many minutes in a timeframe; 1 - to get minute data (often errors happen); 60 - to get hourly data
16 | context.z_signal_in = st.norm.ppf(1 - 0.0001 / 2) # z-score threshold to open an order
17 | context.z_signal_out = st.norm.ppf(1 - 0.60 / 2) # z-score threshold to close an order
18 | context.min_spread = 0.035 # Threshold for minimal allowed spread
19 |
20 |
21 | context.set_commission(maker = 0.001, taker = 0.002)
22 | context.set_slippage(slippage = 0.0005)
23 |
24 | def handle_data(context, data):
25 | current_time = get_datetime().time()
26 |
27 | # Get data
28 | A = data.history(context.A,
29 | 'price',
30 | bar_count = context.n_modelling,
31 | frequency = context.tf,
32 | )
33 |
34 | B = data.history(context.B,
35 | 'price',
36 | bar_count = context.n_modelling,
37 | frequency = context.tf,
38 | )
39 |
40 | # Calc returns and spread
41 | A_return = A.pct_change()
42 | B_return = B.pct_change()
43 | spread = A_return - B_return
44 |
45 | zscore = (spread.iloc[-1] - spread.mean()) / spread.std()
46 |
47 | # Close positions
48 | if context.portfolio.positions[context.B].amount < 0 and zscore >= -context.z_signal_out:
49 | order_target_percent(context.A, 0.0)
50 | order_target_percent(context.B, 0.0)
51 | if context.portfolio.positions[context.B].amount > 0 and zscore <= context.z_signal_out:
52 | order_target_percent(context.A, 0.0)
53 | order_target_percent(context.B, 0.0)
54 |
55 | # Check minimal allowed spread value
56 | if (abs(spread[-1]) >= context.min_spread):# and np.sign(A_return[-1] * B_return[-1]) < 0:
57 | # Long and Short positions for assets
58 | if context.portfolio.positions[context.B].amount == 0 and zscore > context.z_signal_in:
59 | order_target_percent(context.A, -0.5 * context.leverage)
60 | order_target_percent(context.B, 0.5 * context.leverage)
61 |
62 | if context.portfolio.positions[context.B].amount == 0 and zscore < -context.z_signal_in:
63 | order_target_percent(context.A, 0.5 * context.leverage)
64 | order_target_percent(context.B, -0.5 * context.leverage)
65 |
66 |
67 | record(
68 | A_return = A_return[-1],
69 | B_return = B_return[-1],
70 | spread = spread[-1],
71 | zscore = zscore
72 | )
73 |
74 | def analyze(context, perf):
75 | # Summary output
76 | print("Total return: " + str(perf.algorithm_period_return[-1]))
77 | print("Sortino coef: " + str(perf.sortino[-1]))
78 | print("Max drawdown: " + str(np.min(perf.max_drawdown)))
79 |
80 | f = plt.figure(figsize = (7.2, 7.2))
81 |
82 | # Plot 1st A group
83 | ax1 = f.add_subplot(611)
84 | ax1.plot(perf.A_return, 'blue')
85 | ax1.set_title('A return')
86 | ax1.set_xlabel('Time')
87 | ax1.set_ylabel('Return')
88 |
89 | # Plot 2nd public group
90 | ax2 = f.add_subplot(612, sharex = ax1)
91 | ax2.plot(perf.B_return, 'green')
92 | ax2.set_title('B return')
93 | ax2.set_xlabel('Time')
94 | ax2.set_ylabel('Return')
95 |
96 | # Plot spread
97 | ax3 = f.add_subplot(613, sharex = ax1)
98 | ax3.plot(perf.spread, 'darkmagenta')
99 | ax3.axhline(context.min_spread, c = 'red')
100 | ax3.axhline(-context.min_spread, c = 'red')
101 | ax3.set_title('Spread')
102 | ax3.set_xlabel('Time')
103 | ax3.set_ylabel('Value')
104 |
105 | # Plot z-score
106 | ax4 = f.add_subplot(614, sharex = ax1)
107 | ax4.plot(perf.zscore, 'grey')
108 | ax4.axhline(context.z_signal_in, c = 'green')
109 | ax4.axhline(-context.z_signal_in, c = 'green')
110 | ax4.axhline(context.z_signal_out, c = 'red')
111 | ax4.axhline(-context.z_signal_out, c = 'red')
112 | ax4.set_title('z-score')
113 | ax4.set_xlabel('Time')
114 | ax4.set_ylabel('Value')
115 |
116 | # Plot return
117 | ax5 = f.add_subplot(615, sharex = ax1)
118 | ax5.plot(perf.algorithm_period_return, 'red')
119 | ax5.set_title('Algorithm return')
120 | ax5.set_xlabel('Time')
121 | ax5.set_ylabel('Value')
122 |
123 | # Plot leverage
124 | ax6 = f.add_subplot(616, sharex = ax1)
125 | ax6.plot(perf.gross_leverage, 'yellow')
126 | ax6.set_title('Leverage')
127 | ax6.set_xlabel('Time')
128 | ax6.set_ylabel('Value')
129 |
130 | plt.tight_layout()
131 | plt.show()
132 |
133 | run_algorithm(
134 | capital_base = 10000,
135 | data_frequency = 'minute',
136 | initialize = initialize,
137 | handle_data = handle_data,
138 | analyze = analyze,
139 | exchange_name = 'bitfinex',
140 | quote_currency = 'usd',
141 | start = pd.to_datetime('2018-10-1', utc = True),
142 | end = pd.to_datetime('2018-11-30', utc = True))
143 |
144 |
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