1016 lines
3.5 MiB
Generated
1016 lines
3.5 MiB
Generated
{
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"cells": [
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{
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"cell_type": "code",
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"execution_count": 1,
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"id": "f9346b65-1739-4393-9919-3fe3cf01b646",
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"metadata": {},
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"outputs": [],
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"source": [
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"include(\"../11-09/NWTN.jl\")\n",
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"include(\"../11-09/TestFunctions/TestFunctions.jl\")\n",
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"TF = TestFunctions();"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 5,
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"id": "b306a08a-a231-4a84-9d79-c2ac5338409b",
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"metadata": {},
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"outputs": [
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{
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"data": {
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"text/plain": [
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"displayTF (generic function with 1 method)"
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]
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},
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"execution_count": 5,
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"metadata": {},
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"output_type": "execute_result"
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}
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],
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"source": [
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"function displayTF(tf, xyrange; levels=nothing)\n",
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" f(x, y) = tf([x, y])[1]\n",
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" xrange = LinRange(xyrange[1][1], xyrange[2][1], 1000)\n",
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" yrange = LinRange(xyrange[1][2], xyrange[2][2], 1000)\n",
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"\n",
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" if isnothing(levels)\n",
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" plt = contour(xrange, yrange, f)\n",
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" else\n",
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" plt = contour(xrange, yrange, f, levels=levels)\n",
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" end\n",
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" return plt\n",
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"end"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 6,
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"id": "95c6e2d0-4194-491d-8a20-5f3ba3746c21",
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"metadata": {},
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"outputs": [
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{
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"name": "stdout",
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"output_type": "stream",
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"text": [
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"Newton's method\n",
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"feval\trel gap\t\t|| g(x) ||\trate\t\tdelta\t\tls it\ta*\n",
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"\n",
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" 1\t6.5936e+00\t1.8960e+00\t\t\t0.00e+00 1\t1.00e+00\n",
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" 2\t6.5597e+00\t3.1344e-02\t9.9485e-01\t0.00e+00 1\t1.00e+00\n",
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" 3\t6.5596e+00\t2.7934e-05\t1.0000e+00\t0.00e+00 1\t1.00e+00\n",
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" 4\t6.5596e+00\t2.2492e-11\t1.0000e+00"
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]
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},
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{
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"data": {
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"image/png": 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]
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},
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"metadata": {},
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|
"output_type": "display_data"
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|
},
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{
|
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"data": {
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"text/plain": [
|
|
"([1.9744519864844305, 1.9744519864844305], \"optimal\")"
|
|
]
|
|
},
|
|
"execution_count": 6,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
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|
}
|
|
],
|
|
"source": [
|
|
"plt = displayTF(TF[8], ([-1,-1],[3,3]))\n",
|
|
"NWTN(TF[8], plt=plt, Plotf=1, plotatend=true, printing=true)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 7,
|
|
"id": "02e5c77c-e81e-4304-89c3-4f588c739250",
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Newton's method\n",
|
|
"feval\trel gap\t\t|| g(x) ||\trate\t\tdelta\t\tls it\ta*\n",
|
|
"\n",
|
|
" 1\t4.1342e+00\t9.3680e+00\t\t\t7.2212e+00 1 9\t5.12e-07\n",
|
|
" 11\t1.1888e+00\t8.8748e+00\t2.8756e-01\t0.00e+00 1\t1.00e+00\n",
|
|
" 12\t9.5024e-02\t2.0491e+00\t7.9930e-02\t0.00e+00 1\t1.00e+00\n",
|
|
" 13\t2.1914e-03\t2.7733e-01\t2.3062e-02\t0.00e+00 1\t1.00e+00\n",
|
|
" 14\t2.3242e-06\t8.8354e-03\t1.0606e-03\t0.00e+00 1\t1.00e+00\n",
|
|
" 15\t3.1420e-12\t1.0069e-05\t1.3519e-06\t0.00e+00 1\t1.00e+00\n",
|
|
" 16\t1.1881e-13\t1.3130e-11\t3.7813e-02"
|
|
]
|
|
},
|
|
{
|
|
"data": {
|
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"image/png": 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yzqMo2jY16ZLQMADOWRAAAA18ThmLwsLkKqRroW1pwsKQZSknhEYhTxJGCIsilibFEoQxVjWs60iWsaph3cCyXJwykmWs6VhVkSQLhokkCSlKccqCaQLGgmGCIGBNQ4KItR1Gm647vu+biszSlIUhSxOeJDQIGCGcxDQKWRjSMGBRSIOARSH1fRYExS8BiaJg2YJlC05JcBzRdgTbERxHLFcEpySWymKlUij9hWCBy+YjOh3S+ZhOB2w2pNMhnQ7obMjjUKg0hUpTqLaEWvtMo9q60J0N90Zs3mWzLp/32HSNzbp81mWzLk8CXNqUxg4ud1B5BZfauNwBSd12V5D43F/nQZ8HPQh6POjzoA9Bnwd9HgwAC8jqIL0GRhMZDWTUQa8jowF6DWlVpNf9DO+s1+aQziELIA95HkEyBxoBTSCdA00XC1kKeQi0cJYmwBlkLgAATSCPAQA448WSgiwAdvZUZTyD7MKZVpJ1bv4OQiCfUVYklwEAkACyBQAgOYAwyCUQZBANJNkgmSDZIDuglEEuI7UKSnX7nCOWQXyKR8chPMrDI+Af4sFhUBrIfiEqvQicFyP7hRdKVloK4bURwmvFzoUwPH508lcfcb//3Zd97v8jaXoDju0aEkVRvV4PwwsaZyyOaRiwMGDhRhe56DRDFkeMxJwQGviMEJ6lNNgwj0jM8xwbBkIYaxoIAhJFrGoAgAQB62c6OKwb6AIWeZE1eq7bMEl4mgLAwtwB4EnCs4wzyqIIAATDLJyBgJBgmggL2DCQJGFFxaqGVLWww7CiLparGtZ1LCtY07Cmo4Xa6TuLvO4UnuWUEM4YDSMAoGHEGedZxkgCAJxSGm0kjm5ss3MEXVscLUaiYQAAkkSsqgAgWgYAiJaJMI4YvbIuhsUx9T3qedSd555LPZe6bu7O6GyWu3Pquvl0DJwL5YpYqYrlslStC6WyVKuL5YpYq4u1mmBc0BrgaUKnfTod0kn/rMeoi2RFqLaEakuod4RaW6x1hFpbaKxeMPyckcJk5LN1NutuMSK7SDFwqYPKbVxewaUOKjVxuYNKHWw3LpbXmvg86PFoBEGfhyMejSHs82gM0ZhHYx4OgaZIq4BWWTyrZdCqSC2BWkKqA2oJqWVQbFBspFhXnPJ6bch84OcIJ4fUPfMinQMAcAqpDwCQucAZpHOgCeQRT13IA0g9SF1IZ5DMeDKBZAKSjbQW6C3Q2mDuRsYuMPcgax8Yu88yWDmF8Bj3HuXu92H+HR6dQM6LUOU+qL0KWXdvzR9cCuGzVQijE8ejJ5/QX/Kyyq7dz07XaPXYxz4lOpbk2KJji7Yp2pagXeAO+nJYGGdxDJQWnkYoXI7xmQgHi0LO2Dlv5JxvxszPcRsiefFy09hCioIkCSGMr8iC3MFZRJQkLCZ5GLE4PtNOEkaSPAhZkrIkpWHIkowSwkjCsywPI55TGkY8z2lMkCgImoYwFgwdAARDRxghUcSaCgBIEAR9I3EUI+EyT4RG8SLBivE8DAGAZzkjhHOgQQgAuR8U+oplGSuyaBpYVbCqiJYpaKqg64KuCaYumoZgGqJliJYpWtZl/RJYkuTTCZ1N89k0m4zpbJpNxvl0kk/G2XgEeS7WG1K1JtbqUr0h1hpSrS41W1K9sfWu6Nx9+nM66dFJn457+ahLxz067tFxl2epUGuL9ZVCIIVaR6x3hFr7Ql5WAOD+mM17fNZl897ClJz3+Wyd+WNkVrDTQqUWLrWx00JOE5Va2G6gUgvJl3C2+/OxKWYQTXg8hXjKyRTiGSdzIHNO5pC4nMyBuJB4PPUBAMkmKDbIFpI0kAxQbBAVJBkg6SDISLEACSCbgEWQdCTIAADqInEdZAttSovqnBVqRAJSzhMPLALLARBI6nXUYDLmZAhRD6IehKd4cAqCk9w/BvEArH3IuQNKL0CVu1HlRWBtGTOWB3z2LT75Gp98BdIZavwYajyAqj8CWFoK4bNVCDfHETqO8ywVwsf+j/8r9/xs7uWen3t+5vmcUsm2RMsUbUu0TcEsOkdTNHTBMgRdF01dME3R0ARdx7oqqNdAODe5GtfoubvKKY1jGsU8y/IwZoSwJKVhRGPCSELjmIYxJWRD5wiNCSMk98NiIY2JYOhYUQRNEU0DaxpWZEHXREPHioJVRTB0QZGLBpYlQdOwqiBJEg0diYJg6FtF7ubi+74hKyxNcz9gJCmuQx6GNIxpFNMgzIMwD0IahLkf5F6Qe37mBUCpaJuiY0slWyo7Uqkklmyp5Mi1slRypGpZrpSxcomBX4yQfDTMJuN8Ms6G/Ww8ykejbNjPRiPASGo0pUZLajQ3Hi2p2RI3Ri6dDychHffy4Tqd9Oiom4+6dNyl4x5PiFDviPUVodYW6p2dCCQwyv0Rm/WYN+DzPpv3uDdksy73x3zeBwSo1EZWDTttZFWx3URWFVk1ZNWxWUFW1Q/jy+i1acLTABIfEo/nMWQREJfTBLIIsghoyhMfOIU0AJZDHvM8AQAg88VZJx7wjXxy4p6VHcMpT3y4EFkM9LyQDRZBPmOmI3kj4ihbgAUkqiBqIGkgKEixQdJAMpFibVi6ZaRVQKsivQbiBf74NOHeYXCf5LMnYPoonz4CWYDqL0P1l0Pr36P6y88kwcan+fBLfPAFHhxGzQfi8k8anR/Z6SW9DiyF8Cx2LoRpTGbf+LfRV77+kv/yO8lzxTXK0rToCnM/zH0/90PqB7kf5GFEgzAPIxpENAzzMKJRTKOYkWRhZ8iyaBlIELCuCYqMZBlLIlbVTUMHYVRYRQVYVfB5uRibFiFLs61+UUoSnuUAwEjCsgwWPkZWvORpxpKEJSlLMxrHPKe5HxSmmKCpSJZFQ8OqghVFMHRBVbGqCLom6JqgKlhTRdPAmipoKlZV0TQETcGqer01jDOWBzEAsJzSmGycZkrTS//wNhE1FUuFIxdJlg4AWJGE88Tpyu61WZrmrp97fjZ3s5mbzb3M9bLJLJu52dxNx9NsNkeiKNcqcrUs16pytSzXq3K9KtcqSrMuVUoXdzLTwM+Gw2w4yAb9bNjPhoOizRMitdpSsy232lKzJTVbUqstN9sXsfs5ieh4QxfPEshYqK8ItbZYawuFf7XaEuorQql68UG9PAn5vM/9MXN73J8wb8D9MfcnzB3wcMqDKagWtqrIKCOzivQStmpId5BRRnoJ6Q7SHaTZoNmXtCxvAiyH9ExAcaHBAJD6wCjPY8hJoaCcuJDHkAY89YG4nMwhnvJ4CvGER2OQDGS2kNlC9gqyd4GzB5X2osp+ZJxXXToe8vG/8eE3YPA1PvsBqr4Yrfw4rD6AygcXG5Ae7302H3xJetnHdjyO89qzFMKz2LkQjr76zf7ffK70qlfe9tNvfTZahPV6PfC8qw+JLeyMLMv9kOc5iwlNUp6mLMsYSTjjtPDaMUbDLa7RDUk7d295LooilqWtflFBVZAkAgBWFCxLsPAxYqzIWJaRJGFVwbKEFVlQVSSJomlck/EP51CoV+ZHlCR5nORhnIcxJSklSeZHlKQ0SXM/Ylmex4TGCcvyPIw5ZakXAkAeRJxzGhGWU4SRaOoAgARB1Bc318JWGUMIYbwYb3oB8piwjAIAcJ4FEQCwJKNJijAWTQ1hLBqaoEggCopjCaosqLJkGaKmiKYm6ppoapKpS7Yh2YZk6ZJlyPblXTcaRul4mk6m6XiaTmbpcJyOpulkmgxG2dyVSo7SrCvNmtyoK82a2mnJ9arSaojmxSx+FsfZoJcN+mm/n/W72aCXDvpZv48kcaGO7Y7cakutjtxqi/XGRX7APInpqJuPN52rPTrp0XGP+S4u14VqU6i1xWobVzdydirNHY6C9funDJTyYMrCKQ+mPJzycM6jOQ/nPHZ55PLYg9jjNEOqhVQL6Q5STZB1pOhINUExkaiAaiBFBywhzQKEkWYDQkizAQCJCsgqACBZB2Fxv4h052LHdIMhMx70i2Eq3D0F7kk+O8anRznPceUAatyF6nej5kHcvAekLXcDecj7X+XrX+JrDwHnaM9/QPveimovhWWM8NkrhM9w16jneZ/85Ce//vWvE0J+6Id+6F3vepe2JY8xiqJaufLXB98mWbpctmTHkkumXLLOPBxTckzZNornQn6uN9fQNXrxj8n8KA/jPCR5TPIwzvwoj0ghbHlEFmuLJcXLiORhzHNaiIegyqKuioYm6qqgKYKqSJYuKLKgyqKpY0kUdVVQZSxLoqEiQZAsHSEkmjpCSNBVLF7fsVaFYHNK84hQkvpzV6ZAk5SSNPPDjTMlWRDlQZR6Ye5HqRdmfpj5kWwbcsmSHFMpfgZlS6mVlJIlV2y1XlbKllJxdiKWnNJ0MksHo2Q4TgajZDBK+qOkP0wGIwBQ202l1VA6TbXdVNpNtd1QOy2sXiygRd152u9l/V7a72X9btrrZf1uPptKtbrU6sjtttTqSK223OpI7fZFknQAgOcZnQzotF+EIel0wKaDfNxn0wHPM6HWEkoNXKkLlaZQqguVBnaqQqWJ7QqSFrcpO+21acZJwGOPxx4nASQhT2NOAiABzxNIQp6EwHIee8A5j1wA4LEHADxPioJEPI2AZgAAnBerNkGqBdvWvcIiUi7wD8IYqVsOW1KQqCwakrqQYYSRaoGkIkkFzUaqgVQLaRbSHGSUkVFeDPy9EGTGxk/y0RN88AM2eISPD6HyrXjlFXjXfWj3DyOztbkhn/2An/gMP/43gBC+9afD9lvM+v5LX9LrxlIIz+JyhZBGpNpuPgOHT3zhC1/40Ic+9MY3vtFxnA984AO7du361Kc+tbl20zWazv107qfzIJ15qRskMy91g2wepK6fumHmBakbZn6IMJIsQ7J0yTYkUxcNTTQ0yTZEXS06fckyiq5fsnQsiqKhIlEQNRUAJHunwnZxIaRJypKMc54HEQBkfsQ5z/2IM5b5EctySpI8IizJsjCmEaFpVvT4NCaUpKkX0pjkcULjZHHkhiZqqmhqkqUXjeJ0JNsoRE7UVUFXZdsQNFUytRtzN3DN2fm9Nmc884LF78EN0rmfTNxk6i4aEzeZupkXymVbrZfVWkltlNV6WWtWlXpJa1a1VnXTur0IuRckg2HSG5LeIOkNSHdAuv2kNxRMQ+001U5LXSkebXWlLZUvZgbxPM+G/azXS/vdrN9Le91CI5EoFCaj1O7IzbbUakuttlRvXHJsD09iOunT2YjOhmw6oPMxnQyYN6HTIXOnSNWwUxXsCjVLSqUhOBVsV7FdxlYJWyVslrB544y2Qj63WcFynlwgG5wxTrbEFDPC83TRyBLgjMc+cMpJABnhaQzE5yTgsc+Jv7B3wxkySsisYqeJ7MZipEplFdd243Ln3AGOAMAyPniUrX2Lnf4aO/WvyGrjW34M3/ITeNd9mxvz0b/xIx9lp/67+B+fWAydvBkshfAsdi6E7vH1p/70b/vfePRt3/5Ykt5MIfz7v//7e++9d9++RXbWZz7zmYMHD956662bGzz22GNFmZ/NseqXHD5xDjROMj/K/IXdkIdxFsa5HxVG1aZvkKVZ5oWM0jwkPKd5TArzCwA2nYEFoqai7Qwjzjlwnm9xoha+RAAQFBkrUmFaAcDCzLJ0hJBkG1gSBVURNQUrkmTqgqZgWZJMXTRUQVUETSnUTtCUnXTWV0wWkpykeZRkIcnTPAtJHqcszdKQcMoSLwKA1I+BsSxOWZYXL4u/AEuzPD432JwnGU0yABA1RZDOvWKivggTiookKBIgpFgaAMi2jjCWLU1QpIzlTrMqaoqkyZKhyo4hGyoSrrDyLctpOvXIaEbGczKckvE87o/JaE4G06g/xoKgtip6u661qnq7prVreqeutWtq7YIpMJuk4ynp9pPuIF7vkfVest4n632WZZuiqK621ZW2ttqW69WL74p6bmEyFkZk1u+mg34+GYvlitRqS82W3GhJmzHIam170+r8cw9cNh9TbxL11uQspu6EuVMWzJk3ZYHLvCkjETadRVE6w0GGhXXrTFaT73UAACAASURBVJ1C3USqgYvSfbqF5GtZxugGwTkPp9yfMG/I3QGbrbNZl09Os8kp5o9wdbfQ3I/btwudO/Dq3bhy9hx+nPH+99mxL9HDD4F7Ct/2evyCt+I9ryritUvX6LNVCGdPnhh//8n2a15e29W5ua7R97///aPR6IMf/CAAjMfjW2655ciRI1vnRP7CF77wcz/3c4PBYLPOXBRFtWrtyS98Q63aWsXSqpaoXd/RTpvpIQV5THh+Vm1VhDFjjBCiaZq0RTJvgC/xfDjjaRCnbpgGcRqQ1I+zIErDJPOj1I+LhXlE0jDJgjj14zxOsjjNglgyVFGVRF2VDFWQRdlQBVUWFEkyVCxg2dIRAtnSAGNRlQVZBADZ0orvBUuiqJ/7LSwUDiAnKU3zc9bm0SJMWOhlcdgAkLohYzwL4pxkSRSzMMniNI+TLCSpF6VBLCiyYmuypSuOLtuGWjJk21DLplqx1LKpli21bGo1W7Ev7w4988J4MIn7k6g3jnvjqDuOe+OoN8r8yFhp6Ct1faWhrzaM4nm1KaiXyDulYRSv9ch6j6z3yFqPrPXitS6NYnWlra121NW2utrWVtvqakeuXThHFAAAOKX5aJgO+tmZRy8bDvL5TKxUpXpjI4W1IdbqUqMl1esXKhdwwV6bUha6rChKF7hFBdczdQpDn5GQk5inMQv9zcK2gDHWTBAlpGgI46IGIVYNEAQAQJq5GHGLha3lCRFCgEWknptdgrDAOQfOkCgheZt7PqRqaDPuqOrFeEqsGYCFoiIu0i0ky0hWL69ucJ7S4TE2OMq6T9LuE3TtcaCZsOde4ZaXire+XNj9wq32IvfW2FOfpY//DYRDfPB/Fu752QCXl0L4rBTCC8UIg4c/HT/+7Yu88SpBCJXe9r+KtTOTQJ4+ffrgwYOnTp2ybfsP/uAPvve9733yk5/cXOu67ktf+tL3vOc973rXuzYXRlFUq1Q/858/EE/9eOSSmQ+A1Iql12ylXHSF5qJbLJlKadFRKo5R9N3XiesUI2Q53RSANCDZ5rMfpX6ceFEWxGkQp36ceHEWRKkfZ3GqWJps67KpyZYmFc+GKpuabOuyoUqmJumKZKjFWkmTRU2RrWfEeIlz2LbXzqIk9aLUjxIvStwomQeJG5JZQKY+mQdFIxp7LM3Uiq03HL1m642SVnOMVlmv2Ua7ajQcpbTTyl6UpNH6MOqOwrVhtD6M1obh2iBcG8qOaaw2jN0tY1fL2NU0dreMXc1Lmuw0isl6Lz7dLdQxPt0la10aJ9pqe0MaC43syNXyxXcFADzP8/EoGw6y0TAb9LPRMBsP89EwGw0BIalWF+sNsVKVao1FoYByhShKaXXXVZYh3HI+lJEQ8ownMWeUxxFsma6Ex8FixO1GWd0zR17MgnKh89oyz9dZy0nM6aJ/43FYlPld1KyPI85yFvqQpUVZ9sKWxYaFDQfbZWxvFJUt1cRaS6i2zy0dvPWD3H5+4nv02Hfo0W+x8Slh/yvEO18t3vUaXNoSKRwfoo/8JXvsk7T9cu0tH73gqIzrz1IIz+JyhTD14/pqK9kSI8wnPTrpX89jRPKtd58zlcGb3vSmn/zJn/z5n//522+//YMf/OBmDbkgCF772te++MUvPmfeyPNdo1mUkIkXTzwyC8g8TGZ+PPXJLFh0kfMwmYeJF2EBy7au2LpsFdqgFQ1RU0RVli2tMHRkW0cYyZYOGxYPls6kRyIExapzKIRQpGc8RXmUFP7DLCSMMprmOUkLFyJNs5xkWUhYlqd+nJM0J1kaxHlEsijN4yTxoiwkWUh4TjddgpKpyebiWbZ02daVDZ1biJypypYuGTftD3nNuRqnE00yMvPDoRuPvWg4j0ZuOJjFIzfoTaPhnCap0a4azbLZLpudqrlSszoVs1M12pUdGfGcx8NpeHoYnu6Hp/rh6UHxLNmGubdt7GqZe9rGnpa1t6N16pfcIQ0jst6LT/fIWnchk2s9liSFQ3XxvNJWV1pKvbpDbyQLw2w8ysbDfDrJR6N8Ns0no3w2TUcj5rnYMEXHEUplsVwRnZLgOILtiKWyYDuCZQmWI1jm+dNDPrtgkc+jgEU+C+bMnbFgxtwpnY3ofFSkGiFREhqrYmu3uHKL1Nkn7rpNbK6ePzqFh7P86a/lT/xT/sRXcHW3dO8bpBe/ETkbipjF4eMPGve89SbW7F4K4VnsXAjnp4ff/b8/e/LhR37pkf/35sYIAeChhx767d/+7T/8wz/8xV/8xcOHDxeutiiK3vCGN+zfv/9DH/rQORMIX26McJM8ThIvTr1w00NYmFZZlOYkzYI4jxOa0dQNOeepH8NGDIxlNI8WdvPmqm3Z6o4TNblIUZF0BYuCIIuiKhcuxKIt6QqWRNnWRUUSNVk2NVFXRE2RdKXQs8JXebmnebkwytKAEDdKwyQNSRaniU/SkOQkS8Mk8WOa0eJlnmRplLCMZnFG05zlNI0SAMiTLCeLX10Wb+MFPQdBEqQNP6qsK1gSEEaKqQGA6mhIwIqpiqosKiLWRMM2JUNRTFWxNNXWFEtTbE11dNXR8ZUGCwEgJ2nQnYaDWdidBL2pvzYOupOgO4lGrlZzrF11a7Vmr9bsPQ17V93a3diRo5XzeDgNTvTCU/3gZC842QtP9uPhVO/UzH0r5u6Wubdj7m2bezuyc2l7dOFZXeuRbo8sXKz93AvUTlNdaSmdltppqZ2m0mmpnSbe8fTFxb0Fdef5fJbPZnS+UXPOnRWF6BbFe30PEBYsUzCKar0G1nVsmljTBU1HiiIYZlEgSTBNJAhYNwChIuUV6zpgvPnyGQvzZvlwLe+fzLvH8/Vj2ekjzJtKe26Xb7lL2v9C5Y4XY+fsgC7L8yPfyv7H5/IffEnYdbf0yrdLd/84COIyRvhsFcLBY8d7337qlje+orGrfdOHTzDGbrvtNtM03/nOd77nPe8BgCRJ3vKWt9RqtQ9/+MPnz7MRRVGtVjv6jUNm0zFq1o0Pwm3LDRo+sQMYZcSNNh+JFxMvIl6ceBHxYuJGxIsTP058kvhxGpA8zRVTVW1NNlTZUERNVm1N1hVRk2VDUUwVS6JiqqJSiLcsSKKkSYIsYlGQdQUAREXaFGxJky/pgqYZzaLF7VehrJzxJIiBA/FiTlkSkMJKdkdzzFAaJmkQJwEhbpT4hHgRcWPiRbKuaGWjeOgVSy8bRsMxqqZRs82mo1cto2pebjYHoyzsTf21kXd67J8eeadH/qmhe2qERcHZXbf3NJx9LWdv097TdPY2pfPCotvsMMsXuniiF5zqBce6wckuEkVrb9vc1zH3dMx9HXNvW+800A6m72BJugg6Fgmr3QHpDZLuQLRNpd1U2g211VTaDaVZV5p1pdU4v4DOznttliQs8GkQsDCgUciiiIUhjUJGYp4kNAw4ITzPN8vEF3OYAACLImCMc8Y27laRrJwj1cWsJhcCIYS3E9HNaoUAgBWlGBNSzHwi6AYSRawbWFWLivOCZYKkiKWSWKninc0XyKIgO3EoO/pYeviR9OnvY6us3PUy5YX/Trnr5ZszUQMAZEn2g3/Ivv4JOjou//A703vebDVWd7L/68RSCM/i2TuO8AMf+MDv/M7vrK2t1et1APj4xz/+jne8Y8+ePcLGiOOHH354dXXxU4uiqFqp/j8P/G4wdMOxr1iaUbOMmmU2HL1qGjVLr9l6xdQrplGztIop76C3unquqxCynBIvTgoZKx5etEXtYuJF8Tws2hlJVVtXHU21dbWkq7am2Lpq62phSNmaUthVlqZYqmJqkr5TY+LGc/Fem3hxPAviWRjPgmgSRLMwHHnRxA8nfjBwo4lP3EivWnanbNYdq1OyWmW7VbJXynanYjacnQjPJvHE904N3RMD7+TAPTFwTw69E32lZJX2NZ19rdItLeeWdmlfy2hdOrAHAMnE9Y93g5Pd4Hg3ONELTnSTiWvsbpl72+aetnXLirGnbe5p7zRJmPN0PE36xaCOYTHkMekPk8FY0DW5UVMaVaXZkGsVuV7JTaO02pGbtWtbYvDibM5neWZJcOFJJwA45yzcZoPN+vUAwJLF1JgsCoFxGgacUhaFLI6Lqcdo4Ge9HksIIwRhJFaqYrkiFsVjG0251ZbbK1K7c8FwKWfZ6SPJY99KHv1aevQx5Y6XqC97jfrSH8X6GYVmvaeTr/xZ9tiXrf/9X5G8rCzzzODZK4S/93u/9+STT37sYx8rXqZpeo7n03GcTdPwHNdoNA2iiR+MvHDohRM/Gnvh2I8mQTQNwrEXz0LOuVYytJKhlQ2tZKjOhjxYumKriqXJhirrimKpsqkKsqiYV9JB7EQIWU7TMCmch8SLcpJt+iHTMEkDkoaEeHESkMSPk027zYvzJFPshYZpJUN1NMXWNUdXz3nYmloyruz4n5lcpdOJZjQce35vFgw9vzf3ulOvP/d7M3d9Gs9Cq1VyViqlXVVnV620u1raVSvtrumVHXvzOA96U/d4f358MD/Wc4/350d7WZyWbmmV93c2ntvmSm0nikuTNDjRC072guPd4EQ3ONENTvZkxzL2tMy9HWtv29zTMfa0tNaO9rZJNp0nw3E6GieDcTqepqNJ1Bsw10uGEwBQGlWp7EiVslwpSyVbKpeksiM69kY5e2vbWVaejbA4zmeTfDbLx6NsNMyGg6zfS7vr2Xgo1RrK3n3K3n3qrbept90u1baZIZLHIfn+V+Nv/WP6xL8pB1+pv+rNysEf2owm+rOJVb7EqJjrylIIz+KyhHBybPCdj/7zf/zD/yXJbmat0W63++CDD77//e//8pe/fM899+zkLZcbI8ziNJ6H8SwkbhTPQjIPC1dh4S1MApIGSRYlSUDSgORJnoZEVCVRkQov32b4CgBUW7vIXN2UUsRRGi6cfkkQc8YL8eOMJ36MRUE2lGK3qq0VocHCD1mEwWRDVR1dNpXCYluExCxVvoH5L4wyEpB4HifFNYmz2I3TKMlIRgKSkSwnOQkJyxnxCWcsI1lGcgAgAdmsqUaChFF6/s6xIHDGNHtj2goBq6YKALImiYooqZKoSIqhiLKo2qqiKwwzp1bSbFWzNdXWNFvTHR2L16B3pmnu9Wbu2nR+euyensxPj2cnx/PTY2C8tLte3lsr721Ub2lW9jXK+xqqvdOb/dSP5kd7s6O9+dHe7Eh3frRHZkEhiuXbOuX9ndL+FatT2ZHDlvO4PwlO9IKTXf9ELzzZC070kpln7m4Ze9rm7paxu2Xsbpm7W0r1MsbCb95b0Jiko0k2WxRfzeZuNpkVVewz18tdP/M8QdMk2xIsUzQN0TIFQxMMXdBUQddE08SqjBVFNA0kCljTikqBWJKKOjtFKcGdH9hNged52ltPThxPjh8jxw6Tp58CQdDvvEu7+4XGPS9W9uw9Z3sW+fE3/iH6yt/zyNd/7H8y7v8ppBrLGOGzVQif+sfvf/G3PnHw7a98/fv/0821CA8dOvSXf/mXP/qjP/rjP/7jO3zLFSfL7JwiMaQw3RbhKwAAIF4MF/jCixnqdUOXzYUnVjE1hFEhfggvRovfFGhGo1kYzqNoHkWzMCoa8yj24mgexW4cu1HsxbEXE59kJNMsTXM0xVAUQ5E0WS9pkiZLqqRZmqiKkiqphopFrJgKFgRJlSRVBADFUDclSjUVfIFCmpzz2FtcT5azJCQAkEZpntIsTvM0T4IkT3PiExKS0A1ZwohPNo8wdmNZl/WSblRMo2KYFcOomlbNshu2UTGcdsmuW2bNuiyzaStkHs1OjqYnhrMTo+mx4fTEcHZ8KKpS9dZW5dZm7dZWdX+zemvL7uzIBQoAWUjmR3uzw+uzY/3Z02uzI73Uj0q3tisHVsu3dcq3rZT3d/T6TpWMkjQ42QtP9YJT/fBkPzjZC08PWJYbu5qLx2pTX20aqw21Udn2IlxWr50HYVHFngZB7oc0jIpZUGhMNucDycOwmEKLpRlLFnV6YaO4PAAImnrG/bgx/eQmSBSA86IjRRhfZAqtoiz+oo2QYBoAsKiPv1GnHsuSYOiCaYiGLlimZJuiY4vWZeTsZP1e9MRj0WOPht//Ls9S86WvMF/x78wXv+ScHNr06GPhF/8qeexbxmvexv/9f7CbnQvt8AawFMKz2LkQJjFJ41Q2lGeIa/SyiKKoWq7++S/9WXmlbDfsUqdkNx2n6Vj1K+/+rp6bkixDMxpOw3AahLMonAbBJAinYTgLo1kYzqJwFoaTIJyFaZwaZUMv6XrJ0Eu6Xtb1kq47ulbSdUfTbE0r6ZqtabamWqpiPIOS5rfttYkXL85uGgSTMJwG/sj3x34wDty+64/9aBaaVbO0UnaaTqlTKq+US51yZbVcXq1Y9Su5cw8G7uTYYHpsMD7cnxztj4/0szCp7m/VD7Srt7XrB9r1Ax2zuVMxS/1odqQ3O7w+O7w+PdydHV7nlFUOrJT3d8oHVsu3rZRv61xWNYDMC8PTg3BtEJ4eFMMco/VhMvO1VlVfqevtelEipyiXk6mC7dzQEtg0JjxfJBJffA5nTtnmbM/braXsvLmgWaHBWc4IoTFhSUqjOPcDGka5H+R+kM1clqZSyVHqValaUZq1RYXYlba6q3P+NDJbSbvrwb99M/jm1+IjT1uvuM9+9WvMF79saykfOlr3H/yL+Ltfaf3Xz29bAeDGsBTCs3j2xggviyJr9Csf/ud5d+4OXLfnuv25N/SCUWBWjNJq2arbdtO2G7ZZNe2mbVZNs2qaNUsvXcdigNdWCIkXh/ModuNC1aKi39+qcNMgmAR5kutlwyjrRsU0yoZZNY2KYVQMo2zoZcMoG4XNtHPP3jONK3M60Yz6Y3/enbu9+bw3n63N5t3ZdG02W5smYVLdXa3srlZ3V2t7a7W9tdq+enV39fwKcBeHePH4cG/8dK94Hj7VZZQ27lipH+jU7+gUjZ1nIcUTf3Z4bXa4Ozu8Pn16fXa0J5vqQhdvbVcOrJT2d8RLFbI5B5ZmUXccdYcbJXIWhXLSma9UHK1dVesVtV7SmlWl6mitqlKxlVppa12k5ww8y7O5mwzH6XiaDsdFndj4dDfpD+V6Vb9lj7F/n3HgVuvO26TK9uX08vnc/9evuF/+UjYZl177+vLr3ihWzgQFvcnYrtZu1Nlsw1IIz+L5I4Tbz0eYM3/su33XH3lu3/WHfjAN3L4bjINgEvhjP40So2IaZb0wjzRH18ublpCmGLJqqaqlSaoka7JiyFgSNEvboZV5vhDmaZ7GKU3yNM7SOM3TPPbiLE6zOIu9OAkSEpIkSIgXxz45459048iNFEMpjtAo6UZloWp60S7pRsXUy7pVNZ8hChfOIwBI4yxLcgDI0zyJLhF4RgjpzuLgjZIGAJqlnj8u8JpHX9IonZyaTE5NJifHkxPj0Ynx+Pho3nOdll2/pdHc32zc2mjsbzZva16u7RhN/OFT3dGT66Mnu8Mnu5OjfbPpNF+w2rhjpXHnSuMFq3Z7p95UAPDXJ/Mjhb3YnR9Znx/ra3WnfGu7vL9T2t8pknGurLKgN59LcR4PpvFwmozncX+STObxYJpMvWQ8p2mmlG2l6shlSynbsmNKJVO2TckxZWsx6ZVYVMG91MzGz3w4pWStFx07GR4+Hjx9NDj0tGgY1j0vcO496Lz0HqWxjbYlJ4/PPv9Z7+F/Ml9xX/Vtb1d27YFlrdFntRCGs+Bf/vxf3vq/vS29qckyV8AVxwhpRoNpEM0WcbJwHsXzKPZi4sUkICRIkiCJvThPsjROkyBhOYv9mDMuyqKsLf72mrN9vkwSJDSjxdj/re8SZEHWZUmVJEVSbU3WJEmVNEdXDEUxFdVQVVtVLU0vaUU+iO7omqNdzVDxK4NzHs7jcBYF8zBy4zMPL448koQJCZLIIyQgKcmSMCFhSjMaziOEkWapCCFZkyRFBABRFpVLGUOc88iNAYBzKBqRF3PGjZIuyqKiS0ZJV3RZVEW7YuqOpjuaUTbMkm5WDLOimxXDrllm+dqYLzSj07Xp6OhweGQ4PDoYHh32n+5zxlsHWs0Drdbtrdbt7c6dHbN6GaEmRtn02HD05Prg0NrgibXhoXWa5a0X7Gretdp4wWrzBauVW5o7/5Y5Zf76eHZ4fX60Nz3cnR/tucf7WtVybmkXoujsa5duaanlSx/hxXttmqTpzCfjWTor5vHwUzfI3KCYzmVRvD6Ii7kqRUOVTB3LUjFPJMJYsnRASDJ1QEhQpGIUI5bErZpdzPSyk7OWLB3O+7NtTuCMBEE0VACQDA0JWLKMbed2vgw4j0+te48+4f6PH7jffUQqOeX7XlZ91SvNO/afk9xEw2D++c9OP/v3+j331n/65xLLWQrhs1IID3/z8F/+wkcO3H/7z3/wF54zFuH1I0+ydKNySuxuny8j61KSp7quA8DO7cgbQxqn3jhwh75XGMfT0B36/jQs2sE0CmZhOIt0RzPKulHSjUJ4Srpua5qt6ramGrJiKoajKYYiq5JqqqohC5JgXFNvc6GOWZKnURq6cRIm09EcMojcOHQLkY6CaRhMQ38SeiM/JalVNcstx2napaZdbjnljlNuO7XVSmWlpFlXFbMJp2H/qV7/6X7vqV7/qX7vUFeQhPYdnc4LOp07O527VloHWpflUA1H3uCJteGhtf7ja4PHTwdDt36g07xrtfmCXc27Vuu3d0TlMqoIccaD9fH8WG92pOce78+O9txjPcDY2dsshjbauxvOnoa9t3mOT/VamS8spzQimR/RNKUkzYOIM555IQBkfgTAaZKxJAUAluV5fKZ8VTHTy04+otjPOQs3384pzUMCAFkYc0qLOWR4TkVDlWxTsnTZMeWyrZQtpVpS62WtWVGbFb1d25EMMx48dWT6r9+aPPwNlqT117668cCPqqvtszYhZPbgpyaf/jvth1+165d+ZYfTgFwPlkJ4FjsXwml36k/8zh0dTdNe9KIXnbOWUUYzSnMGCAQBYwFjAd+wnp1zzhnfeIYtbY4wwhhxzo+dOP6lD/9zbXeltqtSajnCtcinv/rDvlmVZZIonfc9d+R5o2A+8LyR7478+cDzx4E78t2Bxyi3a4bdsJ26ZVUNq2LYdcuqmlbVMCuGUdatsmFWjGeUeBdcvNfOU+qN/Vnf9Yb+rO/OB950fT7ruZO12WRthkVc21Wp7a409lTruyuNfbXGvlpjd1VUrrDetNt3e4e63UPd9cfXu0+sT05OGrc2Vu5eXT24unL36spdK5eVZ5SGZHhoffD42uDx04Mn1ibHBuU99dbdu5obVuMVjAclU39+fOCe6LvH++6JoXdq6J0aKo5h727Yu2rWroa1WhOreuO23TvPU312UUzwWUzanM2DZO6nMy+ZuGQ0iwfTuD+OB1OlYhu7W9bejrV/l71/l31g98ULF4RHjo+++M+jf3xY37en/ZbXV374FbDln0I9d/DZT7X/0zvRRfNuritLITyLy40Rqqr6xBNPxPEiEcsdet/5749+74uPG2XtrlfdcecP76/vvsTsMDeSLM3nfW/ed92hT2apHOvjU9Px6ak3CZy6VV0t13ZVqiulSqdUXS2X26Vy23YalzMVy9Vx/YSQBMl84HrjwB+H84HrjYKi9/fH4XzozfseAJSaVqnpWDWj1HTsuunULadh23XTrpmlpqOaz6BE0MviasyXYBZNTk9Hp6ajU5PhicnoxGRwfDRZm5daduuWevu2Rvu2Znt/o3N7s9y6ElXIk6x7qLf+2NraY2trP1jrP9Urr5R3vXDXrnt2r75w1+rdq/LllOyhGR09tf7/s3fe4VFUbR+ezWZ77y27m957SEgooRcBQVDAD1GUoliwi68dC3axKyIioEgRRarSCTUJ6b1ns73X2b478/2xmJeSQMqm8XJfXFzM5MyZw2T3/OY85ymaWrm6Rqapk+kalUQ2hZMk5CYJOYlhnKQwPKNPzwGG7RqTtUNrlettMp1NpjN3aBwai8dqJ/IZRB6dwKMTeXQCl4ZnUwlcOp5JxtKH0so30MAQ5FQZ7DK1rV1pa5VZm6TWVjmez6IlRzEy4hlZCXhBFwH1AADAXp/h7CXV7we9FpvggQXsmZM7i5Le2SMc8UIYOOyoVhz8/Hjt2aZxi7MnPpQniOPe/PJhhd/rN6ksBoVJLzMZFSaj0mxQmI0Kk1lttVscFDaZzqdS2CQaj0JiEKkcMjmwKmIQSQxisDaZgD4JodvhAU0Oh9kBmhygyW4zgDZDwO4H2gx2q95m1YFWA4hEhlC5ZDKTRGYRKWwyhU0iB/4jbBKZSaJyydjhFPAQXII+xfh9kF5qVLdpVc1aVYtW3aJVNKi9Hp8gjhsWzxXE84SJPGGSgMTo9QsN5IPUzWpZpVRWJZNXyVQNKqaYKUwTiTJE4gwxL57fqzwAsB8ytGk1dbLOJSMKh2YnhLETBAFdpAp7l2KmkytJt91em8JgVxnsahOoMtrVJofODKpMTr3FA7pwDBKeTcXRSVg6KfA3hkrEUgkYCiFQAzJQqqUPdx+GwH6/tUVuqmwyVjbpL9chsRjWmFRufgZzVGKXRlRrZZ18+x6XTClatZQ5dTyAQNwRwhEvhOpW3e/vHmq+3D7rqckTH8rr1ZTqcXr1SrNJY7Ua7aDZ4XZ4HOD1240hyBA8CYvBoXFEDIlGIFJxJBqBzCCgB76oAgAAPrfPrLWaVBaLxmpSW616m1ltteptVj0IGu1WPei0uYg0/L+bYTgCFYcjYbFEDBqLwlNwAaePTtcPDAEd2v2ekNfts5lBDAbjdXk9Lq/f63fZ3R6X1+vy2c0Oj9PjCvib/Ot+4rA4kaHIwN0JNDyRhifSCGQWkUgnkOhEEoNAYhIpbDJpsJ5Vd3icXpvZAZodoMlhD4wcdIFmhxN0u51eF+h2gm6fzw+aHAAA2C0OGAY8rv9uqUIQbLdcMTmEhCAAACBQ/uvpiidhQ5AhSBQSR8CEopFYAgZPOEKZIwAAIABJREFUxKBxaBwBQ6ThEAiEx+uJTQsn0fAkGoHEIJDpA2J5Bk0ORYNK0aiW1Srl9SpprRKDQwuT+OIUgTg1TJwSxolkInqZvNvv9asaVNLyDmmFVFrRYZQZ+YkCcaZYnCEWZ4XTBL3wIA1gkRs0dQptvVxbL9fUKZxGkBUvYCfw2fFh7AQ+K47fw/RDt5y1Ia/PabDZtWaXweoy2q5UNzOBbovdbbEHakB6QQfk9aOIODQZj8JjAqVUUAQsIhSJIeEABAJFxIWEIBChyM6iYIHyzp13QSBDYD8EIHqXaCIEjQr9123t6qIuSCw6UEmt5111h61FrrlQoTlbZm2Vcydkhs0ax8xOuvGdw1pZ1/HdzzAMRz6/GhZw7gjhSBVCp9119JuC09suznpq8vTHJtxytnXZPc3l0pYKmaROKW1Qqdr0DpuLKaDS2CQSnUii4jF4FP6GDyLkhxw2l8vhcYIu0OK0Ge02o91isGOwKDqXTOOQmQIak09l8CkcMYMtpHPEdMIghgRAfshuctgtDrvF6bA4nVaXw+p0gW6vy+uwugJhAJ3BAC7Q7fdB3XUVikIiMSGhoaEoTCgah0aGhmCJWDQWhcKG4ik4DA6NIWBwJAyegseRsHgyFk/Bh6KHuG6G2+Exqq1GjdWit5k0VrPOZjXYzXqbRQtajaDFYLeZ7AAMEKl4IhVPpOIIFByejCWQcEQqHktAY/BoHBGDJWBQKCSBikcgAAIZhwhBoLGozo9TSAjiauUDAMBm+m88tcPmCmxIO+1ur9vndngcNpfb6XXa3XazUy3R65QmIhlvM9ltJodFDzpsLgqTSGEQGTwKlU2icymBDw+DR2WL6HQOOVjbnHqZUVarlFTJpTUKSZXcbnKIU8Mi04URGaLIDBE7otdBY267W1Yp6yiTdJRJOso7AAAIKGJ4VoQwVdgrI2oAl9WprZfrGpTaBoW2XqFvURGYZFYsjxnLZ8fxGTFcRlTXvjxBdJbxgk6Pzem1u3wuj9fpCZTPdNucAAx7QScEwbDP77VfeTkOVOW8sR+3tdv4+i5u6vH6nFe83L0ON+TzB8p8+pwev9vjsTkD1ToxZDyGQsDSiDgWFccgEbh0AodK5DNIAkYIqqc7xC69WXmsUH74vNtsEy+YJJ4/GUO/dqsFhnVHz3Rs3EYePzr2udXA0G2x3xHCa+i5EMoalF89uCU8NeyB9xdQOd1upMEQXFfUfvloTcWZRkmdMjxJEJMhikwRiOK4/CgWrfsLbwlocRrVFpPGalCadQqzXmHWyYzqDoOmw4hEIrgRTF4EkxvO5EUy+ZEsfiSLFUYbhq4cVzN8yjBdjdftM6gsgYdsVFv0SrNZY9UpTGatTa+0QBBEY5NoHDKVRaKySFQ2icokkZkECpMU0BsSDX/LQIgB5bpZ2+f1Ww2gRQ8aNVaTxmpUWwwqi15hNijNWpnJZrIz+VSOiMER07kRTF4Eix/F4kexiJT+vlqBJoekUtZeIWsrl7aXS90OT1SmOCpLHJklih4V3gfXWZPC1FEqkZRJOkolynolK5IdkR0hzhCHj4pghvclNBuGYLNUr21Q6JtUuialvllllhnIfDorhkeP4jCjuYwoDi2CjSFih9yON6B4bE6v3em2ONwWu9NgcxmtToMVVJnsahOo1Ns1ZjyLQokIpH4VMBOE1BjBLYNYLI0dkt+PK08UC6blRj88By9gX/1TnxWU7NgbuWJJz0tCBp07QngNPRdCaZ1C3abNmZPRXYOmMunJ34rO/lFK51JyZiZnTkmIzw5H9dXdrldYjXa1xKBu16vadco2vapNp2zTWQ12rpghiGHzI1mCaHZggmOF0XprsBo4hlAIvW6fXmHWK806ubHzrUKvNBuUZpvZyeBRmHwKg09l8ChMAY3GIbP4VCqHzORTcMO+TkXvEmN6fFqZSSM1BD4/yna9qk2naNGisShRPDcshiOM44oTeMI4DlvYLy8wi9baWiptLZW0lHS0l0tpPEp0dnjs6MiYnAheDLu3n0mfx6eolkvKJJJSiaSk3efxh2eKw0dFhGeFC9NEfVgsBoB8fmO7Vt+iNrZq9M1qY7vG0KbBEHEUEYMZyaGFs6liJk3EoooYQ5gFd5CB/BCoMFjaVaYWpbFRrq+T2VUGRoKIOyqGOyqWOyrmJhufHrOtbedRyd6TvIlZcY/di2X/17g95O8Wd4TwGvrsLNOJ3wcV/FH61zenbCbHtKW5kxZl8yKHMnVQJx6nV9mmU7Ror/zdqlO06mxGOz+SxY9iXfk7isUNZ7KFtMGPRgcGXgh9Xr9RbdHJTDq5Sa8y6+QmncykV5h0CrPN5GDyKUwBjS2kM/lUpoDKFtIYfCqTT+3Pqn04EJQpxqCyyJs1imZtR4NKWq+WNqjcTq84gRueJIhKDYtMEYQnCbCEvuqNH5LXq5qL25uL25uK2l2gKyYnIi4vKi4vKjxN2IfAHovaIilpby9pDywW2VHs8FER4szw8Kzwvi0Wr8aqMinqOtxau6lDZ+7Qm6Q6s9QQggqhhjHIAjqZT6MIGCQulcSlkPn04VP1euDw2l3aqnZNabOyqNFQL2WnR4knp4mnZBA4Xeda81rtLdsOdfx5KvKBu6Ifmh3wprkjhLePEMIQfGr35V/XH2YL6fc9O3XUtMRhbooEAMBl9yjbdMpWrbJNp2zVqdr0qna9SWtlhdF44UxOOIMjonNEDLaIzhHR6dzeFWLtLUERQtDiNKrMBpUlYM80qq1amTFg/bMa7TQ2iS2kMcNoTB6VFUZjC+kMPoUVRqNxyMNnZRxcBmiKsZnskhplW42ivUbRWimXNqo5Qnp0hig2UxSbJY5KDeuzQdissTZeam0qbGu81KqVGCIzxQljo+LHRkdlivsQv+jz+OTV8o5SiaS0XVIq8Xn84gyxOFMcnhUuShdj+hQVc+MjdZpAi9xoURitSqNFYbSpzKDWYlWaHAYbloLHM66UvMbTiTgaEU8jYGkEHJUQKBOGJePRXeXGG4l47S7FxbqOU5XSM1X0GH7MvLyIu7JRXZX1dqr0NZ/+YmtXpr+5kp4ed0cIbxMhbLgs+fa53ShM6PJ35iWPjR7gYQ4sXrfvinFMYtB0GLQyo1Zm1EqNFoOdxiaxwmgMPpXOJdO5FDqHTGESKUwilUUiM4i4/gXb3VIInaDLZnRYjXaLHrQaQavebtbbzFqbWWez6EGDymLSWNGYUDqPSueSGTwKk0+l8yisMBqdS2GF0Whs0vCZbjxur83iAC0O0Oa0WRwOm8vpdDvtbgfo8vn8dqsT8kMej9d1q4yjZCoBAAAsHo3CoIgkHBqLwhOwZBqBQMQSKXgylRASCtO6yYMcRHxev7RB3VIhbSqTNpdJJXXKsBhOQk54fE5EQnaEIIZ96y66wmFxNha2NV5sbbjQomhSR2aKE8ZGJ46PicoS9zbHdwCL2iIplUhK26XlUkWNnC6ki9LF4kyxKEPMi+P1MDyjF7M2DNsNoMNgA7UWu97mNIEOo91pBJ1mu8vicFkdbpvLZXG4QRcyFInCozEkXCgGFYpBoQmYkNCQUCw6oP3oq+pzAQhEPxPkoglYUGPGkHBENgWJDg1BIdF4DAqPRmHRGFKgcjW+n8ZeyOuTnatt3ndBdbkpanZO0kNTKeIuPgPq0yVVH24Nmz1O8OBMCm3AP6U34Y4QXkMfhNDr9m1dd+DM7yUr358/ceGoPiwszEZQrzYbdRaL0W4HnT6v3+v2Op0eLBYdcB0kUwk4AoZEwVPoRBqDRO1bXHC/8Xn9RpVFpzAHllwmjdWosZp1NrPWFlAmnxciUXEECh5PxhLIODwZi8GisAQMBo9CoVHI0BAc6YpShoYifb5rqs56nF6Py+fxeDwOn9/nd4BuF+h2OdxO0G23OEGz0251YnAoEo1AouHJDCKFRaQwiGQGgcoi0bkUCpPI4FFobDIaN5SREgEgP2TQWnRqs0FjNuisWqXJpLea9DaTzmrSWy0mu8UEej0+MpVApOCJJByZSsATsTg8BkfA4IhYVCgST8IiQ5EoVCjuqmgcBKKLL4vVbAcAwGl3+zw+m9XhcXkddpfN7ABtTtDisJrtFpMdi0PTmCQGm0Jjklg8GoNNYfPpbB6VK2RyBPSAlAYXn8fXUilvvCypv9xed6nN4/Im5kYmj4lKHhsd1SdrJwAALtDdeKm1/nxL3flmdYs2Ojs8cXxMYn5seGpY395vIB+kalB2lHV0lHdIKzpMchM/USBMEwrTRKI0ISuS3Z39YyCWLz6X1+t0u20un9vrc3s9djfkgwLlPAEA8Nhd0L/u1oEK1f25l8fuMnXosWRcCArp9/j8Xr/X4fY43D6n121zuqxOp8nuc3vxdCKBSSJyrph5qUIGLZxFj2D3SiMdWnP9roKGPQXcUbEZT9xNjxVcPxizrWLdJofBnP/Tmz1MoDoQ3BHCa+itEBoVtvVLNwti2E99cX8PI7QcoKumtLWmpLWpRtbWoJC1aUJDkWw+jcogUehEIgmHQoei0KE4PMbl8nhcXhiGbRaHA3TZLA6LETTpbQ67i8GmcMMYbAGdF8YQhLPCItjCCA5fzLpJlN4g4HX7QLMDDMT52Vx2i9Pj8rocHpfd4/P6/D7IaXN3dy0aG4rChvp8PhqLggxF4okYLAGDxaOxRAyRiidQcAQybjjkgbsag9aikupVMoNablDJ9Gq5Qas0aRQGk95GoRNZXCqTS6OzyCwulcYk01gkGoNEZ5EpdBKFRsAPlpeNzWZDwEij1mrUW016m15t1mvMWqVJpzKpZHq13AjDsEDMEoSzwiI5wgi2KJobHs3jChlBtBXrFeaai611ha3V51s0HYbE3MiU8TFp+bExGaK+/U4dFmf9hZa6c811Z5tMKkvCuOik/NikiXG86D4uPQEAcINuWZVMVikNRPTb9DZBUljYlfRvAk7Mf0MphtyONwj4vX6nEbTrbTaNGVSbLQqjWaY3SXTGdh2GhGXF8TlJQl6qWJARTmDdehPd53Q37DlbufmoYExC9nPzCdxrPa1guP3oxfDpeYg7uUaHCb0SwvLTDZ8/tmPpa7Nnrxx/y/at9fJTB0vOH6tsqpbGpYqTR0XFp4oj4wXiaC6hl1YIr8en11g0coNGYVTK9AqJVt6mlbVrdCoTV8iMiOVFxgki4gVRCYLIOAFu5ORMGZ7hEwAAuJ0eWbtW1qaRt2sVEq28Xavo0Ck6dHgCli9i8kRMbhidJ2RxBHQ2n8YTMhlsMnLYuEjccta2WRzKDp28XSuXaKWtGmmLWtqqNhtt4TH8yDh+dJIwOjEsJknIF3edN6vX4zHZay60Vp1rqixo0nQYU8ZFZ0yKz5gcJ4rn3frirrBorbVnm+sKmmoKGmEITpoYlzwhNmliHKVPBYQ7cVqd8iqZvFour5EraxUGqYEdzeEn8PgJAmo4NSIjktLjMsK3GRa5Qdug1NTKVJUdiop2PJ0kyo2JGB8fMS7+5hkJvA531U9H63eeTnlkesoj0692Ixryd4s7QngNPRfC8tP1Hz2y9bVfV6WMu9mOoM3iOPDr2b+2F1jN9inzssfPTM8cE48ZmEQnXo9P1q6RNKram5StdfK2RkV7k5LJocYkCQN/YlPFot5UrhlkhoMQup0eaZumo1klbVVLWzWyNo20VW0xggIxOyySLY7h8YXMwBKcL2KNiJeMvk0xDtAlaVa11svb6hVNNdLmWpkDdMWliuPTxIkZEYmZkeJoXki/PacserCyoKn8dEP56Qaf1581JSFramLG5DgSrY+fAXWrruZMY21BY/35FrqAmjIxLmliXPyYqM4SYH3G6/KqG1WKOqWqXqmolWtbtH6PnxPL5cRwONEcdjSbFcWmh9H7tnM5goFhXZNKcqGx7Wydsqw9bFRU/OzM2BlpN0l3blMYLr6zw6E1T/hoRael9DYWQp/Pp9frmUxmaOjNXL1GqhDqlEa71Rkef73JuxO9xrz1i8MHfjk7dlrqvcsnZ46N7//E0VsgPyRv1wYmsuZaWVO1VK8xR8YL4lPFsSniuBRRbIqot+vRgWOQhRDyQ0qpvqNFJWlSdbSoO5pVHS0qo84qELPFMVxRFFcUzRVFcYSRXG4YfeT6lAZrijEbwYZKSX2FpKFSUlvaZtRZk7MiU3Ni0kZHp46OofSgjN/NUbRoy07Wl56orzrXHJ7Ez56RlDMjKTI1rG9PHvJD7RWymtMNNQVNkkpZZIYoaUJcyqQ4cV83FK8m8EjtRru6Sa1pVmtbtZpmja5Na1FbqTwKM5zJCGcyhAy6kE4Lo9P4VNIgZq4fQjwOd+up2vpDJdLC5uipqZkPjONnRHTXuGnfxeJP92Y+NTfx/yYCw14I33jjjYMHD0ql0o8++mjVqlWBk8eOHbv//vs72+zcuXPGjBnXXXjixIkHH3wQi8W6XK5ffvll6tSp3Q1gpAphd3GEAAC4nZ4tGw7u2nhszpJxy56Zw+b3OiniwGEHXc010qZqaWNVR2O1tLVeTmeRY1NEscmi2GRRbIpIEM4efMEOMKBCaNJbO5rVkhZVR7M6IH7ydg2dTQmP5oljuOExvPBYviiKyxMyhu2KuW8M0BRjMYHVl1uriluqipqrLrdwwxiZY+OyxsZn5ycyuf1y//O6fdUXWkqO1Rb9XeNyeEbPTB49KyVjUlyfE8a6HZ768821BU3VpxssGmvi+NikibHJE+L6kOYtQHeP1O/1G6QGvURvkBqMUoNRZjQpTGalyWlxUrgUCpdC5pBJLDKRQSSxSEQmCU/FE2gEHBWHp+BRQ5oON7g4TWD1n8Vlv5zF04m5q6fHTksBunqbsUp1p57bSI3ijX93mcPjGs5C+Ntvv/H5/Ndff33x4sVr1qwJnDx8+PD69esvXrzYXZ8+ny88PPzzzz9fuHDhH3/88cwzz0gkku7WhbebEJacq1/3xI+JmRHPvbeEJ2QMzDCDBgTBslZ1Y7W0qVraXCttrpWZ9LaIOH5ssigqXhCdJIyI43PDBul/ESwhNBtBeZumo1Uta9V0NKukbRppixqBQIiiA4LHE0fzRNHc8Ggupt8Ws+HPILxrQ36osVpadqGh5Hx92fkGGpOcMzEpd1Jy9oREEqVfxUkUzdrCv6uLjlS3VsrTJsbmzUnNnZXSZ8MpAABmjbX2TGP1mcbaM40oLCrgYpM0PobE7MWKtreP1OfxWVQWi8Zi1VitWguoB21aK2i0O0x2h9nhsDgcZicMQRgCBkfBYfCYUEwoloQLCQ0JFP/CkXEBIQlFIdFdxeTdiN/vd4PXOKaFhIYECvRiO42WCABHwQEAgCPhQjGhaDwGR8HhSFg8jUCkE/oZoQEAAAzBTccrL313DIagCS/OjZyQeGMbn8t77o1tNpluzCePMIVDWbGnJ6bRadOmzZ079zohPH/+fEg3Pj7Hjh1bvny5TCYL+HuLRKItW7ZMmzaty8a3jxBCfujbd/ce/O3cG1+vGD/j+lK9IwW7zdlSJ2+ulQX2h1obFA6bMzyWH5AQYSRHFMUNi2T33xR2I70VQpfDo5TqlFK9SqpXSLRyiVYh0cnaNAgEQhjJEUZxRJEcUTRXFMUVx/Co9OAPuP+YjFajwWw0WMxGm9lss1lBq8VutzstZpvb5XE53U6n2+32AADgcLi8Hl/gKhQK6fX68XgsCh0KAACRhMdiMXgCFoNBE0l4MplIphBpDDKNTqEzKBhsaHhEHw2MfQCC4OYaadGZ2sJTNRWXGmNSRGOnpY2bnpaQHt6fMdhM9uJ/ai8dqiw72RCbJR47N23M3WkMfr+WnopGde2ZxtqzTQ0XWxlhtKT82MT82PgxUTjSLRx6B+Ldwu/1u0CXy+py210+t88FuiAf5ALdAAA4LVdyavu8fo+jW7/rq0EikV3mCoD8kKuzvg0MOC1OAACcNqfP7fM43A6z02Vz2k120AD6vRCFQ6ZwKbQwOkPEYIgZ3FguJ4bb6xQEMNx0vPrMx/tpIua0dQupohtW4TBc8tX+tn8u3/vXOiRmWIdP3CiECxYsQCKRWCx20aJFn3322XVz1w8//LBr167Tp08HDidPnrx48eLHHnusy85vEyG025wvLv0KhuEPtjxBY95WWwKg1SFpUrU3KSVNKmmbRtaqlrdrYRgQiJlcIZMvZrH5NA6fxuTSApFqNCa5b8bVG4UQtDo6/f4NWotebdapTFqVKeAx63R6+EImV8gIeP8LxOywCPYAiXSf8fn8KoVOLlPLpRqlXKtW6lQqvVZtUKv0Bp0Zh8cyWTQag0ynUyhUIolMJFMIRCKeTCFisGgcHovDYTAYNAAAnbLXSac0gjaHz++3mkGXyw3aHDar3Wy2mY1Wo8FiNFgMerPVAtKZVL6AxeExBWFsoZgrFPHEETxxpIBAGMAdYo/bW3qh4eLxqnP/VNgsjvy7MibMysybnNyfhbjH6S09WX9hf0XxPzVhsZxx92SMuye9n4lPAxuKtQVNdeeaW0slglhu/LjohHHRcblRXRZkHvINrUHA5/Za1FaL2myUGQ1Sg65Np23VaprVZDZZmCoUZ4ZH5ESGpfR0wxXy+S//fKZw4/G8x6dlL598Y4Bm27nKiLGpwUpcBVvKAb+9V5f8deTcp9/tf/ud964+GRcXJxQKOw+vE0K1Wu3xeEQiUVtb26JFi8aOHfvll19effknn3xy5syZw4cPBw7nzp07bty4tWvXdjmA20EIjTrr6rkfZuTFvvzJQ7fZDlN3WExgIIROJdVrlUatyqxTmfQas9lgM+ltJAqeTCOQqQQCCYcnYjFYFIGEQyJDAvGRV/djszpgCPb7IbvN6XJ67Dan0+4GrQ6bxWk127FYFI1FprPINCaZyaGweDQWl8rm09l8GkdAH24vHD6fXy5VNzd0tLbIJG2K9la5VKJSKXVMFk0o4grFXJ6AzROw+HwWi0Pn8phMFhU18BHENpsNh8PrtSalQqtW6ZVyrVSikknVHW0KSbuSSiNFx4qjY4SxiRFxCeGJyVEU6oBM8bI2TcGR8oIjZbVlbbmTk6fMHTVhViaR3HfDqc/rryxoOrev7NKhKl4kK39+xvgFmayw/u7H+9y+1rKOunPNDRda2sql/BhObG5k/Jjo2NERnebT/wUh7BIYgrWtWlmVrKNM0lrYalaYosfGJE5NSp6WRGTe+oGYZYYja38FEMDczx8mXht8EtxHCtW/Cjg6enXJ/jPyxz6sSUvPvPrk7Nmzn3322c7D64Twavbt2/fSSy+1tLRcfXLbtm2bNm26cOFC4HD8+PErV65ctmxZlwMY8UJoNtiWz3hv6j05T7x+b29vB0FQa7Osvqa1ubGjo12pUuiMBgsIOqyW/77OkMh4PB5HoZLoTAqfz+LwmGEijjhCEBUTRqUNLyUIAMOwxWS3me02iwO0Ohyg2+P2glYHBMFej895rW2HRMYjQhBIZAiBhENjQhFIgMWhE0m4QHqwoc0PcHP8fkgqUdbVtDbWSZrq25saJJJ2JYfLiIoRRkYLI6LDIiIF4ZECgZCD6nH9toHgJlMMDMNKubatRd7cKGmslzTUtjfUtpGpxOS0mNT02LTM+IxRCTR6kD9jFhN49u/yE38Vl5xryBoXP+Pe0RPnjCL0I72A3wdVnm06+0fpxYNVwlh2/r1Z+Qsyg5Iq3efxt5V3NF5sbSxsay5qp3LI0TnhsaMjeQmsmIzI4Z9JeKABDWBjQUPtsZqGMw3CNNGo+7LT5qTdPFIFhuBL3x0t23Fu3lfLhdlRneeH/N2iD6bRq9m+ffsnn3xSXV199cmysrKJEyfqdDoMBuN2u1ksVkFBQUZG1wWLRrYQIuCQlbPWZ+cnPv324p7fRaPS/3P4wunjRYXnK+kMSkpaTHScODxSwOMzGUwqgYinUP9r3LNZHXa7w2IGDTqzWq1XK/VSiUoqUbY2y0JDkQlJkfFJkUkp0akZsbEJEaHDJo67DwyHOMKb4HK662paayqba6qa66pbG+raWGx6fFJkXEJ4QlJkdKw4Jk6MHrpNju7o1RQDw7BUoqqqaKquaKosa6gsbWCy6Vk5iaPHpI4emxoVIwriwOyg68zh0mN/FJacaxgzNWXW4rHjpqddZ/7tFT6vv/x0Q8HvpYVHqqPThJMWjxo7L53Y+0qHXQJDsLxe1VTU1nxZ0lzcbtODkZmiyExxZLowPF3I7J9tdqTjc3trj9de/r1YUiLJXpSTvyKfFnazB9J+rv7QC9snvTI/eX5O4MwwF8KioiKpVPruu+9mZ2fPnDkzLy8vLCxs69atLBZLLBbX19c/99xzzzzzzEsvvQQAwMqVKydMmPDggw8CADBmzJjMzMw1a9Z8++23JSUlN3ExHdlC+NbqzUgkcv3m1T1xBPD7oX8OnfvlpwNV5U1TZ+ZOnZk3Jj+Dyeq7MUejNjTVS2qrW2qrWqormhQyTVJqdFZOUnZucnZeCoM5lEls+8BwE0Kfz99Q21ZeUl9R1lBZ1tjeKo+KEaakxyanxSSlRCckR5JIw2WoN6E/UwwEQU0NHSWFNZcLqy+dr/B6fGPyM8ZPzMqfPIof1vdkZtdhNduP7ys+svtCa71i5n25dy8Zn5QV2Z8OPS7v5aO1p/dcLj/VmJofM2lRdu6slCAmobXZbAhvSFu5tK1MGqgz7PP6xSlh4hSBKIkflsATxHH7UCjjNsAkN57fer5oV2Hy9JQZz8+4iRwaWtR7ln8/6uGJ2csnAcNeCL/66qvz5893Hj7//PO5ubm//vrrtm3b9Ho9h8NZvHjxsmXLAu6jr7/+enZ29rx58wAAUCqVa9eura2tTUpK+vjjj/l8fncDGMFCuHvT8UO/Xdh2ct0tM8VAEPTHruOff7CVzWUsX71gxuxxmO7LV/YZEHRUlDaUFNaUFtdeLqzh8phjxqfn5WeMGZ8+IkRxOAihRqUvKa4tLaotu1xXW9UiFHPTRyWi1wPWAAAgAElEQVSkZ8anZcYnJkcOwpZe0AniFCOVqC4UlJ09XXr+TCmDSZ0yI3fyjNzRY1KDZYdQSfUHfzt3YMc5DBY1f9mkOUvG9dPX12FzXThQcWZ3SWNpR97s1En3Z6dPiA1WQP3VZyxaq6RKLq1RSmsUiga1pk1HF9AE8RxeNIcbxeJEMDmRLCr3ti31dR1Oq7Ng05nzW8+Nvj93+nMzMN0kYLKqTDsf+CpjybiclVOGuRAOAiNVCFvrZctnrP/l9NuiKM7NW1ZXNK19+lM0Gv3qO4+OHpMapJHeAgiCaqtaLp2vuHC2vOh8pTCcN2Fy9oQp2Tl5KQOhwUFhSITQ74ca69qKLlUH1j0OuytrdFJWdlLW6KS0zDgiMTiGtSFkIKYYCIKqK5pPHi08/vcFqUQ1ZUbuXXfnT5qWg8UFIeccDMOl5xv2bTtTcKRs/Iz0hSunZo6N62efJo21YG/pqd2X9QrzxIVZU/4vJypNeOvLuuGWj9Tv9Wva9cpGtapFq2rVaVp1WonebnYyhTSmkE7nU+lhVBqXQuWQSQwimUUiM4lduqeOaGxa66EPDjWfb7rvg4WJU5O6bqM277j/i9zV06Jmp94Rwv4KoUql+vHHH8vLy71e76FDh7ps09LSsmbNmvr6+sTExG+++SYysmvbS8+FsKKwUS03zLxvzE3aQBD0zWe//fT93jfWP3Hv/dOG6n3Q5/NXljYUnCo5e+pyfU1bdl7ypGmjJ08fHREVNiTj6Y5BE0KP21tR1lB4vrL4UlVJYQ2by8jOS8nJSxk1Oim422DDgYF+1w5seB/ZX1BZ1jh5+uh77psyaVpOUJbOVrP94I5ze386FYJE3P/Y9Nn3j+1/yQ55s+b07pJTu4rRWNSkxdmT78/uQ+hF3x6px+XVS416mdGkshgVZpPaYtZYrTqbRWsDjXav24un4gmBkHYKDo1FobAoHBEbEhoSikZiehBHbzPaLVorjXvFG9Pn9bvtNws6xBAwoSgkCotCY1F4Cg5LwBBoeCINT+WQKWwSmUUKynzVcrFl1wu/xeXH3/P2/C6z55il+l8Xfz7pzQVJd2X1/3Z95nYQwvLy8p9//plCoWzYsMFu7zp8JD09fc6cOU8//fSXX375999/l5WVddksKCnWAjjsrieWv2Mx2b7f+haX38dkTkHHarWfO11y+njx6eNFGDRq0vTcKTNyx4xPD8q7fD8ZUCF0OlylxbWFFyovnausKm+MTQjPyUvJHZs2Kjd5WNmN7UXHbMd2AgCAQKEQKAwAAHAIEgpBQTAEwQCMxgIAACAQAObKUjUEi0ejMcjQUBSRiAhBAgCAQGEQoSgAABAoNAKFcTqdOCIxBIMDAABAhCCw/16IJ/7bAwFAhAAAgMBgEci+72wZDZbDfxXs23OiqUEyd8GkhQ/MzBiV0OfeOoFhuORc/a4fjpecrbt7af6S1dP7XwcDhuH6ovZTu4rP/lkuTuBO+b/R4+ZnECk9DakckHqEHr/D4nBYnU6b22FxeJxer9vnBF2QD/J5/O4exNE7rM6QkBDGvwEkoSjk1TZJZCjSf20FUBfo9vv8XpfX4/I6LE6nzWU3O0Gj3ay1WrU2u9XJDKOxxAx+LEcQzxMl88VJgr5tfLpB995X9ijrVcu3rGCIukhTpShr3/voD0+cewc1dJmebgchDFBaWpqfn9+lEF66dGnWrFlarRaFQnm9XjabffTo0ZycnBtbBksIrRbwgfkvxcSHf/TlC0PrPX8T6mtaTx0rOnWsqLqiKXdc2qTpo6dMzxWF97EaTv8JuhCCoKP4YnXhhcrC85X1Na1JqdF549MD4jeggeS9AgQdMqmio0OukKvUap1NrViOrPmxA9OoBd0gaLc7EJCfQSWgQlF4LBofigAAAAEAhH8/U7gQyOP1+rxeHBLA4zBYDIZCwBDxWBwOS8JjiJhQNAZNJuBwoYiQkBAAhmDXlTQlkAO88g+XHYAhAABgtwv2+4ArCooGAAARikKgsAAAACEhIQEFRSAQ2Cu/oBAcEUAAAACEYPFAQIPRWAQy1Ga11zVICwvrUWhkREz4tLsnYnEYAIkMCYg3AgjBXdFgBI4AAIh/ewgBAACBwl6l4tdMiyqZYfcPx/ZtL8iZkPjQ07NSsm9W9aWH+Dy+kuN1J3cWl59qSJ8UN/n+nOzpSahbTfdDvqE1CHjdXr3MpG3XK5o0yga1pFquatYKE3lxeVHJE+Pix0aheukgfe7ncye+OvbI5hXhWeE3/lTdquBGdVvAYBD4nxDCn376afv27QUFBYHD8ePHr1ix4uGHH76xZVCE0GF3Lb77uczspHUfPjkitsetFrDgVMmpY4WnjxWRKcQpM3InTs3JHZs2yLuJQRFCs8lafLH60vmKwguVrU2y9Kz40WPT8sanZ45KGPJVLwzDHR3yutqm+vrm5qa2xsa2ttYOu90hFocJRQIen00mE1GhyDhIl+Lp+BVOdnk8TqfL5XSZLVaPx2sHr3y2QdCBRqPQaBQAACEhIWQKCYNBE/AELA6Dw2HRaHQoEolAhLg9HrvdoZCrlQp1R4ecyaTHxETExUcnJsYkpyQkJcfdxOsV9npgr+fff7thn+fqk7DXA1w544a93n//8W+bwI9guLW+rbK42qA3x8bwkxLDaXTyNc1u0pXvyq0hpx2AYeBqXUSiHC4YtDpgJJLCohPJeCD0X9m+SjsDq2HgipZjgGvU/er2gR+h3F6g5kJr8YkmWYsxbWJs9rTE6FFRIRjMv+0xwFVq/b8ghDficXnby6X151tqzjRKaxTJE+NGz8/IvCu554rYcLp+xzM7ln69NG5C/HU/GvJH+j8hhB9//PHZs2c7tw/vvvvu/Pz8QMzHdfh8PjQaTaFcsbOHhoYWFxezWF2YYroTQgiCnly+nkIlfvD5syNCBa8GhuG66tazp0rPnipprJNkjU4ck58+dkJmbLx4cO7udDrx+F77pyjl2pKi2rLiupKiWqVcl5mTkJ2bnJ2XnJIWM+R+nq2tHWWl1ZUVdVVVdbU1jWQyKT4hJjY2gkIlwzDkcDg1Gp1EIpNJlXq9gU6nCcJ4LCZ9jdBuwdKaWakUColIIpJJRDQaRSBe0S0iEe/xeD0eLwAAEATZrKDb7bGBoNViM5ksRqPJYDBrNFq1SiuXq9BoVHi4UCwOY3NYBCLe7/ObTNb6uubGhlaBgJuRmZyZlZKTk56QGINEDkgQqkFv3vvbsR1bD4dH8B9ZPX/i1OxefS9gvw/wuAEAAGAIdjsAAABgwG+3XT5bf2TXRTwKmr4gJy03GvC4AcgPAADscQF+HwAAsM97RWL9ftjt/LcH55VunVcWxIDbCUMQAACwx4mAIJ/H5zDbPDYHBMF4PBKDhkOQIbDfD3hcABBYEONhMoO6ZkNQHs4IxW52Vh2rLzlQ1VGtyJmfPnFZLjuiR6n5ZRWyHY//et8n90WPi7n6PAiCRGKPPISxWOzNC/v1jf8JIfzxxx937Nhx5syZwOGECRMeeuihFStW3NgysCLUarWBQyQSSSZ3naKiOyH8+tNfTx4t/P3IF8PWItpDrFb7+TOlBScvnztV4nC4xk7IHDchM298enjkQFkwer4i9Li91ZXNZZdrS4tqiwurIT+UnZsyemxqTl5KUmoMckiz3Pl8/vKy6nPnii5eKCksLCMRCdk56ckp8UQi3g46Ghqbq6vqm5vbwsL4iYmxMbER0dERkZHi8AgRn8/p/Ib7rSbtJ08wH3sXFdZfA2CHRKrVGVtbJS3N7Q31zXV1Te3t0piYyLT05DABNxSFksuURYXlao1uzJhREyflTZk6PiEh5tb99hKv13f4r4KNX+12uzxPvbBk3n1T+h90AcPw+aMVP36832Z2PPqfe2bclxfECmId9aoze0rO7C1BIpETF2bl35cliuMCMAw57XaXi0QfLrv+Q4tBbjq97eLp7Zfix0TNXzszLOHWGyvtJe1blv+08ueV4qtspHdWhIMhhCdPnly6dKlCoQgJCYEgiM/n79q1a+LEiTe27KdptKay+YH5Lx09v3n4eMcEBalEdfFs+YWz5ZfOV/j9UE5u8qjc5MzspOTU6CCaT28ihF6Pt7FeUlPZXFXeWFHW0FgviY4VZWUnZuYkjcpNDo/oNkx10Ght7Th+rODE8XPnzxeLxWH5+bmpqfE+yFdT3VB4qbS+vjkpKS4zKzUjIzk1LSkxMRaLvYWd1lF62npsJ+fFb67bKustN04xbrenpqahvKz68uWKosJSlUqTNyY7KysVjydIJLITx85CEDRz1qS7507Pz89FB3tJffZUyVef/KJU6J59+aEFi6cFJQax8HTNxvf/tBjAx1+/d9r8nOBaYhpLJAV/lJ37s4xAweUvyBy/IJPKw/8PmkZvgsfpObX14qEvT6ZPS1z45hwK6xYPp+5k3e4Xdz5z4Dn6vy67d4QwCEIIQZDFYqmsrJw1a1ZA7QK2zQ0bNqSlpU2ZMsXv90dFRb355pvLly//6aef1q9f39LS0mURqX6VYYKg2RNXL19978Il19cpvp2QdaiLL1WVFtWWXq5raZJGRoclp8UkJkfFJ0ZGx4p4gr579HUKocftlbQrWptkrc3Shrr2hrr2thaZOJyfkh6TmhGXlhmXnBqDw/fXk77/+P3+wktlhw4eP3zohMPhmj4jP39CHhaDKSouPXH8rEymGDM2e+zYnLFjc9Izkm+pfDdi+Hl9KFtAmf1wfwZ5yynGoDeev1BccObSyRNnTWbLjBmT0jOSQJvj2NGChobWOXOmLlw0Z9LkscE1nBZdrPrk3Z80auPLb62YPW9CUKTr4omqb9/d6/P616xbNG56Wv87vBoYguuK2s/+WXphfwWOiBk/P3Ps3LT+BCPefjhtrv2fHTu3s3jRm3MmPJB788ZnNxcU7yl+5sCzgZiKO0IYBCHUaDRjxvw3ni8sLCzgF7NgwYKZM2c++uijAABcunRp2bJlWq2Ww+Fs37599OjRXXbVHyHc/evfO7cd3nfs6xG3NdhnPG5vIP1mfW1bc4OkqUECgg5xOD9MxBWEsVkcOoNJpTMpFAqJQMSFhiIJRFxoaCgEQTarHQAAixm0gw6LGTQYzFq1UasxyDpUSoXOoDeHCbnRcaLoWFFsfHh8YkRcQsTwyQMAQdD588V7fz984K+jPD7n7rnTxo8f3dEhO3zoxKlT5xISY2fMmDR16vjMrNR+igdkt2o+fpyx4k20qO8R5b2aYjo65P/8fergwWPFRWWTJ4+fOn0CaLPv+/NvmVT5f0vuWfbIotjYfiU/u46zp0ref2sTCoV86/0nR+Um979DGIZPHyr9et0eOov8/Pol/UzV1vUtILisoK78RNPFg5V+H5Q7OyV3VkrK2OjQfmRJvZ2Q1Sl/XLOTxqM8+s0Swk0TvW5/fBuOglv44SLgjhAOcmYZj8eDRt9sPu2zEHq9vnHpD3z70xv9/z4rlWqZVGk2W+12BxKJpFDJbBYjTMgnk4dRmb3uAEGHtF2pkGnlco1ea9JqDGajzWoFQZvD74fsoNPn8yEQCDKFCAAAmUIkEHFUKonOoHB4DCaLxmRTo6JFXD5raPf5uqOhoWXHL3/u2vkXg0lftPju6TMmVFbU7tlzoPBSycSJY+fOm3HXXZPpjP5WAroaZ/VFy6GfOS9+22cDad+mGJPJcujgsd2795eVVt0zf9aUKeMqyut+/eWP+Pjoxx5/8O6504K1QIQg6K/fT77/1qbRY1LfXP84hxeEPQXID+3/9ex37+3NGpfwzDv384Q98uPoOZ2PtKNedelQVeGRalmDOn1S3KhpiVlTE/pZHPE2wOfx//7uwZLDVc/tWHWTXUOXzfXptI8XrL8vcUriHSEcqSnWrhPCP3cf37X9yJ7Dn/ftvlKpYt+ff588fq74cgUOiw2PEFIoZCIR7/P5LWarVqeXSRVEIjElNSFndPr4/NG5uVlB37wZcoZDrtEucTpdf+w9/POWXZJ2+QNL59+/5B6dVr91656/j5wYN270ovvnzZ49lUAYqGRshm3vh9K5lLuX9+3yfk4xKpVmx69//rxlJ4lEWPXogwQC/sdNO1RK7cJFc156+QkiMTi/LKfD9fVnO7Zv3v/M2geXr743KK9BTrt76xeHdm08tmjV1OUvzMV1k/GyD3SRa1QPlp6sLzlaW3aqgUDFZUyMS8uPTRkfQ73VbtltzKU/Sn99dd+Tm5clju/W96rlQvNvz+5Ye+o/XsD7Py6EADyc8Hq9oaGhPWnp8XicTmfn4ZxJq48dvtCHOxYVls2ftzyMn/nUk68dOnhcrzN211ImUx4+dOKN1z7KHzefy05buuSpv/b943Z7+nDT4QkEQSAIDvUorkEmU772yodCQdb8ecsPHzqh1xu/+HxTUkJ+dtaMb77eotcZBmEMftCifHOJq7Wmb5dbrdb+jwGCoOPHCu6Zt0wkzHzxhXVHjpzKypghEmRv+OwHu93R//4DtLXIFs5+bub4VXU1rcHqU6MwvvLIt9Nj1xzdeylYfd7kkUIQ1Fol/+Ork2/d9/29vBdWpL392WO//P3zhbZquc/rD9YARgr155ufiH2t4njtTdrsfO63fW/9GZRPaX/Yt2/fPffcM4QDuB1WhC1N0kVznrtc/3uv3mQtZuuLL7xztqDw5f88uWTpgoAzhcPhrKqsa2lpV6t1ZrMZhUJRqRQOlxUVFZ6YGNu57NDrjIcOHt+960BdXdPSB+9d/cRDQuHQe072E3g4rQjr65o/+3TjP/+ceeCB+aufeAgAgK++3Lx7118z75q8evVDOaMzb9lDEHHWFFoObOa89F0fDKTBNTo1NrY+/tjauvqmJ554eOZdk7/+csvFCyWvvPrUw8vvD4r/JwzDu7Yf+WDdjyufuO/J55cEy0JefrHxg+e3UhmkV794JDymv7mTevhIYQiW1ClrL7U1FLc3lXboFCZxAi8yNSwiiS9K4AljOXQu5ZadjHRaSiSfP7B5zZaH48d2HQgEGsCPJn6wfMfKiNSIYN0UVp0EPOZeXfLXseLth+r27T8YrDH0lttBCDd8sM1qAdd9+GTPb1RX27Tw3kdn3jXpnfdeIhDwLpd7z+79O3fuu1xcER8fHRcfzeWyqVSK1+u1WKwqpaalpb2hoSUuLmrS5HFz5kzLzcsKeL22tUk3b9qxffveWbMmv/zKU1FRgxH5PkAMEyGsq216790vCi+VPbnm4VWrHlCptR9+8PWxY2dWrlzyxBOPcLj9TXTZN4y/fIQk0ynzVvX2woHYfenokL+//ssjR0689NKTeXmj1r35qVqj+3TDW5Mm3SwHfc9RKXTPrv7A7fJ8u+UNgfAW1V16COSHdm48tumjv/5v9fTlL9zdnxLKfXukTtDVWilvr1G01yplTRppvcrj8vIimGwRgyOiM/gUOpdCYRLJdAKZTiRQsDgi9pbJ3gAAcNhckB+ymRxej8/t8NitTq/b5wLdDtDt8/jsVqffBzltbgAAnHa333sl3SgShUQgACweg8KE4kgYEhVPZhBpbBIrjEbnUhDBC8cEAKDuXPN3K7e9enANP7brX+Wp7062lbSt3NLrz3Z3QKWvAmBHry7Zf16+vRC77+DRYI2ht9wOQjhj3Kp3Pl7T8xJLlRW18+5+5KNPXl98/1wYhrf+vOudtzdkZCYve3jxtGkT8Piu02B6vb7SksoTJ87u/+sfs9m67OFFq1YtDczLVovtu++2ffvNz4sWzX3jzWeptBH5pjnkQiiVKt5+67NTJy88/+JjK1ct0esN77y94Z9/Tq1Zs3L148uG1lkJcoKajx6nP7gWE5XSqwsHzg2hoaHllf+819Is+fyLd1wu99oX3xudm/Hxp2+wWEFwToFheONXuzd+uevTb9ZOmxUcfQUAQKs0ffDCVkmj6q3vVqbnxvatk2A9UrvVqW7Xa6RGncykV5pNGqtZZ7MaQJvJYbc4A0pGIOMQIYiQEAQEXTtPwjBocQIAgCNikaEhJBo+FIXEEjB4EhaNRWGJGBwBE4pGEin4ECQCT8YCAIAjYJCo/67afR6/y+H2un0Oqws0OywGu1lr1clNVqOdF8ESJ/KiUsPis8PjsyOwhP46bJ/bWXxgw/G3Tz6PJ3cxuXmcng2zPnv+yAvo/+Gk2yN+j1CvM8XxZ3m9vh7eQqFQRYXn/bXvHxiGDXrj7FkP5I+/p6KidztAVVV1T695jcdJeebp19UqbeCkXmd85uk3IkSj9+w+0KvehglDuEdotzvWvfmpgJf53jtf2Gx2ELSve+sTHjf17XWfWiy2IRnSjThrLqneeRhy9W5PbqB3X/4+cjI+duyyB9fIpIrXXvkwXJjzx97Dweq8pKh2VPzCD9/+0e8P5gbbib+Kp0Q9+fHa7U67uw+XD+aGls3ssJnsXf4ZoDu6nZ62avnp3Zd/fPXPF6ZtuIf93IvTN+zZcEzZputPt1tf3PPN8p+7++mdPcIRL4RH9p998N6Xe9g/BEEzpy356MNvYRhWKTVpKZNefeV9n6+nInodOq3+Py+/x+elffbp916vN3Cy5HJlZvr0h5Y+PXxm8B4yVEL4z9+n42PGP/zQMwqFCobhQ4eOx0TlLnvo6cDhsMLw68emP7/v1SWDMMXY7Y7/vPxeuGjU4UMnSi5XpiVPWbXiRRAMzkyt15kWzHj64cWv2kHnrVv3GLPR9soj396d9kJlUXNvrx3yWXswcTs8Jcfrvn5m5/3hLz8/5dPjOwo9Lm8f+vG4PK+M/fDCnstd/nTIH+kdIbyGPgjh+jd/2PDB1h72v33b7xPGL/D7/Q6HMzfnrvfXf9n3sf5La6tk9qwHxubNaWlpD5xxOl1Pr3k9NWlyY2PQvO8GgcEXQovZunL5C0nxE06dugDDsNFoXvbQ00kJ+QVnLg7mMHqO3wkq1z3oaq7q+SWDNsVcvHA5PnbsC8+/ZTJZVj+6NjNterA+fh6P94UnP54xbpVW061Pdd848Vfx5Ignvntvr6/HFh14GMzaQ4LP6790uOrVuV8viXpl3zen+iCH7RWyJ2Nfs+q6eEEf8kd6RwivoQ9C+MD8l3oYOOHxeOOixxUVlsEw/Nyzby57cE1/hno1EAR9/93WMEH6P3+f6jy5bevv4rDswkulwbrLQDPIQlhcVJ4Qm//M028E1i6XLpbEROW+8PxbDkcwVx5Bx9lQ2isD6WBOMSaT5b4FKybk36NWabf+vEckGHX8WEGwOt/wwda8lP+TSoK8TNepTY/P++ihyeuUHT01/Q35rD20tFbJ31q4cVniG5cOVfb22h2v7dv89M4bzw/5I70jhNfQByEcnbS4vVXek0v2/n5o5rQlMAxXVdWJhJkmk6U/Q72RwkslYlHWbzv+6Dxz/FiBUJA1UrRwMIVw86Yd4rDsQwePBw43fr9NJMw8cvjk4Ny9nxh/+8y099seNh7kKQaCoPfe/Tw2Oq+urunSxdJwYc62rb8Hq/OfN+0bFb+wh1+3ngNB0PavjkwKf/zkga4Nd9cx5LP2cKD8TMPytHUfPLwFtPRi09pucTwZ97q0VnHd+SF/pHeE8Bp6K4Rer09Mn9JDT5n585bv2rkfhuGlS5748osf+zXQbmhoaIkQZ+/bd6TzzLGjZ8KFOc3N7QNxu+AyOEIIQdDaF9/NTJve0iKBYdjv97/4wrqMtCltbR0DfetgETCQOutLetJ4SKaYnTv3CcMyigpLm5vbE2Lzv/l6S7B6/nXLweyEhbIOdbA67KT6csvMhGc+/c+vtzSTDvmsPUxwOzzfPr/74aQ326p78WpydOOZDUs2XXdyyB/pHSG8ht4KoUKmyYy9tyftHQ4nh5lisdgMeiOHlTRwnizl5TUCfnp1dX3nmc2bdozKnOl0ugbojsFiEITQ7/evWvHitCmLzSZL4HDliuenTL7PbB5hU5ursUz1zrKeGEiHaor55+9TYYL0wkslMpkyKX7C999tC1bPWzb+MTbtAb3OFKwOOzEbbU/c89GKme+Z9Dd7aEM+aw8rTu8pWSx+ufRk/a2bwjAMwx6XZ03iGx3XaueQP9IhF8LhmFu55+i0Jha7Rzl2y0qr4+KjyWTiP/+cnjx53MAFpaWnJ3300evLH37W5/MFzqxYtSQuLur9974coDuOINY89bpCrvrrwM8UKhkAgGefeUMqVRw4uJ1CGWE5ITGxGZjYDPOBzUM9kG6ZMXPSli1fLFy4ymQyHzm64/PPNv2+JzhpOx55bMHceyc9vPhVt8sTlA47odCIX//xUtromCX5bzTXyoLb+e3KxIVZb+x89JMVW4v/qelJexQGNfPxiUe+OTXQAxtZjGwhtFpACrVHklZdXZ+ekQQAwPnzxRMmBi1AuEseWHovm8P8afNvnWc++/ytn3/eLZUqBvS+w5xPPv6+sqJ2995NgZQFX37xY3FR2d4/NneXwWCYQ5m3ylV/2VVfMtQD6ZZp0yds+Pyd+fMeQaNQ+/ZvefH5d4oKy4LS80uvLw8Tctc+/WlQeruakBDEmnWLnl63+NHZ758/Vhn0/m9LkvIi3977+IbVv9ZebO1J+4kP5lUcq7PobAM9sBHEyBZCO+jAE3o0jba3SaOiwgEAqKlpSE1NHNhhAcC6t1/a8NlGCIIChxwO65FHFn/95ZaBvu+w5ezZwh++/+X3PzYRiXgAAIoKSzds2Pj7H5tJpBFQ3KpLQrB4+v89b9r9BeQEh3os3XLffXNWPbp08eLHomMifvjx46VLntLpDP3vFoFAbPhubW11669bBiQ55MyFeV/ueeGtxzf9ufX0QPR/+xGbJX7554ffW7pZLbn17xdPwY2ak3p+Z/EgDGykMLKF0OP1YXpWDkmnMwRST8llSqFowBNkjxqVRqNRLl643Hlmxaolu3fv9/v9A33rYYjD4Xxs5dqNmz7k8TgAALjdnlUrX/zq6/VCoWCoh9YvMDHpmO85ncsAACAASURBVJh0+8W/h3ogN2Pty0+ymPR1b30y865JDyxd8OjKl4LSLQ6P/WH7Wx+9s7m5sXdZJXtIak70z8fe3PLZwZ8+PTAQ/d9+ZEyKX/zC9Pcf3Ozz+G7ZeOKDeWd3FA3CqEYKI1sIARgGelaP3ul0BUxwIAiSyeQBHhYAAMD0GRPPnLnYeSgWh7HZzOqq+kG49XDji89/HJ2bMXVafuDwh43bY2Ii5s2bObSjCgqhDC7sdQ/1KG4GAoHY9OOnO3/bd+liyWtvPKvV6rdv2xuUnqNiRGvfWPHc6g/9figoHV6HKIqz9cSbf++5+OWbuwei/9uPe56cxOBTf33/yC1bRo0S+7y+jur/6c2aqxnZQhiCDIF69iUMCQnpNFQODgmJsc1NbVefSUtLrK1tGswxDAdA0PH9d9veXPdC4NDj8X6+4Ye33107tKP6n4LOoG344u0nn/gPAgF8v/HDN1//2GTsXZWc7li6/G4sFr39p/1B6e1GmBzq5n9ev3ii6ovXdw7QLW4znv7q//7ZelFSq7x5MwQCkTMv4/KBisEZ1fBnZAshBoN2uXr0Pk4g4G02OwAAJBLJarUO8LgAAACoFIrVds12NJNJNxhMg3DrYcW+P4/k5Y2KjBQFDo8cOREbF5WcHD+0owoaMAQgRsCXaP78WTw+56fNv6WmJc6bP+Pjj74LSrcIBGL9hmc//2CbxTxQnhdUOnHT4Vcunqze+P6fA3SL2wkah/zg67O/f/H3W7bMmp1SeqR6EIY0IhgB3+GbQCThQZujJy05HJZGowMAgC/gymWqAR4XAAAAaLfjcdc48vj9UFCqp44sDh86ueDeWZ2HB/YfXbjw7iEcT5CBYCCo1eMGjvXvv/rRh9+4XO5XX3v6l1/+0Gr1Qek2LiHirrnjv9nw262b9hUKjbjxwH/+3nNx96bjA3eX24a7Hhlr0tpKT9xiFyYqU2zR2QyK4NgGRjojWwipVFIPX0UjIoTtbR0AAMTHR9fVNQ7wuAAAAJqb2iKvrdMrlSr4fO4g3HpYUVRYNm58TufhxQuX8yfkDuF4ggsMQ4iRsCIEACA9PSktPXHXzn0cDmvhwjkbv9serJ6fXfvQb1sPmU0DaGihs8jf73958yf7C44EJwLkNiYEGbL01Vk7PrjFTiEiBJGUH1t7ZjAmw+HPyPgOdweDRTPoe/RGk5AYW1PTCADAqFFpxcWDYRkvKLiUl5fdeQjDcGlJVUbm/7N35vFQdW8AvzP2NWTf9z1bKUv2tUiLfSklWUpatCqklEqSJFtlqWQrVKgotJJCWQqhZN/3ZYy5vz+8P69XjMHMHSbfjz9mzpx7nmeuufe555xnkYRA9OJhvLggJyfb+NuREURzc+t4HAuBsESWRsfZt88uLDQGAADnfbZRkQmjo7O7F2ICGweTroEyjkIpJmDnYQp4cOjM3oifVVCs6Cxp1m+R6WnvL8+rQd9NXEXo+/sfWJeOqkgdK46c0x+q9iUwhuX8DHNiyVzD07KSka67uw+T61laRvz7t6qhoWENTeWszNcgCM56yEL4/buh5Gu5hqbyRMvnT19paal5eDhxKnex0dPTS0f3r49uZ2cXPT0dEREBrQ9j7Le8GNDUWt/e3lVeXikszM/Lx5n96i22Rt7lsPVe5BNcX1aSawQO+lietgsfGljUnrp4B04E3+Sg+jT8NfpuIooCFbMZy3kAdlSAzcVz++uuBUB8hpYR41H2wiEigjOzMDQ1tHHzsqHvSUlJIS0j8e5dgba2Cg0NVX5eoYLiatwpFngtYoetGQUF+UTL7VuxVjbbcCdxcUJEBJ/sW49CoeDwpf3sNRUUClg63wgOh2/Zqp+a8kxcXHjrto2pqS909dSxMrKUrAgVNWVBXulaxVVYGXAmNtuo5r36evnYXa9ge5wKWupoWa29dz6tv2eIesWMKUfYhJgHugb72vsBMmyKJlKas0840XAK8DUam0rMkSVzDc8EDy/7r9pZfIXH0d+g8fRJJgAANttN7tzBoTd2RUX1gwcpbm5OEy01NXVPn2bZ21viTujihIGBvru7ZyKNAC0tTU8PFC67kAGCIGzpzAgBANDT08jKeg0AgK6e2qssrM0IAQDYtFU9LSUXiwPOxMELFvk5pVmpy4lR0EFDTyWjIfLhCbo0dTAYjFeaq6a4DjKtFi1L3hDyC3H9qMLoH2lsYpD8MAOBGN1lZ/n0aWZDA052GkZHkfa7D3t6HmZiZpxoPOp29sDBPfQMdLiQuJghIyNlY2OpqfnnH0RDQ01GTtbagh1/xcUAjIQURCylZToFxdXFRaUIxKiIiMDQ0HBDQzO2RtbZoPTqBRTJSiipyPYc2+K979bI8CgE4pYuKlvl3iQXoe/DK8VZtxxWTwCGUFiUt+rbT0x68vJySUgIp6Y8Y2Cgs7e38j7jjwt93A57sTAzOjhun2iJiU6qr29yPbAbF+IWP2vXybx/929mamlp8c+fv+JRH+xCTM+M7GzBtxZzgJqaipubo6LiBwAAMrKSX4rLsDWy+CqBzo7u1pZObA2Ihq226vKq4vdvPoNA1tJFXk+i9N2PkUF0Tihc4my/yxe781FWVpaXl5eFhcWzZ//+x9+/f+/g4KCsrKyvrx8ZGTntgZaWlmb/Jzw8HI2IJW8IxSQFyksxyrkOAICLq921gAgQBI8c3fcy683bN1h+gL1wPvDD+093ogInlsu+FJedPnUxKuYaKWY5UQkPbR3VjPR/a76oqipmZ2NzRQ6/kImuJhdfO3u/xYSIiGBVVS0AAKKiAhUVmF47swKDwWRWi375/B1bA6LH1ds8JjB9oH8YGnFLEUoacgEZrpJ36PxCOUTZGiqwtiqAIxITE/v6+oqLi6uqqiYaMzIyREVF/fz8HBwcTp48GRER8eeBSUlJurq6pqampqamq1ejcwpZ8oZQUkqwvKQaw2yHGzZqjo2hnj7JpKWlvhHsu9vuUCeWUr2AIHjGyy8hPvVp2r2JYod1dQ2mxg7Xg3zExISwImUpYmionZv7YSKnl+Emncepz3HtXggZxCtZKVYp4luLucHJxdZQ3wQAADcPR0M9Nm+CYpIC38qw74U4LbxCbOs0JFKic6ARt0SRURP+kosurSOrAFNzddsivx7DwsKuXr3KxcU1ufHcuXOHDx9WUlLatm2bo6NjRsb0ue+NjIz+CkNIu4KahY2x8vtPTDrDYLDzvifcT/gOD49s2KhparbJ3NwRwyRtaBgYGLTdvv/Vq3dZLxNZWJnGG+vrmwz0bQ4fcdyylRCyS8+bFXS0BgZa0dH/5HySlBSlpaXJzfmAX63+ZhgY6Ds7uwAAWLmSob0dC1WZJuAX4Pz1EyPPNaxg6aibdHu5wCw6JJQEyvPRPZqQU5NR0JD3tC7t2oQlJSVCQtNPNhwcHExNTQMCAkZG0N3nl7whBABgjYLEpzyMqjMDAKCltV5aRuL8uUAAAM6eO87BzmpqYj8wgFGetmkpKChWUjCgoKR4kRnPyLRyvLGyskZXy8LBabuT8455j0ww7He1Cw6KnHjgcHDcHnzj7y3NiHcoKSmGhoYBAKCiohgYGMLiyKzsTM2NbVgcED3SCkKjo8iKrzipA0UYiKzmqflaP4ZEt2DGzLuyo24J50B+8ODB+/fvjx6dpr7YqVOn7O3tjY2N7969a2ZmhmYQQjCECkrSH97OIVnMtcCzsfeTX716B4fDb0cGcHKya6obV1f/nKvcjvbOgwc8TE3sPc8cCQv3Iyf/Jxjn1at3uloW7qdd97vazXVMgkRaRkJGVvJWxP3xt9Y2xgWfisvKlnM74RkiIiLslmShZ6Dt6oQuPAYGg6kbyL1+Notj5N8MBTX5Sja6+ip0/lyMXAydjT2QqTQTaWlpDP/l2LHZ4xHT09MPHjyYnp7OyMj456dnzpwxNDS0sLB4+vTpkydP6upmjC8gBEOorCb3/nUR5svcjEwMUTHX7GwPVVbWEBERhYRestttqaqyxe/yzfEn5VlpbGz29LgkJaUJh8MLi7KMjQ3G21Eo1KWLwfa73O7eD7LZbjzP70OInD131O9SyPiOLAUFuZubs5fHZXwr9ZcyNDQ8/tA2PDxCRkaKxZEpKMmHhyANJpFXFS98t/xEhQ4+SfbaUnTr1QzsdN1N+DeEOjo61f/Fx8cH/SGZmZm7du1KTU2Vk5ND35OZmZmEhKS7e8Z8nIRgCDm5WaioKb9h7DsKAICK6jqfC8c3bdwxHuLm6LTj7bvHxUUlIsJKp0/5FhaWTPukXFfXEHnnwWYj2zVyugMDgx/y0q4GeDP8Pzrwx4+fejqWOa/ev8tLVVFdh5WvRjCIiQuZmm06ffof4+fguL2srCL71Tv8avV30t3dQ0e3AgCA3t7+CccurDAlkRAEiErzVpYsx4Ojg1uU7Tdav1A6VtrFsEdISkpK/19ISdE9pb19+9bGxiYhIUFB4T9J/KOioj58+AAAQF1dXWtrKzA+P7l0aeXKlSIiIjONRgiGEAAALT2FrGd5czrEZrvxiZMuuloWnz99BQCAj4/7/oOQrJeJMBjMbucBNpZV6mpbLc2dbKz2Wls6a2macHHKqqw3ysl+b21j/KMm3/+qNzc3x/hQg4ND530CNdSMt2zVT3t2l42NBfvfcOnj5e32MvNNTs4HAADIyEivXD1z8MDpkRF8Ztr9O2lsaGZjZwEAoLW1nZl5mgWleTOKGCWBNkyImZ2+r3dwZGj5VzQjHIJMDdWtaDqsYKbpbeuHTJ95YGNjA4PBsrKyXF1dYTBYYmIiAACXLl1qbW1VV1eHwWAwGExR8R/n7QlDWFpaKiQkxMXFxcTEFBsbm5SUREY2Yyq5pZ1rdALdjUoXvW+5HrWZ01G7dlswszBu27L72Im9zntt4XC4sLDAOZ8T53xOdHZ0ff/+o7mlDYVCwWAwFmZGAUHePy3cyAgiJirx8qVgRaU1H/KfTpRZWOZPaGiobtw87+xwPL8gjXYFjYGB9t3oRN8LgWe8p9nlXgZ31NbW8fFyAQDw61e9tJQ4Fkfu7x+iopoxsyUugMFgdAzU3Z39LBwMUMpdQrDyMrb8QucbTMtI3dcxAJk+8+DevXv37t2b0vjkyfTVTnJycsZfbNy4sb29vaWlhYqKip6eHr0IAjGECutlftU2NjW0sXEwzelAA0Pt7NfCjnuOxj1IPXf+uLr6P48VDCvplZTl0RzY0NAcHZVwKzxWRlYiPjFMbjVucw0TBjq6anob1HfuOPAo9Q4AAIHXfdau1Tcw1JGXl8G3an8LKBSqsrJaWEQQAICqyhpjEwMsDt7R1r2SCeo8gqRkJIiR5VxrM8LMxdBWj84plJqeaqBr/m7zixkSEhJOTowK/hDI0igxMZGugfKT5Ox5HMvPz/0iK26/6+5Drp6K6zYF34isrZ1+12FsbKy05HvQ9Tv6Olbr5A1aWtrSMu4+Srm9bAUxx/ei++fPJZG34wAAYGFluhZ4bucO176+Rb0yQ0hUV/9kYKCno6MFQbC0tEJScsZdk3nQ3NTGxobNtVZMQIyMkpASyAM9LqBnoe1u6wdRM/oSUtFTDnQTpiHEHML5AW011fLxCHNwQRcsMhMwGMzMfJOJqUF29vvE+MdXr4SjUCgxMUE2dhYKSgoUCtXR3lVf31hVWcPBwaaipuB6cLeWtgp2Pe7+EigoyDNfxWtrmsnKScrISm7dujEr8/X+fe5RMdfxrdpfQX5e4dq1sgAA1NTUUVNRMv0/8hUr/Kpt4uRhxeKAmNDd2U/HQAOx0CUEETGcegVFd3s/PfP0Z4mSlmK4bykljscFhGMIlVRl21o7v5fXiorzzW8EOByupbVeS2s9AAANDc2VlTVNjS3DQ8MwGIyRiYGdnVVImB+7XnZ/J8LC/EE3zluYOb99n8rIxHDF/4yaypaw0BhHp+XkAzgnN/fDepV1AAB8eP9JUQnLJTl/VP5SVpPF7pjo6WjtoaAkI6dcfiRFB+1K6t6OGQ0hBQ35yCBiyRUUwy6EYwjhcLiZtf6D6DTvSy4LH42Dg5WDA+pn27+HzVv0vhSXWVo4p2Xco6Agj0sIU1fbumqVGPp92WUWCAiCWZmvT7q7AgCQk/1eTQ3LWVLLSqrFJASwOyZ6qr/VC4hxQClxKULDQNnXOaM7DAwOIyYlGhlEkFNhpz7v6McEVP/cUveNlnwBkPh0/SWQPcJxrGwNH8VnQhzSu8z88PA6xMS00mWvOwiC/Pw8t28HWFvtratbLo2GQ4qKSmlpqfn5eVAoVOaL11o6KlgcvKWpHTmK5OSGNHaopKBaQo4fSolLESpaioFedKlCyKjIEGirNc0JcLgfGOyZ29/IIADgM/E34cwIAQDg4mGVWyuenJBlaYtNX7hlcAEMBrt1x19f18r3QpD7KVcdXbXDbk7GW+1e5TykoVlef8YJjx4+3bJ1AwAA+XlFrGzME4GwWOHTxzK5tdgMxsCEgtxyS2ddiIUuOShoyIb60U0P1lvJk1NjZzoIAACp6pxTS5IgU4CyaGwpMA8IakYIAMCevSYRwYmLvKrIMuNQUlIkPYqIvfcoJjoJAID9rrsVFFdbW+1FIpH4Vo0AQaFQCfGPTUw3AQDw6GE61ouifHhTvE5JCrtjomewf/hrwY81qlBb3yUHOQUp+pwDm9y0SCn+6n1WQjOE69VXE5MQv3w+tywzy+ALZmbG5MeRZzyvjBfvDbh2logI7rLPHd96ESCvc/Po6elWrRJDIseSEp+amm3C7vhvsj+rqGPZ+wY9uemFcsqiVNTkUApdipCQkyCWk++ghdAMIQAALm7WgX538a3FMpgiJMSXkBTm5HD8w/vPxMTE9+7fLCv9ftbbH996ERq3b93fucscAIDMF7l8/FyCgrxYHLy+rqWrs1dCShCLY85KWvz7DaYKs/f76yElIx5FjOFbi0UN1gxheXl5SkpKbW3ttJ9WVlZ+/j9lZWXYEjothlvU+noGcrI+4lTKMlhkjbz0negAS3Pnr1/KqagoU1KjkhKf3gyOxLdehENTU8vLl2+srI0BALhzO852pzl2x8989l5LTwEOh+7BurWx62t+lZbRWsgkLl3gRHAUtMnQlxzY+eGeO3dOR0cnLi5u3bp1MTExf3ZwdnY2MzNzdHR0dHT09PTEitCZgMPhRz3sLnrfWt4pXEJoaa0PDDq3dfPuysqalYwMaRn3Aq6Gx95/hG+9CISw0Bhziy0rVtDU1TXk5X02NTPE7vgZj9/oG67H7pjoeRj5aoOZ4nIEISZAXxVkyYEFr9GWlhZfX98vX74ICQllZ2dbWFhYWFj8WUHj0qVLJiYmCxeHCRuNVEOuxSUnZG0z14FGIn5BjIzW1tTX1TbV/25ub+vubO/u7x9C/L+wAzUtFQ0NFRMzPSs7Iw8vu4AwNz0DLX4VnpbNW/T6+wc2bdzxPOsBLy/X0/R7errmVNSUmzdj2a3jb6O/f+DWrdjXb1IAAAi9GWNjY0xJic3U2B3t3V+LKtS0oIsBRYyMJt15FZG+vJeMGTAYsDwrQAsWDGF6erqUlJSQkBAAAOrq6kRERO/fv1dXV5/SraGhIS8vT1hYmIEB53niYTCYl+9e551n9Q1VKKkIcC99bAxV+qXqU35p0advJcWVv+uaOblYePk5OLlYmFgYhMX5aGioyMj/eRbp6+nv6xtsb+sqL63+Vdv4o7KOgpJcSlZYfp2kgrK0zBoxYmIi/H6dCaxttg0NDhnob3+e9UBERCAlNdpo03ZyMjI9fQ18q7aEiQi/p6mhzM/P09vbf/du0rsPj7E7/pPkHC09BXIKrPnfz0pa3DsxaV5+keVQ+mWwAxYMYUNDAxcX1/hrGAzGyclZX18/pQ8REVFMTMyDBw9KS0uPHz/u4eEx02ggCMbHx4+/hsPhmzZtIiGZpsLZ2P+ZaRw5eXEFZemAS9EnvOzn/JUWKw2/W16+yM/J+pj/9gs7J7O84iplNVnnA+YCwtwkJHP4V/7+1VzypfJTXtnJwwH1dS2qGqv1DNdr6SvAYCCaUwoNu3ZbDA4NbdSzTn9+b9Uq0cTECBMT+6io6+oaSvhVbH6g/5VCwMDA4LVr4U/T7o2NjYWFxujoqHJwsGJXpUdxmS5uVpB9zVHEaGTA09OBu/D+W10qoMZQIIDu0sb8VwqHwwkyExsWDCECgSAm/nccUlLSkZGpwZupqakUFBQAAJSUlCgqKmpra0/UUZwCCIIJCQnjr8nIyJSVlenopinskv30c21Fg52bERrFjnnaGag5bzRaLzLf7KOLhNrq+ozHb5+nvWtqaFPTWmOwWeW8vyvDyhUTHVCosZGROdwUmFnptVjXaemtAwCgva07J/Pjo/jMkwevKqvLWWzfoKQqA6XXw5/Y77EaGhreqGeT+jRylZRYdPR1MzOHy5c9LCy34FGr+YFAIP68HKDkRtCd9cprBQR4urq6g4OiklNvY1efX7WNv2obFNZLQfY1M5M/0q2klpTnw++JXUIgRhCUABma04X5r5SUlHTy3Z5wABdMcHCwtrb2xFshIaG0tDQ0/bW0tK5duzbtR6Ojo8TExJgI/f61Vk/UFYVCoe8WF5Ouq2yPQIxiMuZio72tKyI4UV9lj4zA1tNHAj+8LUYix3AnrrOjOzw4QW/9nnUS5jevPejp7sOdLEy4fOmmrJROc3MrCIJxD5LZ2aRf537Ar0rzoLe3F4/SOzq6ONhlKiurQRC8FhBhZbEX6yIuekecOXED68POxBhyzEjG7f3Lr5BJJABCjyU+CnqFpgN+f6UgCCYnJ2/ZsgWPCmDhwV9ZWTkvL29wcBAAgN+/f//+/VteXn7cxKJQU12VEAhEdXU1G9tCK7nzi3KQU5CWFFSj72a+fQMrG6P/haXkiI9CoV69yLe38lCWti4prnT3dvxUkXTOz1VBWZqICIcTNTp6Wivbjc/ehIdGn/lWWq0gaXnW/WZL89yS52KRo8eczS03b9C1bmlpM7fY8uBBiKWlc27Oe3zpsxS56Ht927aNQkL8fX0DAf7hpz0OYnd8JHIs/l6GxY6N2B0WDRmJ72npqRQ1lyuAzoExJIqImABDxrEJVsypvr6+vr5+ZGTkunXrnJ2dxxvd3d0NDQ1BEGxqatq6dWtgYODNmzdVVVWlpKSGhoamHQfzGSECgbhxNv7S0ZhZe7a1dsoKbXv96hPG3wZvtLd1BV25t1bcbIOqw/3IJ319A1BKR6FQ/f39E28b61s9jwWJcxl6HL3e1toJpSaTueh7Q1ZKp6mpBQTB17kfONhlXr18iy9l5gEen7WrqmrY2aRbW9pAEPQ5e83ezg3rIp4/fbtJE/uzzJkYRSANVx3KfbYEruVFRaBLbNrtN2g6LM8IsfOY8OjRIx0dnby8PHt7+6CgoPFGfX39Xbt2AQBAT0+vp6dXXV397ds3a2vrvLw8cnIseHLqblv3/GHerIGijEz0QbdOu+453/C7ZeFCccTXoooDDhfWy9jU1jTcun8uPTfMaqchNTUlHlVi42DyvuSS8ykGBoOprd7hfyFqcABdAnsccfzEPgurLfo6Vk1NLSqqCvHxYTt2uGS+yIVekyXHsaNn3dycmJgZW1raQkJiPLwOYV1EzO3U7bvR7dNjl5SYHA5eZlklYcgkEgajI0gSMkLc2MMieDTCfzKnGeHQ0JC1mue7zC+Y9A8LitdWtOvvH1yYglgGiRx7mpKzWXvfWnGz4IDYrs4ePCozZUY4mfq65r27zsoJGz+MezHrviwuuOIXIiWhWV/fBIJg3odPnBwyaU+zoFdjHuDrWTvtaZaUpPrICAIEwb3OJ08ev4B1ET9rGiR5jIaHRrA+8rQMDYzoCLmUfq7G+/RlyXFhx+3sBHTTaLyfUgKZEeILQ8v1T+6/waSng4uZ7BoxBxvP0dFFUdmgv3/w1s0kZWmr8KBE+30m778+2HvQko5+Mca5AwDAwcUSfMcj/O7ZiOBEY/0DFd+mT6SHO9yOONnZW+rrWP7+3bhOYXVKarST09Hk5HSI1VgqDA4OHT7kGXDtHCkpScnXb+lPXx4/sQ/rUmJupZrbbJgIV8U1sSHPpBWEl6sPzoPRESQp+fKMEC14NMJ/MtcZYVdHnzKbfV8PRntpo6PIXRanxm3hwtRcEA2/W86dChHnMnTccaawoByPmkwBzYxwgrGxsaiIFEkeIz+f2yPDCGgUmyD4RqSYsGptbR0Igl++lPFwr469/xBiHeYKXp61T5/y3WHjMv5aT9syIuwe1kUMDgxJcG/6VduI9ZGnpbuzT43b6WdlI7gIpi9LDnejoE+Z6G41eD+leJ8RLu3HBDoGagVNyWeJH0x2a83amZiYKDTKa7fVaWdb7+A7HqRk08Tp45QvhRVhQfG5LwvMrPWfv70FcS1vrACHw23tN+sbKLu7XdNX2XMt7KSUrAhk0vfu20lCTKKvY5X27J6UlPiz53GGG20GBobs91hDpsPi5+vX8qio+MLCTAAAEhOe9PT27dptgXUpj+Kz1ihIcvMu1P0bQ+5ceaK1WZ5HCCJxBAZiBEkK4R7hwPPYse72OR0yWFACjuIzKnRpL40CALDVVv1RdA6GnUnJSO488IHDYdZbj3Z39eJSr38Z3wjcouPisN1TWk40ryzOy3ffUrSCE7CwMd6O9XE9un278fGAi9FIJHQJPvY4Wp9w36+vY1lRUS0qKpj5MsH/Ssi1gHDIFFjkIJFIJ4ej58+fZGJm7OsbcD/hezXgDBER9lPo3Q5Jsnc2xvqw09LS0JkSk+Psvg0acYTHyCCClAK6534YBRWckmZuf2TkAAyvxgiPs9E/mevSKAiCY2MoPVHXb8W1mEsZGxs7635TcZVl6Zeq+emJIePhEGtETbfouDxJzsZpOPzCwWRpdArNjW0WRm5GWvt+/2rGkVbTEns/mZ9HobTkOwiCDQ1N0qs0vM9cgVIBzIF40emib5ChSQERDgAAIABJREFUgc24Q9Pxoz6Oe47iQsqb7E8a8raQuU2d2RsR6Bk38Rbv63hLDkd5n9rSBjQd8H5K8b40uuQNIQiC4ZeSz+6/PVdZqUkvV/FuDgmMw7p9QqFQb3MLnXd6i3IYuO27XFJcid3xccQ8DOH4UaHX46X4Nmc8fo0LrWYiKfEpL9faosISEATbWtsV1m44fMgTLx6t6IHyFlNS8o2DXeb37wYQBIuLSnk45dvbcBIAusP0xP3IJ7gY+U9qKxvVeZx6u//1A8D7XXvJsVPSs7G6DU0HvJ/SZUP4H+ZnCNuau1Q4HPp75xwa8au20XTjQV1l+7x3GMVgzEptdb3/hShFSQvNtTtvhyThPUvZnJifIRynsKB8rbjZWfebUDoiPXn8godT/mN+EQiC3d29mhrGu+0OjY4urnR6kN1iRkYQa9foR0fFgyCIRCJVlLdERyXiQlBtdf0q3s1Dg8O4GPxPjmy/ftv/8eQWvN+1lxxWAifbG7vRdMD7KcW7IVzye4QAADCy0CloSabefT3XA7l52eKfXt170OKAwwULI7fx7DPzUKDy+88b/vc3qDps1t7X1dkTGnPmZX6knZMx7QrqeYy2FJFdI/b8bUTFt1pLI7eO9m5ohBpu0gm/ddlk2553bwtWrKB58vRue3unpbnT8PDfmIv53Fl/bm6OHbZmAACEhsRQUVJu34GTPbzbIQ+tdhpAU3Sp4uuvovcVVk56EMgiYEaGRsnQ7hEOdA9BpswiBY9G+E/mNyMEQbDofcUmabd5r4whEKNxd9N1lHaLcRocc73y4W0x+jBhJHKs8vvP+HsZh5wvyouZyouZuh++9ibn8yLfBUTPQmaE44yNjV30jlgrblb2Fbebr5PJzn7PzbHm1at3IAgiEKPbrffp6pj39CyWuTg0z9pvXufxcq9pa20HQfDnz9+c7HJVVbW4ENTT0y/GadjUgG6dDYu4ml6JvflsSiPepy9Ljk0MB0aG0AU7HZDy6m7BZzYPvM8Il3b4xAQyisJU1ORvX3xR0ZOZx+EkJMTmNhvMbTbkvvyY967E53Tot7IaPgFOPn4OZtaVE6V9+3sHmps76uuaa6vrmVlWyqwWXasktfegpaAwN1a/zVIFDocf97QXXyVoYXTEL+iInuF6CISqqys+iA+xNHcOv+Wnp68eFXP90EHPDXoWqY+jGZlWQqAA3unq6rHbdTA07DIj00oQBPfvPXXosIOgIC8uZMXFpGnorGVlZ8TF4FMoL6r9VvzT764rBLIIGBAERxGzpFhDjiD/8gr2BGIIAQCw2b/h7vX0+RnCCdS01qpprT3uuXtkGFH5/eevn42tzR1Dg/8stXFwsahpybNzMgsIc1NRUWBDawJk01Z1bh42O8tTdb+a9uwzhUCikvKapEcRpsYOQcE+m4x0A6/7nPX219QwScu4x8VF+EXM9zod37xFX09fAwCAmOikzq5u1wM4KUaNQqEiw5JvRnriYvA/Cb3wyM7NCPp4XwIDiRgjJiFCX00XhQLhcAIst4s5hGMI9bYpXPeM//7lp6g078JHIyMnXSUjvEpmOb3vfJCWE3mcFbzd+Hh9XYuX714IyvzKr5VJfRK5xcgOgRg1NjHw9HJbuZJBQ834SdpdMTEhXEvHIxHh92prf0XFXAcAoLGx2fP05fRn94iJsR84CABAVsYHRiY62TViuBh8ChUldd+Ka5engwtnFIEkIZ3lPg+CIEHWncccQnCWGYeYhMh6n37UtTR8K7IMAAAABxdLSuaN0i9VLrt9RhGjEEiUlpFIy7h77IhP7P1kAAD2uezyuXBCX8/iY34hBNLxwtev5d7e/nfvB5ORkQIAsM/Z3dF5u4QkrnL93A59aOcEURD9Lb/UHfs3kpEvTwcXCialJ0AUCPu7Z4SEYwgBADC20/zwsqS+thXfiiwDAABAu4I6NsVveBhhZ3l6eAgKT05xCeH05/e8PPyiIhMAALCw2BIR4W9quuf5s2wIpENMX1+/jdW+K/5eQkL8AADERCc1N7cdPbYXR+KqKn5VfvtpuEUNR+NP5ndNS0FuubGdJgSyCB4kAkk864xw2RDiWwFsQkVNbmavFXXtKb4VWeYfyMhJw+960zPQ2mw7NjAAhYu2iIjAs8wHFy8ERYTdBwBAV089KemWg8OR2PuPIJAOJfucT6iqKVhYbAEAoKGh2ePUpYhbfiQkuNrsiI5IsdppSEIKxRTt3o0M092alNRYqFq6DHJ0jJhklqXy5aVRgjKEAABYu2zIfJTf0tCJb0WW+QdiYqJrYSf5hbisNh/t6xuAQKKAAM+zzNiAq+HBNyIBAJBfK/v8RfwZLz9CSkkacjOqqqrmiv8ZAABAEHR2OL7XZafkKlEciRscGE5OyLLZtQlH40+mt3sgI+GDuaMOBLL+BsaQKCJiQrvPYx1CO0F0DNRbbdXv+D/GtyLL/AscDr8U6CYuyW+9BaJ5IS8v14uXcaE3Y64FRAAAICoqmJ37KCY64eSJ8+DS9xPPz/vs63s9Ni6UnJwMAIA7tx509/S6HXHCncTUpJdrlaTYOJhwJ2KC5OgcFX0ZRhY6CGT9DaBQKAi81XAKAoH49OlTYmLijx8/Jrf39PSEhob6+vp++fJl2gPHIxTPnz+fnJyM/sJf2idoWmwPGjxL/NBc34FvRZb5FxgMdiHgkJgk/w7jE9DsF3Jysj3PehB5O+6KXygAABwcbC+zH+blfd5td2iRFGeeH60t7dZW+0JD/fj4uAEA+Pnzt7f31fBbfjjyFB3nXuQTaKaDKBSYeOulpZMuBLL+EjAJjYDBYIv5AVFJScnCwsLJySkjI2OicWhoSFFRMSsra2hoSEND48WLF38eePDgQU9PTwAAvLy8Dh48iEYEARpCekbabbs0Iy6n4luRZf4DDAbzDTjEyc1ib+0BjR8pOzvr86wH9+8+vHzpJgAA9PQr0jNie3v6jLfZ9fdDsUiLdZBIpI3NPtudZhsNtAAAQKFQjnuOHTnqLCoqiDuh38pqWpo71LXX4k7EBPk5pdS0FJJrBCCQ9bcAgsBs+38wGLCI7SDw+vXrHz9+yMnJTW6Mi4ujoqJKTEw8e/bs+fPnfXx8phzV3NwcHh6enp5+6tSp9PT08PDw5ubmmUQQoCEEAGDnIYOXqQV11S34VmSZ/wCHw/1vHiclIz3g6ItCoSCQyMrK/CwzNi425aLvDQAAKCjI4xLCODjYNuhZtrctvTWDkyfOU1JSnDr9z7PtzeAoFArlsn8XToXGxaSb22wgIoLiXpEcnbPVVh0CQctMBgaHgajFawkpKSn/bMzKytq4ceO4j4+BgcHbt2+Hh4cnd8jNzRUREeHi4gIAgJOTU1RU9PXrGfNRE6YhXEFPbeOiH3wuEd+KLDMVYmKikEjP5sb2c6dCoJHIwsKU8eJ+Qtxj3wtBAAAQExOHhF7S0VXTUDf++fM3NDpghQexjzLSX0VFXx/f8qmsrLl0MTgswg+nO0BI5FhKYpaptT7uREzQ1zP4PvPrBjMlCGT9PcDgcHC2h044HA7NgykWaWxsZGVlHX89/qKxsXGmDgAAsLGxNTQ0zDQa4WSWmYL1Xn0jGbeywhoJOX5867LMfyAjJ42MP79Z24WLhxWaAG0WFqZnmbH6OlZwOPz4iX0AAHh6ubGyMmuqGyenRkpLS0CgwwIpLCw5duzc8xfxdHS0AACMjY052B/18DjEz4/bPLc5WR95+Tl5+dhxKmWcl6kF6zQkaemoIJD19wCHw1CzzfbgxHAUEmuGsCPu7mjb3IK5u7+WFn3+7OjoOLlRVVXV2tp6pkMmG+/xcgtERP/ZJiciIpps3cfGxqZ0mMxSNYQ5iZ8rCn66BFjM1IGCisz5lPFV99jbz05DqdgymLCCjubuw0tG2vt4+Di09BQgkMjMzJjx4r6+jhUxMdG4g6WD43YWViZDA5uYmBsamsoQ6DBvWlvaLcwcbgT7iov/k/PvWkAEFSXFHscZbxPYIjkha5sFRJEMLx7lL6+LYh0iYiLk6Bj6PtaXtqxgpsGWRFIuHiK6uTn9krR30tHTrV69enKjmBi6ZH7s7OxNTU3jr5uammAw2OT5HwAAbGxskzcFm5ub2dlnfp7DV9mLacG8DNPP8gZLgZPo6y6NIcdM1p7ISvmIJe0InIWXYZorn/JKV/Furvz+EzKJTU0tUhKagdduTbS8fZPPxSkbH5+KI4kLrxk0MoLQUN927uzViZby8koujtW/ftUvcORZGRocFmHf2N7WhWtBIAj2dg8osdoPDaArf/ZPz+UyTHOhvbHbSuAk+j54P6WYlGHS1ta+fv36xNt79+5JS0sjkUgQBAMCArS0tMbbf/z40draCoJgW1sbBQXFjx8/QBCsrq6moKBoa5uxfNhSNYQIBMJO6kxVUR36bnnZpQaSh4bR1uJaZhzoDSEIgvH3MpSlrXt6oJNbX98kIaoWGhIz0VJWViHIr3AtIBwX4hZ+i3FyPGZu6jDxzDdeff52ROyCVZudjMevzQwPQSAIBMH0+Heuplcw6Yn3u/bSoqej35TzKPo+eD+l6A1hYGCgqakpCwuLrKysqanphw8fQBAcHh5evXq1rq6uq6srPT3969evxzsrKytfvnx5/LW7u7ugoODRo0eFhIROnTqFRoGlujQKAMBqXbH8jBJBGS40fdapS4hI8UQHpjkc3wKZYstgjpm1/pfCioOOvrdjz0GT5ImDgzX9+X1dLQsKCoodtiYAAIiLC+e8fmRkuKOxsdn34qlFFX0cdP32509fXuU8nDg51wNv01BT7do946YAFsl48mbjZiiSiwIA8PbFFxV9WWhk/VWQU5AODyHwrcWC0NTUFBcXd3BwGH/Lx8cHAAAZGdmbN28eP37c0dFRUFAgIPBPyI2/vz8zM/P46/Pnz2tra5eVlYWFhWloaKCTgT2jjgXmNCMsyCrdr3Jp1p6Nv9pUuRzra1sXrB2Bg5cZIQiCiBGEgbpT6PV4KIVWVdUK8ComJT6daOns7NbUMN5h4zIygs31g4U8a794nsPLvWbyEmhVVS0Xx+ra2lkWQrACEjkmwb2psR6iC0eTfy+GFynepy9LCxQKtYHGZQw5hqYP3k/pcoX6+SO6lrexuq2rpZeehRZNNzZuRtuDBr6Ho248OgqZbrgGNYb6XdNS/b2hoba1uaGjs7W3u7N/FIEcHBgmISWmpqEgpyRjZFnBzM7Axc8iKM7JK8QGhyQObB6QkJKERHkZajgprpeWksVVCaEpCAryPn4aZbBhOzU1lZ6+OgAA9PQr0tLv77I9YLRpe0LiLVpaamg0mYmKimo7u4MJCRHc3P/UFgZBcJ/zyeMn9vHyolsFwRZFBeVsHEzQpFX7WdVESkbCwQuFrL8NGAxGTkk6NDBCRbtcS3xGlrAhJCYhWq0t9vFZqZ7tLIFHO/ZvTI979+Jhnq4xFA6KOGKgf/jzm2+f3nz78rGq4usvRhY6PhF2bgEWNi4mcTl+OgZqElJialrKkSHEyMhoX/dge0t3S33H84d5Qd51Hc3d4nL8a9Ul1utKi8nwLrZM81w8rD7+B/fZ+bx4F0FBCVHNAXEJ4YSkMJNte+ISQhWVVgMAQE5Odv/BTbfDZ7Q1TVKfRLOxsUCjyZ90dnRt27Lr4sXTikprJhqjIxNGRhDOe22h0SH3VQE02WQAACjOq5RVWC6CjSuoVlAM9AwtG0I0LGFDCADAug2Sb1OLZzWExCREXsH2By0C1mpI0jHg+Ul/rjTVtWelFuSmF5YX1qySF1yjKrbfy0xMlo9qLkVq+nsHiz5UfswpO7kreGRkdIOp0ubtqrxCbLhTe65s2qqemf7OxyPsvP8ByITKr5WJjLlmae6clnF3vJ4tHA4PuHb2il+IuurWx0/viojgIdcXAjFqbu64zXijtc2/QZZtbR1enlfSMu5CtoX5Jvuzmztuc9ZMUPqpepX8clo1XEFNR9nfPcQMxTrCkgWPy7J/Mqc9wqGhoZ72vm2sbojhUUwO8Ttx75ht0MIUhI7e7oGEiKwdmmdUuRy9nMNz0wsx8SzHhMrSuoBTsZp8ex0Nfd9nfZ1ox9ce4QQ93X2rRUzevymCWG5iwhMhfqW6uobJjffvPeTilH3/rmCBg89j92WPvZuZyZ6xsf9s6tjbubmf8F2gMpgzNDgsyKw3ODAEjbjtGl6f337HsDPeN7SWHEf1AopzK9B0wPspxfse4dI2hCAIHtK88vnlN0wOGR4c2Sxz5PnDvAWpiHtKCn6c3hOizGZ/dMf11xmFowgkLqQgRkYf33+9bc0xG3XPj7ll4CIwhCAIvkh7pyxtPTyEHZOPOUHXb8vJ6HZ39UxuzMp8zckhk5r6bCEjz/UW43f5psLaDf39A5Mb370tEOJX6usbmOkorPPhbbGBuhM0slAolCLL7p4uTH97eL9rLzl8rCNeP/yMpgPeTyneDeEidaDAnLX6kh+flWLSk4yC9Pxt54tu0YuzbC9qDPXiUf52Da/jO28ISnA9LQ24HL1fRV921urS84OElHiTlUpi/kXrvfpn9kYcsgxo+o3/JNQ6G5XEJQVuXL0PsVyX/XaamuutLPZOrtCkpa3y5Om9g64eYaEx0KiRnJweGhL9KCWSiurfLMMoFMrtsLfvJXdq6mlSD+OIok/f5OTFoZHV0dpDSkaynFkNd9Ax03a39eFbi0XNkjeE8noSBc/LMOwsIcdvtVfPffdN1NgiyjA7ikA+isreLHskNuT5rsObnny9anvAAJq9TDgcpm+qmPz5srgsn5WKR3JULojvcizel1wiw5LrfjZBLPfiZXcKSopDB70mN8rISLzKeXgj6I6X52Vcn5mCgmLX/aeSHt2e4qQTE51ETU1pbGKAU+lT+FpUCZkHb/PvDnYeRmhk/Z0wsNB2tvTiW4tFzZI3hPyrOIYHEQ0/MM3xaudmRExMFHLhEU61whDk6FjSnVebpN2yUgrOhjpGZXpqblozaxVNrENKRrLn2JbITI+0uPcHzK52d/ZDrMBk2DiY9uwzPe8RCrFcIiKiyOhrH/OLQm5GT27n5eXKyX2Unf3efvdh3FX0ratrMDd1CA3zk5H5TwbwwcEhn7PXLl46hSO5M/G9rEZiFUTeK61NXSzsDNDI+jthYFvR0diDby0WNUveEMJgMHld8U8vyjHsD4fDfCP3Pb73+s2zIpwqhh4UCkyLe7tZ9khWyscrd11vphyTVYLoAXwmeIXYQp8c4xVis1I5XVlah0dNHPebFX769vkjpv9TbEFDQ5X4MPzyxZtv33yc3L6SkeHZ8wc93b3btu7CRUXf3t7+rZt3HnZzMjDQnvJRyM1oBUW51WuksC4UDUjk2K+fjQJCuK1rMUF3R9+KpebLvbRg5KBrb+jCtxaLmiVvCAEAWKMj/ilzDjdNBibayzH7vZwjflZBvf42zvusrxZK7gkRL8+GOoY+PrF46nETkxAdvmB1wNvC0dD3w8sSfKlBTkF2+ITtJe8I6EXz8HDeivTfueNgS0vb5HZKSor4xHAeHk5dbbPWlnYsSkQikVaWTmrqSi777aZ81N8/eP3abQ+vQ1gUhwn1v1uYWRhIyUigETfQO0S9Arrtz78QJk761t/LhhAdhGAIZTVFyz5UI4ZGMT9Eep3QgXMW+439ujsg3UOuKvvtZHTx8tG7Tu7G0S+9Vq8XhVI6huiZKFyLP3zKPiQz+ePsvXGDqbV+/e+W/PdfoRetpbXezt5i146DU0qVEhER3Qj2Ndykq6629cePWmyJc91/mpSUxO+K558f3b4Vq66hBH0sY31dMxc36+z9sMTIyCgZVEb374SFi6G1vnMx16DHO4RgCKloKfilOEve/5jTUZttVHW3Kbia+g8PQpGRtqO156zLLUdDX3WD1UkfL2oarZn9GPwhvU4o5PGJi0eiXz3+hBcFiImJXA5bXfe7ixfpx0/sQ6HAgKvhf37kfurA8RMu2lqmBR+xsLTufyXk86cvMXdv/FkyFIkcCw6KPOzmsHApc6W5sZ2VHbpsZyAILrZURwQGGSUp9QrKjqblbcIZIQRDCADAai2xwqxvcz3KxcuUV5j9kGUAYmQOs8m5ghgZjQx4um3NcSoaitTiKxaOOjiKiMAuIqu4byYfO+d6+9ObOZ9YrGBiqVdeWvO9HGtzL8whIiKKuHPl+rXbZaUVf35qu9M8NPTytm12GemvFiLl0aP0kJvRyamR1NTTRA48fZLJy8cl/V/fGWhob+tiZJpbYdWFQExCjMSZF9Iy47ALMDXWtM3e729laadYm0BOSzRg7/09czwKBoOdCbY/vvPGYatA//sHyMixvz6TmfzxmscDYUnuu9ne3AJ4y105P0SkePzuuh7bERT5woMH8nxspGQktvab74Q+vHz9CMSiAQDg4mL3PnfUyfF4zuuHf07X9DdoPkqONDWx9/Y+arvTfB7jf8wvPOB66mnaPXb26RchoyITdttbzWPkhdPT3beCDmv1ymeFkoqs8dfyPRq3cAgy11e1SKkIQSCr5srN4ca5uV/8rq4YQwzjSB9MIBBDKCTL3dnU09ncw8C6Yk4HwongFyP3uduHuGzzuxZ/iIoGa3lpSwp++LvHDvYPn7m5R14VothkrLNGRczFy/SgRUDs63MUVGQQS7faaai2eofnhb1QxpJPYLvT9EFs8p1bcXscrf/8VF5eJutl4iaD7Y2NLSfdXec08s+fv83NHCMi/KWlp5/wdbR3ffxYFBsXPB+9F8zgwDA9A7qKLtiFjoEGvxE7fwNcIiz1lS3QyGLeqD02ODSnQ1bmZMNfL2h9ZYEQiCGEE8FXqQgV51ZqmsvP9VgiYiLfO/suH42x1fIOTHBbeC2Yuh/NQWcTv+RV7vUwMbJWhT4uELts26lRnFfl6xZ9NhTq/SpmFgZlVdm05Fzz7RsgFg0AAAwGuxpwxmDDdnMLI9oV08yQBAX5cnKTNxvtaG5uvRrg/efEcVq6u3u3bt55/ISL/gbNmfqkpb3U0lpPSYmfcgHIUSQJKXTeK0xs9G1Nyz6NuIVHlK04e5p1flxALT7nQiKU9bWwd/jcMCKQPUIAAGTVReb9n4bDYSf8bU12a23X8Hr1ZP7uIQ0/287sjdih5S0mzfO42H/LdrWlbgXHOelvW/ShIvvpZ+hFG1voPox7Ab3ccSQkRTZs1Ai8dmumDiysTC+yEisrq7db7xsZmd3rColEWls5a2qtd3JGV03p1cs3OroQlYb/E4i9V9h5GBt+YpoQY5n5wSPGVlvWiG8tFi+EYwil1UW+vK5cyAgWjjqBCYcDTsW6291sb+me07EVX3+dsg+xUvVgZmd48tXfzs2InJJ0IcosKiioyLxvOvgejhroh3odX1N33dfiyvY2vM0YTrjvDw+/19c3Yxw9LS11Smo0HA7fbLSjr2+WJb7Dh7xISEgu+00TLDGZvA+FyuvnvLaBLYhJiEcROHQfmwILB8NA71B/7yBkEv9CmLjoh/tHejuxnw6CMCAcQ8glzIJEIFt+LShz9Cp5wcS8iyycK43XHA/0jG9tnOX+29czmHI3d6fOWVdTfwFxzrTSq3tPG9MQYnSwnLKIotaqcN9kiOWSkZOqa8lnZXyAWO4EPDycGhrK9+89RNOHjIw05t4NYWGBDXqWHe0zpnQPDYl+9/bjtMESk+nt6evu7uHnhyixy59QUpEPDkD3xAODwYQkub9/+QWZxL8QGAzGt4qjpqQe34osUrBjCAsKCszMzPT19YODg6fNTdzR0eHq6qqjo3PgwIHOTlwVf5BcL/j1bdUCByGnJD1w1jz+w4WhwRGTtSecNl28ez3989vvbU1dvd0Dvd0Dv6qa3mV+ibic4mjoqyfimpteaHvAIL0swO7wJmpaAjSBE+w/Y5YSk9NUh828Kpigpa+YnZkPsdDJ7N5jGR2ViL4PHA6/HnReS1tFR9uspXkaH8i3b/J9fa8nPbpNSztLOrHa2joeXi48htbRrqDu6YY00cSqtYJfPy70yl0GPQLSnNVflg3h9GDBEDY1Neno6KioqBw7diwoKOjmzZt/9jE3N+/s7PT29m5vb7ewsFi40GmRWi9U+nZuYfUzwcq58sSVHZlVQab2WvU/W697xVuqeBhIHDKQOORi7BcTmN7fM2S1V+9ldXDAg0MahquJiJdAaOACYWShM9ujfcsvFWK5qhqr370uwmNZDBWVda0t7TU1s+df9T57zNxii67OVFvY1tq+3cbl9u0APr7Z53ntHV1MjPhMQs3EzADxWvRqZdGPuVCnlv3bEJLlrirCZw7hRc3CSxr6+PgYGRmNv05OThYSEprSoaSkhJKScmBgAATBgYEBSkrKsrKyaYeaR2HeydSWNdhJnZmb9sv8H0wK83Z19KlwOLQ1d0Gj0gSKqywrvtVCLHQyTg7HwkLuYtj5wvlA+dV6fX394P9LnlqYOXqcvojh4Rnpr7ZutpufnljhTc5nY31XKCX29w4qsuwe7B/GpDPeq8guUX59b9q1ymvaj/B+SgmhMG9hYaGSktL4ayUlpaqqqr6+vikdpKWlKSkpAQCgpKSUlpYuLCxcuNw/4RFj6+0Y6FquvIUz6Bio9U0Vk25DHfEjJy9eVICfBDfjKCrJ5+dj+qM96e4qt1rq2NFz429LS78XFBSfOo1p7mxSMtKR4ZH5aIkleHjZf9ZC6mFIRUMhoyD85nkxlEL/NriEWHra+pf9ZaYFC3GELS0t9PT0468ZGBgAAGhubqahoZm2w3if5ubmmUYbGxuTk5Mbf01OTh4bG8vIOE3RztHR0bGxMSRyamYmITmuotff1m7AQ2KqpQ4IguOTbPTdDKwUj1rfsHLRgTIyRFiMp+hzucFWFcgkToGPj/NmcGV/P6Zx355eh1dJqJ/zOTY6ivjwvkBJec3oKGJ0FKOstlSU5E3NrZjLwjor6Cm7OntaWtqoqKALZFT6mUc/AAAgAElEQVTfJPsk9rWS7uxX7sDAwHJu0vnBL81R/PqbnPbUXP+Yn1JycnJiYgKJPp8MFr4SNTX10NA/eQQGBwcBAJhsBcc7DA//64Q2ODg4pcNk4HB4RMQ/9XeIiIh4eHim/Q+NG0JycvIp7ZJKgj+/NmuarpvXV/mrAUEQDodTUU2T93Iy0vIi9Iy0lV/q16iIQaMYAABSMiLvcouoqfFWtU5EVLC5qRVzBUaGEUREcBoampGRYVU1JR+fa4iRUYaV9LMfCQASkmK/6xopKCgwjNDHBaLi/HW1zfIKqyCTaGCucsMrabgfycg6S5pTEATx+EtY0kgqCdZ+bVLdMjXj//IpxcLSKDc3d01NzfjrmpoaCgoKJiammTqM9+Hh4ZlpNBgMtvr/yMjIzPXRT0Set+LTzzkdssxc0TNel5VaAKVEPgHO2mp8OrzR0FDPGiM4mQsXAi0st5KSkgAAICIiYGNjYm29F5OIewAAqKkpubjYy8sWFBS7QKRlRYo/f4dSIhU1ub6pYnxEFpRC/zYkFAXKP9TM3u/vAwuG0MLC4uHDhx0dHQAAhIeHm5qajj/JJiQkjO8Famtr9/f3v3jxAgCA58+fDw0NaWrOmFxqgQjLcVcV1S1X3sIpahvlXmfgZJd3Jtg5mVuaO8fGULN3xQ3gXJKtZL7ITUl+dsb76ETLOZ/jKxnorSycEJgFqquorXv16t18FMUSaxQkCz6UQizUZp9+4q2X0CdtwDtjyLGKr7/S4t/d8X8c6BEXdCbh3o1nb54VdbZh2d1BXIG/srAOiViu9TEVLBhCDQ0NIyMjcXFxKSmp7Ozsc+f+8REIDAx89eoVAABkZGRhYWFWVlby8vI2NjZhYWGkpLjKukJDT0XHTFP/YzljEw4REONEjCAbfkJXMYCEhJienqajfW7pfrBIT08vLS1GBRnq6hrs7Q9Hx1xnYPh3iQ8Oh0dGXycjIzU1sR8amv1Gv8lINyX52fzVXTCK62XevymaUpoY13ALsippS92/kQGlUDwy0Df0JPbNIYsAVS6nE7uCX2cU9XYN0NBTkVOSNta13b/53EjazUrVI/bmc2yl3aGkIecQZKoq+o2V0QgKbLmfNjU1lZeXj42NTbSMjIwgkciJt319fSUlJegd9BcYPjGOj82tV/EfMdN6mX/BJHxigiPbrz998Aan+kxBbfWO7+U1UEqczMf8ImVFo1m79fcPrF2jH3T99kTLZMf00dFRu10HtTRNurtn8VYfHUXyca/7/v3HvBVeOOprbIs/f4dY6O+aFlUuR/TxOXj39V8437/89HQKU2azP2Dmnxb/rqujb9puyFFkXnbp8Z03VLkcw3wfDQ2MLFx02PGkuCvPpzTi/ZQSQvjEOKysrGJiYnD4vwOSkpJO3u2npqaWlJSc1Rdj4QhILSdQwDkScnzfin9CKZGGlrK/b261XbBIeXmVqKgg+j4oFMpu50EZWUmX/XbTdiAmJr51+6q0tLjeHxH3f/QkstttEXIzev4aLxjtDYrP095CLJSTj3mbrfrVk7EQy4WMT2++OW266GrqzyPE9uSr/7X4wxvNlOgYpndUISImWqcucTFyX+zrc9XfG7bJH8vPKVugAqvWC31dWE5mgoRwco1OwL+Ko7a0Ad9aEDiC4lw/yiF92iAjI8XQ2QQXFBQUr14jhb6Pp8eljs6uoBsX0PSBwWD+V703b9mgob6tpgZddk1H5+1JiWlNTRDVkPsTg81qT5NzoJfrcGJrcX7l2xdfoBeNU77kV9lvOO/tcmuDuVJaaYDd4U30jJgWfeTgZboU5XI60M7DIfS6VzxqAZvlq9YLfsuvXd4mnAIBGkJeCfaf5XOrj7zMXOHmZ/ldA+k9Gg6HQ7xlNZnsl+/U1BTRdIiKjEtJfpaQEE6KQSW/k+6ubkectTRMiopmdEhhYlq5c6fZeZ/r81EXG0jLiSBHkV+LICpiNwEFFdnZUMezLre62gkkM0ZtZeMhi4DjtkGGVutTPl/ebKNKTDKfwBglbamEDxfKC2v3bfMbmO/qCDUdJacQ8/eCn/M7nFAhwNBIJk76ob7h/p4h6hX4qWv6N8DCubKtqQuEsHAdEjlGjKeEruVllSAIikvMWG40+9U7Ly+/rJeJGEYKAgCw296KiXml0abtUVHXtbSnTxRw9JizjJSOg4O1lLT4fPReGDAYzMRKP/5uhpSsCMSi16iIGVqud98dEpx8bElX9Ozu6As5//D5w/xdhw0vRrmQkS+03DHdSprg5KOXjt7dpXsu9PEJBiZM55STkVEXLcqukFSeZal/3nx2Dx74NbepSFl9xRgFPrMpEaAhhMFgnMIs9RXNomv58K0LwUJGTkJMQtzfOwRZzanh4RFycjJoZE0hPi5167YNM3367VuVre3++/dvCgnxz2lYIyM9xpUMlpZOly57WFhs+bPDCjpaL2831/0er3ISJ+++Q4bF9g06SrtPnXOipJqauQLX7PMwcTK6FOgRd+i8JcSiscIoAvkg9MUd/ycbzBRTi/1W0GMtXJ2ImMg9YGfohUe79XwiMtwZWWbJP/Anspoid33Stp82wJZKUxDes2VseG67GL9fvih4kY4jfTCBAA0hAACcQiy/q1qWDSFOoaWjhNIQ9vYMUNPgocoVEjl2/17yk7Tp/VZaW9q3bt558eJpFVWFeQyupCz/7Hnc5k07mptaDx5y+LOD7U7TB7HJN4IiXQ/snsf4C4Sdk1lxvUzig+e29pshFk1ETHTlvut2jTPsPIzmDjoQS18gr558Cjj9gE+YPSrLk1eIDRcinNy3ERHDHQx877zwmMnXZiYkFAV+ljUO9A5R0eJkzYyGj2Ouh1BVsMCI8LlPR4B7hAAAsAswNVZDF+X2d0JKToqY43PfQujq7GFYuQIycRM8efyCj59LTFzoz4+GhoaNjXfbbDexst427/HFxISycx/djUk8esT7z01QGAwWGn7pil/It3L8lOtz2G8WHpSAl1QGK+ipQ1KO3/F/8vQB1M6r86bi6689Gy/cPJfkHrDzeqIbjqzgOHuObVHbKLff2G94cG6XISk5ibgC/5ecZd/RfyFYQ9hUC3X92L8NGABAlr8HMTI6ODhMzzCfHZEFEnjt1n7XacIhxoMlBAX5Tp0+uEARHBxsL7MfFheX2W7f/6dnLB8ft8/5Ezu2u2ISiY911iquYmSiT0vJgV40AAAcvEyhT04EesYlR+NHAcxpaej0dAzbu+WynvG6hA8XFDWhSNPq6m3GK8R20i4YNcdcWqu1xT9lLZkCkL29vV2TmFLdCACAsbGxyR1GRua83UiYhpCVZ2Xzzw58a0HgIJFjRFCtZjTUt7CxMUJfcyA7+31vT5/hpmmW5k6futje0RkW7ocVrejoaJ+m3UOhUEabdnR3T/WW3GFrIikp4nbYe+GC5sGhEzsCLsbgy2WXT5j9dsbpiMspEZdT8KLArPT1DF73ijdTOMnERv/4yxWT3VpwqK4LGAzmFbynt3vghnfCnA5crSP2KXPJGMJNmzYJ/B9WVtYdO3ZM6fDlyxdGRsaJPvHx8XMVQZiGkIWbobWuE99aEDhDAyMUVBB5r/ysaeTmY4dG1mR8zgYcP+nyp6PKnduxT59kxmMWLIEhZGSkd+8HS0mJaWuaNDZOrVMWFHwh/0NhVOTc7ndYQV17Le0K6odxmdCLHodbkDXm5Znsp59P7goeGsCnb+EUhgZG7vg/NpJ262rvS8y/uP+MGRUN1J7qxCRE/vcPPEv6kJn8EfOjuEVYYTBYXcWM5fAWFbm5uZ2dnZ2dnR0dHVxcXJaW0/hPcXNzd/6fPy3lrBCmIWRgXdHXNYAcHcO3IgQLCIK93QO0dDjPEzROdVWdoDA3NLImyEh/1dPTZ2pmOKU9K/O1t7d/cmrk5GyiWAEOh/td8bK2MVZT2Vpe/p8tHGpqygcJIV4efh/zi7ArFBNO+zj6+dweHsKbEWJkpYt84UlCRmKl6gFxJodpGRoYiQ5MM1x1uKKkLjLT0yvYnpkd08gZrEO3ksb//sHzByN/Vc0haGGNjvin5wvNUwMxL1++7Orq2rx5etetjo6OiYKAc4UwDSEMDqNnpu1s7sG3IgRLb/cABSUZKRnW5kPo+VZWIyIGqQ8wEjl22v2Sz/njU6aD5eWVu3YdePAgVECAF0eiDx12PHf+uL6exds3+ZPbhYX5w2/5WVnsq6+HOl+EvMIqGTmx0OtzXnHCImTkJGdDHeyPGh00DQy/lIKvx9zuzv4w30cbJQ6WFdaEp528FOWCU48YDBGT4XXxNDm6IwgxglF5EwAA5HXFPy41Q3jnzh0bGxsysmkWohoaGqSlpRkYGHR1dRsa5pxZjDANIQAADKy0nc0EkpliEdL8u4OVcyVk4kqKKyWkcBX/Oy23b8WysTHrb9CY3NjW2r5ty67Lfp5KyvI4lW5hsSU6OsjS0ik5+T/BVXr66gcO2W/bsruvbwCnCvyJ54W9t24m/f6F58U0A4v1t1+cLCn4Ybru5LtMSNOwVX+r9zlwx0jKrbm+MyrT83L0fgExTigVQI/Jbi0eQdZAzzgM+8uoi1Z+/jW0aIpeNTQ0JP6XsrL/2Onu7u6UlJRdu3b9eayQkFBzc3N9fX1bWxsNDY2DwzSRSOghzDhCAADomGi6W5cNIa6oq27h5GOGRtbw0EjNj98Sq6AzhB3tXRd8rmc8v/8fNYZHTEz22Gw3sbTcCoEOGprKaen3t27e1dTYsnffvxf/fle7Hz9qrS33PUy+RUIC3fXLyc3iuN/s9JHA6ERfyIROCwsHQ1DSkdcZRVeO34+8+tTJfdsaFTHciRseRLx8/PFRVM6vH80mdprJhZdXMuMhjAcTPIJ2m647qaIvq6AhOWtncipSsbV8Ra8qlIykIdBtVhobGxMTEye36OjoSEhITLy9d++ehISEjIzMn8fS0PxTIo2amvrkyZNqampzTXpFsIZwBSN1T/scSoovMydqKxr4RCDyXiku/C4qzk9Gjqsaln/i4XHZ3GLz5JxqIAg62Lvx8nAuPFgCc6SkxLNzHxkZbm9oaPY5f2Liwr4acMbMxNFlr3to+CUoPWmdDljor9+Tkvhyi6kWZEJnQnWDrLKOVFr8ex/XO5TU5OaOOnrbFMgpsfYjQYyM5meXPn+Yn5teKK0gbOWsp7ZRbn45QiGDlo7qTMieM87hDwsuYeK2s1ZfMj+jZJEYQnl5+YQEdL5gd+7c2bNnz6zjNDU10dLSzvW6INilUdqV1D0dy4YQV1SW1glJcEEjK+/tFwVl6K7VD+8/v3iWe9rzPwbvvM+1X3UNYRFXIA7h4ObmeJXz6P37Artdh0ZH/6kYQEREdPd+UEVFtZeHH5TKkJAQXw05cebEjdaWReGSTURMZGSt8ujzZedT27JSPuoIubjvDslK+TjvhNQAAPyuaUm688rNOlCTb++dq08k5PiSCy/feHhEa7P8IreC4yhqrlLWlfE/eX/2rgCwVl+y4EU5CEIWDzx/CgsLv337ZmFhMblRSEgoPz8fAIA7d+6EhYVlZWXduXNn7969Tk5Ocx2fYGeE1PSU/V14K19H8JQV1rqeMYdG1rvcQqcDFrP3wwYIxOh+l1OXr5ympf03bVVCwuO7MYlv3j7GS7JTBga69IxY2+37t2y2jYsPo6GhBgCAkpLiUfItbU1zRqaVUGZfk5YTsdppeNTFLyrhAvRhndMCh8NU9GVV9GU723qzUj4+jMz2cAwTEOOUWisoKs0rIMbBycc8U6rPgb6hhl9tdT+af5TXf//ys+RTNRERfI2KuIbh6tOBuzAvk7SoOHze0lj++Kc332ZdMWbjZ6ReQVFV9JtNCG8urxjS0NBw6dIlevr/6Kmvr8/AwAAAAB8fX0xMTFJSEjMz8+XLl6fYS0yALarHASQSSUFBMTo6u+PT6Ojo2NgYOfmMuYDTbr2pKWnYHwjRDZQAAEFwcHAQk8rJbU1dJutO5vwKgeBWODgwLCOwtbg6GZq8z74Xgj5/+pr0KGKipaCgeNvWXc+ex0lIzKcIQ19f3//YO+94qv7/gR8urr1X9pa9RxGSnQolK5okaac+7f1paqedkFCSUhSJyArJ3ntvrnX3+f1x+/n2aXBx7r2u7vPRH87pfV6v1327zuu83+c1xl9gzAQcDrdn9/HsrLzYVyHC876/nW1t7bBYvPrAoe1ea1fNXAWRYDDYFRZbnd2t12+efmG5mTDplKKQmNL8uuK8mopvDfVVba0N3Wg0hpuXg42DhdD/AY3CjAyN9fcO0dPTi0jwS8rPk1YQma8hpaojM0+Cn1yfg4SkJRRcOhD+PPvspP0uHhx8yczGtGK7CSTf0mkTGxsbEhLy8uVLShkwZ1eELBzMo4jZEhA1x8j/XKFtpEieBUF6Sp6WnhJ5vGBFRc3toJCsnDfjZ1pb212cfe7evTQ9LwghMBjs6rVT58/dNDN1fP0mVEFBFgAAUVHhuPhQaws3dnZWp5V25LGEkZEhKPjoMnM//QXqZA7lJRI4M6O2kaK20f9+ZchRdH8PYnQEiUJiAABggjOysTNz83GQrSIEmTGx1YoN+xR8Oc734CQPKwZ2anf3R6/YbkIew2Ytc9cRssFnVRGKuUR2Som+CZk65CUmZFraLiSDIhwOt2XzP0eO7BIVFSacGR0dW+W00X/bBrullI8NIbD/H38RESErS5fnz+/r6WsBACAnJ/UqLnjZ0rWsrCw/JXuQDikZ0TOXd3qvOfou/R4nF2QNhkgHMyvT3FjqEc++C54uCw/ZuxlPHN2tbCjT1dTX1z5I2RUhxZmzwTJwVibUFIuy0yAGEAQzkgqNLMkRvYLD4ZPiM62XGpNB162bj5nh8E0+7oRDQpiosori7j1TfvFOUjy9nO/du+TktOHt2w+EM6pq86Nj7m/23pecTL4uDcudFi+xNtzmfYZSNUhpTIywGN/aHXaTRs3AGOh1LJS/JleSx6pZy9x1hMyMxBdZoEE8FYWNrGzMEnLCZNCVk1kkIiYoLklyXdXV9Zcu3g66e3Z8v/f8uZtNzW23gs6RWvU0sLI2exn72N/vwOPg79nTOrrqkc/ubFi7Ky0tm2xmHP3XbxgxeulMMNk00pgSa/xta8qas1NKJh5mYKuan1hOHpNmLXN2a5QRzoBBYSltxRzk4+tc8+WkrasyzusXH5c7kXy7D4fDbfYOOHR4h7T093Kmb94kPbgf/jmDMmGixKCrq/Hh4/NlSz3b2joPHtoBAMCChTpPnt5c4+7/NDLIyJgcvyBGRoZ7T07YmW5WmC81GzILafwEE5xx5ym3wH/CozLPTNAQQ9dK+fr2CPQYhokFmoqJSVtuDNRNrQpgblcVRoCSIR3U6ggzInO7GntXH172pwEwRhiOVnSbBLx7kX3+sT8ZFGHQmDcvU9+l35986My4fu0hnAnus3kN4bCiomaL776Yl8HjwZmzE1lZqdRPLx1WrG1v77x67RQMBltkYhDy5Lqb65bIqDsLjXTJYAMfP3fI83Orl+4SFRfUMyRHBz4aU2LJCr3woHevw9MdvEz/NIadm3XLlZUw6LIkFx5bg8dMbRGCfZ9QFRcDlQHTgFq3RpEj6JGB0QkGwGD0FGmrPbcpza8DAEBZixz1r1OSvsgrSopJCJFUS3l59ZXL9+7c/16iZWAA4bxy09mzh/T0flPJabYhKMSf+OFZXV2ju+sWQtteM7MFwSFX3Vy2ZGXmk8eG+crSNx8e9vY4WlvdRB6NNKbErtNuQaejUWMTBUwY2qvBGCDzBWzCPBziAlP6x8LPSUdPybRUanWE9DA6PG6iDEg6+kkG0JgGcU/Tl7mRI3QFAIBn4e9We9iQVAUWi/PeuPf48T2SkmIAoen8+h1W1qZrPMmXljdD2NnZXsY+ZmFlsV+6pr9/EACAJUuMH4VccV3tSzZfaGKue+iUr7tDQEdbD3k00iAeNT05dX25iLuJlDZkVkO9jpAeP+GCb3ZUvZhToMbQCc+zlnmQI+Wot2fg86ev9k5mJNVy8UIQHx/v+o3fqy78e+YaAjF87vwRkiqFHCYmxuDHV3V1NSzMV7W2tgM/+MKMz7nkscHZ3Xqdj6Pr8j19vbTeZ7OOrUedQ66+HUZMtIX2l0OtjpCOng7E0xZ8ZCUp9ouqjsw8cXJ0X4qOSLSxN+bgIGHj36LCsjtBobf/P1I0If7j4+Cop09vk7OlA1TQ0dGdv3BkjeeqxaZOFRU1AAAsWWL8OOyau6tfelrOpJdDwpYdrrbLF7mt2IsYpNX4nV1IK4gYW2mE33pHaUNmL9TqCCcFBGmLQoiJupe02tuCDIpAEAwPjvNY/3NreAhBozGbNu49e/6giIgwAAD19U2bN+8Nf3pLUIiK06537d58/ESAtZXLl5yvAAAsXrwwNPz6Gnf/1NQs8hiw/+imBcaabiv2IhDkbpdIY2I2H3B6ejtxaJC2KPw91OoI6egmqZKKx+EniBimMVVK8+t6uwYXWZMjhCTrcyEDA4ykUYhnTl2VlpZw93AEAACJRLm5bD5wYLuBoQ7pNJIHdw+n+/cDV67c+C7hIwAApqYLnkYGrV2z/cOHdPIYcOysn7aesjttXTjLEJMWNLXTfhpEWxT+njnrKnBYPIRxUDTCbia4+VqT59ki9MErz00rSCc/L7cwNCT6xq3ThMPdu44pKMhu8VtHOo3kxMraLCbm0ebNAeFPXgAAYGSsF/X87sZ1u98lpJBBOx0d3ckL23T0VVbb76a9L5xVbApYEXEnaWTWtKSfVVCrq5i0ATEOi4MxUEH/MKqgvakn60OR03pylLLs7OhN+5i3ys2KRPKRSJTPpoBLl48KCvIDABDxNCbjc07QnfMkUkcR9PS1EpOenTwRePXKPQAADBdov3j5wNdnf9xrcoQO0tHRnTjvb2aht9JmR2c7LY50tiAhK7TAXPXZ/Q+UNmQ2Qr2OcJJXgBgUlhFOfVEPs5OQ6/FO6xazsZOjBcSTR68dVpmTLkzm9MmryioKK1ctBQCgsrI2IOBUeMRtdnYSRuVQBEVF2Y+pL0JDnh06eBYEQV09jVdxwdv9j7yIfkseA/455u3sbr3C0r+uppk8GmlMyvo9y8JvvaPVnvwVqnWEeDwd/UTGY7E4BtqKEAr6uhHxkRke/qRN6SOAQWOePIpbt9mRRPJzv3wLfxJz9dpJAACQSJSnx9aTJwNUVeeTSB1lERWd9+Fj9OfPX3w378NisRqaKm/iQ/ftPf00nExd3/x2ue3av3alzY6vuWXk0UhjYhRUJearS76NzKC0IbMOanWEeBxID5toSUhbEUJF6LW3di4L+YW4yaAr7mWqgpKUwnwpUghHodC+PvsvXT7KL8ALAMA/+08rKspu2OhOCl2zBF5e7viE8I6OLjcXXyQSpaKqGP/+ybEjFx8/iiKPAS6etpdu7Vu3+mDCazJF68wBcDj84MDQ4MDQyMgY5MLX7lwaej1+VvVjnw1QrauYbG8Ug8QyMlPtp5s19PcgXoakPss+Sx51D2+/2LnPi0TCz/17Q15BhrAp+uZN0ruEjzm5cz+Ijo2NNfrFQ++Nu5fZe0a/eKioKPsuKWKpzRokCuW7hVRT/SNLrA3DX15Y53KwrqZ56+65/NgxPfp6B/O/lBYVVFaWNdTVtrS1dCEGhzk42QAAwGAwGAxORFRAWlZMXUvB0EjD0EiDmWVGheD1TJSZ4IwZSUXGVuTopEYtUKurmDQoFIVEMzFDU0z9b+bxlbc2zguERHnJoCs/p7S/D7HExpAUwouLyh89jPySHw8AQEd711a/f549u8fF9Vc0I2VkZHj0+Oqe3cdtrFxex4XKykomJkfaWXuMjSF37fYhgwFqmgpvU+6sdz1YUVZ/8cbeGd7K5wBYLC47o/Dj++xPH/Namzq09VXUtRTsncxkZMVExAR5+bjGR6JRmLbWrurKxqKCyusXn/h6HZeQEjl61s/YVHva2j232YbfekdzhP8BnE1gMBgGBgZiRlbl1uW9K5xgwPvQzMDNYRDZ9VeAx+OHh4d/PNPd0W8i5tPZ2kceAzZ7HX94O5oUkrFYrNGC5SGPn4MgiMfjl9l7njp5mRSKfgWBQJBHETGcOnlZVdm0qakFBMHW1nZNNYt/z1wnm/axUaTf+pPWxt7NjR0zkTOrpnRK4HC49JS8PVsvqEgsszXxuXz28dfcMiwWR7yE3p6BQ7uumOp4WRltSozPmJ4ZKCTaXNqvrrJ1/AzFp/Tly5cODg4UNIBaHSEajR4bG5tgQNzdTzd2RkJk11/Br47w7J6Qi/vJ9DDR2typLG4/NDRCCuE3rj+0s/bA4/EgCN65HWJstByDwZBC0a9Q/BbzEzdvPJKTMaysrAFBsLOzW1fb5tiRi+Q04O6NKA0Zh4+JOdOWMNumlBjq61rPHr+nrbDS2tj7zvWo1ubOmUjD4/Hv4tLNdNe6LNtdV9M8DQk3Tzw7uydk/JDiU0pzhP8BQkf4/GrS/QMxENn1V/CTI2xr7DYR8+nrHiSP9tNH7hzbf5MUkpuaWsVFdWpqGkAQrKmpF5mnUVVVSwpFv4Xit5hfeRIWLSmh8/VrMQiCvT19hvr2+wNOE54SyEN2RqG2wsqzx+9hMNhpXD4Lp/RPYDDYt68+OS/dpS694sSBWxVlddAKv3/ruYrEsuB7L6f66+to6TUR8xkdRhIOKT6lFHeE1Bo1OikQNlz+Owk6He2y2YqHn5MMusZGkZGh8Rt8nUghfM+uE35b18nKSuLxeO9New4c2C4vL0MKRdSCx5qV12+cWbHcKzMjl5ePJ+Hdk6ys/N07j4PkiiQ0WKiemPGgtKjG0XpbY30beZSSmd6egesXnxiouNy/+dxj3dK8iudH//VTVIKykScDA2yT36o3KbejwuK3rD0xOjKFkjFCorzaRvMTnmdCaA9VQ63BMpOCGsOwsP/t7+SnTXJMimIAACAASURBVG15S0ZSUVxRIHnUPX/6Xn+hmoTUPMglJ8R/rKqsDQu/AQDAndshdHR0flvXQa6F6li+3Jqdjc3FxSc4+JqFpUnc21Anhw1b/Q7evHWGfsL0XKjg4+cOjT73ICjafvGWQyc3u3rZkUEpeagoq38QFP029pPdCpOw6HPKanIkVSclI/oq6db+nYFONttDo88JChEb17Zyg/ntMy+c1kFfLirc9Wp35dSeb4oHq1GyFK39RsHV6K9AuDV6Z9/zmBsfIbLrr+DHrdHtzpfCbiSQTa+pjldGWgHkksfGkMqKpsnJn0EQbGxsIfOmKAGKbzpNQFZmnriY1uvX70EQHB4esbF037RhDxY7ne3KaVNeWme5cKPnyv3trd1EXjI7pxSPx6d++OK6fI+mnNPV86G9PQNkNuDKuZAFam4tTcQGIuFweCuFbVUlTSDUU4ocGhsbGJnSv2fhkQ4rVkBow1SZs1ujqDEMnLY1Oi2+ZVVVlTSv9l5CHnWfU7/CGGALF0Hf1+LK5XuaWirm5kYAAGzfdmjnTp+/fFP0JwwX6Lx6HbrN/2BU1Cs2NtaYVw87O7o3rNuNxeLIZsN8Zem3qXc0dZQsF24MefAKj5+o2/bsBI3CRIbGLzFYf+rwHcfVFl9KI3fs8/wxBYI87NzvtcHXaZXdzvbWbmLG09PTLV9j8jIkFXJL4OzMzFysU/rHyAqncNs8CjrhX4FwRXjJOzTxSRZEdv0VjK8I11qceB2eRja961wOPnkUB7nYlpZ2MRHtxsYWEASjo9/oaFmi0WSKFP2R2bl8+ZHS0kppSb2Qx1EgCI6NIR2Wr3d39SP/XFWW16+w2Gq/2LeooHLikbNnSnu6+y+ffawh4+DhGJD2MY/S5oAgCAZdjTDV8RroJ2qKmus6zSR9MWgsxaeUFixDKtAoDBOctiKcMp/ivw4Pji51NSaPupamztysYicX6Pv9Hj18wdvbQ0JCdGhoeH/AqRs3/6XG1vNkQFlZIfFD1KmTV+7dDWNmhkc9v4tGY9a4+6PRZC3NrDBf6mXijTXrl3ut+idg28Xurn5yap8q5SW1e/0vGmuuaWvtevb2ypOYC4sWz4pmllt2uJpbGWx0O4zBYCcdLCYtKKUw73NiIRkMm+VA5ggRCERZWdnY2O+L4w0NDfX/PwgEAiqlE4BGYmi1RqcKHg/eOP5s+wkXenoybVM8CX69ys2ahRXivhYFX0tSU7J27/UFAODc2RuLzY0WLNSFVsVcQk5OOin52eXAO7duBjMxMT6NDKKnp3N39UOh0OQ0g46OzsXT9tPXME5OdjNdr8tnQ0hRbHMmYLG4t68+Odvt9HDaJyE5L6Mw/OKNABKVxp02h0/7snOyHd9/k5jB9m6L3kZ+JrVJVAAk68qQkBAeHh5tbW0BAYGkpKRfB5ibm7OxsfHw8PDw8Ojp6f1JDoRbo4cdbn15X0KMKBoE8Hj8i5BkL/PjZNOIRmM0ZBxqqhohl7zUZs2De+Hg/ycOdrR3Qa6CSCi+6UQ8TU0tyvMXXbl8FwRBNBrj7urnuGIDEomiiDGN9W3bNp1Wl15xMzD8pzILFJnStpauS2ceack7OVptexWdTJFtduJBIIaNNDxion5zK/6Jwf7hhcKbOtoo9gdCgOJboxA4wsHBQQ4OjszMTBAEIyIipKWlcbifiwaZm5s/f/58UlEQOsL9ttcKUiqIEUWDAAaNsVPZkZtWRjaNb2JTV9psh1xscvJndRVzQrL26lXeFy8EQa6CeKjIEYIg2NLSpqJkEnjpNgiCGAzWw22rw/L1lPKFIAhWVTT4rT+pKrn8/MkHHe09hJPknFIUEh33MmWN0z5lcfuDu6+Wl0KZEU9SSouqVSWXN9S1Tjpyu/Ol548md5kkheKOEIKt0Tdv3khLSy9YsAAAAGdn58HBwZycnF+HYbHY/n7y7ftjsTgGRlo/wikQ9/SzsBif7iIlsml8+viN+zp7yMWePH758NGdDAywrMy8goJi/20bIFcxVxEVnZf4IerRw4jLgXcYGGCPQ6+xsbG6uWwh8x7pOPKKkrceHYlLuT3QhzDTXbt1w6nM9G8g6RP/cTj8509fA7Zd1JJ3Cnv42sF5SX5l9JnAHfOVocyIJynKanLb9nrs3Hx20kBcm1ULkl/lkceqWQsEjrCxsVFO7nvSKAwGk5KSamxs/HWYr6+vvLy8sLBweHj4BNJAEMz/f759m/6XHofFwWiNeYkGh8U9uPjKe/8Ksmlsb+0uyKuwW24CrdikxE/DwyOEXkuHD587dnwvMzOtrsIUEBERJvjCa1fvE3whMzOc/LEzPyIlLfLvlV05ZVHaesqH91y1WuB98fSjirJ6yBWNjSKT4jMDtl3UknM6c+SOjJz4h6xHUXGXV7paUWPHjE1+q+jo6B7fm6QPs4mddmF2DXKUMs86swRiw0l8fH7TrsXDw8PU1HRkZAQO/9+3hJWVdWho6KeRDx48kJKSoqOje/PmjbOzs4aGhqqq6m8V4fF4b29vws/MzMxPnz7l5+f/dRgGg8HhcFjsHyOjMGgsCo0cHh6e9KPRAAAgPipLSJRXRkWYbDMWGfbWZpkRFocZHobyDnvm9LWduzaNjo5+TP7c091rv8yCst+BkZEROsomSE0dTk72mNiHy+3X4vE4b581t27/670xwN3V7/7DixSMvKWnB1w8rV08rXOziz6+z/VcuQ8Gg5lZ6BmZaOkaqhAa+E2DsVFkSVFNXnZp9ufCooIqdS2FxVb6z94GikkIEQZQ9T3kxAU/t+X7TJfoCs3jm2DYpUg/DA6FHZ7cFzIzMzMwzMEgRGI/EmHn8yeEhIQAABAUFMzPzx8/2dfXJyws/NNIaenvWwr29vaGhoapqal/coQwGOzr16+T2kNwhMzMf4w2pAPo2NjZ2NnZJxVFAwTBiKCk/Ze82NjY2NimeUOZKm9efjp7dTe0v6DMjLy+3gE3d0cYDBYYePfIsT1cXOTOa/4JEASp8UuooCCX+OGZ5RJnLi7ODRvdn0YGubls2bHtaHDIFRiMwhstugZqiy0Wnrq4o6y45mNiTvjjt3v8LoqICappKiipyMjIiUlKiwgI8fLycf1ULg6Dwfb1Dna297Q0d9bXtFRVNJQW19bXtiiryugZqvnucF1oosXGxkKpz0UK1DTmr/V2uHQm5PbjoxMN05Hn4PgrenP+CWId4fr16//0X9ra2idPnsThcDAYrLe3t6amRkPjjy0fQRDs6uri5CRHKWcaRJL+7hsLK9zATGV0dJQ8GivL6xGIET3D3z8MTZurV+5v37ERBoOlfcoa6B9wcpo7FSzJj4SEaML7CMslq1lYWdzcHJ9GBjk7efv5Hrh99xx56pFOirKanLKanP8eDywWV1VeX/ytuqqi4Ut2cXNDe3dXf2/PAAcHK93/m4rFYJFIFB8/t6Awn5iEsIys2AJjzY1bViqpyDAyzeWEY//d7iY6XnnZJbpQ/7nNJSBY5BobG0tKSvr7+3t5eV28eHHZsmUSEhIAAAQGBlZUVNy/f7+np+fixYumpqZMTEyhoaGDg4P29tCHSNCYNk+D3nv425BT49vYtGWOZtDuGdbXN2Vn54eEXQMAIDDwzu49vrPkfk29yMhIvol/YmvjxsHBbm9vGfn8jsPy9Xt2nbhy7QSlTfsPDAwwglP86TxicHg8yADGAGNnZyW7aZSHhZV5/9FNJw/dfp18i9K2zF6guVO8ffsWBMHDhw/LysoGBwcTTsrKyhKWhiwsLDgc7ubNm5cuXRIUFMzJyeHlJbZE+rSho6cD8WRqK0PVNFa3V5c2WzkakFPp21efIA+TeXDvqafnKhYW5oqKmsLCUlc3R2jl/50oKcnHvAze4rsv7VMWKytLdMyD3Nxvx49eorRdRMHJxc7FzUH493d6QQJOLhYjI2NJ8dTadOnFixeWP9Da2vrrmC9fvpiYmMjIyHh6evb19U1VBTSvPYWFhe/cufPTSQcHB8IPbGxsly6R+y8HxkCPw1JfAV/yExv6aZm7MSMTAxmi0gk0N3Z0d/Zp6ytDKBONxoQ/iUlOfQ4AwN07oRs3usPhTBDK/5vR1lYLDw/y8PB7Gx+urq786vVjKwtXXj6e7Ts2Uto0GkRBT08fcGj9pX+DLe0WUtqW6dDY2EhPTx8QEEA45OHh+WnA6Oiovb396dOn7e3tAwICtm7dGhERMSUVc3bviIERhsWQr4g+lYLHg/HPMpd5LCKn0pSkHHMrA2j3Ld+/S1GcLysrKzk6OhYV9WrDRjcIhdMwMV1w/cYZxxXrm5pa+fh5Xr8NCbr5+Gn4JHH5NGYP1vbGOBz+Y+JvMrypAhEREYv/h5X158V9dHS0mJiYj4+PiIjIuXPnYmJienp6piR/zjpCRiYGNIpimU/UQkleLTsni6ySGDmVpn3MMzGHuPJnZMQrN3dHAABev36vp6cpKgp9j9+/HEdHu917fFcs8xoYQIiKCr968/jQgXMfktIobRcNoqCjo/Pf7R505SmlDZkmycnJBgYGjo6O7969+/V/S0tLdXS+Fz0XFxfn5uauqqqaknxqdYSjiDFE98/Zij8CZ2VCj9Ec4SSkJRSYLSVr1XwQBLMzCo1MtCCUOTIympz82cHBGgCAqMhYgkekATlb/ddbWJq4uW7GYLCKirIRUbc3rt9TVFhGabtoEIW9o1ljQ3tJYTWlDZkyBgYGQUFBN2/etLKyWrVqVXx8/E8Dent7f0z/4Obm7u4mqinjONSaGpkd/bWjrnvteec/DWBmhY+NoMhpEjXy5VPp9hMu5NRYW93MwckmNO83RRKmzYekdH09TW4eroEBRFZmXtgTWnQcqTh3/rDzqk27dx29cfNfwwXaV6+fXOXknZr+QkTk59RhGrMNBgbYOm+HR3djLgftJ6miy1YXWkt/E88yATXI2td9b38KI9+5c+eVK1cAADAyMiKc0dPTa2pqCg4OtrP7T2YUNzf3j02NEAjEVOMxqdURMsAZkMMT+Tk2LubRwdnVw2W2gUZhKosbVXVkyam0IK9cUwficqbv36faLjUHACAxMdXISJ+dnUw1Af5CYDBYSOgN00UOD+6Hb/L2cHSyratrdF7p8+HjMxYWiHtp0YAct7VLjTQ8jp/dyslFwiIPuxP3TfWS2NhY+hDGly8nf+vMw8Pza7qzrKzseHRMb29vT0/PeAkXIqHWrVFmNjhqwgUfGxfrMM0RTkhDdbuopCAzK1mjK8uKa9Q05KGVmZKcYb7EGACAxPepNrbm0Aqn8RMcHOzPXzw4eTLwS85XAAD27PVVUpLfspm0iwwakMDLx2W6RO/l82RKGzI1kpOTR0ZGAAAoKSkJCgqysfme9Hzw4MGSkhIAAFavXl1QUJCeng6CYGBgoJmZmZjY1OIeqNURwtmYkCMTVcbj5GND9I2QzR5qpKWuS1KO3DtaVRUNCkpSEApsaWlHIlGKirIAAHxKzTJbTJUB4tSFrKzU7TsX1nhs7evtBwDgZtC/NTUN1689pLRd1A0KhU5Nzfr3zHU3ly06WtbiojqcbPK8XEpS4vpGC5b7bAp4HPyso6Nrhlpc1tg+D/9NvMls5vHjx3x8fBwcHEuWLPH09Ny6dSvh/Js3b9rb2wEA4OPjCw4OdnZ25uPjS0pK+jWXb1KodWuUlZNlDIGcYAC3AEdtYQvZ7KFGujv6+YW5yay0vrZVRg7KINXcL9/09DUBAGhtbUeikPLyMhAKp/Enli61+Jye4+O99/mLB8zM8Iio2yZGjnp6mgsWkjX2ag6Ax+MT33+KeBr7/n3q/PlyJiYGq12WKyjICAsLcnFz4vH4gYHBpsbW4qLyT6mZhw6e09FR375zo4XFNFOeTMx1d/mera9tkZYla6z4TAgLCwsLCxsbG2Nh+U8l2KKiovGfV61atWrVql/HEAm1OkI2btaJXwHyCnP2dQySzR5qZGwUxcpG1vc6IAi2t3WLiglBKLO4qFxDUxkAgK9fi3V1/1jklgbknDi5z8zE4dHDiI2b3MXFRe7cO7/Oa0dO7ltuHgoXOqcWRkZGgx9F3rrxWFCI38tr1eUrx/n4f04VBwCYoCC/oCC/rp7G+o2uSCTqRfTb/XtPCwryX7l+Yv78n6vKTQoMRm/vaBYXk7o9YA0kn4JsEOPhpucFAerdGmXlZhnun6hCNL8oT3cr+foAUylkqyZDADE4DIczwZmhfCtZXl6tpCQPAEBJcYW6OpTVamhMDBMT46PH144du9jY2AIAgLWNmYOjzTb/w5S2iwrAYnH37jxRUzbPyswPj7j1KT1mo7f777zgzzAzwz3WOH3Jj3dwsrG2cHtwb6Lern/C3tEsIY6WAPofqHVFyM7DNjo4CoLgnwo3C4rxdLf0g3iQjp7KusGRDXYOlubaTnJqRAyOcHJBHNLZ0NAiLS0BAEBtbcOiRWStmEpj/ny5nTt9tm879Op1CAAAJ04FGBkuj37+ZpUzrar+H8nKzN/mf2iesOCruGA19f9EUCMQwykpnzMzcouKypqb2np7+wAAYGVllZQSU1dXNjFdYG1txsbGCoPBNvt6WlqZuq72LS6puHzl+JR6Y+kZqrU0dbY2d4qKQ7k3Q9VQ64qQgQkGZ2UaGfjj7iiclYmDh422KJwAIVHejpZecmpEIlGQB9m3t3WKiAoBANDa2i4uLgqtcBqTsmOnd2tL+6tX7wAAYGaG371/YX/AmYF+2luJ34BCof/Zd2aNu//hIzvj4kPHvSAIgu/fpaxe5S0va/DwwVN+fr49e7bExD4qq/hcVvE5NS3mxIkAGRnJ4EcRcjIGu3YebWvrAABARkYiOeV5TVX9Zu99ePwU6irDYPSLLfWpt9waKaBWRwgAAJcQ58CEbwHF5YVaqmcaZDWHkVYUrSkjazzRBCv4adPfP8DDww0AQE93H78Aybua0PgJRkaGS4HHD+w/g0ZjAADQ1dNYvsLqxPHLlLZr1lFX12RmsrKlpT3va4KD4/cEABAEY2LidbQsjx+7aLd0SXVtzuu40IB9fhaWJgoKsjw8XDw8XOLiootMDLfv2BT3JqzgWzIbG4uerk3gpdt4PJ6Dgy365YPm5rZDB85NyZjFlgapyV9I8CmpFSp2hDzCXP3tEzlCSeV5DaVtZLOH6hCVEkCjMORcFDLBmdCoiZJepgoGgwUAgImJEQCA4eERDg7q6wU/BzBbvFBeQeZxcCTh8OixXTEv4israylr1awiNTXL3HTVuvWrnzy9ycP7PVS7oqLGYonzxfM3z184kpUTv269KyfnJF9g4XmCp88cyMx6k5j4afkyr/7+QRYW5qhnd96++fAsKo54e4zNdDLTvuFwtP4836FmRyjC1dMy0c6njJpoXREtg+KP0NHRGS5W/ZxYSDaNHBysg4PDEAr8cYmJw+Gm9KaEBoQcPrwz8NJtLBYLAAAPL/eOXZv+PX2d0kbNFl5Ev13nuSM0/PpmX0/CGRAEb90Mtlji7OKyIiPrjaWV6ZQESkqKxSeEKysrWC5x7u7q4ebhevL0ZsCek83NxD73CwjyCAnzlZfQHla+Q8WOkE+Mp7d5ogaM8tqSVfmNZLOHGrFw0H8fnU02dTy8nCMjYxg0ZMXQGRkZcDg84QUJIyMjBkMrs04Z9PS1RMXmvXmTRDj02eyZkpJRX99EWatmA1GRr/cHnIl/98TExJBwZmwM6bXGP+JpzOeM1z6bPafXjwwGg124eHSFg83yZV7DwyPqGsp+/ut27zxOvAT9hWpfsoomH/d3QMWOUECKr7NuohLjkkrzetsHh/pp9WX+yCIbzdrylsbqdvKoo6ennyci0NIMWagqHR0dByf74AACAABOTvbBwYkaktAgKd7eHiGPowg/s7Ozenk5P7hHrU1/oOJdQsqB/f/GxYcoqygQzgwODi2184AxMCSnvJCSEp+h/CNHd6upK/v57gcAYNdun8qKmo8fM4i8VkdP5Wtu+QwNmDNQsSMUkuFvr53IEcIY6JUMpIs/15DNJKqDCc64auOS0Os/tzUhHfKKklXlDRAKnCcs2N7eBQCA8DzBjnZabBTFWLbcOuPzFwTi+9a31zrnyIhXU4pmnGOUl1X7eAdEPb9DyHMFAGB0dGz5Mi8NDZXgx1fhcGiyaa/fOFNeXh0R8ZKJifHYiT0niQ5TUtdWLCqohMSGOQB1O8LO2m4QP1FKuJb5/K8fK8hmEjXi7mf94VVucx2ZEgpVNeSLvk2tZ+bESMtI1NY2AAAgJfX9BxoUgZ2dzcBQ59OnTMKhgoIMDy/X1/xiylpFKcbGkGvc/c+eO0io/wcAAAiC67y2KyrKXr5yAsLYaWZm+O27Fw78cwaBGHZ0su3vG8jMyCPmQnlFydaWrrHRiQpV/j1QsSNk4WBm52Prapgo6FHPSvlLQgmZ66dQF9y87Gt32B3yvk0edXqGajkZUIbnqKoqFhWVAwCgoqJYUkJ76KEkhoY6ebnfxg/NzBZ+/vyXxuifPnlVVW2+xxqn8TPXrt7v6u65FXQO8gwiXV0NCwuT69fu09PT+/iueXCfqHIzDAwwGTmx6kpaFAUAULUjBABAQkWkacIOkBLz58FZGKu/0l7aT4THVpummo6PcUQ9SM4Qg4Xqxd+qh4cnKo83JfT0NXOyCwAA0NXTzMnOh0osjWmgpKxQWfG/QEQNTeWS4r/x0aS2tjEsLPrS5aM/nGm4eDEoNOwmIyNJinn9c2Db3buhY2NIV1eHhISU0VGiOtDJKUjWVNHujQBA7Y5QSkO8/lvzxGNMVuqkPifHLZ56gTMzXYnYdXZ3yEAvyYNNWNmYDY01PiRkQSXQ2Fj/S85XJBKlrq7U3dNHKLpBgyIICwl0dfeMH0pIirY0kykOa1Zx6ULQFr+1AgJ842eOHDq3a9dmCQlSVT6Sk5PW1laPjU3g4+fR1VFP/pBOzFXSsqINddBnWo8NIUcGRqf0DzmCouy+HbXWGiUgoy2RcCtl4jFL3PT3WARuOLmCgYm6PyxJ0VqouGKNycmtwbdf/UNP4uqsy1cujolKcnBeAok0Lm5ODU2VlI8Ztnbm1tZmca8TN/t6QSKZxlRhZGT4MTeGjZV1dOyva46NQAzHxr4vLfvffamurjH9c86DR1dIqtfN3TH6WZybm6OVjVly8udly60mvURcQjg3pwRySy673Wsum9oDUMNoFaA6UaN1UkPdvkFOV6ruaxMOi4cx/HFpKyIrIKUimh5bsHi1Hjltozq2HHLaZHfmzr8xfodXklSR3XKTo/tutDR1iklAU/PX2dk+4mmsrZ356tXL//33Os0RUoqhoRF2jv8VVUciUczMcAraQxHev0sxNtbn5ftfK4mIpy/d3BxZWafZIYhIbGzMt/sfRKMxRkZ6YaHRxFwyT1SgvXWiwPvpcejN9qleEhsbGxISArklxEPdW6Ns3KyCUnwNhZPsjjr6L35xLZk8JlEvMAbY6Qeb456mv3sO2b7lb2FhZXbzWvogiKi/VWJwXr3sw4f0rq4eSyvTttaOwsJSqCTTmBL19U0SEv9r99rU1CoqKkxBeyhCZkaeqZnhj2c+fEhbutSC1Hq5uTllZaUKv5WoqCrW1jSgiKhlKCjE29U5UU2SvwfqdoQAACgvUihJnSQbRs9aBY/DZ8f/pZHcxMPDz3H9+Z7zAaF56aTNtN3kt+r503fdXdD0BuHi5lztsuzWjWAYDOa3dd3lS3cgEUtjquTmftPWVhs//Jpf/FObob+B2poGRUXZH8+UllRoaKqSQbW6hkpxcTkcziQqKtzQMMnyAAAAHl6u/j5anxAAmAOOUG3J/KIPk9y16ejovI4ue3zsNZ5WZHYy5FXEL4ZtD/C8XppfRzotwiL8zu42V84+hkrg7j2bHz6M7O7u9dnsmZKaQcujID84HC4hIXm8bCYIgu8SPlpYLKKsVeRnaHiEk5Nj/BCFQqNQaG5uTjKolpaWIPg/MbF5bW2TZwZzcLENDdIKbwHAHHCESgvlWirah3on+XUa2qlxC3LE3aX1ZZ4c3UVKJ277bFt1qfxbA+m07Nzv+fbVJ6jK/kpIiLq7O548cYWdne3gwR0Be09AIpYG8SQkfJSSkpCRkSQcpqVlM7Mwq2soU9Yq8sPKwjzyQ/YCDEaPx+PJExLJz8/b29sPAAA3DxcxLSFZWJiRSEqGqMweqN4RMsAZ1M3n572dvHqs/1WXp+cTOhvJ2oqWSjGx1TpyY+NWxwvFuaQqUMfNw7n/6Ka9/heh6gVz6PD2+DfJX3IKNnl79PcNhD95AYlYGsQAguD5sze279g0fub8vzd/PPx7kJQWr61uGD9kYGDg4+dtbSVHGgkczkToCjn+w8TAYPQAANCaMQFzwBECAGDgqJ39YvJMajF5odV7rC5sfIzD0n7xk7PYXufEHZ/tzoE5qaSKPXFbu5Sdg/XWZWhKM3NxcwZeOeazKQCFQt+9f+mff043NU1UbIEGhIQ/eQGCoKOjLeEw9uW7ru5edw9HylpFERYs0ElL+09HFz1dzYyMXDKoRiJRhBKmGAyWyMx9Ojo6WuEtYG44Qk1L5eaytp4JWzIRcNpmzsrJcu8Aba1AFIusNS8/3Xlg/a34Z5mkkE9HR3f1zoGHt6Pzc6DxtQ6ONgaG2rt2HNPQUNm718/D3Y+Y2DkaM6Slpe3AgTM3g84ROgp1dHTt3nn85q1/GRj+xvaQdnZLkpM/I35ohLLCweZZ5CsyqO7s7BYSEgAAYKB/kIuIt5IgCOJweMK68C9nLkwBA5xhobNuatjkffXo6Oj2B68vSK54FZRKervmAloLFe/HH7x+LOr+hVhSPDnOExUIDNq/ee1xqMK4r1w78e1b6e2gkO07NkmIi/ht2U974CUpY2NINxff3bt9NTVVAABAIlEeblt9fNcYLtCmtGmUgY+fx87O/Pbt0PEzTiuX5uUXkiGAq6qyVk5eGgCA5uY2YhJX+A9K7wAAIABJREFUkGMoZhY45LVPqZG54AgBAFiywTg1NAuLwk46kp2L5fSrrS9uJMc/+kwGw+YAskpiT1JOpL79enBDEGoM+gWWhc0Cj3X2G1wPIccgeG/Pysry/MW9SxfuxL9Nvv/wclVV3bGjF2YulsZvwWKxXmv85RVkdu7yAQAAi8WtX7tTVHTe/n+2Uto0SnLw8I6bNx61tn6v9sfKyvLPP9t27zpG6mey7Ox8PT3NsTFka2vHeNTSBCAQIxwcrCQ1iVqYI45wnpygtKZ4ehRRG/GC4rzn43c8C0yMvPie1IbNDfiFuR+9O0xHR7fO8mR7M/TRRjv3e8nIiW1ZfxKLxc1cmqSkWHTMfT/fAzk5BbGxwW/ikv49c23mYmn8BBqN8Vrjj8Pj7t67REdHh0Zj1nntQCJRDx4F/uWLDBkZCf9tG7w37MHhvn+ffTZ7YrHYixeCSKe0qKgMBoPJyUnn5xWpqCoyMTFOeklf7yAvHxfpTKIi5ogjBABg2U6LN1eTcBii7qTzpPkvJ+/JjCs8u+7R2DCtI9fkwFmY/n3kZ+ditMb0aOaHyWN0pwQdHV1g0H4MGrN7yzlIWrlqaatGRN1e57nj69fid+8jX0S/OXzoLG2PFEIGB4ccVqzF48GIyLuMjAyDAwjH5etxOFzkszvE3ILnPHsDfOnp6Q/+c5ZwCIPBnoTfunsnNDr6DYk0Pg6OcnN3BADgXUKKpaUJMZd0tvcIzeMnkT3UxdxxhAqGMkLSAqlhxJYH4xXmCkzazc7F6rfgbFF6NUltmzN4brO9GLb9uN/9G8efQVudgJGR4UH4qY62nl2+5yCJ515opPss+q73xoCPHzOSPjxLS8vZuGEXLXYGEioqakyMlyspyYdHBMHhTOVl1SbGjiqq8588vQlV43VqBwaDPXl6Mzn587mzNwlnRESEX8WF7N1zPDIyFnJ17e2dkZGxPj6eOBzu+bM4RydbYq5qamiHqt4v1QPOJjAYDAMDAzEj0Wj02NjYTycbilq2Kh4eGRidktLs+GJPxcPn1gV3NvZO6cI5Bh6PHx4eJmZkb9fglhXnvcyPtzZ0QWvD6MiY6/I93h5HUUg0JALLSqvmyy86deLKyMiou6uvySKH1tZ2SCQTCQKBIKc6MhAW+lxURDPkcRThMPhhpLioTviTGLIZQEVT2tHRpa1pdejAOUJOPQiCZWVV8rKGJ08E4nA4CBW5rt58/NhFEARfRL81N1tF5FXH9t8MuhoBzoIpffnypYODAwUNmFOOEATBR7ujHu99NlW9Y8OosNNvnMUCrm4Nb6wg641y9kC8IyQMDr321lTCN+5pOrRmoFHozZ7HVtpsH+iH5o+zq6vHwnz1SsdNfb3958/dlJTQef8uBRLJxEDxWwyEtLd1Oq/cpKttVVpaCYJgW1uHk8NGQ3378vJqcppBXVPa19tvYb569arNgwPfze7s6LaxdrW0WF1f3wSJihvXH+rpWCORKDQao6lmkZT4icgLnZfuSn6fDc6CKaU5wv8wc0c43D+yXeVoeUbNNLQP9g6HnXnrJnNgr/WVdyGZg73EeoW5wZQcIYGKosaVevt3uV3p7RqE0BIcDnfiwC1jzTV1Nc2QCESjMfsDTivKGaen5aR9ypKTMdy548jw8AgkwieG4rcYSMBisXduh4iKaJ44fgmFQmOx2NtBIeKiOqdPXkWjMWQ2huqmFIVC7955XGW+aVZmPuEMDoe7cvmuyDyN06euzPB7eP/eE1lpg8bGFhAET5+66uSwkcgLcTjcfNGlPd394CyYUpoj/A8zd4QgCH5LLN2pcXyqG6T/swGNzXj97bTHfUeh3bstAsPOvC1IqRgenKY0KmIajhAEQRQSffVwhLmM3/voLGjtCQ+OU5dekZSQCZXA9+9SZCQN9wecbmvr3LB+53wFI+KfnacNxW8xMyf5Q7qejrWlxWrCQjAlJVNf187G0p3MC8FxqHRK414nSksY7Nl1Ynxp2NjY4rXGX1JC5+KFoP7+KT9KDg0N+289oKpsWlvbAIJgUuInGUnD9vZOIi8vK6ldqO5O+JniU0pxRzi76utgsVgWFhYMZvIqeU3FTUPdCBXz3zc3CT/0srO+Z9eTTXQzaLaORmJKMmsLUytLs+tqC5u5BTjEFYVF5QSEJPj4RLh5BDk4eNnYOFmY2ZhY2Jl/7Qw8NozCYXGoMQwaiUGOoDAo7AhiDDWGwSAxQwOjGCQWhUSPIpB4HDiCGAPxIAaNRY7+HMoBY6BnZWemZ6BnZWdm5WRm42Rm52Hl4ufgFeLkEeLk4mef9qf7FRAER0dH2djYJh/6CyV5tUd970nICh28sl5QhGfyC4gj/0uZ79rjjqst9h3ZCEmZkr7e/r17TuZkF1y5dhwAgJ07jmhqqpw9f1hSUmyyS6fJ0NAQBwfH5ONmJblfCo4fv9TY0HLqzH5HR7vCb6XHjgbWVNedOrOfyHAMUkC9U9rfN3D48IWEtx//OeC/boMLIby2tLTycuCd+LcfbO2WuLisMFtsNGnA0dDQ8JOw6IsXgiytTC8FHuPgYE9Py1nj7h/1/C7xdQzu3XxWV9Ny7upuAOopbarsQP1yK5uYDynv36W+efWaHPV3fgu1OsK63NqwLaGHMo8wMP2mpB4OgzvnFCSnK+VybBkkhuFx+Pb6nqaKjva67s7mvp7WgYHuoaG+0RHEGGoUPTqE/DWEkoUdDmOAMTEzwlkY4axMTHAGNi5WOAsjIzMjOxcLEzMjnIWJhQMOY6Bn42Sho6djZGJgZv35DwCHxY8OI/FY/OgwcmQQOYIYG+ofGewaHuge6utEIEdQAuI8whJ882T4RWQFJZXmScwXFhCbph+aiSMEAACDxj689DrybtLmfxxcfCzpIarb1NszsMv3XH/f4I2HR6SkRSCR+eFD+p6dxxUUZY+d2PMmLvH69QdeXs779m39sas4VFDpXTs9LfvChVuVFTX/HNjm6bW6pLji3Nmb+XlFAfu3rN/gStkECSqd0nGKCsuOHrlUUV69c7f3Gs9V7OysAAD09vRFRb168eJtcVGZgaGOvr6Wqtp8aWlJQUE+FhYWAAB6e/taW9qLiyvS07I/fco0NzcO2O+vpaUKAMDj4GfHjlwMe3rDxMRwEt0/4Gy302fbakvbhQDUU3pufXBrddeULqnrLcWL9SQkxUNlw1ShVkeIwWAebwqWM5RbvMX8twOG+0ZO2lxdssHY2tcUajNnC2gkprOpr7Oxt622u7Wmq7myo6GsHT2GllYXk9cUV9CWVNSTmidNbJ7QDB0hgfqqtjM7gkeGxg5eWaemJzcTUT8a9uhOzNXzoQGHN3huXA5JsjYajQm69fhy4F0HR9uNG10fPYp4/jzO29tj27aN/AJ8M5c/DnXdtdFozIsXb27deDQ0NLxr92Y3d6f0tOxrVx5UVtbu3O29YaMbMzOc0jZS2ZT+ibzcwsuBd9PSclavXrbGc6W2zveGxv39gxkZX/Jyv5WXVdfXN3V39yKRSAAAuLm5xMRFlJTkFxrpWVmaEh7aqqrq/tl3prW1Iyz8hoKCDPHauzr7THW8vtXEwJmZgFkwpbGxsSEhIS9fvqSYBRTclv2VKb0jbCptOqx6ENH1x93tnua+nRrHE++lQWcgFTDYM/T1Y3lU4PtT7vc85A+6SO4/4XL3xfXk6oImPA4/wYXTe0f4WzlvIj9byG096nsXwiCa6spG+8W+q2x3QBVBA4JgX2//oQPnROdp79pxLDs7f5v/wXlCaju2H66uroNKBcXfvhBJbW2D88qNoiKatjZub94k9fcP3rkdqqVuqa9r9yTsBfkjYiaAWqaUGJqb286cvqamvFhlvun+gNNJSWnExM6gUOjE96nurn4SorpXLt+bxm/n1pWnu7acGz+k+JTS3hH+hymtCHE43IfApP62fs9bXn8a1tPcd87x1kJnXcd9Nn9n2aee1oGSjJqSrNqitOr+ToSGqby2uZKOhZKQ5M/rHhCKFeE4I0Njd8++fPUkbcOeZW6+VkxwCDbTcDh88N2YaxfC1m922rrLjfAwO3O6u3uvX30YHBxlbW3q7u6Y/jn74cOn2trqm7w9bG3NGRiIamfzJyj+rD0xAwOIV7EJYWHRlZU15uaLtm3fiEZhwkKfv3qVuGSJsc/mNYtMDCht48/M8imdHkWFZfHxHz8mfy74WiIjK6mmNl9WTkpcXISPjwfODAcAYGx0rLurt66u8du3si9fClRUFFxdHdw8HAk7q1MCh8Mba3oEBR/V0lUinKH4lFJ8RUjdjpAepL+45PyK446qVr+PmgEAANE9dMXjAb8E76brbvBfXsL9VfR3IgpSKr4mV+Qnl7NxsujbqurbqKgulGNghAFQO0ICjdXtlw89rSlr2XHCxdLJAJJnkbaWruP/3CourDp6xs92+aKZCySAGBx69Cjy7u0wIWGBtetW09GBoaHP6+oaXV0d3NwdNTRUpieW4reY3zIwgIh/++FlTHxaWpa5+SI3D0c5OZmXL+IjI2KZmJg8167yWOMkAOkWMYQQpnRoaKSro3egbwiBGBkeHh0ZGv2xUC0dHR0nNzsLC5yLm52Hl0tQiJeTC8rIMtKBRmNKiitKSirr6xpbWzt6evrQKDQAAMwszAICvNIykmpq8w0MtGbyPvv1i48Pb8e8+nBz/AzFv6UTO8KWlpa4uLjKykp+fn4PDw9paemfBoyMjNy8+b+PY2xsbGRkNCUDIHCEGAymsLAwPz9/ZGRk9+7dvx2DRqPv3btXXFysrq7u4+PDyPj79cFUHSEzM3N9bt1jn+A97wI4hf7YfwuDwoQERFfn1G+55yWlQar4QCoCBMHawpYv70qy44vb63p0LZUXLlPXsVQG6XHQOkICuWllVw5F0MPod55y1V2kBInMz6n5x/bf5OLmOHJmy/iD7czB4XDv36U+fBCRnf3VwdFm0SL9iorqyIhYOJzJ0clu+QobLS3VKblzit9ifqSysvb9u5T4+A9f84vMzIwcnWxlZWWSk9NjX77r7elfucrO1c1BS/uPz5QUAYPG1Ne1Vlc21te0NNS3NTe2Nzd2dLT3MMBgAkK8vHycHJzsHBysrOwsP7aiBUEQMTA8OoocGBga6Bvq6ujF4nCiYoLiksKSUiJyihLyilIKSlJCwrPU2ZMOLBZnrr/u9KUdJua64ycp/i2d2BHa2toKCgrq6OhUVlaGhIRkZGRoaGj8OKCjo0NMTGzv3r2EQ0tLyyVLlkzJAAgcYWJiop+fn4SERE5OzsjIyG/HuLu7t7W1rVu3Ljg4WEJCIiws7LfDpuEIAQB4f/lddUa1X9RW+l9yGH4kO+Zr2IEY0zWGDnutmFj+6qXhj/R3IrLeFmW+LizLrlMxkjVbpWu4VI2NkwVaLSAIvnuedetUtLiMkP8xZxXtKbzY/xM4HP7Zk4RL/wZr6SgFHNmgqPTzc+JMaG/vjIx4FRnxqq+338HRVlFJtr6uIe510vDwiLXNYgtLk8VmC4l5Kqf4LaalpS09LTslJTPlYwYdHWBlbWa+xBjOxJTyMetdwkccDr9suZWDo43hAm1CW12K09szUPytqrSopriwurKsvrGhTVRMSH6+pIysmKS0iKS0CDcvm7yCNAsr85TEjo0im5s6mhs7Gupaa6uaaqqaykpq6ejo1DQVNLQVtXSUtPSUBQShDxuebTwIik5+nx3x6tKPJyn+LZ3YEaJQKDj8e5SWi4uLmJhYYGDgjwM6OjokJSVRqOn3cYNsazQ/P9/ExOS3jrC+vl5JSam1tZWPj6+np0dMTKyyslJS8jftsqbnCEE8+GDdfR4xnlX/Ok981WAXIvxQbFVO3coDdkardaEK8Z8bDA+Opsfm5yaUF36qUjOWM1mpvcBenYV9arebicFicC9DUu9fiFXRlvE9tFJRTWLmMpFjqMf3Y29fjVhoor1jn+d8ZSjdIQAAlZW1L2MSXr9KbG5utbQ00dBSGRtF5uTkZWbkSkqKm5ga6htoGxrqSEiI/vZy8t9iRkfHigrL8vIKv+R8zcrKR6FRi4wNjIwNBAT4Ghpaop/FVVfX6eppWlqZ2touVlWbT07bfgtyDFX0reprbllBbllBfjliYFhNU0FNU0FFXU5JRUZeUZLxv9kaEE5pR1tPcWFVUUFlQV55/pcyHh4O/YXqC4w1DY01JCHK1ZlVtDR12pr4xCbdkJX/z5/eLHeEP7Js2TJdXd1jx479eLKjo0NcXPz8+fMwGGzx4sXq6upTNYAcjjA8PPzatWtfvnwhHOrp6e3Zs8fV1fXXkdNzhAAAIIeQ1x2u6a7UNfebfEVc/aU+6kQconto6fYlC511GKGI45gDjL8jHBtGZr0tTnvxtTi9Wstc0cxZV99alYkFsllCITHRD5ODr7xR05X1+cdRSVNq5jJHR5AhD2Lv3XimoTPff5e7riH0+3utrR3vE1KSktI+fcoWEREyNtYXnieAQqFLSypyc79hcVgtLTUNDWVVNSUlJXkFBVlCpgGpbzFoNKa+vqmiorqivKa0pKK4uLyhoVlZWUFXT1NRUZaJiamluT0rK/9bQYmsnPSiRfpGxvqGC3QEBSm8JdjV2ZebXfwlszj/S2l5ad18ZWltPWUtXSUtXSUpGdGJN59JNKUgCFZXNuZkFOVkFmWkFTAwwIzNtE0W6y5arMMvMBdWihgMdpXtTtvli3y3u/z0X9TiCOPj4z09PUtLS4WFhX88393dvXHjRm1t7fb29oiIiAsXLvj6+k7JAKIcIR6PR6N/UykADoePf2UncISBgYHJycnx8d+TJe3s7CwsLH77NhGLxcLhcAcHh3H5ly5d4ubm/nXkT44QAABEJ+K+213jDYsM1hCVVVqVVZd4J72hsMXQSctwlZaY8jxirprD/BosM4JA5rwtTn9RUPOtRc9a2cRZW32RHFTLaNQY+lVYevit93LKYl47bDUM5WcuEzmGion68PB2DC8f5zofB6ulRj++N4IKHA5XXFSRmZmXlZmfl1vIwMCgqaUiIysBhzONjo62tXZUVdXV1zfx8/NKSomLigpLS0uIi4sICPAJzxPk4+Ph5uZiYZnaOnt4eGRgYLCzs6e3p7+zs6utrbO5ua25ubWpsbWzs1tUdJ6CgoysnBQvDxc9DDbQjygvrykqLMdgMVpaajo6anr6Grp6mhwc0L/9nRLNjR252SVfsorzskv7+xA6+so6+sra+spqGvLMLFNITxweHmZnJ3nkS31tS0bat8y0guzPReKSwsZm2ibmutp6SqT4RpGHE/8EtbZ03Q079utzBvFTysTENMM46t8SGxvr4+Pz05u/FStW+Pv7jx/m5OTY29uHhYXZ2NhMICouLs7d3X1gYAAGm0ItKqIcYXp6uq3tbyoq5eXlzZ//fWtlAkd448aNuLi4xMREwqGFhYWTk5Ofn9+vI7FYLDMzc3h4OOGQnp5+2bJlv42s+dURAgDQ29R7z+3OwrVGpj5mk34oAl0NvZ8jc7Oi8xkYYTr26mqLFWV1pRiYIKjmRXVMEDXa34lIe/E19Xl+d0u/6Spts9V68lrikCjFoLFxTz+HXnvLI8C5dsdSE1st+hlUxSOAx+OT4jMf3n5RX9fq5rXUfe1SYRESdh9tbGz5ml9c+K20qKiivKxqYGBQTl5aTk6Kn5+XCc6EQiHxeHBwcKivr7+ttaO3t7+/f4COjo6dg42djY2Dgx0Go2djZ/vx9joyMoZBo1Eo9NgYcmBgcGhoBA5n4uHhFhTkExTiFxAQ4OHhZIbDYTAGLA47MDDU2NBSV9vQ1tYpJSWupCyvpCyvpjZfXUP5T7u15KSmqomwxsrOKMTjQUMjdf2F6gYL1eUVJab9SpLMyxcsFleYX5GanJv64UtdTYuRidZiS/3FlgYk/VJBzo1L4a9jUmLeX/vt8xDxU0pPT0+KPLTY2NiLFy+eOHHix5MyMjIyMt+DCQoKCmxtbR8+fLh06dKJRXV3dwsKCnZ0dAgJTaHVIjm2RmNiYg4dOlReXk44nD9//vnz51esWPHryGlvjY4z0D5w1/22osn85UdXTGntUl/Q9PVdSXFyRWtVh4yWhJyelLSGuISamIAE70wKllIRxKRPtNZ0pTzLS4nKpaOjM3fVM3fVF5aCYJMNjwc/xH4JufZ2aHDU09/W3s2YhQ2CCiYVZfWh92Njnn0QERHYd3TjEpsFZHicRyCGqyprq6vr6+oaG+qb6+ubOtq72to6meBMwkICvHzcPDzc7OxscDgTnBlOT08Pg9HjsNjxWAAAAPB4HB4EQBDEYnFYDBaNxgwNDff3D/T1DvT09A0MDPLz84mKCYuKCktIiEpJi8vISMrKSUlKis2GxQoIgpXlDVmfv+V8Lsz6/I2ZBb7AWHOBsaaBsQZUFfIouI/X2zPwKTk3+X126ocv80QFl1gbmlsZ6OirQFIIl3RcORcSE/UhOuHqn6JkZ/nWaFFRkbW19Z07d37yGp8/f5aTkxMWFh4dHWVl/Z5Pef/+/SNHjrS3t0/JYZPQEWZlZQkLC0tLSyMQCFFR0fT0dE1NzYKCAlNT09bW1t/OO/GOsCattLO0xWiL9a//NYYYC/EJBujoPG95sfFOeTtobAhZlVNXm9/YUNjSXNaG6BoSkhUQlOLjF+flFeXhEuDg4GPj4GVj42Zl4WSBszExMU/z5RlyBIXD4P70v3R0dKxcEIduTsyU8ggrchtSonI/ReeLyguau+iZrNTm4IFg5+1rRmXYzfivGZUOnqYuPhYikgIzlzk4MPzsSUJCXHpNVdOKVeYOzhY6+sozF0sk47cYxOBQe0dXb0//wMDgwABieGhkaHh4ZHgUg8HicDjE0PD4JexsrIyMjIyMDGzsrGxsrOzsbFxcHDw83Hx8PHz8PAICfLOtNAQWiysprCYs+75kFvHwchkaaxgaaSww1hAVh74BOsXv2gAA4HD4b3nlyYnZye+zmxs7TBbrLLYyWGxpICjES1nDfgKFRB/YfaWksPpJzIUJbKP4lE7sCA0MDCorK+XkvpdsNDc3v3DhAgAA0tLSZ86ccXd3v3jxYlhYmIqKSmdnZ0FBQWho6LJlU6syDYEj7OrqsrOzGx0drays1NLSEhERef36NQAARkZGjo6OhNyOa9eunTt3bvHixSkpKYcOHfpx5/dHiHeEiK7+8FVXTHYvU3HQ+/V/8Th8woX4vOhc18tuiqYziotDjaI7arq6G3t7Wvr72wYGu4cQPcPDfSMjA6OjCCRqBI1BYRjhjOOxJAxMDHBWRgAAcBgccuQ/L1YxKCx6DA0AAIyBHofFM7PBYYx/fJAE8eAoYgwAABgjjJkNzsAIg7MxsXAww1nhLJzMbFwsbDys7Lxs7DxsXIIc3EKcXIIcvKI80/bKwLQS6nFYfP6HsuTIL/mJZeomCuauevo2qjOxgUBrQ3fk3cTX4emahvKrvS0WLFGf+X4pAACN9W0xUUkvn31AozHLnBbbO5hpaCvOXOzEUPwWQyJGRsYKcstyMou/ZBV9y6sQkxAyNNY0WKhmYKRB6uS82TalXZ19KYk5KUk5aSn5YhJCZhb6pkv09A1VGSlamhwAgIqy+m2bTsspSAbe2sfKNtFr6drKJllFCEK4p83EjrC8vHx0dHT8kIeHh7BlWlJSIioqysPDg8FgCgoKGhsbubm5dXR0eHmn/DgCTUJ9UVHR+CEcDldVVQUAoK6ujpOTk5//+056VVVVaWmpqqqqvPwfwyKmtDXaVdkas+GufaCX9B9ytKs+V0XujpA3kl9+ZMU0lobEg0ZiMMjvNmPRWNQoBvjuwP6TrcgIZ5hG/iIOg0OOoAhixwjNLhBjIwNjIwOjw/0jQ70jg50IRM/wYBeir3WAkZmRV5RbUIqPT4xXQIJXSEZAWFZAUJJvAo87zkwqy4wOITNefUuO+FJb2GK0QsPcVV/NSG6GW8rIUXTC88xn9z8M9g87rVvs4GnKL/ybsKlpUFZc8zom5c3LTygU2nqpkZWdkaGRBiRF4H5ltt21Z0JLU2deTkleTkleTmlNVaOqurzeAjX9BWr6C9S4uMn3GWftlOJw+ILcstTkL5+Sc6vKG/UWqBqb6RibaiuryZI5R3NoaOTahbCosIRDJze7etlNPLiuonW91an3Fdd/7X5DNmgl1v7DVN8R9pa1vdh83+HGBok/xByiRlAJF/6PvfeOkuu+zgRfpZdj5dzVudHdyGAGxSAqWpI1sixr5CDJq9kZx5kze+yZ9a6ts2c93rVnZ5xmdmV7RpYlj2VZshKDRFKkCJIgACKHzqlyrpdz3D+qAQIgCHQ3mggyvlOnTqG7XterH9673+/e+917nzv5nZNP/fpTj3zu4DVnNv0kQWaVXo3vVthOqdcp9Vqr3eZqm60J0RyTmUimxxK5yXRuMp0cib99gOK2tFjr1flXvnXy5a+/KfTkxz954IlP3ze862Zb+cyeXvvHL7/84nfe3PPQ2Md/8bFHP7gntE3/j4vzxReePfzCc28szq09/Ni+x95732NPHigMbafG5I612huBKCrnTi+cPj576sTc6eOzPr9//32TBx6cPnD/1K694+/S1uGGuCuWVOClN1498/orJ18/dKrT5u5/eOdDB/fc9+D0zj1j72oqt9fl/+avvveVv/zO+z788L/7vS/cMFRr6NYvPvHFj3/20c/8q9s2YBK4R4RXYQtimfKxpe/++pc/8h9/cejxd0z8NBebz/7B09UL1Sd/9b0PfPpB8J9Yx1HbdFprndpCszbfrM42KrP1Xo3PjCcGdmYLu7ODe/P5qUwQDGxvr9HSXOPH3zj+yjdPgDD4xKcOPP6pAxsfCHVNaIrx4nff/N7XDq3O1z7wyYc+8ulHpg8Mb8upAgDAseKhl44feun4oZePB4OBR96z76FH9zzw8K6br6q+K6z2JYiCfP7s0vkzi+fPLJ47vdjhjUUXAAAgAElEQVRqdKd3j+7ZP7HnwI79902+Gwm/LeDuWlIAANot9ujhs331bGm1NrVrZO+BHbv3TezcMzo4nN0WZ1FT9Vd+dPx733rp0MsnPvLPHvuVf/3poZEN6bp/71/9pa4Zv/tfPncn5whvAe56IgQAoH6m+I//8i/f828/svvnHr7OIZVzlZf+/MXlI8v3fer+hz7zUHzkjrirbwtMzSzP1Itnq8WzleLZSmO5k51IDh8YyE6npg+Ox2+OsS6H53lzx9Ze+eaJ1759KjEQeeyTB97zM/siKepm/mat2Hn2719/5u8Pe573oZ99+IM/++DQ+Hb6cMuL5TdePX308Nmjh896rrf//qn9D0ztPbBj554xDNu0fOlOttqO45bWanMzq3MXVmYvrM6eX+51+MmdIzv3jO7Zv2N69+jo+EDgzuu+dCcv6Q0hy+rZUwtnTsydOTl/4dxSt82NTgyMTw6OjOYHR7IDhXQ2n9hInNlx3Gq5OT+zev7s4ptvnD9zcn7vfTs++s+e+NjPPLHx9uJf/s9PP/+to1958fds17xHhHc9EQIAwBU73/zClwYPTjz5v33i+vmwXrl35G/fOPHN41SK2vuxfTs/tCvytoFE/9Rg6lbxbGXlZGnh6MraqYpjOSP3F8YfGh57YKiwO/f2IOoW4NjumUMLh7558sgz5wrT6cd+Zv/Bj++hYzd1782cWv3BN4+8+O1jBIW+/xMPPPXx+4cmtrlyrp8VO3V89vTJubkLK+lMfHr36NTOkR3Tw+M7ChvxkO4cq60o2tpydXW5srJUWZwvLS+WVpYqyWRkYnp4YnJwx/Tw9K6RgcH0HdJx9Dq45pLqqum6LrqtHQFvASRJWZwtLsytrSxV1lZrpbV6rdKyLDsWZyJRGidQmiYAAEBQWFN1AABkWRUFud1iW81eIhkZmyjs3DO2//6pBx7Ztdl5TP/wVz/6yp888zc/+mIsxWzvVXr++Ioq65s65NDrL71+/KXvf/9723UOm8VPCBECAGBI2rO//bdinfvYn3wuPBi//uGu4y4dXjr7zJkLL1xASGTisYmRR0YHDxTw6B1hs24LLoVGezV+8ejK0ptrC0dW28XuyIHCxMPDOw6ODu3NB6GbTW9Yhn3ypblXv3XyzednRnbnHv3E3kd++qYY0XW9c8eWXvjOsZe/fxxGoCc+euDJj+6f2j+8LULTy2HbztJC6cLZpbkLK7MXVhbni7KojoznB4ezQyPZwlBmoJDOFVLxRPjy8oZbT4SGbjYa3Xq1XS03K6VmuVgvrdVLa3VBkAeHs8MjuaHR7NhEYWQsPzo+sNnW1bcAtuX02kKnwfXaAteV2I7A92SelSVBUURNElRRUCzD1hTDNC1dXRdmwyjo9/sv2V9/wI8TSDAUQHEYJ1EUh0gaI2mMihDhKBFJ0OEYmcxGogmKib7j1JrbBU3V2y221+VlSRUEuf+T/v8UhiEUhccS4WQqejM52q/+2XNf/9ILf/Xs72QH48B2X6X/4Tf/urLa2tQhxeYsEO7+8IXntuscNoufHCIEAADwvNN/9/qr//nZh371/Qc+9/hGCuo9z6tdqC2+trB8ZLl4fA2l0eyuXHoynRxLxobiscFo8J9MJ9Jr5ghVQVs4ujp/eHnhjZXaYnN4/8COg6OTj44O7Ru4SU/R1K0TL86+9u3Tx5+/MLQre/Djex/52O5Ieuu6UM/zZk+vvfz9E688e5LrSo9+cM+jH9jz0Ht3YsS7VY4pisryQmllqbK2Ui2u1voTgnheSqdjiVQ0nY3H4mGCRLK5VDhC0WGCZkiSxDAC3cIw1UufKIuKJCmiIPOsxPYElhU6LZbtCd0O16h12i1WkpRUOpbOxLP5RG4gmcun8oOpwmAmmY7eUQWI3RZfL3Ub5W6j2m1WevVyt11nOw1e4GQmSsTT4XCMZCJEOEbSUYIOEwSFYiRC0hjgc8JRBsVhEAy9k9DRdVxZ0mzLUWVdElRV1kVeEXmF70lsW2Q7AtsRWzW20+Q1RU/moulcND0QzQ7Gs4OJ3FAiP5LE7jbncoOwLeePfvtrJ1+f+3+/++8SmXUpzW2PW9wLjV6BjRPh6gsnl79/5Mn/518G31a1xpe7z//uN5SO+N7f/ZmBh8Y2/ume53XXOtXz1dpMrbXUai+32AqLMRiTZcgERSVILIxjYQxlUIREIBwGERAhEZ/fB5MwAAB+nw/e8PQiQzEc++pqehAO3UbevaFYRpP0hSMrc68tzby21F7rjj04NPXY2NR7xnJT6ZuxsKZunXp5/vB3zxz7wfn0SPzhj+565KN7MqM38Omvj1qx8+oPTr32/NkzRxZ27B18+KldDz4xvWNP4RbMGzF0s1HvNBvderXd7XDVclMUFI4VWVYQOEkSFVlSFUUjKRwEQxiOAABAUvg1F9A0TE0zXNcVBcW2bEXRCALDSZQgMJLCmTDZf8Ti4WicicaYVDoaS4TvtA7Rju3Uy93Kaqu80qqutSqrrepau1psIyicKcTS+WgqF03lIql8LJ5m4mkmEqduZdNtQzPrlW6j3K0VO7Viu7zaqqy0SitNisEKo+nB8fTQRGZoIj0ymQvH7jjfcbOorrX/11/+r5E49R/+269cvkG8R4R3KxEamv76735VrbPv+y+/Boev8V+48PyZH/9f3w0Pxg/+6w+ntzrfwHM9sS2yVVZsiWJLkHuywikqp2qCaiimpZuaqHmup4s6AACu5+midp2/FggFPNdzHdfn84EY+PaesKZu2cZb3z0IrtcdQjjkD/ohDA6CAZhAQBSEMAgmYYRAEApBGQxjMIxBsTBOxAiU3qK3sSnVqMwqc4eXZw4tzhxaVEVt8tHRqcfGph8bj+a33lnDsd1zry0e/v7Zo8+eQzDooY/sfuDDOycfGLyZekRDM0+8PnfkpfNHXjrfrnMHHt1x/2OTB94zOTKZvTXu0TuZGIGXTNNWFQ0AAFGQr3kbghCIIJDP56NoPBgKbkGqc+vRqrGl5UZ5uVlcbpaWGqXlZrPSjSTo/FAiN5zIDyezg/HsYDxbiG85n3cLrLbnec0qW1purM3XVuZrawv15ZkK4PONTuVGpnKjU7nxnfnhHdltaQR4a+DYzte/9OJ/+4/f+xe//dOf+dUPXHXx3yPCu5UILctybHvmr55ffvrYe//0V6KT12iL4NrOuX84cuRLL9K5yIHPPzHyxJTvzpPAXQe2ud6JxpAN13Z1WXdMW5d1QzENxdBFTZd0VVBVTlU4RWEVhZWljmRqJhknqSRFJig6RTMZhs4wTIaJ5MPXz4BuuXyiV+NnXlmYObQwc2gRIeGpx8anHx+ffHR0yy3iPM9bOl058szZY8+d7zWE+z8wff8Hp/Y9teMmxwV3W/zxQ7MnXps7/tqc0JN2Pzi29+HxPQ+MTu4bgm66G8474babmHcPiqQVlxql5WZxsVFabvRpD8XgwlhqYCSZH0nmh5OF0VR2ML69FYe3a0m7LX55trp0vrw0W108X1pbrCcykfGd+bGd+fGdA6PT+VTuTpTdeZ736g9O/+nvfSOWpH/njz83MHqNMTu3/Sq9R4RXYAs5wrXnT77xf/6Pvb/ykcnPPAFca4/vOu78c6dOfOUVuSXs/OSD0x+/nylsQwfLOxa2YUldmW/wYksUGjxbZfk6z1XZXrln6VZkIBotRGODsehgLD4cT4zEL7HjzdcRep5XnW2cf2Vh5pWFxWOr2YnU1OPj04+Pj95X2Ehrm2uiXWbf/OGFYz+8MPPGysie3IH3Tx5439Tg9E0FYwEA6Lb4U4cXzhxdPHN0cWWuOrwju+u+kcl9Q9MHhgojqW2MoN52E7MtMA2rstoqLTdLy83ycrO03CgtNVVFzw8nB0aTAyOpwfH0wEiyMJp69zKyl3CHLKljO8WlxuL58uL58vy50uKFsmXYYzvz64/p/PBEBtp8J6lthGlYL3z72Nf+/Aee6/76Fz/1ng/tfad33vYlvUeEV2BrYhmx3Hnlt/4qRKAH/49fJDLvuClrz9fOf+vY3DMnsSgx+r5dI09OJ6Zy/0QmS/RhyEa31O2udbrFbme1015pt5dbnuclRpPJ8WRiLMEUwkN7h/DINgx7sw178djqhUOLM68sNJbb4w8NTz02Nv34eHbHFuc+mpp19rXFEy/MnvjRrCYZ+56c2Pfeib1PTDCJm83cGJo5d6Z44eTqzMmVmdNrnQY3Mpkd2zkwsWtgdCo3MpXFyS1Gm4E7wMRsFoqkVYud6mqrstaqrLTKK63KapPtiKlcND+SHBhNFUaS+ZHkwEjqktTiFuOOXVK2Iy6cL/WpcWmmUlxqpHPR0enc8I7s8I7s8GQmP5QMbnVHuHG4jnvqjYUffffNH37r6MTugZ//tQ8efP/u62wca0vtP/oXX/mj5/4NdK/F2h2CLatGXcc9/9cvnP/y8zs///7pz74v8M4tuDzXq55cXf7RuZVXZpSunH9gJHffSHpvIb4j809HIHo5FFZpLjRaS636fL02W2svtAJQML0jnZnKZKYzmalsbCh2kx6SzKmzry1e+PHCzKuLpmpOPTbWD58yW62sbxZ7p16aO/Xy3NlDS5EUtfvxsb2Pj08fHMW3Y16HImkL58oL54pLM5XFC5XVuSpOoUPjmcGJdGE0lR9JDgwnk9nIBtfkjrXaiqQ1q716qVMvdxvlbq3crRXbtWLH0M1sIZ4bSmQH47mhRG44kRtMpPPRW6Az2iDu2CW9CrbllJYbSxcqy7PVlfnq8my1VWPTuWhhLDUwksqPJHND8cxAPJkNB256ipNl2suz1bPHlk4enn/zxxdS+ehTH7//w596+IbzW84cWvjDz3/lM7/zgY9+4fGbPIebwT0ivAI3WT4hVTpH//Cb7EJl/298bPinHrhhRlBq8uVjS7WTa7XTq72VVrgQj46lYmMpZjDO5GNULrJxFehPAC6FRvk6X5+t1Wfr1QvV2oWq1JHSO9LZndnc7nxudz4+Er8Zm9gu9vrZxNnXFokwPvnY2NSjoxMHR3FmK16X67jLZypnDi2cPbQ4d2wtPRzbeXBk58HRqYeGqej2DDH3PK9R7q4t1tcWGmuL9fJys+8hJbKRzEAsMxBL5iKpXDSZjUSTdCIdvkpAcRuttqYYbEfstvh+qUCvLbRqbLfJN6u9ZrXneV4yG0nno6l8NJ2PpvOx9EAsU4hF4jfV9+cWoNdmIRAGAMBQTdOwr/ptCAz2m92HwOBtdHGuCcu0yyvNtYV6eaVZXmlVVlu1YrvXFiNxMpGNxNPhfl0jEyGoME4yGIbDgWCApN/KViiybuqmLGpcT+I6YqPaq5c6xcVGtdjODyWmDwzvPzjx4BPTsdSNlcOe633jP73w/S8d+vdf+fzgnuS90OhdSYTVF4+u/d0PD/zfv4m8rats8+TSiT/+jtYTd33hgyMfffA63uHlcEy7s9joLta7yy12rcWXukK153kAmaaxKInFSDSMwxQKUyhEICAGQQQSQkIBMBiCwQAYdCwHDWO+i105/EG/63iA5wEXaypcxzWv6rbg8wGe5wv4oTujYumdcoS6qFUv1KrnK5VzlcrZitgWstPZ3J58fs/AwN6BcG6L8THP9coXajOvLs6+urR4bDUxFJ18dGzy0dHxh4ZhfCtiPNtyFk+Wzh9evnB4efbIaiRF7XhwaOqhoYn7B3Njie3ViJqGVSt1asVOo9xtVLqtGtus9jpNvlXr+f3+aIIKxygmSlBhHMWhWJIhGZwgUYxEMByGUYig0BAYRDAoEAxssF5NElTP8xRJty1bElRTtzTVkARVElRF0iRekQRVYGWBU3hWYjsi1xU9DwjHyHiKCcfIeDociZOJTCSapFO5SCITvpl47zbCsV2hK4k9RejJQkcWWUXiFJlTZUFTBFURdEVQNdkwdEsVdVO3TN0CkVBffQMhobfP/LJMuz/+zDQsU1t/M0YhCAYhBIRTKEYjBIORYYwMY2QUY+IkkyDpGLFdO6fNwracToNrVnvtOtfftXBdUeQViVdlSXMdV+TfGvKK4XAIChEkSkeJcIxMZMKpXHRgJDk4nt6UIqmy2PqTX/sfwWDgt7/8uUiKuu1O9j0ivAKb8AhNc+Wrz5a+8eL0b/1S5v0Pvv0NjTcXzv3357szpbFPPDL+yYNkfit1aYakSU1e6UpyW9BYRRMUXVANSbcUw5A1SzMd07F00zFtnVcBAACuZWx1QQUAwB/wg9cyeZ7rGdI1ii5ADPYH/QAAhBAwAAb9AT+IwQEwGEJCIRQKwSCIQzCJgBgM4nCfoWEKRWgMYTCUwa6pG7o+NiiW0UWtfK5SOVMunS6VT5cc2x3YO5Dfmy/sL+T3DMDEVkjdsZyVU6XZV5fmDi+vniplxpM7Do5OPDI8/uAWSdFzvbWZ+swby3PH1ubeXJM4dfzAwMR9g2P7B8b25W8+rXgdqLLeaXBcV2K7osDKrUZPl01JUEVBVURNkTVDMyVBtUxbUwzHdpSL2yOCQq9i68s7p/R/ixHrLgIIhxAEImgUJ1GMREgKJSiUZDAqTFAMFo5R4Rh5h4j7Tc3q1DiuJXZrPNsSu3Web0tsQ+DaIt+RJE6lIhgVJcgIRkYwKkoQDIozKE6hGIXgNIKRCIxDEBzCKASEQiAS2pTVNjXLNCyZ13TFUCVdETSJV2VOFVlFYhW+K3FNke/IfFvUFINJkLEMHUnT0QwTzzLxfDieC8fzYfLdHOJ2i6FK+t//0fPPf/WNX/idD3/kf35P/5K7R4R3LRFaluM4+kr99Be/hBfSO3/7s3D8GtEAodia/4dXl79/lByID3/4voGn9mGJ7Zlp927DVHTXdgEAMFXDtRzXdkzVsA3b1i1TMWzDNGVDF1RT0Q1J10VVFzRdUDRe1ThZFzWUwdAwgScoLEbicRKPU0SKJhI0mWLwOHlNmtyaalRoCqVTxdKpUulUsXqhymSYwr7CwIHBwr5CYjSxBS2SbdjLJ0tzry3Nv7G8erqcHk2MPzQ8/vDw+IND+FbtEd+R5o8XF0+WFk4Ul06VQ3BodE9uZE9uaFd2aGc2WXgXVe8bNzF9n+/yn1ync8qdBk02OlW2U+N7db5d4bo1rlcXOlWuW+dNw4qm6XCSimZoJk5EMwwTJ5jEW37YZp31d8lqW4bNNoVuje/W+W6db1fYVontVNhWqee6XmIgkhqKpgrR1GA0NRxLD8bi+fC2tOG9ZZAF7Zm/fPV7/98r939w+rO/95Fw8q0Y+D0ivLuJEIZh17SW/vr7a994cfjnPzT0Cx8KQNcwHK7j1g7PrP7gRPmVc0QmknvPdPqhyfjuoQ1GTe86uI6r9iSVlZW2qHRFuS1ILUFq8lKTlxq8xitEkqazESobpnJROh9h8jE6H4Vp9CbLJ1zbbczXiyeKpdPF4omi1JMH9g4UDhQK+woD+wvI5hOutumsnirNv7GyeHR18dhqOE2PPTg09sDQ6P2DiaGtj8hoFnvLZ8orZ6sr56qr56uaZBSm04XJdGEyld+Ryk+kmPi2GYXbbmK2EaZu9bmtU+U6Fa5T47o1vl1muzXOspxELhzN0JE0He+/SFHxXDicorbdnbr1SyoLWqvYbax1m8VefbXTWO3WVztsU4hlmcxwPD0cy4zE08OxzHD8zmTH1fO15778+qFvnnzwwzt/7rfenx29uln8bb9K7xHhFdiyWEattWf/7O+5c0ujn/9Y/uOP+8Frh8tdx22fXq6+PlM/Os8u1iI7cvHdQ9HpQmQ8SxUSd1e5/ZbhmLZY54Rqj6/2hEqPr3S5UpcvdQC/j8pFYiOp8FAiPBSPDCXCg/Gb2SsorFI8uVY6VVo7sVY5W2bSzMC+QuG+LTqLruNWZuoLR1eX3lxbPLpqW87IfYXR+wojBwqDe/M3I4uQOGXtQr00Wy/ONsrzjdJc03Xc7FgiN5bIjMTTQ7H0cCw5GN2aJPW2m5jNQha0Xp3v1nm2KXQqXK8hdGtcp8p164KuGOtUl2X6bBfNMPEcE8sy+Fb7GW0Bd8iS2qbdLPVqy53acru+0q4td+qrHa4lxnJMZjieGYmlh2KpoVh6KBbPh29B1cRV8Dxv9Xzt6LPnXvvOaU023vcLD37o84+80wQ0tsuGo7enGKaPe0R4BTbRYk1RbMPEwleEQ/m5tYUv/aMwXxz89PsHPvEkeN25XJZqdM+vtc+tdWdKvbmK2ubIQpIqJMh8nMhG8VQYTzFonAaJO0JTcAugslJ9rqI1RHatza62e6tNvtIjknR0NBUdSUbHUtGRVHQ0uTVqdB23Md8oHl8rniqWThalnlzYNzCwv1DYV8jvG0CpTS8yW+eX3lxbPl5cPlGszNQTQ7Hhffmh/QNDe/OZidRN7spFVqnMN6vL7dpSu77arq90Gmu9YCiQLETi+XA8xyTykWiGjqbpWJah4+R1Pu4OsdqXYGqW0JO5lsh3JL4jsU2Ra4tsU2SbAtsUeg0hFApG0nQ0TUVSdDRLR1J0NEPHMnQ0w9wuOclVuNOW9HJYht1Y6/RJsb7Saax26qudXkOIpKhkIZosRBIDkUQ+nMhHYlkmnKK2lyAN1Vy7UFs4WZo9tnru1SWUgB/40PQjP7138sHBd4o/u477/F8ceuZPfvTHZ78I3r7y/3tEeAU2ToTdw2+u/dF/LfzaL8fe/9hVvxKXK6t/+4PGj48n3rMv/7HHIvt3bMT5sHVTWGsKxZZYakvVrtxglRavtDjXsmEGh2kconGIxkAcCWFwEAFDGByEQgEoFIDWO2X7wVDwbVeSz+cDN9Nrwx8MhNB1jYMv4A/hCAAAgVAgiLzrwoe35whd2+HL3c5io7fc7CzWu4tNrtyhMuHYeDo+kYmNp2MTGXpLbaXknlw6VSyeLBZPFqvnKmSCGtg30I+gpsZT/k3SmG065Zna6snS6uny6ulyt8xmd6QG9+QKu3MDO7PZHakguA3mRuzJzWKvVWY7FbZd5TpVrlfnOzVe6EhEGKMiOJMgmThBRnEqghNhjGBQIozJojyycwAlYQSD3iU1v6Gaumr2lSCapMuCpoiazKkyr0qcKnGqxCoiq/AdSezJju2SEYyJk3ScoGNEJEX1ZZORFNV/vqNKDlRRc0xHkw3HdnTZADxPFTVVVVEU1RXTsS5rW+8D/D6f63nYRccdxmF/wA8ioRAUgjEQREH4NqmHbMtpl9lGsdsq9Voltl1m25Vep8qzLZEMY5EUFU6SVJRgEiQVwYgwhtMoSsIoAaM47A/6YRQMXRx/ZuqWoVmmbimCJvOq0JPZptipcs21bm2lzTbF/HhydF9+xwODuw6OJm40aXXx2OrX/v0/YjT6c7//0cGpa3SpvGW4R4RXYFOhUWl2sfJn/z2AIoO/+QVsdPCqN5iCXH329crTr5q8lH7qgeQTB8J7xnybHzpq65bOSTonG7xsiqohaZai25ppq7qtm45pO8Z6p2zXtGzNvOpwz/PMa4lC3wmu7ViqsX6s7ViKDgCAYzm2Zvj8PhBH+uwYhEIBGIQIJIhCIQwGMThEoBCJQBQGkhhMYxCFwQwOM7g/tFEHbiNiGdd2eiutzmK9PVfvzNc6C3VD0uI7MrGJTGIym5jMRsdSm+1L4Dpua7FZPFUqnSyWThe5KpeZzub35gf2DOS3VJ6hy0bpfLV4tlo8Vymdq7VWO4nhWH46k5tM5acz2R0pJrmdpXKe5/Htde9K6EpCVxF762UAEqsuny0TDKYImqYYlm5jFALCIQgJITgUCAZAOAjCIAAAQTDwTmbadVxVXFeWKv0m74phW44mG7Zpy4IGIiEYhTASRkkEJSCMRDAKwWmUYFCcRokwRoaxPlXTcRy5rbU6umJIXVliFZlVZE5VOFXhVYVXFUHTRE0VdU3UVFHTJMNUTV0xEAIOggGEgAPBQF8/jFKo4ziBQADCwGu4Ux6gCOu3my7rruOammUZliYblmbpioGSCIxDCAFjNIpSCNZXqDIYEcGoGEFEcSKK0wkSvSUFxJ7rcW2x1xDYpsi3RbYlij1Z5jSJV1VR02RDlXTXcXXVtAw7GArYltO/eEJQCKNgnEbpKMEkyGiGThYimZF4anCjfQ8qM/Vv/+EP1s5Ufu6LH33wE/tkWb6XI7xbidBxHAgE20+/WPnrr5P7duY+/8+RXPrt75TWavUXjzVfOak1urEHpqP3T0f2T+ADW2z0dRvhOa6p6H12tA3L1kxT1mxVtxTdlHVT0kxJNXjFEFWDlw1B0TlZ5+QgAiFREgkTaJxCohQao7AEjcYZNE7j6XAQfmv7vzXVqM6rrblqe67anqu1ZqvsWpvJxxJT2fhktk+N8CbDnrqkV86u12aUz5Qd283tzuX35PO787ldOSK+6coH27Arc43yTK0626jM1iuzDdd2MhOpzHgyM55IjydTI/Fwhn6XhlFcHsfzXE8Rtf6Ovu/l9MX9AADYpqMrxjX/gj/gR8l19sL6Y78wKBgKIDgUDAVuZXLu+rBNR+rJfFMQu7LYkYSOJLQlqSeLXbn/QmKVQMBPRHAiguFhDO+PTKFRjEYwCkVJGCERlEIQAkZIGELAd6qcuZnQqCpommzokr5OwLwmc4rMKlJPEbuS2JGlnsw1Bdd26SRJJyg6QTJpKpym6SQVzTJMigqn6S03zr3t8FzvwqGFF/7i1dK56od/48n3/vIjISgE3AHR5ntEeAW2JpZxNL3xracb33ya2rsz/emP4ztGr3mI3uE6R853js/0Ts65psVMj1CTg9REgRzJoemf2DbchqhqXVFnRbUjqh1B6/BKW1BanNrilCYbgCE8yeDpMJ6J4ukwGCOiw1kyG+2HZLcAx3I6C/X2XLU1W23NVNtzNTSMJSZzialsYiqbmMzhic15Y0JLqJwpl8+UK2fLlbOVIBTM7cpld+ayu7LZnTlqS76d1JUrc43GUqs632wsteqLLYVTkyPx5HAsMRRLDEUThWisELouF2UAACAASURBVA2nqJtvRXvbTcx2wbEcsSvzLVHsSEJbEtoi35bEjnTpJ4ZqEBGcjBF0giSjOBklqARBRnA8glExkojiRAR7e/37FnALltTULb4p8i2Bb4pcQ2BrHNcUezWOrfF8SyDCeCTLXHrE8uFoPhzJMrfGj9waGsvto/946vVvvImQyPu+8OgjP3sgCL0VK9reJX315ROCIG/qkKPHXj934djTzzy9XeewWdytRGhqmq3rKPOWWMbR9PYzLza++XSIoRIf+0DkyYMB5B2jQFqL5WdW+NlVYaEkLVctScHySTyfRHMJNBVFkhEkHoGiFEj/JJiw60DnZLnBKo2eVGPlWocvtdQGJ1W7AShE5mJEPk7m41QhQQ7EqUIC2nwvEs/1uFKnNVNtzVaaFyqtmao/6O8zYmIqm5zK0bnIpmr/2QpbOVuunq9Wz1eqF2oAAGSmMtnpbGY6k9qRjg/FN5tf7EOXjeZKp7nSbq12WsVea7XTKfYkTolmw9EcE82F+yYvnKaZFBXJMhtPpN0tRChzqtSTZVYRO7LYlYS2JLGK2Bb5tiR1ZbErqaJORnAyhtNJiozidIIkYwQZI5gkRUZxMkYQkVtUdX57l9RzPb4lditsr8r1qly3yvUqbKfMdius3++P5JhoLhzLhyO5cPQiU1Jx4tYMv7wKhmouvbl24ccLZ16YUUXt/p/e88in7hvck3v7O7d3SX//f/9SpdTY1CHFyrwPEn/4/A+26xw2i7uVCPkjh9t//p9iP/9Z+gM/5QtelgZzPe7Yydb3XxDPXKAf2h998iB9317/tYoLL4clq0qpKZebaq2tNbpas6e1WaMnWJIKhUmQwkMUHiJQz7L9YAgbSIVw1BfwhwgUAHwhAgUAwOf3BfEreCKIIdepx/AHAoAPcG3H5/P5Av4gegVn+4LBS+qYII5sIbW5BVweGtV6oljuiOW2WGqLpZZQ7gjFVgAM0oMJajBFFRL0cIoeShKZ6GZrTsQG15qptmYqrZlKa6ZqyPo6L05mElO5yEhyU41MhaZQu1CtzdRqM7X6TE1oConRRGpHOjWeSu1IJcdTW3MZ+7AMq1NmexWuW2F7Nb5XZdkazzfFbpXzB3zhFE3G1vmAiOBkFCejOB7GMAbFGQyjkb4G7zZabdt0NEnXRE0RNFVQFUFTeE0VVKmnKJwqc8pF8lNlVoZQiIzh/bglEcH7Xh0RxekE1f9qxJ0hGQVuNxFeBwqvditct8J2y2y3wrI1vn/lKIIaTlHhNB3JMnSSCqcoJk3TCZKKk3SC2EatptSVG8vt6nyjdL62drpcX2wVduem3jO26307hvbmr0nGruOe/PbJH//FS//m6X97TzV6p2BToVF1eUn4u69Y9Vr0079IPvHUFXQIAJYg9n58uPfjN+SFZWrvNP3AfvrALjh7jSTideBatslLJi+ZgmJLilJp26oagCFLUj3XtSQVADxLUgEA8FzPltUrvouieY67oU+xHVu9og2pZ9u2tp4xsmXNc91LRBsiMJ/PFyJQPxgKwGAQR4MIFEDhIAqDJBbEkCCOhggUpPAQgYE0DlL4Bl2uG+YIta7Ar7WEtaaw1uRXG/xaS+vw5ECCHkoxIyl6OE0Pp6hCwr+ZVvoaJ7dmqs2Zanu22pypSA0uMpxMTGUTk9m+BmdTjVhN1WwuNOpz9cZco7nQaCw0HNNJjCWTY4n4SCI5lowNx8PZ8M0HPHXZYOu82JG4piB1ZbGniG3xKg2I67oIiUAYSDAYjEMgAkIo2Nd9oBTi8wH9wcXBK3tDY1fm/NbVkhdhqKZt2gAAqKLuuZ6hGrbp6LJhm7Yq6pZuGZqpif00mOG6LkLAKLkuDEFJpP8CD2M4g/azdHgYJSI4zmDbIqzdAkzVNGRdVwxd0g1JNzXT1CxN1Fzb0WXdMR1TNV3X1SUdAADbtC3NtG07ePFm1wTN84AgFASRK4KuMIH4/D5/0A9jsC/ggwk4CAZBBIRJBERACIMgHEIpFKEQhETe7VlstmH3ajzX4HtVjmsKXFNk67zQEvmWKLREn99HRHEqSvSVO/0sKUohIAKGoCCMQ/3ZFP6A371oTxRBsw1bFTWVVyVWETtyr8b1qlwg6E8Ox7M7Urmp9OCeXGF3NvTOyjXHck5///RLf/4iSqPv/V/eN/no5Lu6CNfHPSK8AlvIEaoXznW//lWzVg1/7BPUBz4cwK7et9qizB8/zR87zZ84AwAAuWsHMTWBT4ygo4MB+I7odr0RXCJaS1I817Nk1TUsxzAtSXU0w9Z0W9EsSbVl1ZI1S1QsUTFF2RJkU1RAmoBoAqRxKEJBERpkCDjGwFEajjFwjIbCVJ8ptyCWsXVLWGvwq01uuc6vNLjlutLoEdkYPZJmRtLMSDo8liHym5hWYalmZ6HWmq215qrt2WpnsY5FycSObGwiHZtIJ3ZkqWxkU2ZL4ZTmQrO11GwttVqLzfZqR+pIsaFYbDAWG4xFh2KxQjRSiFJJatuDV31T1W2yPsevXTLxku5YjipqngeoggYAgG3ahvqW2Fjhr9hO+QN+5LL2rRAKBsEgAAAoCfv8vr6thDAoCAYwCgnBIRAGUQpBcAjCoW1JyG0BpmqqvKpwisopCquovKryqiqoGq9qoqYKmiaomqhpgqZLehAMQjgEYRBCIhAOhRAQQkGYQPxBP0IggVAAxMBAMABhEAAAQTAYQkBN0xBkPRuHUIjPB9iGbWpXGA1d0jzXcyzHUA3Xdg3ZsAzL0i1N1EzVNBRDl3Rd0jRe00QNwiGURlEaxSM4ymB4GMfCGB7FiRiJR3EyRhLx7fTbroKuGGJbEnuywqsKp6qCpkm6Kur9XY4m6e7b9tMoiQShIELAOIMSYYyMEeEMHckw6MZ6PghN4djfH33jq4cTI4n3/sZTY4+O33Yn+x4RXoEtd5bRlxbY735LPn6MeOgg9b4PolM7r+kG6fWmdG5Oml2U55fUtTIYjWDDBSSfgXNpJJeGUgkwcuPxJXcXPNdbd2p5yegJBisYPUHv8kZP0Duc3uEtUYbCFJKKIPFwIEyQuVQ/S4qmYyFy01kf17L51Sa30uCWatxSnVuqqW2OKiTpkXR4LMOMpJnRDJHZaF7Qcz2u2G7P19tz1fZ8vbNQ11g5OpaKT2Sio6noeCo2lsaim7uBTc3srHY6K+3OWqdb7HbXOp1iVxO0SD4cGYiGc+FwNsxkw0yGYTIMcdPZndtuYrYRpmoqnCL3ZKUnK5yicIrCKgqnqKwi9WSVVRROUTjV7/ehNIoyGMqgGINhDIZQSJ9pEBJB+s8kglAIQiBbyOlu+5JqoqbyqsIq6qUvxSpSR5S6styVpI4ktkV/0E8laSKK+wJ+Mk7md+eJOEGnaDJB0SnqrhhlKnelCy9cOP2909Xzlb0/ve/hX3okvWM9Qnbbr9J7RHgFNk6E6uwJ49wb1Ec+68ffSgLZPC++/AL/4g9dXSMffZx45D3I2Djgu/ad5jmOVqlra2W1VNUrNb3W1BttR5LBeASMhsFoJERTIZoMUkSQJIIEHsCxAIoEYCiAoX4I9IN3UN3xzcC1HaPLa82e2uyKlabDyVqjo9a7WrMLeACSjqKZOJaOodk4molj2QSaiW28NhEAAFu3+JU6t1znlmrsYo1frhuiygynmLEsM5pmRjPh0TQS3Wgmz5C0zmKjM1/vLNS7S43OYh0AfLHxVGQ4GRtLRUaSkeEEvvmJeqZmsmW2V+6yFZatsFyV5WocV+dVTqFTNJWkqBRNJkg6ReNRgkyQZIzEwhgewW/ont52E3NDOJaj8qomqAqvqpyq8qrKKZdcOplV+gwhs4rf7+tzGx4lsDDWJzksvP7ou1MYg4XeZU/0tiypIRtCk5c6Uul0yZANQzXElig0eKElCE0RwkAyQTEZhkqQVJKm0jQZJ5k0TSYo7LZOrjBko3iquHJkeeHVhe5qZ/yx8d0f3Tv11ORVzH3br9J7RHgFNtFirdeWv/0l6+TL6GMfxz74mQBzxZQlY21VfO0V6chrjiBg9z2A7dmP7d4bDN+4B4prmma7Z/Y4s9O1OMESRFuQbFGyZcWWZEfVXN3oP7uW5YdhfyjoCwQC6HpEIoChb7eMAQwDbmQuAzDsu5JdghgK+P0AAPjBkB+CAAAIoIgv4PeDoB8C+0wcwFA/GPIjSBBD/BAUQJEAtvWqsreHRi1RUesdtd5Rax2l1lYrLaXa0losFKGwXALPJbFcAssnsYEklk1snB1NSe07i+xSnVuuc4tVzwPCY5l1dhxJMaMZiNqo+VC6Umex3ltudpcavZVWd6npWnZ4KBEZToSHEuHBOFOIhQvx4Jass23aQkMQmjzf4KW2xDd4qSMJLUHuSDKrKKyMhXE8jKEMhjEoSmNYGFv3dUgEJmAIhx2fE0lGQBQMQcF3e86zKqj9MKChGpZmGYquS7qhmKZi6Iqu8Zou6+shQVHXRE3jVVVQbdNGaQylEJRGERrFGAy99LxOcjjGYCiD3kYxxeW47Vb77ZB7stgW+RonNAWhKfB1XmyLfJ0TW6KhmlSCJBMUmSCpBEXECDJBYmGciOJEnMTC2Dauqm3abLnXWeu0llqN+UbtQpWtsJnp7MhDI6MHxwbvG7xmBWT15Oqpr7/24d//zNbukW3BPSK8ApsNjYYUXn7ua9rhZ6GdD2Lv/RQ4vveqmJvVbMinjiunT6jnzwVwHJmYQiZ2wCNj0OBwn11uBo6me7btOY6jrjezcBTVc69eT0dRgLf98Or36LpnXTFr25YVwPMAAHAN0zVNAAAcVfMc1zUM17T6TOwoqmuYrq7biubquqPpjqIGcSyAYwEMDRJ4kMCDBBYkiSCJhxg6RBFBigxRZCjCBPGrmWaDOULPcbRmTym3lEpTLjeVclMuN7VmD4mHsXwSL6TwgRQ+kMIGkkhio93XtJ54KZTKLde55XoQBunhNDOaZoZT9EiGGUltnBp1Xu2ttnorTXatza61eystodJDIzgzEGMGYvRArD9wg8pFbpKZXMfth9HW82G8qnKKJmiqoOqirkmaIRuqqFqqaSimbVi6pAdCAQiFgnAwBId8Pt+liRwQAfs3oA3WhPUMoqVblmEBAKDxGgAAmqR5roeQSCAUgHAIRKEQHIJxuJ9+gzAIxmGYhBECgQgYIWGYQBAKQSm0n5m7mUXYLAxJM2TdlA1LMwxJN2Xd0k1LNQ1Zd0zbVHSnr4gxbFs3XdsxFQMAAFu37IvD6E3NcC9vrgYA/mDAc13AA6DL2hnCfS0SFArCoQAYDCFgCAEDYAgmkRAKhlAIxCCYRCEchggYIlGYQt+NSnnbsISmKLaF/rPUkcSWKHUluSNJXUnuKeuRZBpFGfTS/glCIRADA6EAfHEu6eXo5zsN2dBFTRM1hVPFliB2JI1XmQwTHYwlxhLJsWR2OpscT73Tl7J1a/65Uye/9qrOq3s+9+gDv/TEFoaYbhfuEeEV2FqO0FVl7fVnlJe/BdgW8shPIQ99IJgcuPoAzzPKJW1+VluY05cXjHI5FI1BhUEwmwPTWTCVDiVToUgUuCWFCu8qbEl2FNWWFFtWHEm2JdkWJUuQbEG0eNESRFsQzR7nmVaQJqFYJBSmQxEGjIRD0bCHo1Q+G4qGQ9TmGri4tqPVO3KpIZcaSqkplxvyWt1WdXwghQ2kiME0XkjhA2m8kHqnwSBXQWmy/EqDXVrX4PArjQAYpEfS9FCSGU5RQyl6MIElN9p9zXNcoc7x5S5X7HClDl/p8uWuUOn5An46F6EyETITpjJhMhMmUzSRpLHYtk3uvcp9sU3b1Exbty3d8jxPE9e3UIaku+6NNcbIxTY9ITjUFwQiFAL41vtqbtc5bwqGpOmCqguaLqq6oOqCqouaLqiGqOmiaki60X+WNEPWDUmDcBjEYRCHQ30NJwYFYRDEoP7caQjvT58Gg1AwCIOXxlkH4dClAnDDNqnwNaaKet4VM671vhZJN23Dtg3L1i1LM2zDNiTNVAxLM01ZNyStf2790w6AAZhEEQZbH3AdJhAGQ8M4EsawKIlGcDRMYJGNyrA3iEvaor6YSJd0XTFM1TBkw7XdfqO4qw4JQaEQHAIxECZglEJRBiPjJBknN5LSdm2ndGRx/tlTCy+czewZ3PvzB4efmJaVey3W7k4iNJbftOdfRZ/4n3zYW/IWc+WC9sZz+ps/8hM0vO9xaO+j4ODUNbnNcxyzXjXLJaNSNutVq1E3W02H5wI0E4rFgxQdYJggxTiqDA8MBZhwAMf9MBLAcR8M+0Og/yaG9t0hcC3L4gSzy1osb/U4s8eanZ7W7tpd1uyxrm5A8SgYi0KJKJSMg/EonIxDyRiYiPlDG42f2IomFxtyqS6t1ZVSQyrW1UobilL4QJoYyvR9R2IoAzIbYh21zfOrDX6lwa00hLUmv9q0FJ0qJKhCgh5K9ieHUAPxELYJJbDGKUK1J9RYodoT65xQY6UGJzZ4Q9KIBIUnaCJJ4XEKj1NYjMSiBB6n0DCOhPGNs84dGMe7IXRRM8SL3CaquqAZoqrxfZK7yHb8+msQhWAKXX+QKEQiMIXCJAJTKEQiEIHAJAIRCEQgIA5vS3D43VtSUzV0QdU4RRdUtStpvKKyssYpKispXUntyWpP0gUVjRBoBMcTFBYhsBiFx8j++GssSuBJGkRvT2vv64Mvd0tHl9Zemyu+Ph8eik98eN/kR/ZfavN026/Se0R4BTbRWYZtWM//qXv+h6HdHwo98guB7NRbv/Ncc+mcfuqQcfaww7XBHQegif3g+J5QbgwIXC/04dm2zbF2t2PznM32HFHQ5mZ9MOJZpqvIrqY5iuzpmmtZrqIAfn8AxQAA8CNI/8/6gkE/fMV97keQq6obAQAAAJ+vH8kBAJ/ff9UhAAD4QqDvYgcAfwj0QRAAAL5gyA/DAAD4Mdzn8/kxDPD5AjjuC4b8COKHER8E+REkgG19u3p5aNQ1TKPVMTtdo901Gm2j1TGaHaPVNtu9IEVAqQScSkDpBJzuv0hC0cgN86AAAHiuq9Y78lpdXqvLpYa0VpfXagAAXPQa0/hACh9Mo5n4RooRLVnjV5tCscX3x4YUW0KxFcKR9VY4+RiZjxO5GJmPbXaWlmPaUpOXWoLc5OWOKLd4pSvJbUHpSiorqz0JpjA0jCE0hoRxhEIRBnuLCQgEImEQh0EUggjE8CyK3s4e3xuHpZqOZeuCahuWpZn9OKSpGpZqGJKui5op64asmbJuSLp+0W/TBbXPXn0m638pmERgGoNJBKZRmERhCkVoDCIRhEJv/RTP22u1XcdVu5LSk5S2qPQkuS0oHVHpinJLUHqy1OQAD8DjFBYlsBh5kSxJLEqgEQKLkWgYD737qVbP9cQ6211qtOdqzfOV2pk1AADyD4wOHpwYemzy7QGPbrkRzd/O9sv3iPAKbLrptq2aR75uHfm6DwuH7v9kaO9P+fAr8lIO3zVn3jQWTpmLZ5xuMzQwFhoYD+XHQ/nRYLrgg2/CsXNdR1UAAHA1DXAcAAA8y3KNK+riXU3zbPvahwMAAACebbv61bMpPMv0jPXCMtcyPcMAAMCzLVfXAQBwFdnzPFdRAM9zZMmzLFfXXU11DcPTdUeW/DDsR1A/hgUwzI/iARwPEIQfJwMEESDJAEEFSTJAUgGKDlxpTTaUI3Q9s8fq9ZbRaOn1pt5oGY2WXmvaggSlE3A6CWeScCYFZ5JwNg0n474NKGhMXpKLdWmtLpcafYLUWyySjOCFFF5IY/kkPpDCC2kovCHHUWmyYrkjlNpSuS2W22K5I1Y6/mCAyMWIbJTIRIlMBM9EiEwEz0Qv7zm+cXiup3Gyxikqp2icovGKziuXvKX1MKCkW6phyLoh6z6fD8QgEIX8oQBMIgDggynEHwz4g4F+uK+fx7r8I3x+39uTzX24tmsq65eZIeue43quZ0g6AHi6qAGep4uaazmmaoQQMAAGYRIJwmAQDvXjkP3cWN9F60cpIRyGCOSS9waTyK3JFfUHrdiq7lqOIar9f7qWbauG63qWvB7YdEwbAADHsBx9/aYwTRO8rmbbHwr0WzVdGmoGEqjPB4Ak6g8GQhgcRKAgHArhCIhvfzW9pZpyR1A6otwR18myyaus3OdOlZV9AR/K4GiUwKIkhMMwjSI01l98EIchAgExKAiFQAzyBwNgfyaJzwdcaahN1XAtp7990UVV68lKT5LbotTg+EqPL3fRCB4ZTiYmM4mpfGr3wDXHpdm6VXrp9Pw3XxPWGp96/g+2djtsC+4R4RXYYh2h59oLh60T37ZnXg7kdgZ3fSA49V4/c3UTGU9TzLVZqzhvlxet2opdL/pRPJDMB+O5QCwdiKYC4XiAjgWYuA+5iyOfrqa5muoqiqMqrqI4suTIkiNJjig4suSIoiMKjijYPOcZRoCighQdjEQDFB0MR1wMR5OpYDgSDEdCkahvwyUirmnq9ZZebej1pl5r6LWmXmuYrS4YDcPZFJxJwdkUnE0j2RScTt6QHV3LViotudRQSg252JBLDblY9xwXG0ji+SSWT/Ubw2K5xAYrHXVOliodqdaVql2p1pPrPbnWleu9Sz3HsVQES9BYgsYSDBKj8RSzXQMgJUlCYdRSDVMxXNvRRQ0AvH76ytLWrXw/g7XBP+gP+sGL4V8Ih30Bv8/vgwgYAHz9wCNMoZe/5xbAEFVTVC1ZM2XNlHVL1kxZN2XNFFVL0S1Ft1Sj/1tLNW3NsGTNUg3A80IYHEQhfygIEUifovoc5vf7+m3fgzDYHwQdgEKBi2baMAwYhq9juFxrvVXTpaFmhqgCAGAKiuu4/fNxdNNSdEPSglCfEWGQQEACBUkU6j9oDKJxiMJgGoNoHGZwiN5ESPw6MFVD7UoqK2u80g/D9ndRhqiZsmHI2kXdkHFJK/R2XNxXoRABQwSMMDgep7AYQaYYKhuhc9HQO7fDtXWzdnhm7YXTlVfOxnYPjX/ikfADIxRzjbTrLcM9IrwCmyDC+afdw38Q3PeFwNTPAeDFbjKWbs8dss6/YM/+2EfGguOPBkcfCgzd50Ou5Ux4nsO27FbZadecTt3uNVy27fAdh+sAluUnaD9B+3HKh5F+jPAjuA9GfSDsQwlfMOiDMZ/f70NwAAB8COrzBwEAAPx+/1UMGgJ94PXskS8E+cDbllHwbNsReJvnbJZ1BN7qdfVOyydJVq9rsz2b7flhOBiOhuLxYCQaisRC8UQwFg9FY6FYfCMc6TmO0WjrtYZWbejVul5raJWG2e6CEabPi3A2heTScDYNpxK+G8VCTUFWys2+GGddsFpp+YMBLJfE8gksm0Cz8f4zHN3oLa2zktzklAYrN1i1xSltXmlyakdQmhwAAFiCRiIkEqOQCImEcThMojESogmYxvpmcSPOxG3PvmwOnmdImilp1jqlqesTvmTNFBRT0U1JM0XVlDWz/zZFs1QjhMIQifQdrD6phHAEIhCQQEIYHMLgIAqDBAJicAiDAjAEEkgIhTbViu9ybO+S2pph9b9Xf5CZqJmiYgiKIao6rxi8bPCKzisGL+m8AuIIHCZgBocZAokQSISEwwQcJtAoiUQImCHg8B36f+1adnem1DixVD8y1z67Gt81OPDU3sH37+uX8N72q/SGROh53unTp0VRvP/++1F0+0eP3bVEaFlO8VDgwt+4pUOB0Z/yT/9zf/7gW7XznutUztuLh53lo07xtI9OBwp7A7npQHbanxrzgTdYR880XIlzZcGVBVcRPVVyNdnTVM8yPFXyLMszVM9xPF0BAMDTVM+1AQAAXNfVlCvP0vRM/VqfcOmDdM+6epavD8Z8F3OZPhAGQiAAAL5gyAfBAAD4ERzw+30Q2udjIBDwo4QvGPJBiA8lfCDkgxA/SvgQzI9gPgTrU/gN1xO4VmjUEQW717M6LavbtXtdq920Oh2727Y67QBOhOLxUCwRjCfARDIUT4SSqVA86UduoIbos6NWreu1hl5p9F+Y7d6675hNIZkUnEvDmRScStzQdzRYUak0lUpLrbaVakupttVqy1Z0NBNDM3E0E0fTUTQdQ1JRNBXd1CwRWzOUJqexktoWtK6gc5LWk7Se2J/yaPCyzisQgUA0BpIYRCAghUEkChJICOtbfwjE4BCOGI5FRZkQBvsDfpDCfD5gswnLjcOUVM8DrItDK13HNf//9s40SLKruvPn3revuVRmZVZWd6slgXYJxAhLINqMMMwANljC2EgGHFbwAdt4xmGD5JlgBtsQNmYJzHgcBFgRtkVgBzFgQICMQQiQQAhkWmsjtNHdUnflvr59uct8eFlLdy1drS66VN3vFxkZmS/fcvLly/e/59x7z3EDRljqhSROaZzGTkCjhERp4gZpEJMwTv04cRf9Nj9Kg1ix9SUxk01VNjXJ0hVLk6fLNcXWJFOXLU22MkfqdBdE3La7NufR2I+GbjT2oqEb9p1o5IZDLxw4Yd+JRl44cFIvVEumWra0GVur2GrR1GYsrVKQdEUyNWt3VZ+xnneNs5Mi6E0mhzvjn7eGTx4ZPP7c8Olm8dxa/aoXz119cePqC48bUzbuD4qVzU52+kWwsRBSSt/ylrc8+eSTu3bteuKJJ77zne9ccMEFW2vAThZCSlVV5X6XPf4F+tPPg9fBF7wJX/BrePe1IKzwVxihzSfpsw/TI4+xhcdZ5xlkz+La+Xj2fFw5B8/swTO7cLEB0gtlrBcPfc6m06R4EkGaAAAnKY8jAGChC4zzOOCE8MgHSpnvcEp4HPLA5XHE4pCHHgs8Hvk89FngAUmRYWHdxoaNrQIyCtgsZP6uUJjBZhHbJWyVkFXcfK5RMhykvW7a7aSddtrtpN122m6lnTZSNblWl7JHvSHX56R6XZqtrzVoaMVXJjRud8IjrWihFR1thkdbx0ZWF/sd5+eURu2EGWJJEIXNvr/QDRa6QbMXtPphqx+2+jRO9EZVq1e0WlmttQBGCwAAIABJREFUlfV6Ra2W1FpZq5VF4+TvTZxnfkM8CRJ3+py4QeItBgMzPyOIeEJSL2SMJxOfc0jcAABETckmeMmWtjSwWZCEDUKyLCVpuNxsynrXAIAm08hq1hMm6iqWhMzlki0NCYJsaYIsiaokW7qoSoIqK7Yuaoqky6KuKrYu6Urmup3UmNuTPmGMES8kYcRSkroBTwkJYxpEjFASRpxQEkScUJZOM85nbwGAEULD5QjhyqTba4GwJGZxVCwKgq4CgGioWBAEXcWiIJq6IEuCpoiGKiiyqKuSZWQfnfp3ZISGAzcauWFvMpXJvhMNncnBdjjyOOfR0KUJUQqGUjDUoi7bhmLrsq3LpiYZqmxpkqmJqixqchYWRsIaUW6aUhLGWZg3c99jJ4iGbtifhAPHaw7do33JUAp7a8Xz5koX7Jq5eE/lkt2rL63U8dvf23/0G/dNnn7udV//P8ILtY/wjjvueN/73vfII4/oun7LLbcsLCz8y7/8y9YasGOFsLuft38gX/hOUKaTyfjo5+zJr7Kn72T9J/CeV+Fz/jM+Zx+qXHx8ijVG2eAIaz/FuofY4FnWf44Nj7JxC6kmtmdRoY7MEjJmkFlGRgnpBaTZSLWQYoCiI1lHigHCSSQYeyHAScoDl/kO8xzmT7jnMG/MvAlzR9QZMWfE3BFzhixwsVUSihWhVMV2WSjN4sKMUKriYkUo13BhBoknnjhBxqO0k4liK2m3004raTXJoC+WylJ9Tq7PSXPzcn0uey0UNophTiOrzXZ0tBUutOKs67HZEUxDna+rjbraqClzNbVRUxt1eaZ8wmGrJIimNbY6g7AzDNv9qDeOOsOwM+Cca7WyUi5kz0qlqMwUlJKtVIpKyZZL1klllVvJeu4LCWOaUgBI3BAWZxBmN7jVK2NRYIRiSVw54DDrXQMAQRZP5zCH1AuIH5EgJH5E/JAsvQ3i1AuIH5IgokFEgij1AhrG09TwQcQZy4qlYEmSLB1JoqgpgqZgSRQ1FYmCqClIErE0rUEm6moWMMeiKKy4ia9Mur0mLCU0igGAEUqDCACIHzFKM9FN3YARQoOI+CGNEhJGqRsQP8oKq0mmLpqaZBuSaci2IdmGZBtZITa5YMq2KRVNuWidimqylERjP5748cSPx34Wj029IPHj1AsTN6RxQsIkGyjE6fLYqCWyQUBYwJKx6Ljbhlo09NmiVrHNubI5X5HWn8XhPnO0++PHOt9/aPzTg9WrL5t//SuNK19UmNnsrNwTcvfdP5iMnZPa5IEH7j/w04e/vk5h3t/5nd+Zn5//8Ic/DACPPvro1Vdf7fv+ZhJQbJ6dKoRkfJA//EHc/HfUeA067yY0/zoQpu0mHg754e+yZ+9hz93Hgx5uvBw1rsL1K1HtcmTNr7dD7vaZ0+OTNveG3Bsyf8D9MYQOzx6xD0nAk5BHHjCK9AIAINUEJAAA0uylgXbH90diARhducJmPkXaigH3i58iRQcsIYxBtZYOijQbsIhUA0kqiEpm2PODkdTvLKhpRMd95gzpqMsmAzrqsXGfDjtsMkCGLZSqQrkmlGu4VBVn5vBMLXuLpI1uxJxS0usm7VbabibtVtpqZq85pXK9Ic3NyfWGVJ/LXp/QfUx6g6jZiZrtuNmOWt1s/CqZuHKtqs7NKvXsUVXqs0qtKlfKaMM5Mxk0jMPOIB5Mwu4oHk6i3igZOvHQiXqjZOQkY1dQFblsy0VLLphywVy6OUqmLlm6ZBuSoYumJhqadGyocNt7X9YkdQOWJDRKUjegUUKjOHUDEkY0jEkQZbpFwogEMfGC1AtoEKd+QIM49QLR0ERDFXVNNFTJ1Jff6qpk6aKuZkXBREMTDU3UFEFVJEvPBG9LjP8FnVIaJ8QLUjdMvSB1/dQNUsdPJ17i+lkVl3TsJo6fjN1k7AmqrJRtuWDJJUsumnLRUsoFuWQtVnqxlJnC8wkz/GJI3WDyxOHJzw4NH3lq+OjToqZWr75s9tqXVK+5PPMCt/aUvv9//vWzzx49qU2OHD2oauyb3/z3NT+97rrr3va2t/3e7/0eAEwmk2Kx2G63a7XaFti6yE4VwmloFMf88Jf4wc/z4SNo139Fu38Vzb8O5OUp9jzo8YX/YM2f8PZDvPsYpymuXoJmLkTl81HpfFTci4p7QTr5wuvBBAB45AGnAMBDZ2lwMw/XaAqtXGEzn/Jwsvxm8VMe+8AIZwwid9mG0AFGeOTzNIQ05qEDkopkDakW0ixQTaQYSLORaiPNQloB6TboBaQXkV7ERhHppaWY8AmmT3CeqSMddumgTUddOuzQQZsOOmzYRYYlzNSFmbpYmROyx8ycUJlbmRJ9NdT30lYraTfTTCNbrbTdTPu9qftYm5MWfUepVt84VSxL07jVjdvduNWNO92404ta3bjdTccTuVSUa1VltiLPVpTqjDxbkStlZbYilYub0ciM1PHjkZOM3WTipRM/mbip4yeOT1w/cfzUDYgfEi8kfph6gairgqYKqixZOhewYurToJyhIYwzRweL0yH+gNBx2imo8lpZC6aVL5fPXpSwZPpPSd2Ac57FHiGrhckY8SNOp/HG1AsYocQPs+pdkqljRZpKlCoLiizZhqApoqoIuipnrzVVyLTN0KbCpqvS6eoRpH6QzbXljFH/mC/u+74uK5nPhyURq8e7Plk+XgBYmQd4a0ndIGshxWM3HXvxyIlHTjJykrGXjN146CQjh6VELphyyZaLply0lZmCZGpy0Zq2oixDsg3J0iXL2KqYJKc0HrlRbxR1hkGz5x/pZDmeUse3LzineMm5pcvOL195kVY7xvlLBqPOfQ/s+tXXbv7vsDFf+fI3BoPRSW3y0EM/uffeb//hf/vDlQtf8pKXXH311QDwyle+8l3vete73vUuAAjDUNf1Q4cO7d27d0uszdipQkjcw9R9Spn7lcwng7DLj3ydH7mTt7+PihdB41dQbR+q/hJIx5Qn5EGP937Gh0/xwdN8dJBPnuXjZ5GkgdVAVgPpVTDrSK+CVkZaGdQiUoug2Eg2lwemvuDhSQhJyGOPhw6PPIh9Hjg8cnnk8MDhwYQHYx5OuD/iwYT7I4RFZBSRVUHmDFUsqVjDdhWZFWRVcGEWGWVkzaxXwWPxkJxOBnTQov02HbTpoEV7Tdpv0UGbUyJU5sTq/FQdKw2hMidWG9heNw4zdR877bTdTNutpNNOW82006aBL9fmpHpdqtWl2aXnmljcqHIWpzTpD+NOL+n04/4g6fbjbj/tD+PeIB1PJNuSZspypSyXi3KlLJWK0kxJKhakUkEqF1enY90kxA9JGLM4Sd3AHY0VLGZqNNWnrCdsqRozX61wMUtXTz9dSy8X89VJpo4wQhiL2awDXUWCIBoqEoRMdyVTz5QYK5KgbH0claUpC2PieSyKWZxQP6BRlGWop4tLWJKwOKFByCklrgeMZWpH/RAAiOvBiqS7gqEjjAEAYXxMKnmMGKGiqmRSx1LCouODydmBAGApD3CWHz9LVY9VBUuiYBhYlrCmioaOFQVrimgagmEIuiroumjqgmlkaXuf92XAkjTTxWTsxiMnmXjJ2E0dP5l42TNxg8TxiRcwQkVDlSxD1FVBkURDExQZKxIWBUGbBroQQliRliZTZg2jrGM19YKp/+p4cqmgVovabDkbL5alNtQbleMjUpwHB58d/Wj/8L7/CA8fsV7xny76H/99M7N+N8Nff/j/Hj3aOqlNDh566sCBB97whjesXHjdddfdeOONAPCWt7zlmmuuufXWWwHgyJEj55xzThAE6pZWk92pQpgOH0ZP/m8UL6D6m1H911DhZdObNY15937evgfa9/LBw8h+EVRfjmauhPJLUPESENdoz/JwAG6Tu03ud8Fr86DPwwGEI4jGPBpD7PDUg8QHxUaiCpIOogaiggRl6kpK+tLYHKRYU2FeQjYAr9O1hgSkrApHIAzKcnB1eYeCApKWHQ4JCmARZBMQRooNWAL5+U985HHAvQH3BswbxMO2nHjM7U2XTLrc7fPQQWYZ27PIruJCDdk1XKwju4oKc7hQQ+ZGXQs89Em/OdXFfpMsvuBxJFQbYrUhVBpC9nwigWRxnHU9pp120mkvDtLpsDCUa3VxdlaqzEqzs9JsXarOitkcj42zwTGejMZJf5gOhslwnPSH6WicDkbJcJyOJulwxNJUKhZE21pZkEuyTNG2hCyb+eKNcgO344UZGl0NS1MWxcTzWZywOKGuR6OYxTH1g6mYhRHxfBZFNIxpGFLPp+Gi1PkBCFhQVdEysSJjVREMXVBVrMiCoQuqgmRJNI3MURM0DYmCaJmAcVatJdM50TQBrVGGZTXP45Rm+pqlqmdRzFJCPY8lhEUR8QMWxVnCeuJ5bPoiIJ5P/SCrOSNaxjSFvW2Jlrl8JRQs0bZF28zS2YvW82wuZ8561ttKk4T4UebuM0JpuNxBSKNkpe8oWQYScBaClixdtg2pYG0wpYclif/MYe/xp9zHfjZ5+ICga6WrX1Z65csLV17uReELefrERz/60XvuuefOO+8EgM997nOf+MQnHnzwwa01YMcKYRYapU3e/hrv3MmTPqq+FlWuQzOvAnHxF2UJHz4CvZ/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636.014,1393.48 637.826,1393.59 639.638,1393.69 641.45,1393.8 643.262,1393.91 645.074,1394.03 645.753,1394.07 646.887,1394.14 648.699,1394.26 650.511,1394.37 652.323,1394.49 654.135,1394.62 655.947,1394.74 657.759,1394.86 659.571,1394.99 661.383,1395.12 663.195,1395.25 665.007,1395.38 665.69,1395.43 666.819,1395.51 668.631,1395.65 670.443,1395.78 672.255,1395.92 674.067,1396.06 675.879,1396.2 677.691,1396.34 679.503,1396.49 681.315,1396.63 683.127,1396.78 683.209,1396.79 684.939,1396.93 686.751,1397.08 688.563,1397.23 690.375,1397.39 692.187,1397.54 693.999,1397.7 695.811,1397.86 697.623,1398.02 699.091,1398.15 699.435,1398.18 701.247,1398.34 703.059,1398.5 704.871,1398.67 706.683,1398.84 708.495,1399 710.307,1399.17 712.119,1399.35 713.798,1399.51 713.931,1399.52 715.743,1399.69 717.555,1399.87 719.367,1400.04 721.179,1400.22 722.991,1400.4 724.803,1400.58 726.615,1400.76 727.617,1400.87 728.427,1400.95 730.239,1401.13 732.051,1401.32 733.863,1401.5 735.675,1401.69 737.487,1401.88 739.3,1402.07 740.755,1402.22 741.112,1402.26 742.924,1402.45 744.736,1402.65 746.548,1402.84 748.36,1403.04 750.172,1403.23 751.984,1403.43 753.353,1403.58 753.796,1403.63 755.608,1403.83 757.42,1404.03 759.232,1404.23 761.044,1404.44 762.856,1404.64 764.668,1404.85 765.521,1404.94 766.48,1405.05 768.292,1405.26 770.104,1405.46 771.916,1405.67 773.728,1405.88 775.54,1406.09 777.347,1406.3 777.352,1406.3 779.164,1406.51 780.976,1406.72 782.788,1406.94 784.6,1407.15 786.412,1407.37 788.224,1407.58 788.895,1407.66 790.036,1407.8 791.848,1408.01 793.66,1408.23 795.472,1408.45 797.284,1408.66 799.096,1408.88 800.226,1409.02 800.908,1409.1 802.72,1409.32 804.532,1409.54 806.344,1409.76 808.156,1409.98 809.968,1410.2 811.387,1410.38 811.78,1410.43 813.592,1410.65 815.404,1410.87 817.216,1411.09 819.028,1411.32 820.84,1411.54 822.419,1411.74 822.652,1411.77 824.464,1411.99 826.276,1412.22 828.088,1412.44 829.9,1412.67 831.712,1412.89 833.361,1413.1 833.525,1413.12 835.337,1413.34 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1989.59,1378.75 1987.78,1378.98 1986.62,1379.12 1985.97,1379.2 1984.16,1379.41 1982.34,1379.61 1980.53,1379.8 1978.72,1379.98 1976.91,1380.15 1975.1,1380.32 1973.28,1380.47 1973.16,1380.48 1971.47,1380.61 1969.66,1380.75 1967.85,1380.87 1966.04,1380.99 1964.22,1381.1 1962.41,1381.2 1960.6,1381.29 1958.79,1381.38 1956.98,1381.46 1955.16,1381.53 1953.35,1381.59 1951.54,1381.65 1949.73,1381.7 1947.92,1381.74 1946.1,1381.78 1944.29,1381.81 1942.48,1381.83 1941.6,1381.84 1940.67,1381.85 1938.86,1381.86 1937.04,1381.86 1935.23,1381.86 1933.42,1381.85 1931.61,1381.84 1931.52,1381.84 1929.8,1381.82 1927.98,1381.8 1926.17,1381.77 1924.36,1381.73 1922.55,1381.69 1920.74,1381.65 1918.92,1381.6 1917.11,1381.55 1915.3,1381.49 1913.49,1381.42 1911.68,1381.36 1909.86,1381.29 1908.05,1381.21 1906.24,1381.13 1904.43,1381.05 1902.62,1380.96 1900.8,1380.87 1898.99,1380.77 1897.18,1380.68 1895.37,1380.57 1893.72,1380.48 1893.56,1380.47 1891.74,1380.36 1889.93,1380.25 1888.12,1380.13 1886.31,1380.02 1884.5,1379.9 1882.68,1379.77 1880.87,1379.65 1879.06,1379.52 1877.25,1379.39 1875.44,1379.25 1873.66,1379.12 1873.62,1379.12 1871.81,1378.98 1870,1378.84 1868.19,1378.69 1866.38,1378.55 1864.56,1378.4 1862.75,1378.25 1860.94,1378.1 1859.13,1377.95 1857.32,1377.8 1856.88,1377.76 1855.5,1377.64 1853.69,1377.48 1851.88,1377.33 1850.07,1377.17 1848.26,1377 1846.44,1376.84 1844.63,1376.68 1842.82,1376.51 1841.59,1376.4 1841.01,1376.35 1839.2,1376.18 1837.38,1376.01 1835.57,1375.84 1833.76,1375.67 1831.95,1375.5 1830.14,1375.33 1828.32,1375.16 1827.05,1375.04 1826.51,1374.99 1824.7,1374.82 1822.89,1374.64 1821.08,1374.47 1819.26,1374.3 1817.45,1374.12 1815.64,1373.95 1813.83,1373.78 1812.84,1373.68 1812.02,1373.6 1810.2,1373.43 1808.39,1373.25 1806.58,1373.08 1804.77,1372.91 1802.95,1372.73 1801.14,1372.56 1799.33,1372.39 1798.66,1372.32 1797.52,1372.22 1795.71,1372.04 1793.89,1371.87 1792.08,1371.7 1790.27,1371.53 1788.46,1371.36 1786.65,1371.19 1784.83,1371.02 1784.22,1370.97 1783.02,1370.85 1781.21,1370.69 1779.4,1370.52 1777.59,1370.35 1775.77,1370.19 1773.96,1370.03 1772.15,1369.86 1770.34,1369.7 1769.24,1369.61 1768.53,1369.54 1766.71,1369.38 1764.9,1369.22 1763.09,1369.07 1761.28,1368.91 1759.47,1368.76 1757.65,1368.6 1755.84,1368.45 1754.03,1368.3 1753.35,1368.25 1752.22,1368.15 1750.41,1368.01 1748.59,1367.86 1746.78,1367.71 1744.97,1367.57 1743.16,1367.43 1741.35,1367.29 1739.53,1367.15 1737.72,1367.02 1735.98,1366.89 1735.91,1366.88 1734.1,1366.75 1732.29,1366.62 1730.47,1366.49 1728.66,1366.36 1726.85,1366.23 1725.04,1366.11 1723.23,1365.99 1721.41,1365.87 1719.6,1365.75 1717.79,1365.63 1716.12,1365.53 1715.98,1365.52 1714.17,1365.41 1712.35,1365.3 1710.54,1365.19 1708.73,1365.08 1706.92,1364.98 1705.11,1364.87 1703.29,1364.77 1701.48,1364.68 1699.67,1364.58 1697.86,1364.49 1696.05,1364.39 1694.23,1364.31 1692.42,1364.22 1691.38,1364.17 1690.61,1364.13 1688.8,1364.05 1686.99,1363.97 1685.17,1363.89 1683.36,1363.81 1681.55,1363.74 1679.74,1363.67 1677.93,1363.6 1676.11,1363.53 1674.3,1363.47 1672.49,1363.4 1670.68,1363.34 1668.87,1363.28 1667.05,1363.23 1665.24,1363.18 1663.43,1363.12 1661.62,1363.08 1659.81,1363.03 1657.99,1362.98 1656.18,1362.94 1654.37,1362.9 1652.56,1362.87 1650.75,1362.83 1649.67,1362.81 1648.93,1362.8 1647.12,1362.77 1645.31,1362.74 1643.5,1362.71 1641.69,1362.69 1639.87,1362.67 1638.06,1362.65 1636.25,1362.63 1634.44,1362.61 1632.63,1362.6 1630.81,1362.59 1629,1362.58 1627.19,1362.58 1625.38,1362.57 1623.57,1362.57 1621.75,1362.57 1619.94,1362.58 1618.13,1362.58 1616.32,1362.59 1614.5,1362.6 1612.69,1362.61 1610.88,1362.62 1609.07,1362.64 1607.26,1362.66 1605.44,1362.68 1603.63,1362.7 1601.82,1362.72 1600.01,1362.75 1598.2,1362.78 1596.38,1362.81 1596.31,1362.81 1594.57,1362.84 1592.76,1362.88 1590.95,1362.91 1589.14,1362.95 1587.32,1362.99 1585.51,1363.03 1583.7,1363.08 1581.89,1363.12 1580.08,1363.17 1578.26,1363.22 1576.45,1363.27 1574.64,1363.32 1572.83,1363.38 1571.02,1363.43 1569.2,1363.49 1567.39,1363.55 1565.58,1363.62 1563.77,1363.68 1561.96,1363.74 1560.14,1363.81 1558.33,1363.88 1556.52,1363.95 1554.71,1364.02 1552.9,1364.1 1551.12,1364.17 1551.08,1364.17 1549.27,1364.25 1547.46,1364.32 1545.65,1364.4 1543.84,1364.48 1542.02,1364.57 1540.21,1364.65 1538.4,1364.73 1536.59,1364.82 1534.78,1364.91 1532.96,1365 1531.15,1365.09 1529.34,1365.18 1527.53,1365.27 1525.72,1365.37 1523.9,1365.46 1522.65,1365.53 1522.09,1365.56 1520.28,1365.66 1518.47,1365.75 1516.66,1365.85 1514.84,1365.95 1513.03,1366.05 1511.22,1366.16 1509.41,1366.26 1507.6,1366.37 1505.78,1366.47 1503.97,1366.58 1502.16,1366.69 1500.35,1366.79 1498.79,1366.89 1498.54,1366.9 1496.72,1367.01 1494.91,1367.12 1493.1,1367.23 1491.29,1367.35 1489.48,1367.46 1487.66,1367.57 1485.85,1367.69 1484.04,1367.8 1482.23,1367.92 1480.42,1368.03 1478.6,1368.15 1477.1,1368.25 1476.79,1368.27 1474.98,1368.38 1473.17,1368.5 1471.36,1368.62 1469.54,1368.74 1467.73,1368.86 1465.92,1368.98 1464.11,1369.1 1462.3,1369.22 1460.48,1369.34 1458.67,1369.46 1456.86,1369.58 1456.49,1369.61 1455.05,1369.7 1453.24,1369.82 1451.42,1369.94 1449.61,1370.07 1447.8,1370.19 1445.99,1370.31 1444.18,1370.43 1442.36,1370.56 1440.55,1370.68 1438.74,1370.8 1436.93,1370.92 1436.31,1370.97 1435.11,1371.05 1433.3,1371.17 1431.49,1371.29 1429.68,1371.41 1427.87,1371.53 1426.05,1371.65 1424.24,1371.78 1422.43,1371.9 1420.62,1372.02 1418.81,1372.14 1416.99,1372.26 1416.04,1372.32 1415.18,1372.38 1413.37,1372.5 1411.56,1372.62 1409.75,1372.74 1407.93,1372.86 1406.12,1372.98 1404.31,1373.09 1402.5,1373.21 1400.69,1373.33 1398.87,1373.45 1397.06,1373.56 1395.25,1373.68 1395.19,1373.68 1393.44,1373.79 1391.63,1373.91 1389.81,1374.02 1388,1374.14 1386.19,1374.25 1384.38,1374.36 1382.57,1374.47 1380.75,1374.58 1378.94,1374.69 1377.13,1374.8 1375.32,1374.91 1373.51,1375.02 1373.12,1375.04 1371.69,1375.13 1369.88,1375.23 1368.07,1375.34 1366.26,1375.44 1364.45,1375.55 1362.63,1375.65 1360.82,1375.75 1359.01,1375.85 1357.2,1375.95 1355.39,1376.05 1353.57,1376.15 1351.76,1376.25 1349.95,1376.34 1348.84,1376.4 1348.14,1376.44 1346.33,1376.53 1344.51,1376.62 1342.7,1376.72 1340.89,1376.81 1339.08,1376.9 1337.27,1376.99 1335.45,1377.07 1333.64,1377.16 1331.83,1377.24 1330.02,1377.33 1328.21,1377.41 1326.39,1377.49 1324.58,1377.57 1322.77,1377.65 1320.96,1377.73 1320.26,1377.76 1319.15,1377.81 1317.33,1377.88 1315.52,1377.96 1313.71,1378.03 1311.9,1378.1 1310.09,1378.17 1308.27,1378.24 1306.46,1378.31 1304.65,1378.37 1302.84,1378.44 1301.03,1378.5 1299.21,1378.56 1297.4,1378.62 1295.59,1378.68 1293.78,1378.74 1291.97,1378.79 1290.15,1378.85 1288.34,1378.9 1286.53,1378.95 1284.72,1379 1282.91,1379.05 1281.09,1379.1 1280.12,1379.12 1279.28,1379.14 1277.47,1379.18 1275.66,1379.23 1273.85,1379.27 1272.03,1379.3 1270.22,1379.34 1268.41,1379.38 1266.6,1379.41 1264.79,1379.44 1262.97,1379.47 1261.16,1379.5 1259.35,1379.53 1257.54,1379.55 1255.73,1379.58 1253.91,1379.6 1252.1,1379.62 1250.29,1379.64 1248.48,1379.65 1246.66,1379.67 1244.85,1379.68 1243.04,1379.69 1241.23,1379.7 1239.42,1379.71 1237.6,1379.72 1235.79,1379.72 1233.98,1379.72 1232.17,1379.72 1230.36,1379.72 1228.54,1379.72 1226.73,1379.71 1224.92,1379.71 1223.11,1379.7 1221.3,1379.69 1219.48,1379.68 1217.67,1379.66 1215.86,1379.65 1214.05,1379.63 1212.24,1379.61 1210.42,1379.59 1208.61,1379.56 1206.8,1379.54 1204.99,1379.51 1203.18,1379.48 1201.36,1379.45 1199.55,1379.42 1197.74,1379.38 1195.93,1379.34 1194.12,1379.3 1192.3,1379.26 1190.49,1379.22 1188.68,1379.17 1186.87,1379.13 1186.59,1379.12 1185.06,1379.08 1183.24,1379.03 1181.43,1378.97 1179.62,1378.92 1177.81,1378.86 1176,1378.8 1174.18,1378.74 1172.37,1378.68 1170.56,1378.61 1168.75,1378.54 1166.94,1378.47 1165.12,1378.4 1163.31,1378.33 1161.5,1378.25 1159.69,1378.18 1157.88,1378.1 1156.06,1378.02 1154.25,1377.93 1152.44,1377.85 1150.63,1377.76 1150.62,1377.76 1148.82,1377.67 1147,1377.58 1145.19,1377.48 1143.38,1377.39 1141.57,1377.29 1139.76,1377.19 1137.94,1377.09 1136.13,1376.98 1134.32,1376.88 1132.51,1376.77 1130.7,1376.66 1128.88,1376.55 1127.07,1376.43 1126.58,1376.4 1125.26,1376.32 1123.45,1376.2 1121.64,1376.08 1119.82,1375.95 1118.01,1375.83 1116.2,1375.7 1114.39,1375.57 1112.58,1375.44 1110.76,1375.31 1108.95,1375.17 1107.21,1375.04 1107.14,1375.04 1105.33,1374.9 1103.52,1374.76 1101.7,1374.61 1099.89,1374.47 1098.08,1374.32 1096.27,1374.17 1094.46,1374.02 1092.64,1373.86 1090.83,1373.71 1090.55,1373.68 1089.02,1373.55 1087.21,1373.39 1085.4,1373.23 1083.58,1373.06 1081.77,1372.9 1079.96,1372.73 1078.15,1372.56 1076.34,1372.39 1075.69,1372.32 1074.52,1372.21 1072.71,1372.03 1070.9,1371.86 1069.09,1371.68 1067.28,1371.49 1065.46,1371.31 1063.65,1371.12 1062.13,1370.97 1061.84,1370.93 1060.03,1370.74 1058.21,1370.55 1056.4,1370.36 1054.59,1370.16 1052.78,1369.96 1050.97,1369.76 1049.57,1369.61 1049.15,1369.56 1047.34,1369.35 1045.53,1369.15 1043.72,1368.94 1041.91,1368.73 1040.09,1368.52 1038.28,1368.3 1037.81,1368.25 1036.47,1368.09 1034.66,1367.87 1032.85,1367.65 1031.03,1367.43 1029.22,1367.2 1027.41,1366.98 1026.7,1366.89 1025.6,1366.75 1023.79,1366.52 1021.97,1366.29 1020.16,1366.05 1018.35,1365.82 1016.54,1365.58 1016.12,1365.53 1014.73,1365.34 1012.91,1365.1 1011.1,1364.86 1009.29,1364.62 1007.48,1364.37 1006.01,1364.17 1005.67,1364.12 1003.85,1363.87 1002.04,1363.62 1000.23,1363.37 998.418,1363.11 996.606,1362.86 996.286,1362.81 994.794,1362.6 992.982,1362.34 991.17,1362.07 989.358,1361.81 987.546,1361.55 986.907,1361.45 985.734,1361.28 983.922,1361.01 982.11,1360.74 980.298,1360.47 978.486,1360.19 977.826,1360.09 976.674,1359.92 974.862,1359.64 973.05,1359.36 971.238,1359.08 969.426,1358.8 969.008,1358.73 967.614,1358.51 965.802,1358.23 963.99,1357.94 962.178,1357.65 960.422,1357.37 960.366,1357.37 958.554,1357.07 956.742,1356.78 954.93,1356.49 953.118,1356.19 952.044,1356.02 951.306,1355.89 949.494,1355.59 947.682,1355.29 945.87,1354.99 944.058,1354.69 943.849,1354.66 942.246,1354.39 940.434,1354.08 938.622,1353.77 936.81,1353.47 935.82,1353.3 934.998,1353.16 933.186,1352.84 931.374,1352.53 929.562,1352.22 927.938,1351.94 927.75,1351.9 925.938,1351.59 924.125,1351.27 922.313,1350.95 920.501,1350.63 920.188,1350.58 918.689,1350.31 916.877,1349.99 915.065,1349.67 913.253,1349.34 912.557,1349.22 911.441,1349.02 909.629,1348.69 907.817,1348.36 906.005,1348.04 905.029,1347.86 904.193,1347.71 902.381,1347.38 900.569,1347.05 898.757,1346.71 897.596,1346.5 896.945,1346.38 895.133,1346.05 893.321,1345.71 891.509,1345.38 890.244,1345.14 889.697,1345.04 887.885,1344.7 886.073,1344.36 884.261,1344.03 882.964,1343.78 882.449,1343.69 880.637,1343.34 878.825,1343 877.013,1342.66 875.747,1342.42 875.201,1342.32 873.389,1341.98 871.577,1341.63 869.765,1341.29 868.582,1341.07 867.953,1340.94 866.141,1340.6 864.329,1340.25 862.517,1339.91 861.461,1339.71 860.705,1339.56 858.893,1339.21 857.081,1338.86 855.269,1338.52 854.376,1338.35 853.457,1338.17 851.645,1337.82 849.833,1337.47 848.021,1337.12 847.317,1336.99 846.209,1336.77 844.397,1336.42 842.585,1336.07 840.773,1335.72 840.276,1335.63 838.961,1335.37 837.149,1335.02 835.337,1334.67 833.525,1334.32 833.245,1334.27 831.712,1333.97 829.9,1333.62 828.088,1333.27 826.276,1332.92 826.215,1332.91 824.464,1332.57 822.652,1332.22 820.84,1331.87 819.176,1331.55 819.028,1331.52 817.216,1331.17 815.404,1330.82 813.592,1330.47 812.12,1330.19 811.78,1330.13 809.968,1329.78 808.156,1329.43 806.344,1329.08 805.036,1328.83 804.532,1328.74 802.72,1328.39 800.908,1328.04 799.096,1327.7 797.915,1327.47 797.284,1327.35 795.472,1327.01 793.66,1326.66 791.848,1326.32 790.745,1326.12 790.036,1325.98 788.224,1325.64 786.412,1325.3 784.6,1324.96 783.515,1324.76 782.788,1324.62 780.976,1324.28 779.164,1323.94 777.352,1323.61 776.211,1323.4 775.54,1323.27 773.728,1322.94 771.916,1322.6 770.104,1322.27 768.818,1322.04 768.292,1321.94 766.48,1321.61 764.668,1321.28 762.856,1320.95 761.322,1320.68 761.044,1320.63 759.232,1320.3 757.42,1319.98 755.608,1319.66 753.796,1319.34 753.703,1319.32 751.984,1319.02 750.172,1318.7 748.36,1318.38 746.548,1318.07 745.938,1317.96 744.736,1317.75 742.924,1317.44 741.112,1317.13 739.3,1316.82 738.005,1316.6 737.487,1316.51 735.675,1316.21 733.863,1315.9 732.051,1315.6 730.239,1315.3 729.874,1315.24 728.427,1315 726.615,1314.71 724.803,1314.41 722.991,1314.12 721.511,1313.88 721.179,1313.83 719.367,1313.54 717.555,1313.25 715.743,1312.97 713.931,1312.69 712.871,1312.52 712.119,1312.41 710.307,1312.13 708.495,1311.85 706.683,1311.58 704.871,1311.31 703.903,1311.16 703.059,1311.04 701.247,1310.77 699.435,1310.51 697.623,1310.24 695.811,1309.99 694.54,1309.81 693.999,1309.73 692.187,1309.47 690.375,1309.22 688.563,1308.97 686.751,1308.72 684.939,1308.48 684.695,1308.45 683.127,1308.24 681.315,1308 679.503,1307.76 677.691,1307.52 675.879,1307.29 674.246,1307.09 674.067,1307.06 672.255,1306.84 670.443,1306.61 668.631,1306.39 666.819,1306.17 665.007,1305.96 663.195,1305.75 663.027,1305.73 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1982.34,1435.6 1980.53,1435.73 1978.72,1435.85 1976.91,1435.97 1975.1,1436.08 1973.28,1436.18 1972.87,1436.2 1971.47,1436.28 1969.66,1436.37 1967.85,1436.45 1966.04,1436.53 1964.22,1436.6 1962.41,1436.67 1960.6,1436.73 1958.79,1436.79 1956.98,1436.84 1955.16,1436.88 1953.35,1436.92 1951.54,1436.95 1949.73,1436.98 1947.92,1437.01 1946.1,1437.03 1944.29,1437.04 1942.48,1437.05 1940.67,1437.06 1938.86,1437.06 1937.04,1437.06 1935.23,1437.05 1933.42,1437.04 1931.61,1437.03 1929.8,1437.01 1927.98,1436.98 1926.17,1436.96 1924.36,1436.93 1922.55,1436.89 1920.74,1436.86 1918.92,1436.81 1917.11,1436.77 1915.3,1436.72 1913.49,1436.67 1911.68,1436.62 1909.86,1436.56 1908.05,1436.5 1906.24,1436.44 1904.43,1436.37 1902.62,1436.3 1900.8,1436.23 1900.02,1436.2 1898.99,1436.16 1897.18,1436.08 1895.37,1436 1893.56,1435.92 1891.74,1435.84 1889.93,1435.75 1888.12,1435.67 1886.31,1435.58 1884.5,1435.48 1882.68,1435.39 1880.87,1435.29 1879.06,1435.2 1877.25,1435.1 1875.44,1434.99 1873.62,1434.89 1872.77,1434.84 1871.81,1434.79 1870,1434.68 1868.19,1434.57 1866.38,1434.46 1864.56,1434.35 1862.75,1434.24 1860.94,1434.13 1859.13,1434.01 1857.32,1433.9 1855.5,1433.78 1853.69,1433.66 1851.88,1433.54 1850.97,1433.48 1850.07,1433.42 1848.26,1433.3 1846.44,1433.18 1844.63,1433.06 1842.82,1432.93 1841.01,1432.81 1839.2,1432.69 1837.38,1432.56 1835.57,1432.44 1833.76,1432.31 1831.95,1432.18 1831.12,1432.12 1830.14,1432.06 1828.32,1431.93 1826.51,1431.8 1824.7,1431.67 1822.89,1431.54 1821.08,1431.41 1819.26,1431.28 1817.45,1431.16 1815.64,1431.03 1813.83,1430.9 1812.02,1430.77 1811.96,1430.77 1810.2,1430.64 1808.39,1430.51 1806.58,1430.38 1804.77,1430.25 1802.95,1430.12 1801.14,1430 1799.33,1429.87 1797.52,1429.74 1795.71,1429.61 1793.89,1429.49 1792.76,1429.41 1792.08,1429.36 1790.27,1429.23 1788.46,1429.11 1786.65,1428.98 1784.83,1428.86 1783.02,1428.73 1781.21,1428.61 1779.4,1428.48 1777.59,1428.36 1775.77,1428.24 1773.96,1428.12 1772.86,1428.05 1772.15,1428 1770.34,1427.88 1768.53,1427.76 1766.71,1427.64 1764.9,1427.53 1763.09,1427.41 1761.28,1427.29 1759.47,1427.18 1757.65,1427.07 1755.84,1426.95 1754.03,1426.84 1752.22,1426.73 1751.47,1426.69 1750.41,1426.62 1748.59,1426.51 1746.78,1426.41 1744.97,1426.3 1743.16,1426.2 1741.35,1426.09 1739.53,1425.99 1737.72,1425.89 1735.91,1425.79 1734.1,1425.69 1732.29,1425.59 1730.47,1425.49 1728.66,1425.4 1727.31,1425.33 1726.85,1425.31 1725.04,1425.21 1723.23,1425.12 1721.41,1425.03 1719.6,1424.94 1717.79,1424.85 1715.98,1424.77 1714.17,1424.68 1712.35,1424.6 1710.54,1424.52 1708.73,1424.44 1706.92,1424.36 1705.11,1424.28 1703.29,1424.2 1701.48,1424.13 1699.67,1424.06 1697.86,1423.99 1697.44,1423.97 1696.05,1423.92 1694.23,1423.85 1692.42,1423.78 1690.61,1423.71 1688.8,1423.65 1686.99,1423.59 1685.17,1423.53 1683.36,1423.47 1681.55,1423.41 1679.74,1423.35 1677.93,1423.3 1676.11,1423.24 1674.3,1423.19 1672.49,1423.14 1670.68,1423.09 1668.87,1423.05 1667.05,1423 1665.24,1422.96 1663.43,1422.92 1661.62,1422.88 1659.81,1422.84 1657.99,1422.8 1656.18,1422.76 1654.37,1422.73 1652.56,1422.7 1650.75,1422.67 1648.93,1422.64 1647.26,1422.61 1647.12,1422.61 1645.31,1422.58 1643.5,1422.56 1641.69,1422.53 1639.87,1422.51 1638.06,1422.49 1636.25,1422.47 1634.44,1422.46 1632.63,1422.44 1630.81,1422.43 1629,1422.42 1627.19,1422.4 1625.38,1422.4 1623.57,1422.39 1621.75,1422.38 1619.94,1422.38 1618.13,1422.37 1616.32,1422.37 1614.5,1422.37 1612.69,1422.37 1610.88,1422.38 1609.07,1422.38 1607.26,1422.39 1605.44,1422.39 1603.63,1422.4 1601.82,1422.41 1600.01,1422.42 1598.2,1422.44 1596.38,1422.45 1594.57,1422.47 1592.76,1422.49 1590.95,1422.5 1589.14,1422.52 1587.32,1422.54 1585.51,1422.57 1583.7,1422.59 1582.32,1422.61 1581.89,1422.62 1580.08,1422.64 1578.26,1422.67 1576.45,1422.7 1574.64,1422.73 1572.83,1422.76 1571.02,1422.79 1569.2,1422.83 1567.39,1422.86 1565.58,1422.9 1563.77,1422.94 1561.96,1422.98 1560.14,1423.02 1558.33,1423.06 1556.52,1423.1 1554.71,1423.14 1552.9,1423.19 1551.08,1423.23 1549.27,1423.28 1547.46,1423.33 1545.65,1423.38 1543.84,1423.43 1542.02,1423.48 1540.21,1423.53 1538.4,1423.58 1536.59,1423.64 1534.78,1423.69 1532.96,1423.75 1531.15,1423.81 1529.34,1423.86 1527.53,1423.92 1526.07,1423.97 1525.72,1423.98 1523.9,1424.04 1522.09,1424.1 1520.28,1424.16 1518.47,1424.23 1516.66,1424.29 1514.84,1424.35 1513.03,1424.42 1511.22,1424.48 1509.41,1424.55 1507.6,1424.62 1505.78,1424.69 1503.97,1424.75 1502.16,1424.82 1500.35,1424.89 1498.54,1424.96 1496.72,1425.04 1494.91,1425.11 1493.1,1425.18 1491.29,1425.25 1489.48,1425.33 1489.4,1425.33 1487.66,1425.4 1485.85,1425.47 1484.04,1425.55 1482.23,1425.62 1480.42,1425.7 1478.6,1425.77 1476.79,1425.85 1474.98,1425.93 1473.17,1426.01 1471.36,1426.08 1469.54,1426.16 1467.73,1426.24 1465.92,1426.32 1464.11,1426.4 1462.3,1426.48 1460.48,1426.56 1458.67,1426.64 1457.5,1426.69 1456.86,1426.72 1455.05,1426.8 1453.24,1426.88 1451.42,1426.96 1449.61,1427.04 1447.8,1427.12 1445.99,1427.2 1444.18,1427.28 1442.36,1427.36 1440.55,1427.44 1438.74,1427.52 1436.93,1427.6 1435.11,1427.68 1433.3,1427.77 1431.49,1427.85 1429.68,1427.93 1427.87,1428.01 1427.04,1428.05 1426.05,1428.09 1424.24,1428.17 1422.43,1428.25 1420.62,1428.33 1418.81,1428.41 1416.99,1428.49 1415.18,1428.57 1413.37,1428.65 1411.56,1428.73 1409.75,1428.81 1407.93,1428.89 1406.12,1428.97 1404.31,1429.05 1402.5,1429.13 1400.69,1429.21 1398.87,1429.29 1397.06,1429.36 1396.09,1429.41 1395.25,1429.44 1393.44,1429.52 1391.63,1429.6 1389.81,1429.67 1388,1429.75 1386.19,1429.82 1384.38,1429.9 1382.57,1429.97 1380.75,1430.05 1378.94,1430.12 1377.13,1430.19 1375.32,1430.26 1373.51,1430.34 1371.69,1430.41 1369.88,1430.48 1368.07,1430.55 1366.26,1430.62 1364.45,1430.69 1362.63,1430.76 1362.45,1430.77 1360.82,1430.83 1359.01,1430.89 1357.2,1430.96 1355.39,1431.03 1353.57,1431.09 1351.76,1431.16 1349.95,1431.22 1348.14,1431.28 1346.33,1431.35 1344.51,1431.41 1342.7,1431.47 1340.89,1431.53 1339.08,1431.59 1337.27,1431.65 1335.45,1431.7 1333.64,1431.76 1331.83,1431.82 1330.02,1431.87 1328.21,1431.93 1326.39,1431.98 1324.58,1432.04 1322.77,1432.09 1321.46,1432.12 1320.96,1432.14 1319.15,1432.19 1317.33,1432.24 1315.52,1432.29 1313.71,1432.33 1311.9,1432.38 1310.09,1432.42 1308.27,1432.47 1306.46,1432.51 1304.65,1432.55 1302.84,1432.6 1301.03,1432.64 1299.21,1432.68 1297.4,1432.71 1295.59,1432.75 1293.78,1432.79 1291.97,1432.82 1290.15,1432.86 1288.34,1432.89 1286.53,1432.92 1284.72,1432.95 1282.91,1432.98 1281.09,1433.01 1279.28,1433.04 1277.47,1433.06 1275.66,1433.09 1273.85,1433.11 1272.03,1433.14 1270.22,1433.16 1268.41,1433.18 1266.6,1433.2 1264.79,1433.22 1262.97,1433.23 1261.16,1433.25 1259.35,1433.26 1257.54,1433.28 1255.73,1433.29 1253.91,1433.3 1252.1,1433.31 1250.29,1433.31 1248.48,1433.32 1246.66,1433.33 1244.85,1433.33 1243.04,1433.33 1241.23,1433.34 1239.42,1433.34 1237.6,1433.34 1235.79,1433.33 1233.98,1433.33 1232.17,1433.32 1230.36,1433.32 1228.54,1433.31 1226.73,1433.3 1224.92,1433.29 1223.11,1433.28 1221.3,1433.27 1219.48,1433.25 1217.67,1433.23 1215.86,1433.22 1214.05,1433.2 1212.24,1433.18 1210.42,1433.16 1208.61,1433.13 1206.8,1433.11 1204.99,1433.08 1203.18,1433.06 1201.36,1433.03 1199.55,1433 1197.74,1432.97 1195.93,1432.93 1194.12,1432.9 1192.3,1432.86 1190.49,1432.83 1188.68,1432.79 1186.87,1432.75 1185.06,1432.71 1183.24,1432.66 1181.43,1432.62 1179.62,1432.57 1177.81,1432.52 1176,1432.48 1174.18,1432.43 1172.37,1432.37 1170.56,1432.32 1168.75,1432.27 1166.94,1432.21 1165.12,1432.15 1164.29,1432.12 1163.31,1432.09 1161.5,1432.03 1159.69,1431.97 1157.88,1431.91 1156.06,1431.84 1154.25,1431.77 1152.44,1431.7 1150.63,1431.63 1148.82,1431.56 1147,1431.49 1145.19,1431.42 1143.38,1431.34 1141.57,1431.26 1139.76,1431.18 1137.94,1431.1 1136.13,1431.02 1134.32,1430.94 1132.51,1430.85 1130.7,1430.77 1130.63,1430.77 1128.88,1430.68 1127.07,1430.59 1125.26,1430.5 1123.45,1430.41 1121.64,1430.31 1119.82,1430.22 1118.01,1430.12 1116.2,1430.02 1114.39,1429.92 1112.58,1429.82 1110.76,1429.72 1108.95,1429.61 1107.14,1429.51 1105.41,1429.41 1105.33,1429.4 1103.52,1429.29 1101.7,1429.18 1099.89,1429.07 1098.08,1428.96 1096.27,1428.84 1094.46,1428.72 1092.64,1428.61 1090.83,1428.49 1089.02,1428.37 1087.21,1428.25 1085.4,1428.12 1084.31,1428.05 1083.58,1428 1081.77,1427.87 1079.96,1427.74 1078.15,1427.61 1076.34,1427.48 1074.52,1427.35 1072.71,1427.21 1070.9,1427.08 1069.09,1426.94 1067.28,1426.81 1065.75,1426.69 1065.46,1426.67 1063.65,1426.52 1061.84,1426.38 1060.03,1426.24 1058.21,1426.09 1056.4,1425.95 1054.59,1425.8 1052.78,1425.65 1050.97,1425.5 1049.15,1425.35 1048.95,1425.33 1047.34,1425.19 1045.53,1425.04 1043.72,1424.88 1041.91,1424.72 1040.09,1424.56 1038.28,1424.4 1036.47,1424.24 1034.66,1424.08 1033.45,1423.97 1032.85,1423.92 1031.03,1423.75 1029.22,1423.58 1027.41,1423.41 1025.6,1423.24 1023.79,1423.07 1021.97,1422.9 1020.16,1422.73 1018.95,1422.61 1018.35,1422.55 1016.54,1422.38 1014.73,1422.2 1012.91,1422.02 1011.1,1421.84 1009.29,1421.66 1007.48,1421.48 1005.67,1421.29 1005.24,1421.25 1003.85,1421.11 1002.04,1420.92 1000.23,1420.74 998.418,1420.55 996.606,1420.36 994.794,1420.17 992.982,1419.98 992.186,1419.89 991.17,1419.78 989.358,1419.59 987.546,1419.39 985.734,1419.2 983.922,1419 982.11,1418.8 980.298,1418.6 979.663,1418.53 978.486,1418.4 976.674,1418.2 974.862,1418 973.05,1417.79 971.238,1417.59 969.426,1417.38 967.614,1417.18 967.585,1417.17 965.802,1416.97 963.99,1416.76 962.178,1416.55 960.366,1416.34 958.554,1416.13 956.742,1415.92 955.885,1415.82 954.93,1415.7 953.118,1415.49 951.306,1415.27 949.494,1415.06 947.682,1414.84 945.87,1414.62 944.501,1414.46 944.058,1414.4 942.246,1414.18 940.434,1413.96 938.622,1413.74 936.81,1413.52 934.998,1413.3 933.386,1413.1 933.186,1413.07 931.374,1412.85 929.562,1412.62 927.75,1412.4 925.938,1412.17 924.125,1411.94 922.498,1411.74 922.313,1411.71 920.501,1411.49 918.689,1411.26 916.877,1411.03 915.065,1410.8 913.253,1410.56 911.8,1410.38 911.441,1410.33 909.629,1410.1 907.817,1409.87 906.005,1409.63 904.193,1409.4 902.381,1409.17 901.258,1409.02 900.569,1408.93 898.757,1408.69 896.945,1408.46 895.133,1408.22 893.321,1407.98 891.509,1407.75 890.844,1407.66 889.697,1407.51 887.885,1407.27 886.073,1407.03 884.261,1406.79 882.449,1406.55 880.637,1406.32 880.53,1406.3 878.825,1406.08 877.013,1405.83 875.201,1405.59 873.389,1405.35 871.577,1405.11 870.289,1404.94 869.765,1404.87 867.953,1404.63 866.141,1404.39 864.329,1404.15 862.517,1403.91 860.705,1403.66 860.097,1403.58 858.893,1403.42 857.081,1403.18 855.269,1402.94 853.457,1402.7 851.645,1402.45 849.928,1402.22 849.833,1402.21 848.021,1401.97 846.209,1401.73 844.397,1401.48 842.585,1401.24 840.773,1401 839.757,1400.87 838.961,1400.76 837.149,1400.52 835.337,1400.27 833.525,1400.03 831.712,1399.79 829.9,1399.55 829.56,1399.51 828.088,1399.31 826.276,1399.07 824.464,1398.83 822.652,1398.59 820.84,1398.35 819.309,1398.15 819.028,1398.11 817.216,1397.87 815.404,1397.63 813.592,1397.39 811.78,1397.15 809.968,1396.92 808.975,1396.79 808.156,1396.68 806.344,1396.44 804.532,1396.21 802.72,1395.97 800.908,1395.74 799.096,1395.5 798.527,1395.43 797.284,1395.27 795.472,1395.03 793.66,1394.8 791.848,1394.57 790.036,1394.34 788.224,1394.11 787.931,1394.07 786.412,1393.88 784.6,1393.65 782.788,1393.42 780.976,1393.19 779.164,1392.96 777.352,1392.74 777.145,1392.71 775.54,1392.51 773.728,1392.28 771.916,1392.06 770.104,1391.84 768.292,1391.62 766.48,1391.39 766.124,1391.35 764.668,1391.17 762.856,1390.95 761.044,1390.74 759.232,1390.52 757.42,1390.3 755.608,1390.09 754.81,1389.99 753.796,1389.87 751.984,1389.66 750.172,1389.45 748.36,1389.23 746.548,1389.02 744.736,1388.82 743.139,1388.63 742.924,1388.61 741.112,1388.4 739.3,1388.2 737.487,1387.99 735.675,1387.79 733.863,1387.59 732.051,1387.39 731.021,1387.27 730.239,1387.19 728.427,1386.99 726.615,1386.79 724.803,1386.6 722.991,1386.4 721.179,1386.21 719.367,1386.02 718.349,1385.92 717.555,1385.83 715.743,1385.64 713.931,1385.46 712.119,1385.27 710.307,1385.09 708.495,1384.9 706.683,1384.72 704.976,1384.56 704.871,1384.55 703.059,1384.37 701.247,1384.19 699.435,1384.02 697.623,1383.84 695.811,1383.67 693.999,1383.5 692.187,1383.33 690.69,1383.2 690.375,1383.17 688.563,1383 686.751,1382.84 684.939,1382.68 683.127,1382.52 681.315,1382.36 679.503,1382.2 677.691,1382.05 675.879,1381.9 675.189,1381.84 674.067,1381.74 672.255,1381.59 670.443,1381.45 668.631,1381.3 666.819,1381.16 665.007,1381.01 663.195,1380.87 661.383,1380.73 659.571,1380.6 657.991,1380.48 657.759,1380.46 655.947,1380.33 654.135,1380.2 652.323,1380.07 650.511,1379.94 648.699,1379.81 646.887,1379.69 645.074,1379.56 643.262,1379.44 641.45,1379.33 639.638,1379.21 638.235,1379.12 637.826,1379.09 636.014,1378.98 634.202,1378.87 632.39,1378.76 630.578,1378.65 628.766,1378.55 626.954,1378.44 625.142,1378.34 623.33,1378.24 621.518,1378.14 619.706,1378.04 617.894,1377.95 616.082,1377.86 614.27,1377.77 614.146,1377.76 612.458,1377.68 610.646,1377.59 608.834,1377.5 607.022,1377.42 605.21,1377.34 603.398,1377.26 601.586,1377.18 599.774,1377.1 597.962,1377.03 596.15,1376.96 594.338,1376.88 592.526,1376.82 590.714,1376.75 588.902,1376.68 587.09,1376.62 585.278,1376.56 583.466,1376.49 581.654,1376.44 580.575,1376.4 579.842,1376.38 578.03,1376.32 576.218,1376.27 574.406,1376.21 572.594,1376.16 570.782,1376.11 568.97,1376.07 567.158,1376.02 565.346,1375.97 563.534,1375.93 561.722,1375.89 559.91,1375.85 558.098,1375.81 556.286,1375.77 554.474,1375.73 552.661,1375.7 550.849,1375.67 549.037,1375.63 547.225,1375.6 545.413,1375.57 543.601,1375.54 541.789,1375.52 539.977,1375.49 538.165,1375.46 536.353,1375.44 534.541,1375.42 532.729,1375.39 530.917,1375.37 529.105,1375.35 527.293,1375.33 525.481,1375.32 523.669,1375.3 521.857,1375.28 520.045,1375.27 518.233,1375.25 516.421,1375.24 514.609,1375.22 512.797,1375.21 510.985,1375.2 509.173,1375.18 507.361,1375.17 505.549,1375.16 503.737,1375.15 501.925,1375.14 500.113,1375.13 498.301,1375.12 496.489,1375.11 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1665.24,1395.79 1663.43,1395.74 1661.62,1395.7 1659.81,1395.66 1657.99,1395.62 1656.18,1395.58 1654.37,1395.54 1652.56,1395.51 1650.75,1395.47 1648.93,1395.44 1648.05,1395.43 1647.12,1395.41 1645.31,1395.39 1643.5,1395.36 1641.69,1395.34 1639.87,1395.32 1638.06,1395.3 1636.25,1395.28 1634.44,1395.26 1632.63,1395.25 1630.81,1395.23 1629,1395.22 1627.19,1395.21 1625.38,1395.21 1623.57,1395.2 1621.75,1395.2 1619.94,1395.2 1618.13,1395.2 1616.32,1395.2 1614.5,1395.2 1612.69,1395.21 1610.88,1395.21 1609.07,1395.22 1607.26,1395.23 1605.44,1395.24 1603.63,1395.26 1601.82,1395.27 1600.01,1395.29 1598.2,1395.31 1596.38,1395.33 1594.57,1395.35 1592.76,1395.38 1590.95,1395.4 1589.14,1395.43 1589.06,1395.43 1587.32,1395.46 1585.51,1395.49 1583.7,1395.52 1581.89,1395.55 1580.08,1395.59 1578.26,1395.62 1576.45,1395.66 1574.64,1395.7 1572.83,1395.74 1571.02,1395.78 1569.2,1395.82 1567.39,1395.87 1565.58,1395.91 1563.77,1395.96 1561.96,1396.01 1560.14,1396.06 1558.33,1396.11 1556.52,1396.17 1554.71,1396.22 1552.9,1396.28 1551.08,1396.33 1549.27,1396.39 1547.46,1396.45 1545.65,1396.51 1543.84,1396.57 1542.02,1396.64 1540.21,1396.7 1538.4,1396.77 1537.84,1396.79 1536.59,1396.83 1534.78,1396.9 1532.96,1396.97 1531.15,1397.04 1529.34,1397.11 1527.53,1397.18 1525.72,1397.25 1523.9,1397.33 1522.09,1397.4 1520.28,1397.48 1518.47,1397.55 1516.66,1397.63 1514.84,1397.71 1513.03,1397.79 1511.22,1397.87 1509.41,1397.95 1507.6,1398.03 1505.78,1398.12 1505.12,1398.15 1503.97,1398.2 1502.16,1398.28 1500.35,1398.37 1498.54,1398.45 1496.72,1398.54 1494.91,1398.63 1493.1,1398.71 1491.29,1398.8 1489.48,1398.89 1487.66,1398.98 1485.85,1399.07 1484.04,1399.16 1482.23,1399.25 1480.42,1399.34 1478.6,1399.44 1477.22,1399.51 1476.79,1399.53 1474.98,1399.62 1473.17,1399.71 1471.36,1399.81 1469.54,1399.9 1467.73,1399.99 1465.92,1400.09 1464.11,1400.18 1462.3,1400.28 1460.48,1400.38 1458.67,1400.47 1456.86,1400.57 1455.05,1400.66 1453.24,1400.76 1451.42,1400.86 1451.3,1400.87 1449.61,1400.96 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498.301,1233.96 \"/>\n",
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]
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},
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|
"metadata": {},
|
|
"output_type": "display_data"
|
|
},
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"([-0.08984201310041992, 0.7126564030215475], \"optimal\")"
|
|
]
|
|
},
|
|
"execution_count": 7,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"plt = displayTF(TF[7], ([-2,-1.5],[2,1.5]), levels=[0.001; 0.1; LinRange(1, 15, 15)])\n",
|
|
"NWTN(TF[7], plt=plt, Plotf=1, plotatend=true, printing=true)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 9,
|
|
"id": "fbcf5db6-69e5-4f1a-ae7c-5abbba76151e",
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Newton's method\n",
|
|
"feval\trel gap\t\t|| g(x) ||\trate\t\tdelta\t\tls it\ta*\n",
|
|
"\n",
|
|
" 1\t6.2192e+00\t2.1919e+00\t\t\t1.9592e+01 1 33\t2.92e-01\n",
|
|
" 34\t2.1542e+01\t2.7280e+00\t3.4638e+00\t2.1996e+01 1 35\t8.89e-02\n",
|
|
" 69\t2.0260e+01\t4.6478e+00\t9.4052e-01\t0.00e+00 1\t1.00e+00\n",
|
|
" 70\t2.0072e+01\t2.6866e+00\t9.9070e-01\t0.00e+00 1\t1.00e+00\n",
|
|
" 71\t2.0001e+01\t2.7618e-01\t9.9645e-01\t0.00e+00 1\t1.00e+00\n",
|
|
" 72\t2.0000e+01\t2.4123e-04\t9.9996e-01\t0.00e+00 1\t1.00e+00\n",
|
|
" 73\t2.0000e+01\t9.6259e-10\t1.0000e+00"
|
|
]
|
|
},
|
|
{
|
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"data": {
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]
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},
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"metadata": {},
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"output_type": "display_data"
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},
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{
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"data": {
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"text/plain": [
|
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"([538300.0, 233033.0], \"optimal\")"
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]
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},
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|
"execution_count": 9,
|
|
"metadata": {},
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"output_type": "execute_result"
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}
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|
],
|
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"source": [
|
|
"plt = displayTF(TF[8], ([-2,-2],[1,1]))\n",
|
|
"NWTN(TF[8], x=[-1.5,1], plt=plt, Plotf=1, plotatend=true, printing=true)"
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|
]
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|
},
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{
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"cell_type": "code",
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"execution_count": null,
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|
"id": "51c18577-b3fe-4b53-92a6-bb506e0ae0ca",
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|
"metadata": {},
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|
"outputs": [],
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|
"source": []
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}
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],
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"metadata": {
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"kernelspec": {
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"display_name": "Julia 1.9.4",
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"language": "julia",
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"name": "julia-1.9"
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},
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"language_info": {
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"file_extension": ".jl",
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"mimetype": "application/julia",
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"name": "julia",
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"version": "1.9.4"
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}
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},
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"nbformat": 4,
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"nbformat_minor": 5
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}
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