From 1385aaecbebee61ceea8d3e79fa05e69252e9684 Mon Sep 17 00:00:00 2001 From: Brantegger Georg Date: Thu, 9 Feb 2023 15:51:34 +0100 Subject: [PATCH] renamed Francis Turbine class to just Turbine class --- Kraftwerk/Kraftwerk_class_file.py | 1 - Kraftwerk/Kraftwerk_test_steady_state.ipynb | 17 +- Turbinen/Turbinen_class_file.py | 4 +- Turbinen/Turbinen_test_Kennlinie.ipynb | 189 ++++++++------------ Turbinen/Turbinen_test_steady_state.ipynb | 151 ++++++++++------ 5 files changed, 178 insertions(+), 184 deletions(-) diff --git a/Kraftwerk/Kraftwerk_class_file.py b/Kraftwerk/Kraftwerk_class_file.py index b0a57e1..083d40d 100644 --- a/Kraftwerk/Kraftwerk_class_file.py +++ b/Kraftwerk/Kraftwerk_class_file.py @@ -11,7 +11,6 @@ current = os.path.dirname(os.path.realpath(__file__)) parent = os.path.dirname(current) sys.path.append(parent) from functions.pressure_conversion import pressure_conversion -from Turbinen.Turbinen_class_file import Francis_Turbine class Kraftwerk_class: diff --git a/Kraftwerk/Kraftwerk_test_steady_state.ipynb b/Kraftwerk/Kraftwerk_test_steady_state.ipynb index 8ac8b90..bcc527e 100644 --- a/Kraftwerk/Kraftwerk_test_steady_state.ipynb +++ b/Kraftwerk/Kraftwerk_test_steady_state.ipynb @@ -18,7 +18,7 @@ "from functions.pressure_conversion import pressure_conversion\n", "from Ausgleichsbecken.Ausgleichsbecken_class_file import Ausgleichsbecken_class\n", "from Druckrohrleitung.Druckrohrleitung_class_file import Druckrohrleitung_class\n", - "from Turbinen.Turbinen_class_file import Francis_Turbine\n", + "from Turbinen.Turbinen_class_file import Turbine\n", "from Regler.Regler_class_file import PI_controller_class" ] }, @@ -110,8 +110,8 @@ "pipe.set_steady_state(flux_init,reservoir.get_current_pressure())\n", "\n", "# influx setting turbines\n", - "OL_T1 = Francis_Turbine(OL_T1_Q_nenn,OL_T1_p_nenn,OL_T1_closingTime,Pip_dt,pUnit_conv)\n", - "OL_T2 = Francis_Turbine(OL_T2_Q_nenn,OL_T2_p_nenn,OL_T2_closingTime,Pip_dt,pUnit_conv)\n", + "OL_T1 = Turbine(OL_T1_Q_nenn,OL_T1_p_nenn,OL_T1_closingTime,Pip_dt,pUnit_conv)\n", + "OL_T2 = Turbine(OL_T2_Q_nenn,OL_T2_p_nenn,OL_T2_closingTime,Pip_dt,pUnit_conv)\n", "\n", "KW_OL = Kraftwerk_class()\n", "KW_OL.add_turbine(OL_T1)\n", @@ -120,8 +120,8 @@ "KW_OL.set_steady_state_by_flux(flux_init,OL_T1_p_nenn)\n", "\n", "# downstream turbines\n", - "UL_T1 = Francis_Turbine(UL_T1_Q_nenn,UL_T1_p_nenn,UL_T1_closingTime,Pip_dt,pUnit_conv)\n", - "UL_T2 = Francis_Turbine(UL_T2_Q_nenn,UL_T2_p_nenn,UL_T2_closingTime,Pip_dt,pUnit_conv)\n", + "UL_T1 = Turbine(UL_T1_Q_nenn,UL_T1_p_nenn,UL_T1_closingTime,Pip_dt,pUnit_conv)\n", + "UL_T2 = Turbine(UL_T2_Q_nenn,UL_T2_p_nenn,UL_T2_closingTime,Pip_dt,pUnit_conv)\n", "\n", "KW_UL = Kraftwerk_class()\n", "KW_UL.add_turbine(UL_T1)\n", @@ -380,13 +380,6 @@ "fig3.tight_layout()\n", "plt.show()" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/Turbinen/Turbinen_class_file.py b/Turbinen/Turbinen_class_file.py index efc45b6..6d46828 100644 --- a/Turbinen/Turbinen_class_file.py +++ b/Turbinen/Turbinen_class_file.py @@ -11,7 +11,7 @@ sys.path.append(parent) from functions.pressure_conversion import pressure_conversion -class Francis_Turbine: +class Turbine: # units # make sure that units and display units are the same # units are used to label graphs and disp units are used to have a bearable format when using pythons print() @@ -119,7 +119,7 @@ class Francis_Turbine: # :<10 pads the self.value to be 10 characters wide print_str = (f"Turbine has the following attributes: {new_line}" f"----------------------------- {new_line}" - f"Type = Francis {new_line}" + f"Type = Generisch {new_line}" f"Nominal flux = {self.Q_n:<10} {self.flux_unit_disp} {new_line}" f"Nominal pressure = {round(p_n,3):<10} {self.pressure_unit_disp}{new_line}" f"Nominal LA = {self.LA_n*100:<10} {self.LA_unit_disp} {new_line}" diff --git a/Turbinen/Turbinen_test_Kennlinie.ipynb b/Turbinen/Turbinen_test_Kennlinie.ipynb index 5fdb785..248f321 100644 --- a/Turbinen/Turbinen_test_Kennlinie.ipynb +++ b/Turbinen/Turbinen_test_Kennlinie.ipynb @@ -2,28 +2,28 @@ "cells": [ { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ - "import numpy as np\n", - "from Turbinen_class_file import Francis_Turbine\n", - "from mpl_toolkits import mplot3d\n", + "import os\n", + "import sys\n", + "\n", "import matplotlib.pyplot as plt\n", - "%matplotlib widget\n", + "import numpy as np\n", + "from mpl_toolkits import mplot3d\n", + "from Turbinen_class_file import Turbine\n", "\n", "#importing pressure conversion function\n", - "import sys\n", - "import os\n", "current = os.path.dirname(os.path.realpath('messy.ipynb'))\n", "parent = os.path.dirname(current)\n", "sys.path.append(parent)\n", - "from functions.pressure_conversion import pressure_conversion\n" + "from functions.pressure_conversion import pressure_conversion" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -32,15 +32,15 @@ "text": [ "Turbine has the following attributes: \n", "----------------------------- \n", - "Type = Francis \n", + "Type = Generisch \n", "Nominal flux = 0.85 m³/s \n", - "Nominal pressure = 108.09 mWS\n", + "Nominal pressure = 10.6 bar\n", "Nominal LA = 100.0 % \n", - "Closing time = -1 s \n", - "Current flux = -1 m³/s \n", - "Current pipe pressure = -1.0 mWS \n", - "Current LA = -1.0 % \n", - "Simulation timestep = -1 s \n", + "Closing time = 1 s \n", + "Current flux = -inf m³/s \n", + "Current pipe pressure = -inf bar \n", + "Current LA = -inf % \n", + "Simulation timestep = 1 s \n", "----------------------------- \n", "\n" ] @@ -49,26 +49,26 @@ "source": [ "Q_nenn = 0.85\n", "p_nenn = pressure_conversion(10.6,'bar','Pa')\n", - "Untertweng1 = Francis_Turbine(Q_nenn,p_nenn)\n", - "Untertweng1.get_info(full=True)" + "Test_1 = Turbine(Q_nenn,p_nenn,1,1,'bar')\n", + "Test_1.get_info(full=True)" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "n_p = 201\n", "n_LA = 201\n", "\n", - "ps = np.linspace(0,2*Untertweng1.p_n,n_p,endpoint=True)\n", + "ps = np.linspace(0,2*Test_1.p_n,n_p,endpoint=True)\n", "LAs = np.linspace(0,1,n_LA,endpoint=True)" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -77,33 +77,20 @@ "Text(0.5, 0, 'Q [m³/s]')" ] }, - "execution_count": 7, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "75adb3cb47e642e3a5606cb41efedf72", - "version_major": 2, - "version_minor": 0 - }, - "image/png": 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I5/MNbVZpNIe9VrG6CQhAVVWam5tpbm4GQNO0siCcmZkhlUrh8XhqBKHNZrtPEJbKDUoRwnpBWOoyFggEjwchAAWCNyGllG+py7c0zq0kui5cuFCeS7sVB5kCLqV8dzpZpLqpobqGrSRGvvnNb9ZEqEKhEDabraHX/mamXgDWY7PZaGlpKXtBFgqFsiCcmpoik8ng9XprBGFJ5FWfoyQIt4oQVncZCwSCR4MQgALBm4ytvP1SqRRDQ0Ooqrpj0XUQEUBd13nppZfo6uri9OnTe0oJlmrYUqkUNpuNM2fOlAXJ9PQ0IyMj+Hy+GkGyVZRTUKTa/Hsn2O12WltbaW1tBYoR2NLjPzExQS6XqxGEgUBgR4JQluX7mkqEIBQIDg4hAAWCNwnbefstLCxw+/Zt+vr6OHHixI6+7BsdATQMg+npaXRd5/Lly7S1tW15zt1Q2r8+QpXP58v1g+Pj4+Tzefx+P6FQaFcdxvvlsDaB1POwCODDcDgctLW1lZ/TXC5XFoTVj3+poSQQCJQFXun8wJaCsL6GUAhCgaBxCAEoELwJqB7nBpVo2+joKLFYjCtXrtDU1LTj9RrZBJJOpxkaGsI0TVRV3VL87ZWtrtHhcNDe3l5OcWezWaLRKLFYjMXFRQzDKIuRcDi8ZYfxUaLRQtXpdN73+JfG1t26dYtCoUAgEKgRhKXoX/X1lOpXSybVpX8Oh0OkjAWCBiAEoEDwhFPt7VeKnMTjcYaGhvB4PFy/fn3XTRKNSgFXd/l2dnbyrW99a99rltjpl7/L5aKrq4uurq5yDWIpQjgzM4MkSTX1g263u6HC4rCLlP1GAB+Gy+XC5XLR2dmJZVk1gnBpaQld1wkEAuXH3+fzbSkIC4UC3/zmN7l+/TqqqooIoUCwT4QAFAieUCzLolAosLGxQSgUKqc17969y9TUFCdOnKC/v39PX4r7TQEbhsH4+DhLS0vlLt9UKtXQSSCw++iVJEl4vV68Xi89PT3bjk0Lh8M1pshvZg5aAFYjSRJutxu3210W5JlMpizI5+fnMU2zRhB6vd5yBztQFn+WZZHP5ykUCsDWPoRCEAoE2yMEoEDwBFLyXEun07z22mt8+7d/O4VCgeHhYTKZDG95y1sIBAJ7Xn8/EcBSyleSpJqGk0Z7Czbiy71+bFqpw7iULi6ZIpcEYckDbycclRrA/SBJEh6PB4/HQ3d3930R2tnZWSzLIhgMlr0qq0fWKYpS9iAsCcJSyliWZWw2W1kQVotIgUAgBKBA8MRR7e1XSpNtbGwwMjJCU1MTly9fRlX399beawSwOuVb3+V7EObSjV6vfkpGyRQ5Go0yPT1NOp3e0vLkSWa3XcAHSX2E1rKssil4JBIB4Bvf+EbNlBiPx7OtIMzlcuV1hSAUCGp5sj+5BIIjxFbefiWGhoY4e/YsXV1dDYuM7UZcbZXyrWcnAnA353wUX971psiFQqEcnbpz505Nh3F1Q8OTxGGOVFabgjc1NfHqq69y6dKlsiC8e/duedZxdQ3nTgRhyYxaCELBUUUIQIHgCWC7cW6lGbrXrl0jFAo17Hy7idZtl/Ldak3YPuW4FyHyqMWL3W6vsTwpNTTEYrGahoZwOFxOWR52UfE4U8C7oRTx9vv9+P1++vr6tq3hrJ5j7HK5thSEpmmWBWEprSwEoeAoIQSgQHDIKUX9qse5lVKtHR0dJBKJhxo775adpoAflPLdak1onOA4DF/O9R2umUymbDkzMzMDwMjISDmt3OgO40bwJAnA+tdXfQ2naZrlGs7qsYH1grB0f6sFoWEYGIZBLpcTglBwJBACUCA4pNR7+8myXJ6hu7q6ylNPPUVra2u5c7KRlFLA24mDnaR866kWgI3iMKUvqxsaenp6yOfzfPOb38Tv97OxscHU1FQ5OlX653K5HvdlP9ECsB5ZlsuPLVDT1LO8vMz4+DgOh6PmOXA4HPfNMa4WhPVNJdVzjJ+Ex00g2A4hAAWCQ0jJ268k7CRJIpVKMTg4iN1u5/r162XxUJrz20geFK3bacr3QWs26hoPkwCsp3R/e3t7GRgYqIlOVYuRasuZnXYYN5InRQDu5Tq3auopPQfz8/OMjY3hcrlqBKHdbt9WEOq6XhZ+9TWEQhAKnjSEABQIDhHV49yqIx7z8/OMj4/T39/P8ePH7+uuPYgIYOl6qtlNyreeg4gAPknUR6dKHcYlu5PR0VE8Hk+N5cyj6DB+UgTgTiKAD0NVVZqamspTcbZ6Dtxud02X93aCUNd1NE2rEYTVc4yftGYgwdFDCECB4JCwVaOHpmmMjo4Sj8e3Hed20BFA2FvK92FrNuIanwQxuZ242qrDuGQ5MzExQS6Xw+fz1XQYl2x/GslREoD11D8HmqaVBWG17U+pfjAYDGKz2XYkCC3LwuFwlEWhEISCw4YQgALBIaB6nFup2DwWizE0NITP5+P555/fNj14kALQNM09p3y3W7ORAvDNhN1up7W1ldbWVgByuRyxWIxoNMrY2Ni2I9P2y1EWgPXYbDZaWlpoaWkBKqI8FosxNTVFJpPB5/PVCMJSPWC9IBwcHKS9vZ3W1tYtp5QIQSh43AgBKBA8Rqpri6q/4Kamprh79y4nT56kr6/vgV/QjZrbW78mwOrqKuPj43tK+dbzMAH4KEbBPUr2e21Op5OOjg46OjruG5k2NzeHZVk1tWsej2fPj+GTIAAfx3XWi/J8Pl+eY1wfpQ0GgwSDwXI9oGmaZePpUnS/UCiUI4RCEAoeN0IACgSPia1Svvl8nuHhYXK53I7HuR1EBLC03vj4+J5TvtshIoC7Z6uRaSX/u0gkwtTUFIqiEAqFyjWEO+0wflIE4KOIAD4Mh8NBe3s77e3tQCVKG4vFGB8frzEGr04H10cISxF/TdMA7hOEpaiiQHCQCAEoEDwGtvL2W1tb4+bNm7S0tHDlypUdNwA0WgCWUr4Aly9f3rLucC9U10Y1isMcATxIJEm6zxA5kUgQjUYfaHeyFUIA7p3qKC3UGoPncjlGRkZq0vZ+vx9ZlmtqOasF4VYRwuouY4GgkQgBKBA8Qqq9/Urj3CzL4vbt2ywsLHDu3Dm6urp2tWYju4BXVlYYGRmhq6uLZDKJ0+lsyLrVNCoF/KR8IT6K6yyNQwsGg8DWdicej6emu9Vmsz3Sa9wvh2lm8XZUG4NHo1FOnz6NpmnEYjEWFxe3reN8mCAs7VPdZfwkPGeCw40QgALBI8I0TXRdr0n5ZjKZcrTt+vXreDyeXa/biAjgVl2+CwsLB2YwvRWrq6vEYjHC4fCOO16PagTwYdTbnZRESH0zQzgcLv8YOeyYpvlEiR7TNMtp+66urvvqOEsG7vWCsGQpU2I7QfjVr34VWZZ53/ve9xjvpeBJRghAgeCAKX2AFwoFoJIKXVpaYnR0lO7u7n01WOxXAG7X5XsQzSVwv2gzTZPbt2+ztLREOBwud7yWOi3D4TBer/e+L//DLgYOk6iy2WxbdhjHYjHy+Tw3b94sC5HSHOPDFm07jCng7Si95+v9OuvrONPpdPl5mJ2dBShHckOhUPl1XxKEpdeUaZr81V/9FX6/XwhAwZ4RAlAgOEBKjR4zMzOsr69z9epVDMNgbGyM9fV1Ll68WP5S3iv7EYDVKd96EXoQPnv1ojKbzTI4OIhlWTz77LPl4vf6mbolE+X6BofDJLK24zAK1eratWg0yokTJzAMg2g0Wo78lkRItRB5nDxpAtCyrAdGsSVJwuv14vV66enpKTf2VPsQSpJUM8e41OmtKAqZTKZce7gfvva1r/GJT3yC119/neXlZb74xS/y3d/93dvu/9//+3/nM5/5DIODg+Tzec6fP88v//Iv8573vGff1yJ4tAgBKBAcENXefoqiYJomyWSSwcFBnE4nzz//fENq7PYSqduJsfNBdBdDRbStr68zPDxMW1sbZ8+eRZKkcoqreqZu6XGrbnBwOp243e6y+W51PZtg97hcLgKBQDlVmUqlypGp6enpmikmJQH+qAXhkyQAq8s8dkp1Y09vb2/5dV/f6b2yssLs7CypVGrPnpzVpNNpLl68yI/+6I/yPd/zPQ/d/2tf+xrvfve7+bVf+zWCwSB/+Id/yPve9z5eeeUVLl++vO/rETw6hAAUCBrMVt5+siyTzWZ55ZVXOHbsGMeOHWvYF+huhdpOjZ0PKgJomiYTExPMzMzUNL1sdx9kWSYQCBAIBBgYGCiP71peXkbTNL7+9a+X69kOcmLGbnkSopMlql+LkiTh8/nw+XxlIZJIJIjFYqyurnLnzh3sdntNRHa7DuNG8iQ0gZQovZb38zqsft2X1kwkEszPz/M//+f/5ObNm/zjP/4jIyMjvPDCC7zwwgscP3581+d573vfy3vf+94d7//JT36yZvvXfu3X+NKXvsRf/dVfCQH4hCEEoEDQQLYb5zYzM1P29ivNgm0UuxGAD0r51nMQM4ZLHc+apvHss8/i8/l2vUZpfJeiKCSTSa5evbrlxIxwOLxt/aCgwsNsYKo7jAcGBjAMo5ymLHUYl+bnhsPh+zqMG0XJWPlJoHqiT6MoPQ/f//3fz/d///fzrne9ixdeeAGHw8HnP/95PvOZz/D666837Hw7pRSpDIfDj/zcgv0hBKBA0CBKjR7V3n7RaJShoaGyPUSjxR/sTKjtZZZvo5tA4vE4hUIBj8fD9evXd+xz+DCqzXlLnZZb1Q+WBMpODZKPCrv1AVQU5b4O463GpVVbzjQiIvskpYDvu1YrBRggPdzYfafkcjmuXr3Kv/yX/5L/8//8Pw+kXGMn/Pt//+9Jp9P8q3/1rx7L+QV7RwhAgWCflFK+mqbVePtNTk4yMzPD6dOn8Xg8jIyMHMj5HxYB3Oss30algC3LYm5ujjt37mCz2Th+/HhDxN9W1/eg+sGVlRXu3LmDw+EoRwdDodCBRpWehMjjfo2g6+fnlsalxWIxbt++TaFQ2NIMebccegFoWWAtIZnT2IxZLvS9gjP7x0jWDLIVIeP6r1gNEoClDmKv11u+7XE8Nl/4whf45V/+Zb70pS/tu5lN8OgRAlAg2AdbefvlcjmGh4cpFAq89a1vxe/3E4/HD+wX+oME4G5SvrtZd6fous7IyAixWIxr165x8+bNfa1XzU5Ey3b1g6XmhpGRkUNZP/goafQkkPqIbPV0jFKHcSlFv5sO48NSA2hZOpizYE5hmXfBWsdm3gRzBokcAG75AuHmcbj39jHkK1jyyYZeRyqV2lMJRaP4sz/7M97//vfzF3/xF7zrXe96bNch2DtCAAoEe6DanLX0BVo9zq2trY2rV6+WI12lLuCDQJblsgAtsZeUbz37jQBWdzxfv34dh8Px2EfBleoHm5ubgUq0KhqNcuvWLTRNa1j94JPSBHKQo+AkScLtduN2u8sdxiXvu2g0WmN1Uvrndru3vJ5HbQRtWSamuYBljmOadzCNSSxjGrsUA2u9vJ+qvBXJvF05TmrDwUTNWprtXzb8+jKZTE0E8FHyhS98gR/7sR/jC1/4At/xHd/xWK5BsH+EABQIdkn1ODeo1OCVBNf58+fv8+faSqQ1ilKjSYlMJsPg4OCuU7717KcJpGRy3d/fz4kTJ8pf3I0UgI0QA1vVD5bEyVGoHyz51T0qYVXvfVdtdbK2tsbk5CQ2m61GEJaskg4yBWyYG+jGJIY5hm6MYxh30M1JPMopLLNSuqHKV8C6U3WkA9mcrFlLkfuQzGh525RaMJR3NvR6S0J6L5OD6kmlUkxOVu7D9PQ0g4ODhMNhent7+ehHP8ri4iKf//zngaL4+6Ef+iH+43/8jzz77LOsrKwAFSshwZODEIACwS6o9vYrjWRKpVIMDQ0hy/K2gquUTj2IL9vqVO1+Ur5brbsXf8Hbt2+zsrLCpUuXynVhJR53BPBB1E9qqK4fLNmfPMr6wUfJ46pVrE7R9/f3YxhGeYbx4uIit27dKncY5/P5fUfRLUunYE6T029jmZMUjJtoxjimFcGjXsMwXi3vq0rdWOZozfGqlIKql5yiPIVkDlbWx45qTtUco6v/B0iN/arNZrOYptmQFPBrr73GCy+8UN7+yEc+AsAP//AP87nPfY7l5WXm5ubKf//d3/1ddF3nJ3/yJ/nJn/zJ8u2l/QVPDkIACgQ7YCtvP4CFhQVu3bpFb28vJ0+e3FZwlW4/KAFYmi6yn5RvPbuNANZHHreKlh22COCD2Gn9YCk6uFX94GFvAik9F4flOhVFKQtsKNaQVo+sGx8fZ3FxseYx366hyLSyZPU7ZI1xTHOFjP5N8sYkFgVc8nFk63bV3ipmnXCzyx1gLlauTT4FdfsoVqxmW5afQrKGAcjrXiRbW1EANph0Og3QkBTwO97xjge+J+tF3Ve/+tV9n1NwOBACUCB4CFt5+xmGwejoKJFIZMtIVz0lYVDyB2skmqYRiUTK9iqNmA4Au4sAlmofOzo6OHPmzLb38TBHAB/GbuoHQ6HQE9FMctgEYD2qqpY7jGOxGL29vUiSRCwWY3x8nHw+j9/vJxBy4QpGwbmAbi6T1b9JzpgBDCTsuBU7hhUvr2uXnehVFRku5Skss+KhJ0l+uC/656uJ/knyGUxrHVM6gYkbAwUViZzVjmmuIMvrSNIzyHJzwx+XdDqNLMtvupIEwaNFCECB4AFs5e23ublZ9va7fv36jsa5lQRRoxtBVlZWmJmZweFw8Na3vrWh4nInYs2yLCYmJpidneX8+fN0dnbue83dXN/j5GH1g6UI6uLi4qGtHzzsArAa0zRxOBwEQ35cTXG82irR3Ci6PsmaNA6mCRlwFvqQHZVInc92loJREXc2qRXdqO1Gl4hVazuc8hkwvwWAZdmxpH40LEz5KqalY1ib2C07lrkGrAGgyKex7tUDyvceTsn2/Y1/IKBc//ckPG+Cw4sQgALBFmzl7QfFAumJiQlOnDjBwMDAjj+AS/s1SgBWd/l2d3eXIwKN5GEp4Hw+z9DQEPl8nueee25H6ahGf2Edlk7breoH19bWuHXr1qGuH3wSBGBaXyKu3SYZ/nvuGn/L5vrXMSkAEFJPUZBvlfe1EUa23y1vWxbk8/M1JXhupQvdqKR2HfIpTPM2Fn6QOjDxk8eGIT2Nbm5gWKt4lSAF/ZXyMbLUhmXN1FynKnlrIoR5bQC370qDHoVaUqmUEICCfSMEoEBQx1Yp30KhwM2bN0mlUjzzzDO7nughSRKKojSkE7i+1i4ej5NMJve9bj0PSgHHYjEGBwcJhUJcuXJlx8bOjRwvd5i//GRZxufzIUkSV65cQdd1Njc3y9YnO6kffBQcNgGoWzmihQki2i0S+hyb2ivkzXt1dn6FpGUviz8ARcrVHO+3dZPVV8rbbvk0llRJ5ZqGs1gHKJ1AVoJYskoBlYIVw7CiwF3cytNo+kvlYyTsWOZ4zXnsSh8Ya5V9pGYks9boPZH9DhpTjHE/mUymIR3AgqONEIACQRWlqF91yjcSiTA8PEwoFOL555/fc+SmEcbKW3X5JhKJA/EY3EqsWZbFzMwMk5OTnDp1qlyTtZs1G8lhiQBuR+n+qqpaMz6telpGdf1gSRCWxONB87gFYMaIslq4zVr+Nrq1ymLuRSyKP5I6HWcr4g+w5zrQPZXonl/pI2tULFkUyU1er0QDsRyoagCDa5jY0MwsquQkKb0KpMGcx8oFcdojSFLldSSTpvpV71IvYBmvVd3iAKPaCgZs8nEwK/sYppds/h17ekx2Qjqd3tYvUSDYKUIACgRUfLVKc0xL0a9SfduZM2fo7u7e1wfufgTgg4ydGyEst6I+AqhpGiMjI2xubvLMM88QDAZ3veZRiQA+jAfVD87OzpbNkUvp4kY19tTzqAX0pr7CYu4WcX2exdxLJI1itM4rNwErWPekl11yk9SrRZaEbIvWrOVU7KSLVpwoUhNe5TQWOUzLIG/GUGQb69qN6hXwK7VpWo+tG1PaKG+b+XZ0Z624k61IjSB0KBfAfKPqFhXZuotlyZhSC6YUJJq4iKwcXIQulUo9NhNowZsHIQAFR56St9/y8jIrKys888wz5HI5hoaG0HWdZ599tiF+W3tNAT/M2LmRoqp+3ZJASCQSDA4O4na7uX79Ona7fc9rNpLDHAHc6bXtxn+wZI6818d/q2ssTbE5CKLaMnO528S1u0znXiNtFEVcr2OgLP4AwrYwEW2pvN1s7yeuDZa3m2ynSEs3sSwZh9KOXWqjYIIlXSRjrKFbaQymKJiRqmPOole9LQLqWbQq4SZLXiypVuy57SGgUh9o5HswndPlbcvyYaFiyJcwsWNgouKlYN7GtEywFoFlYsn/D37fwY2tq58DLBDsBSEABUeW6nFupmmiqiqmabK6usrIyEjZ0qRRtVl7idTtxNj5oCKAJWFZ8jocGBjg+PHj+xILIgL4cOr9Bw3DIB6Pl6ODo6OjDasfbLQvZVzbYCE3yUxukLncLVJGjCa1lay1QCn0FlBaiGiVUWku2U9Mq9TYKdhJ68WImlPpQJWasCw7mUwPOFOk9Bjt9nbWteHyMc22s2SMwfK2Q2oio9fauEhs1mx7lZMUjG9VziuFQboNBJCkNgzLC4qTaNaLbiWR1U0kswkX36pb5zimtVzetqlvp5BvQQkeXE1no6aACI42QgAKjiRbNXpIkkQ6nWZkZIQLFy7Q3t7e0HPuRqiZpsnt27d3ZOy8l4kdO2VjY4OlpSUuX75c9r/bDw8TG7sVI4c5AtgoFEWpqR8sFApEo9GG1A/uVwBmjDQz2XGmsiNMZ28R09c55upjOV8ReH6bi2yh8jwFVT/rWiXK1mzrIKqt45BbscutuGQfGWOdtLXCphajWQ0QN0fhntuSQwqQ0Kpq/QDLitRse9Uu0lXNIF7lGAWztj7QtDRk+QqW5MCwTBTJRdIYwrCSwCw2qRVFWQXFKH9ROszumvOYhS5MR+3cX6f9/3WgY+tACEBBYxACUHDkqB7nVhJ+yWSSO3fuYBgGb3vb2w6k5mqn84B3O8v3ICKAmUyG5eViVOP555/fkdfhTtipt+BORElpn0c5y3a3HMR12e32mvrBbDZLNBolGo2WR3ZV1w+6XK5tr2O3j51pmczmpriTHuNO5hYJPYbFJgbFYryQ2sRKvjJXNqg2sVaoCCSvHGJDu4OKC4/ahU3ykjYyZK1W4loKmQwh1UO2KpVrl02yVS/vkK2buFap2wupx8maY+VtRXKTM4pTPhRCyHIbqtyMThDdzJG3oriVVjb0wfIxEnbcsnpP/BVxK13kjUpaWpWakZTalLFD9tds63o7G+sn0fWFA+3qFilgQSMQAlBwZNhunNv8/Dy3b9+mra2NSCRyYAX3iqI8VKjtZZZvowXg6uoqN2/eLNelNUr8wcMF4G4EyWEVfY8SSZJwu9243e6a+sFYLFZTP1gtCKvrB3fyeMe0GLfStxhLjWGSYypbSa2edg8wn6+ItbDqY6lQSYeGbH5W8sv4lDacSjNu2UlMdxLX14gbC/Q6T7GqVUybOxzHiWmV9YNqJ5t6RUCqkpOUXhtxUyUDXQqjSq1Ikheb5CFvrZA119GsJC6yZMxXoKqVwy3XmnL71TPkq8yiJRxo5u2afVxKH5qxWt6WpSA2W+21aPn3sbq8QjqdZnx8nI2NjfJj36i6TSg2gZTG5QkEe0UIQMGRYKuUr67rjI6OEovFuHz5Mna7nfX19QO7hgcJtd2kfHez7m4wTZOJiQnm5uZ46qmnSKfT5ZmjjWI7AWhZFvPz88zOzpbHqYXD4R1Z7hzWCODjSE9X1w/29/dvWT/o9XprxtXVP3amZTKVmWU4eYv5/AR3s0WB5pDteJTKffIrfpbyFVuWoBJmuTCJbKkEbZ045QBZPY1hhVkpbOJRTGQSGGgA2CQHcW2m5tyaWdvp61VcxKpe2mH1BJqVwC75MS0FGYU1bRzNygFzxU5f1UferEQI/WorKX2hvO1R+skZtcLNsmrf9171LFqV9YuEHcOsjf65lBOY+k2Qe7GkAOCls+P/TXdngG984xv09PRQKBSYm5tjbGwMj8dTbuIJhUI79s7cimw2KyKAgn0jBKDgTc9W3n7xeJyhoaHy/FyHw0EqlWqIUfN2bCfUdpvyracRjRWlrmdN08pTPaanpxueWt5KAJbmKm9sbDAwMEAmk6lpdiiJwUAgUBMRPYyi77DxoPrB27dvUygUTZXHpyfYcG1yW5vkZuoWKSPDKU83C/lKdG7A1cVsriKC2h1NLOQjqNgJ2ToIqkHiuocNbZVEfpUTLhdLhUoHbbu9jeVCJVrY4ehjtTBa9fdjJPRi1M2yJPxKD7op41GvktfzxHPrSGzcSw8Xo4xdjpNoVWnbJtspUlVj3lTJTUavrRd0yC4yVS9rr3KKQt3cX8sqRfp8yHILdqkbQ8piWhKmVcAwM+jGOrqlg7EMLOO3fw+yFLh3vFWux4SihVLJ93FqaopMJoPf7y+Lwd028qRSqQPLVAiODkIACt60WJaFruvoul4zzu3u3btMTk5y8uRJ+vv7y0KilKI9qIjSVjYwe0n51lM9Z3gvx0ciEYaGhmhububq1avlyEQj5/aWqF+zJH5lWebZZ58tC3RJkspmydFolNHRUQzDIBgMlgVh6TqPQiNIo6iuH4xrSb46/wqvRIdZSvxvOuIeNmxF42UZSOsVE2aX7GS1MA+Aip1WWyemqeKV+1gvrAFZ1goLmPfSrH4lwEqVeHTJHtarUr0KKol7UTnJUvGqbdglP371Elkzw6a+TkgJMl8lEN16G1mzEslzyyHi9c0gJGq2w7ZjpPVKatcuNZGt7g62bKiSH0t+CiQXlqUg4yRlzqNZzRhWGsxl/IpEwZwtH+ZVLqDXRQSDjsrc31J9cQmbzUZrayutra1A8QdXvRG43+8vR2ZLXqTbIWoABY1ACEDBmxLTNNF1/b5xbsPDw2QyGd7ylrfcZ2Rc+gVumuaBFHBXRwD3k/Ldat3SmrsRgJZlMT09zdTU1JZG1wfhL1gtANfX1xkeHi7b7QDliBTcb5acTqeJRqNEIhGmpqbKAnBtbY2mpqaG1lg1isMWpdwobPJybIxvxW8R1VeJ6QmwQacjTESvpEE7rTBRoxhlk0yZLrUTFEhLeVYKa3Q67NzJVtKorfYg8/nK8W32JhartjsdnSwXRpEsBZ/aTlBto2BlMUkR19ZwWS6mcpXInUv2ES3UGTKrmRpD5pCtjZhW6fQNqv2kq1K7EgoFYwbJcmGT25DkAE4piGYlMKwceTOGjI0VbZhqd+iweopcldjzKCdqO4gBmdoRdE71Cg61+Bou2Us96DPE6XTS0dFBR0dHTSNPLBZjbm4Oy7IIBoPl+sH6ub+ZTGbfAvBrX/san/jEJ3j99ddZXl7mi1/8It/93d/9wGP+8R//kY985COMjo7S2dnJz/3cz/HBD35wX9cheHwIASh4U1Ht7VdtcruxscHw8DDhcJjnn39+y/qb0ge2YRgHKgD3m/Ldal3YXSRM0zSGh4dJpVK85S1vIRAIbLnuQUQATdNkamqKu3fvcu7cObq6uoAHX78kSXi9XrxeL729vRiGQSQSYWRkhLm5OW7duvXAdPFRZj2/yWubE/xj9A0m0otYWFz09xTF3z38qoOoXnz8FSTcXgdeTpIuFIiZm0wXFtC0YqevBzfzueravwCLVbWAXtnHSn6ymMZVW3ArYfKmhEM6TtRYZzMfo2BpJI3qTl8JqoLjbfZO1qrSxWG5l4y9EkG0Sa7aSSGWikMKIisXQHJiWmCXHCSMO+TNHJjrKFIClzSHbqXKh7XYL5DU58vbTqmNjFHpKC6ey1Z9aTjlHgp1DSLV0b/Sj6adfobUN/JYlkUqlSpHv+/evYuiKIRCIeLxOOFwmFQqtW8bmHQ6zcWLF/nRH/1Rvud7vueh+09PT/PP//k/5wMf+AB//Md/zDe/+U0+9KEP0dLSsqPjBYcPIQAFbxrqGz1K0aY7d+4wNzfH2bNn6erq2jYqUxIMB1UHKMsyyWSSF198cV8p363WBXYcrdvc3GRwcBCv18v169e3bbQ4iBSwZVmsrhbrq9761rfi99faaOw0YqYoSrkL8urVq5imWbZC2Spd/Djmpj7O1HS8kOLrsTG+FhnlVmqeC74O7mSK6VO3bGc5X4mcNVtelvNr9Dr7kLDhlBXG0xVj5nPefu5WRfuaJQ9rxMvbftyss4FDchFU2wmoATb1OBFtg8V8kpPuFqZzFcHU7zzGmlbZDqvtrGsVAWmTnMSr0sUAyj2bGQU3TqUVv9KKbmWQLY2smUCWZOYKY1RH8lpt7TWzhMPqCZJ6ZTScKnnI6JX7CeBR20hXNYzYpSZyRm19oEMOkzcqtY2K1ILX9q7ydul9uNf3tiRJ+Hw+fD4fvb29mKZJIpEgFovxB3/wB3z+85/H4/Hwe7/3e+RyOd75znfS0dGx6/O8973v5b3vfe+O9/+d3/kdent7+eQnPwnA2bNnee211/jN3/xNIQCfUIQAFLwp2MrbL5PJMDQ0hGma5caGByFJ0o69+vZyfdFolGQyyaVLl/aV8q2nJGweJgAty2JhYYHbt29z/PhxBgYGHiiKGm0vk0wmWV5eRlXVfY2Tq8eyrPu88erTxTabrSwGGzlK7TCRNQp8PTLO36+NEjMjLOaKEbQ+VxMTmYqoOeVt407mLs22JjyWh0I+Q0TPEdOWsEkKzY7KDwKP4mQxV0mHBhQfEWkFLAjITThNL7lCAcsME1XSpAsRVpSlsi+gTbIR0SoRNoCCFavZ9qou0pXMP532XmLaXXzKAKrkw4aDjL5OVg+jKxlkc528mSJbJe66HKdrzhO29ZGq6/TVzOWa7aB6jJRRGQ2nSG6ydQ0jHrWHbJWhtIwHzVxClk8AHsCJ3/5OJKnymFWXnTQCWZYJBoMEg0E++clP8iu/8itcv36dlpYWPvnJT/JDP/RDvP/97+f3fu/3GnK+7XjppZf49m//9prb3vOe9/DZz34WTdN21LEvOFwIASh4otnK20+SJJaXl8t1KqdPn95xOmav83ofRCnlm8/naWlpaaj4A8pp7geJtepO2ytXrpS7Qh+2bqOiWMvLy4yMjJQjG40QYNuJ163SxZubm/eNUnszpItNy+L12Ax/t3GTb0bukDM1ng50lMUfgEuRsbBQUOh1tmJYMm6piblsgj6bjVU5Ug6cnfZ2lW1fAPpdbUxlJ5EsmRZ7K232JhJGiLVChKVCirOeJmZy88WuEaBNbmKVufLxLVYTMbOy3ePoI1Ll4+eXm8gaGZrVc1ioaKbGhpYgrgP6KrBKn7OfmDUP997C7fZjRLVKmtYhe4lrdQbNklJTpRdWT5KpieRJFKyFmmP88nHy5gw2qQNJ9oLlJG+BJT+DbuXQrAReuZOo8Rrci4BKqPT4fqNmneofoQeBz+cjGo3ycz/3czz99NPEYjEikcjDD9wnKysr9312tbW1oes6Gxsbe4pCCh4vQgAKnli28vYzTZNbt26xurq6p+aKnZg174bqLl+Hw0EikXj4QXvgQdG6dDrNjRs3sNlsXL9+fcfGzo1oAjFNk/HxcRYXF7l48SLxeBxN0/a1Zj0PE6mldHEpZVyyQimli3VdLxfbNzpdfFAiYD4T5csrI/yv1RH6PEFuJotROrussKFVImMnPe0okswxVz+z2XWcioObyZnK9cl62R/ZLqmsF4rpeRmFdlsbpqXSovazUtggrhVY18YxrOL7LaB4WchX1nLJLmLSallMKihk5YowUQ0nRk4iqJ7GUhRSRgqn4mUxPw4Ufft6nceJFCpmyz4lxIZWH8mL12w323qIVM0F9sgtbOp1DSRSASwFm9yMIgVxKk2Y5FDlPjQrT8FIEmOTnJmjZDHTZDtPQhusWkVCk2rfD0H7C9jl2hGJB9VEVr1+9Si4kpXMo6D+9Vx67x22ZifBzhACUPBEYpomhUKhJuqXTCYZHBzEbrdz/fp1XC7Xwxeqo1ERwK26fOfm5g60vnArsVYSoD09PZw8eXJXka79NoHk83kGBwfL3oIej4fNzc2GRRX3+qXzqNLFja4BzBkaf786wY3NGf7X2ggAQdXJZLqS2rzgb2cut8Jpdx853SRjZJhIF0VYs83LRKaSJj3t6WQ2V4zOSZbMOV8fmmXgkQss5NZxuVyMpiq1eSfc7UxlK+Ky09XETNV2j7Oj7BPoU0J0ODrRrDx5UyOmxXDIbmaZBx3QwWk6KZiV9CpA7j5x18RqVadvq22ARJW4U7CR1GfK2zYpREDto2A1AzZ0y0KVVCLaLDnTjWWmgBQtyCSNSqTz/gghmFatKXVAOUXeHKm5rc35r6in3gKm0WQyGSzLKnsMPira29tZWal9vtbW1lBVdUcZBcHhQwhAwRNFKeVb6vItfdDOzc0xPj5Of38/x48f3/MHcCME4HZdvgcxs7dEvVirjrzt1WZmPyngWCzG4OAg4XD4wL0F97Pek5Auvpva4L8vDvOV5Vs4ZZWcVJnOctwXZiQ5j1dx0u9qJaXlieUtNnJLPO3vYDZbicB1ugKMp+NAMWNrkyR61W7S+RxZ1WAys0zKyAAQUDzMZCtiMaj6mMnNlLf9ipeFe7WBXiVAQGnCsFTCtmNsFKKsFjJYLLFpxMvHNDl9UFXr16o2s1Hl2xc22tjUF8vbLtlDRK/MFQZQMHDKzdjlELLkwim5yVpxLDNN2oihoJAxb2NY+fIx3Y6TNbOF/UpnjfgDUKTaqLRfHSBr1kcRaz8XXMpJfLbL1HPQEcBMpvgcPWofwOeee46/+qu/qrntb//2b7l27Zqo/3tCEQJQ8MSwlbefruuMjIwQj8d3XNv2IPbbBPIgY+eDFoCltXO5HIODgxiGsS+bmb1cr2VZzM3NcefOHU6ePElfX9993oKPOwL4IB5nurgazTT4h9UpvrJ0m8HELBmjKFBOhoOMJDcB6HT4MS2JAVcnE6l1JDfcSRXTpzZJJlolvjqdQeazqxxz9SBjw6nIjKQq4uqiq5fxTCXa1+tuYiKzWd7ucoaYykZxSA6a7K2EVT+bRoqNQozlfIqQ18btTCVVe9LVz0Khst1ua2elUKkFdMpOEtJSddMusqpX/m848ertSHYDRXGQ0bKYmsm8uXxvlFxRBDXbwiSr5vN2OM6wXqj4CTpl/331gW7FR6FyKjxye62lDGCX7RSqXvpOuZ2sUWv90ur8l2zFQdlIlUin06iqisPh2Nc6qVSKycnKa2B6err8o623t5ePfvSjLC4u8vnPfx6AD37wg3zqU5/iIx/5CB/4wAd46aWX+OxnP8sXvvCFfV2H4PEhBKDg0FPy9ksmk7z00ku84x3vQJZlYrEYQ0ND+Hw+nn/++YY0Fuy1BnAnxs4H0WBSoiTWSn6HLS0tnDt3bl9fRLsVa6VGk0gkwrVr17asSzpsEcCH8bB0saqqZTEYDofvew3uVhxG8xn+Yu4mfzl/k418mqvN7WXxd9wbZjy5whlPB6AgSQY34sWIWZvDx+1UJXp2IdDBrfQM7fYmgjY/NglGckkihRUUSaLLVflR4ERlPrdU3g6qXmayc2BJNNnDBJUgBdPAq3SwXoiiW0mW82toVvG6HLKd5Xzl3BKQrpvp61ZtxKpe+j2OLhZzt/EozbiUIG7Fi25lcZseNvUYBgUseZWCkS37AzZZzeU5wgDt9gFiVcJNRqmZ+QvQbOsiqlXmAjvkAIl66xclREKvFqdh0lXdwBJu3EovBdODJLmwsCHjpMmxtYXKQaeAS2Pg9nuO1157jRdeeKG8/ZGPfASAH/7hH+Zzn/scy8vLzM1VHpeBgQG+/OUv82/+zb/hP//n/0xnZye//du/LSxgnmCEABQcaqrHuUmSVK77m56e5u7du1tGmfbDXkTaTo2dDzICKEkSi4uLrK2tcfbsWbq7uxuy5k6vN5PJcOPGDRRF4bnnntu20eQgIoCPym/vQeniubk5xsbG8Hq9ZTG4m9fknc0N/ujuIKv5BN+KFVOvx70hbm4WhdUxdxPNdjfr+RQ3N9c47WvhbrZSj9Xh8nArFUdFYcDdApaCVwozk04w4LaxWNVYccHXxZ1MxceuS/azaK6hotLmaKbVHiSup1jJR5nPJgj6AoxnKlYwPc4WJqs6hY+5OpnOTVRt97JUqK6vayKpJWi3HUeRHBiWRVRLkTF9JIw0kOaYq4vlqrnBA64TLOUrETen6SZjr9wHAL2QKncfw/3dwQo2Uvp0zTEhtZu4XhSEsuXEJjehWTou5RKWZMO0JOySi4y5imalyZsJJCSy1h0MK1tep8/1L1CkrWuM9zqScaekUqmGpH/f8Y53PPC987nPfe6+277t276NN9544/6dBU8kQgAKDi0lb7+SCCnVmbz22msUCoVtJ1jsh92mgHczy/egBGChUCCXy1EoFLY0V94rO20CqR/p9qDHoNERwMfZffigdPHY2Fi523lubm7LcV4Ar64v8NnJ13lpfZ52l4dNs1Lf53fYuOjsYTWbwq3aeTVWjMbIgF5VTDfgCgMSJ93dTGciOBU7NzYrkRuHSrn2zibJrBeKAsgh2WiSApgmtDm7WchtECnkWclPoVnFHGlI9TKdq6zlU9zMVW3bJRtrWiV66JRc2CUHXfYzGBakjCxu2cFMbgooTuA46T7Gar5yTLOtmeXCTHlbQiJZNZYOICQ3EZMqKWk/zSTlpZp9coVIMfwIKDhos59Cs5LYpQFAxbQgaeTQOUHW2ESzMnSqHSwWKh3ECjZcsopmVWoTW+3nSeiDVWeS6HV9N9tx0CngTCaz7ykgAgEIASg4hGzn7be2tgYU03LXrl3bcpzbftlpBHAvs3wPwmQ6Ho+Xo48nT55smPiDh4s1y7KYmppienqa8+fP09nZue8198LjnLhRTX26eGVlhTt37hCLxbh79245XRwMhXgjv8l/nR5lRUuwliuKvlaPm414krOBVpodbl6OzmJYJnZZxpArgu/pUAcL2QhP+XrI6DqyYjC0WewEDqouJqq6gk97W7mbKQolGyqX/L0ULA275GMhF6HTYWfKWIZ7wa0eV7DcKALQ7Qoxka1s97pamMhMgSURtAXpcbZTMPN4ZZ2otklQ9XOzqnM4pAaY0ytCTUYiXifugjYP6XzlOex29rNWVT/okFwkqE3thpzNpA0VRfJgGgqSJpE2NslbHehKDkPJQz5Cmqp5xPZTRLXqWcESWWOxZt1m23Hi+s2a2zSzNvLYbL+GR90+wn7QTSDpdPqxTLYRvPkQAlBwqNjK28+yLMbHx5mfny8LnYMQf7AzAVhK+QK7arJopMegZVnMz88zPj7OiRMnWFtba/gXwoMiltWzhHcTdXyYANytQDysX4KSJOFyuVBVlYsXL2KaJpFYjP/f1Ch/NvESq3qe0y4Pa3pR/J0LNuOQVJrsXiYTMSLOFIZVfOyfDrUzuDlPQHUx4G4ipxeI5jQ2ckuc97cxkV4rn/e4N8zNZMnaRcKrOjjn6SelF1jNJxhPL5PQi2ovqLqZ0yrHNtl8TFbZxJSjf5ZE2B4iqAbQTZkWWx9r+Sjr+Ry6tURCT5aPCdpqU//tjiAzuUoN3oCrj4V8pfHAr/hZrpojDKBbaRRsuJUwdtmLXwkQz0TQLAPLboJlMZGZwcQAit29vc4+EoVKSjxotZOmdgJJXq81S26xnyCh18791a14zXZIPU62bu5vr+v/yYN4FDWAj7oDWPDmRAhAwaFhK2+/dDrN0NAQUBRbr7766oE1UsDDBeBuUr71NCoFrOs6o6OjRKNRrl69SjgcJhKJNDwStp0YSyaT3LhxA4/H88BZwrtZcz8clgjgVkiShG6afGl6nL+bn+LFyBwW0OH2MK2n6bV5UA1YS8aJ3GuquBpuZShZjOI121xIlsRxdzuTyQ0kj8TtRFG0KRJkrEz5XO1OPyu5OOe8PeiWhV1WeD1eqd27EuxiJFXZ7neHuZWupDq7XAHupGMEFB9he4iQzU1E22QlH2MhmyTkDTOaroi1894+pqpqAfucHSznK6LLp3hYyFfOJwFZs3I+FTudjm6yVggZG4ZVTCmvFxZIGSoxfROFJEFbnBSbxQU0OOY6STpfiXIGlCbWCrW2Lh6nnWyVs4vPaCUt1Ub7TCNdsx1S+0gZtbYzNlkiW/WWdckdtNif5UE8ChsYkQIWNAIhAAWHBsMwasTf0tISo6OjdHd3l8XWQXbSQlEAFgqF+27fS8q3nkYIwFQqxY0bN3A4HFy/fr1sBXEQ9YVbNYGUnpOBgQGOHz++6wjcm6kG8GEYpslLqRi/+tf/leV0kq6QFwtQJYmTgSacaRvTqTjXWtqZvtfNG1Zs3E6s0St5UBQ7bpvKt6LFv4VsTsZTlSjXxWAHt1JLHHe14VYcyLLJUGKBxVz6XqdvRSR4VUdN00iTzcNEZh6bpRKSfLR6wmT1PHaCLOfTFMwks7kl9HtTPzyyk9lcJQ2rSDIRrTaVq9RNyehxtjCd3cSnhvAqAbyKF83KEVQ9JPQkBUtjPHOXglVdz9hF0qjU+vU6+1kqVDp9HZKT9ap6QYCwLcRyVfQvoLSwodVGFf0uD5EqQeg0mkjJszX7qPdmzUmWDZvsxyGF0C0Zj3IJUDGR6HV+G5L04B99B10DKCKAgkYhBKDg0CBJUrlObmxsjPX1dS5evEhra2t5n0chAOvX32vKd6u1S5Y2e0kRlcRXX18fJ06cOHCPwdL6lmWV0/CLi4tcunSJlpaWPa15VCKAfz87zZcmx/i/I8WI2LX2du4kI1xrKtZJfm21mKZtcji5nSxG9I55wnS6vQzHV5jWc3TKMjOZyqSNDpuTO4U0PsXBgKcZw7SQTQe3Ehsc84ZZyFcE2VP+DsZSlWjcKW8LI6kZgoqXVkeQoM3Fcj7OQjZCkhRBy894uhIh63bX1gIe87QxXhX9O+XpZjpb2e62t5I18/Q4BlAkGxawXkiQMz0k8xkgw4CrmeVCVX2i+xgzuYq4a7E1s5SvFWXZuskgXc5uFqu7g2UX61pt9C9gC5IrVOoOvXKYuDaHU25GlbwokguPw4dmdaLpOjk9j6mZLMtRDCWIJRfAzNJp72W5UJn8oeDg2dDHeBiGYTTEkmo7qsfACQT7QQhAwaGhepybw+Hg+eefv89ORFVVdF3fZoX9U9+osZ+U71Zrw+5tIkrRx+Xl5fsEcfXaBxEBhKKx9PDwMLqu70sAl9Z8M0cA31hd4T+8/gpL6SSJe7YhnW4vIJHXTIYja4TcFQPfE8EQhmmxmk0jI/PNjUqHbdDjZDVZrK/rdfjAhDbLy3IhS4YMk0ZFHLpUCe4Nv7DLCiv5og9fqz1Aqz2AZpgE5DCruQRYaSYzy+Uaw7Ds4k66IhbDNg9TVbWAbtnBbPaeOLQkQqofGyrHnCcoWCabWhpkB/PZDbg32eOct5/lQqW+sNfZznKhsqZNUlkr1KZkAzYviarfXt2OHta1io2LhMSmXtuQ0WHvIa4v45F9qLITBTsF08KnPI1mFcibWRxymKXCCBhFIeqUvcjabMVTUIIe35mayKJkKsTyE1AVyOtx/hMc8sPHrz2KJpAnOQL48ssv86d/+qe0tLTg8Xjw+/34/X68Xi9+vx+fz4fH48Hr9eJ2u3G5XGLSyAEhBKDg0LC2tsbrr7/+wPTio4gAmqbZkJRvPdUCcKdks1kGBwexLIvnnntuW/G1G8++nVK63pdeeonm5mbOnz+/7y+2N2sEcCGR4HOjQ/z5naKB8Pn2ZpSMhVsGt9vNt9aLEaln2jp4LbLEmUBzsdN3fR7dMpGBgWDF0uipUCtxLc3lQA8buQweh8pYsih+AqqDBbPSeNEju8qNIM02Hye9LST1HAVDYT6TotURYDhRSd+2u7zEUvHydpPiIFW9nivEeGYTh2Sn2R6mzR4kbeRI6llWC3ECtjCDyYow63Q0MZOtrG+XbSznay1aHHLte3nA1cNslXegX/GzmKtN2yqYeJQQTslLPmvhVT0osoRCG3kzR9bIMp/bIG1mKbUxH3OdZC5XiRDaJAemFatZt9XexWpNZM9GQpup2afdeYKYXjv3d/NWB2843yhPgvH5fFv+kDvoJpB0Ok1zc/OBrX/QfPnLX+ZTn/oUb3vb24jH4+TzefL5PJqmoWlaedqTZVnYbDZisRj/+l//a377t3/7cV/6mw4hAAWHhlAotO0EiRKPqgbw5ZdfBvaX8q2n9KWw0+sv+eu1t7dz5syZB4qvRkcAS13GAP39/QwMDDQk2vZmiwBmNI3fH7zB1+fnmEoVhcbF1lYsLFbTGXqcToZjReHW6fYgIdHh8HM7GuFYSEe/F4W73NzO4OYSnU4fHU4/CT3HfCrNfCrN2WAzt5KVyNdJf5jBzaLg8itOOjwhPAUXK/kUES1HqjBHlmKUvMXu4XayEmnrdAYYr5oY0qx4mDcjeBQnLfYwHtlJztDwSi2sFTbJGSnWCwkyRg4oehCmjEojB4Df5mSjKih/wtVZYxTd7mhmPl+JbBatYDaQLQWPGsCteAmpQXJmDt0yyZkF7JLKZHYGExPIggTtGMSylTR3v/MYy4XqSSAycb1WeHY5elkpjNXsk6ibFtJuHyCijdbcptWJxibbWZ6//F1ln8fSeyMYDBIOhwmFQmVrlkcRARwYGDiw9Q+a8fFx3v3ud/OXf/mXrK2tlWe7a5pGoVAoC8JMJkMoFOJjH/sY6XT64QsLdo0QgIJDg91uf6D4g6JAO8gUcCKRIJlM0tfXt++Ubz2lGseHCTXLspicnGRmZoZz587R1dX10LUbKQANw2BkZIRotJhG7OrqapjQepAANE2TxcVFHA4HoVBox1+ijysC+Hd37/IbL79MJJumO+yn3e2h3e1lOh0nkstil2U2JY1eT4AWu4ecpPHqWlGgXG1t541Y8f8tdjd2RaHXGWImFafd6WMiWbQskYF8VZNEh9NL1tC4GOhhI5cl5HDwaqIi6K6GOhhOVgSOT7PYlCs/OJodLtJminZHGJfixMzlKBgWET1LJL/OxUAXY1UC8ZSnjVvpSrTvtLeL6WylTq/VHmI6W0ntqpLMWpW1jFN20mwL45XdyJINw7Jwy3YWC0skDQebRgaXbLIiRShY+fJxJ92998RfkbAZIibXNp0UrFoh2u3sZ7VKEEpA2lir2afDcYwN7VbNbVqd9UvY1kvKqK0rPOn5f+Byuejq6qKrqwvLskgmk0SjUdbX15mcnMRmsxEOh8nlcgc28QeKNcmN+lH6OPjxH/9xHA4HPp8Pn+/hKfUTJ04cqKA+yggBKDg07ERkqKp6IBHAUsp3cXERu93O2bNnG34OeLhQKxQKDA0Nkc1mefbZZ3f0AVlatxGPS2mkm6qqPPfcc3z1q19teMRuq/Xy+Tw3btwo2wAVCgUCgQBNTU3bTtEorfeomYtv8vuv3+DLs1PopslbuzopWDrDa2u0+bxEclkkCy43tbCU3GR+M0mw2clovChgfDY7S9kEl0MdZDQNv8POy2v3Ino2BxOpil/dpaZ2FnNxLgW6yBsmqgI375k+q5KMTqVGNmhzciddiRR2Ov2saAnaFD9O04akm8xtbhLHJFbYoNMRIKJHKT0bzTYvd6oaQZyyjblcpWlDArJGquaxaLZ7yeYSBG1BXLIHv+IkbWZRCRDTkkiWneHEdI2Y63aFiOuVTt8+Vwd3s5V0cEDxs5CbqTmPjdrnucvRzUZd2lazaq+tw95PVJ+ouc2o26dZ7SGlL+CQwiiyBwUHLjmEgg9LkrEsCZvsotv5tprjJEkq16719/fXjAXM5/OMj4+zsLBQnhQTCAQa5l36JHcBW5bFu9/9buD+bumtaqMty+L3f//3H+k1HiWEABQ8URxECri6y/fChQvcvn37wQfsgwddfywWY3BwkFAoxOXLl3f1hSHLcnn02F5ZW1tjeHj4voaXRkYzthKA8XicGzduEA6HuXjxIlBsPCml2+7evVuOrjQ1NREKhWqKwh9VBFA3Tf7oxk3+4PUbtIQ8uFSVC80t3FhfIWfoHAuFuBlZ5UpzO6Zp8UZ0Hc0ycSoKq4UUkiVxJthEs9vFtzYWWUmn6XR7uZupCL5TwTBvRJc45g0TtruIFjKsZrKsZrKc8IWZTlVMlS+F2sqpYIATvjATqVVOeTpwyHbsskS0kGMuX/QKfCrYSrSq9s+e17CqAitdLj9j6YowO+Ntr4n+nXV3o0k6x13HMa2iIJzLrhPXLWJaDJk4bQ4vEa1yjj5XC5OZaHl7wNXJYqGSDlYlhbWqzmCAdkcTM7nKMWE1TLwukmerE/5t9i6i2iyWJeGQXTgkL07ZQ1g9jSypgIJNUtGsDC7ZS8HMU7ByaFaQDX2N4qy8Ah7Zz7q2dM9kushV//+BIj24CaF6LOD6+jrHjx8HIBqNMj4+Tj6fJxAIPLR+cCdkMpkd/zA8bFTXKiuKQiQSIZVK0d7ejsPhIJPJMD8/j8PhoLu7+8AM/wVFxKMreKJQFIV8Pv/wHXdIfZdvKpU60PTNVhFAy7KYnZ1lYmKCkydP0tfXt+vI1n5SwNUp5/qRbgfdtLGwsMCtW7c4ceIEfX195fF/Ho8Hj8dDT09POboSiUSYnp5mdHQUn89HOBwuW9QcNBPrUf6///CP3N6IcLmnHSSLSCpNtJAlZ+g4ZYV2r4d4PseNlVVOt4bR7tX3XWprQzdNJEMio2m8tLaBce+am9xOluMJFGTOB1qxTAipbiY3YzzT6uRuqiKEqrNgbsXGdGaDoM1NlzOIW7Gzmk2QyFuM5NfpcwdZLkTK0b0BT5jbqYrQ6nEGWdYqwtNn2bidWgAJ/JKLsM2PhMJx1wBJPcdaPkFUL7BQNdXjor+buF6JqJ3ydHG3Kj3sVzzMZGuncUhS7Y+fY67ue3OCizhlJ8tV9YIATfYAuUwMl+zDqXpxSi4sLNrs5zEsC83UUCUHppUla6RJGgbNNge3MuM16/S7BljOV87llQOs1hlIt9jbWSlUHhcZhXOeb2c3mKaJw+EgEAiUO/az2SzRaJRYLMb8/DyWZZXFYHX94E4ojYJ7Uqn+rPqDP/gDAD7wgQ/gcDj4jd/4DT7zmc+QzWb59Kc/zQ/8wA88zkt90yMEoOCJolEp4O26fA+6yaReqOm6zs2bN9nc3HxoA8xu1t0ppZFu6XR6y5RzaRRfoyitV21tc/nyZZqbm7c9T3V0BWqjg5qmMTQ0VE4Vh8Ph+6yD9oNumnzu1SFeWlzg9kaEcy3NLKdSLCWTXO5sYzy+wbXWDmRF5psLxWjcpbZWBmNrnPaFkAsF3lhboWAWX1Onm0MYueL9PBdqBkviYqCTqUQUg6JNDEDY7uRWohL1eirUylhyhZDNRbcrRNDuYCoVYSmbYCO7yuVwO7NVnoF+u42lKj9zt6qUbWIAgnYHcV0liBu37KLF62c5G2c1n2DN0vAUCryer5z/pLuNmVylwSKoerhbJe4kIFM3WaOnNDf4Hl2OVhbyizXHJPVNfEoAl+LBLjnxq15yRhbdMsmbBUwspjIbZE2FmJkBLcNpdz9TVesG1SAb2mxNmjmgeklWvY09so/VupFzTfY2lvJVAhuVuF4rPvtdz+BVw+yGrYygt6ofjMViNfWD1YKwZPBej2VZpNPpJzYCWKL0Xv/zP/9zfvAHf5BwOMzo6Ch/+Id/yMc+9jGSySS/9Vu/xbVr1zhz5sxjvto3L0IACg4NO/kF3AiB9iBj55INjGVZB1JfVj0PuDRSzeVycf369X2Zx+4lUpdIJLhx4wZer5fnnntuS6+tg7CXMU2Tb33rW+i6/kBrm+1wOp10dnbS2dnJN7/5Tfr6+tA0jaWlJcbHx3G73eV0cSAQ2HMB+Xx8k1/6ylexZFjNpHmquYUUGkvJJGGnE5uioFgKc5sJNo2iugrY7DhsKm12D+OxOH0eR1n8XWxpZSS+xvlAK3ZJYaOQZv7eKLZzoWZGNyuCayAQ5EZ8CZescswTxiM76LKFmctsYuibTEp5skaxGarXHWRksxLdO+Ft4nbVxJAT3iZW8puccLfjkh04ZJWFXISUJpEgQ0g2mYlHyh3JDlklac9DVa9VMh2v8cTrcxetYkocd3cyl6sIQpfsYD63gEt24VV8OBUXYZsbj+pFMw2yRgG/6uJutlQfmEOVZPyqk4RRsaQ54xlgXcuWt92yi8U6s+hWe5jZqsikW/awUjctpM3RzmK+IpBVSSWq1UYnOxx9bGi15R9Pef8Zu+VhPp/V9YN9fX019YPz8/OMjY3h8XjKYjAYDNakQjOZTENqAD/96U/ziU98guXlZc6fP88nP/lJ3v72t2+7/5/8yZ/wG7/xG0xMTBAIBPhn/+yf8Zu/+Zs0NTXt+Rri8TgnTpwA4C/+4i9429vexvd93/cRDof59Kc/TSZTLF84qM/jo44QgIJDxcOEzH4F4MOMnautWg6i/qTUrLG4uMjY2Bj9/f2cOHFi3x9uu40A7nSkW6MjgJlMhlwuRzAY5OrVq/t+jCVJwuPxEAqFGBgYQNM0YrEYkUiEW7duoWkawWCwHCHcaartb29P8fH//Q1UWeJ0ZzOJSJ7ukJ+59Q2utrVTkExeWSpGxLpDfmx5mTaXBxSJl+/dfjYU4lY6AhacCjZhkxXckoORyAbXWtvL4k+WIG3eC89ZcC7YgozMSVcLU8kYdp+NlzcqtX7H/UFuxCuRNL/dxmK+8hx5bCqnlDacsoO8YSBhspHV2MgWRdJTwVaW8xXx1mb3MFmozBQ+529jtGpm8Al3G7NV0T+XpTKVngMJ7JaNgM2HV/bcqw2UyJs6AdXJeGaWnFlgnTitdpjJLmBRuc5+uaUmajfg6mY6V6k5tEkKq4VaW5ceZ0fN9BCH7GClLmXc6ehgvmpaiCIp94s9ez8rhdoUsWHVzwbuodN5jt1Qim7v5kdHfYS79BqORqPcuXOnXD84Pj5Oa2trQwTgn/3Zn/HTP/3TfPrTn+b555/nd3/3d3nve9/L2NgYvb299+3/jW98gx/6oR/iP/yH/8D73vc+FhcX+eAHP8iP//iP88UvfnHX5y99pnR1dfHVr36Vp59+mi984Qv81E/9FH6/n2QyWXM/hfg7GIQAFDxR7HUSSHXK98KFC7S3t2+5X+mD+6DqACVJYn5+nmQyua+RavXsVABWp153cv5GRgAXFxe5desWiqJw8eLFA/EVtNlstLa20traimVZZDIZIpEIkUiEqakpbDZbWQzWN5MAZAsan/yHV/jHuTnavB58bjuvzi3R4fNgYRGyuyiYJsPRYrTumY52MobBUiKFXVaZvjc+zakq6JLBKZuXTQn8dgffumcB47c5uJOsRKyuNHegWQbhoIeZZPH4knG0S1FrxsF1unwMV0X7TnqbyBs6lwLd6KaFQ5F5PVYRO2f8LUxWeQjW1wIGZQfTVTVvdllhIVdrt+JQZLocLbgVF4qk4lFVVrIxolqamJnDVjB5tSq9apcUfDaVnFnJQbc5vCQylfvc42xjqc4sOl1lRg1Fs+iZ3GR5W0FmQ6ttGOl1dDOXH6/ZJ1rnBdjtqIg9y5Kwyy4sy8KvdKJIdmTJjkNyIEkaYVsIywILeMr3beyW0o/T/dhHVb+GoVI/+F/+y3/hi1/8IoVCgY985CN853d+J+9617s4ffr0rt9Lv/Vbv8X73/9+fvzHfxyAT37yk/zN3/wNn/nMZ/j1X//1+/Z/+eWX6e/v58Mf/jAAAwMD/MRP/AS/8Ru/saf7WPrh9+EPf5iPf/zjvPrqq8iyzHd+53eiqipf+9rX6OrqKotiwcEgBKDgiWIvEcDdzPLdrVnzbq8jkUhgs9m4fv06LperYWvvRADmcjkGBwcxDGPHqddGNIGYpsn4+DhLS0ucPn2aqamphvoKPuhvpWaS3t5eDMMgHo+XO4uz2Sx+v7+cLo4WDH7+i3+P1+egL+BHt0wGV9Y4GQ6hOBTeWFrFa7exkEnwVHMLpm4ytRknmsshS2DJFnZZ5my4GY9N5Rsrxahdu8fDULTKyDkcYjGd4JSvmYJhMpmIES8UjZbPBZsZq0oFXwi38nqsEu3r8npp1p3YZBubhTxgMpGMAUWReMIXrHkMDGp/LHlstbWArYqLu0YWGZkWh49+VxN5q0CbDdJ6HpdiY7jcaRzHrdixKSYZo7JIyOcllq2It1bdzZocL28HFA/TVZNCAFxybYSs39XFQlUkTwKSRrxmn157F0v6vQihJeGUXRSsAk22blTJgYyKR3FRsLK4ZQvDMtEtnYyhYFld5M0ceTNHu72diVxtRHDAOcBSldh0SC6+p+0Zdkt1h2ujKNUPfupTn+JXfuVXOH36NM899xxf+tKX+Lf/9t/yi7/4i/ziL/7ijtcrFAq8/vrr/PzP/3zN7d/+7d/Oiy++uOUx169f5xd+4Rf48pe/zHvf+17W1tb4y7/8S77jO75jT/fp1q1bnD17ln/xL/4F4XCYl19+me/6ru+ip6cHgLt37/LDP/zDBIPBPa0v2BlCAAoOFY1OAe92lq8kSQfSCFKyWLHb7fT29jZU/MHDBWA0Gi03S+xmpNt+U8CFQoHBwUEKhQLPPfccmqY9tlFwiqLQ1NREU1MTJ0+eLDeTRCIR/mbwFl+YWKEr5GY1XiBnmvi8dp5ubUWxyby+uoIMXO5sYya+yejKOpe624kmisLtWkcHmmWylk4X/xUq6cRmj5vlWIpeT4Aej4+FdJKVVIaVVIZr7e3E760hUZUKBprsTlZzSS4GOpCQkIDX1pfKSdTzwRZup6oaRQJtjFVF984FWrlTVQt4zBNmKrVOpyOM3+bGJduIpmIECRAxMqxks+SNVWJa5drP+GvnTp/yttakh3tdzdzNVs4pI6G7zZr6wUBBYc1euaHVHmI2VysIJQyckhO34sEhOwkoPnQKeBzNmJZFZDNOwWbDKXWRMbNkjCyt9i7uZKZr1ulxNLOmVe5zp6OTuVxtitil2qlyecEte+5rELngext2effNRIZhIEnSgaUsS1MyPvrRj+J0Oslms+RyuV2tsbGxgWEY9423bGtrY2VlZctjrl+/zp/8yZ/wvd/7veRyOXRd5zu/8zv5T//pP+3pfnz0ox+lqamJf/JP/gnvec97eOc731nz95/6qZ/a07qC3SEEoOCJYqeTQHaa8t2KRpkql65jYmKCubk5Lly4wNra2oHYlmwnAKstZk6fPk1PT8+uvpz2kwLe3Nzkxo0bBAIBrly5gqqqJBKJbe//Xr449/NFW2om+dpshP82s8HZ9mZuxaLkNZ1jQSfT8SQpR44kOhdbW3AoKl+fK0aOTjSFGNlY42JLG5gWI5F10vd8GHtDfhZzxYjYcacLp6zS5fAxv5nAbbMxmyrW37W7PQzHKl+4l5vbWcjEuRTqAEvCpkh8K7LIHMW1zoaby+JPwiJbJRZlIGFUmiUkil55p70dOGQbBcPEpljkdIVpLQEkuBLq4G6VIfOVQBcjyYpYGnA3MZmuXJ9DVpnL1frxeZXaFPoZbxeTVVYwTsmO7jYJG2FkQ8bULBx5lSZ7B5Yio8smXtXJVGYR3TKJakkgyYBLYb6q7rAJL9N1tX4GtXZQXY521rRaYemo8+/zKT6W87Wisd3ewWK+ejqIxBXfP2UvlBpADkoAptNp7HZ7uWHM5XLt+cdk/TU+qNFibGyMD3/4w3zsYx/jPe95D8vLy/zsz/4sH/zgB/nsZz+763O/733v46tf/Sp/+qd/ype//GVOnz7NO97xDk6fPr2jyUeCxiAEoOCJohSde9CH1W5Svg86x37J5/MMDQ2Rz+d57rnn8Hq9bGxsHEh94VZCTdd1RkdHiUaje7aY2WsEsNRkcvz48Zo5wgftK7gbNN3g//ofX2c+maDD6yVlGXQH/DT5XLw4v4gEdPncLCfT3Fpex+cpiomA3U6zx81GNsvw8ipPdbaWxd9TrS1Echmeae5gOZFk0ygwtVqMkD3V0sJwrCKg2rxu0sk8Z/whnLLCWi7NWibHWiZHt8fHSr4y6uxcsIXbVbYwF8Pt3EwUBZKMzNVwMQLZZPOR1Ap4VRs3qlLHJ71NjKUqtX0tDg9jyYrAsksyi7lKLSCAS1Vr0sVnfe010b92e4D1wibdjlacihMFBbuk0OfoJ2sUSOpZepxhxqrMpAM2NxtWEt00KPV/9OQD6ErlR12HvblG/AGoUu1z3GFvva+G0K3YoMoL3a8EWKrrGG5ztDJf1Q281fzgfuc5muwd7IWtLGAaSSqV2pVn4FY0NzejKMp90b61tbX7ooIlfv3Xf53nn3+en/3ZnwXg6aefxuPx8Pa3v52Pf/zjdHTs7vF6//vfz/vf/37Gxsb4yle+wl//9V/zP/7H/+Dpp5/mbW97G//0n/5T2trantiJJ08KjRt0KhA8AkrFw9uJqJWVFV588UVCoRDPPvvsngxTq61a9ko0GuXFF1/E4XCUxV9p7YOoL6wXaul0mpdffplcLsf169f37C+42whgKfI6NjbGpUuXOHbsWM2XVaMF4F6/CJPZPD/9R18hks0yF0ng9dhx21Q2szkGV9Y4Hg7xXH83wxtx1vMa5zpbsCsqJz1emhWFlxYWieVynAgFGNpYJWB3cK21nZxmsJRI89rKCk1uJxt6sRHCJsus5TNISBz3BXm+rZtMQSeT1xneWMOSKEcGAUJOZ9ksWsIid28esIxEjyuAW7Fz0d9Nn6MF1bQxl05yI7rC69ElJpMbbGi1Ha02pfZx6nH7y7YvAOcDHTWp3x5XmInUCmHVS7+rjTOeXiTLxklXP932LvxSEwE1yEoux2Q6xkhimZyh8/rmXW6nFpnNrpPUMyzmayOGfe5m9Kr8a0j1sq7Ea/ZR8rWvtxZbkJhts+Y2n1rrk1ccH1cn9uy1XcaqpLChLdbs0+3oI23Urn3V/y72imEYDZ0fXk86ncbj8exrDbvdztWrV/m7v/u7mtv/7u/+juvXr295TCaTue9+lYTuXt7PhUIBTdM4d+4cP/MzP8M//MM/8IUvfIGTJ0/y6U9/mre//e188IMf5M///M/JZrMPX1CwJ0QEUHCoeNgXeulDZ6s5kntN+W51jr2KNMuymJmZYXJycsuU634mdjyI6nW3G+m2F3Yj2EpzjEsRz62+qA5DBDCSTPNzf/p3eF0OvjW7xIm2MLPRBBvpDBcH2mk1TFYSKZbSxSkXZ1rDaKbFaioLPk9Z1CkyKKZOn+JkMVsg58wzkShGl8JOJ3fujV3zqDautraR0DTyeYO7sTimZDF9r+O3yeliJF4RSqcCTYzEi00jTXY3Z4JN5AwDxWVjLr1Jk93DN9cqTQxXmzsYrLKFeSpUiQ4CnPY1c6eqVrA6+qdaMmHVU5xE4u3DtCSyhoZXVVnIJljO5VjO5bgU6Oa1eEVgNdu9jKdrxZRB7SjC094uxjMz5W2nbGc2Wxtt63KFuVPlJxhQvKyZ0Zp9XLrCZtVL2K94ma+r6+twNDNdNT7OJtlYzS9gl5zYZAeq5KDZ1kTeSuJT2pBRQFJQJDsttqcwAQsLt+zhhPsSe2W3FjC7JZ1O4/V6951i/shHPsIP/uAPcu3aNZ577jl+7/d+j7m5OT74wQ8CxRq9xcVFPv/5zwPFlO0HPvABPvOZz5RTwD/90z/NW97ylprJQTtlK8/Ts2fP8ku/9Ev80i/9Enfu3OHzn/88v/mbv0k0Gi1fl6CxCAEoeKIoiRld18sfIvtN+dazVwGoaRo3b94kkUjwlre8hUAgcN8+jZjZuxWlusWJiQlmZma4cOHCrtMy2627E4GVSCR44403CAQCD5xj/LgjgMvRJP/xf72MU1VZSCa42N3Gei5LMp/n2ePdvLawTMEwONXZRMhygWWRNQxmIkVxEfA4sHLQ5fWhqDIvLxdFUKvLxe17gg6gw2nHxEE6lycny7y2tkLmXu3qpbZ2bkQrjRN9/gA3osvF6J4nQJvTjUvpYCmTJJbPMpmIs5ItilGnojBXZQtjl2Xmq7ZlCTYKlfFsxcfIotXuI2T34JRteBQb6wUPkUKGSD5N0OHh1WhFzHW7gtzNLpfrDRVJYrUqbQrQ7Q4wmqwIt2PuFmazlZSiDMT0eM0xJz3tjFelg92Kg9lcrYjscjZzJ1NMfUuWjF92k5XyeAp+ZEtBlVWClgfT1oSiqsVrtGBTL+CV+ymYGnlLo8XewlR24t6q+eI/y8aaVunGbrG3cFevTYO+t+m7kaS9/2B6FBHARoyB+97v/V4ikQi/8iu/wvLyMhcuXODLX/4yfX19ACwvLzM3VxHZP/IjP0IymeRTn/oUP/MzP0MwGOSd73wn/+7f/btdnzuXy/E3f/M3xGIxenp6GBkZ4fu///tpaWkp/4g9deoUH//4x/n4xz9+oJOZjjpCAAqeKCRJqhkHt9su352wlyaQRCLB4OAgbrf7gVM9GtlgUo1hGOi6zvLy8pYj3fbKTlLApXq/Y8eO3Zfy3Wo92L7gfC+RjZ0KysVIgv/01y8zH0/QGvZAGiwFvA4bbluQNxZXKBgG13o7iOXzTG5EudzTzq2VYgfwMz2dbBbyrCbSYEJEr6SmmvxupKxEt8cPlsnrkdWygDrucbN6T/w5VYW5e16BqiRzLtiMgsRZXwszyU0CNgdfX62N7r0erUTNnqqzhbkYbueNeLHxQUHmaqiTrKnRZg+gGSYum8rQ5iIF02Axk6HV4WFTT5fTvwqwptf67zU5naxW/UY57+tgLFVprgioLiZStZE8R9377pS3k6mqUXEKMgk9SbMtjFN2osoqIdVD1sxhAsa9mc4bhTxOqYWMmSdr5Ol3dzCevlvsapGKHoObZppcvlCuT+xX2lmwaoWkV6n9atuqQcSveolV9ZOpko1nAs+zHw46AphKpRpWF/ehD32ID33oQ1v+7XOf+9x9t/3UT/1UQ7pzV1dX+ehHP4ppmvziL/4in//858tiFO73UDzIx/OoIwSg4FCx03FwmqYxNjbWkJTvVuvvRqQtLCxw69atHQmgRtQX1pNIJBgaGsKyrG1Huu2VB0UATdPkzp07LCwscPHixbJx7YN4mADcbXRwp4JxKZrk1/7iH1nYTNLfHuSN2RV6W/wUNIPbyxv0d4bo9HsJOJ2MrW+QLmi0+71Mb25ytb2dSCbD7UiEeK6oOoJeJ0uRFK1uN6fCYRZTKVaTGdZSGXpD/rL463DYmcoXa+skC46pDkwUQg4HC9k0mmUyvFZMzyqyxHq+UofnVlSmUpW0ple1lw2kW+xuWp1eFGQu+DqJ5bOs5VJMpzZZzVUigKeDofIoOoBut5/IZkXwHVN9TFd1Ane6/Nyuag6R4V5nboVj3iZGksV0sFt20OEMo1smJ919yMhYSNgkiS57DxlDI63n6HGFuV1uIEmhSjIhu4O4XrnWC75eJtOVCJ1NUljKrVafmhOebiYzFcsWCYuEuVkUiKX7oLSwodVG9uobRJyy674GkYvea3iU/Ymrg24CyWQy+64BfNxsbm4Sj8d55zvfyQ/8wA9w4sSJsvn0QTgkCLZHCEDBE4ckSYyMjKCqakNSvvXsVKQZhsHY2Bjr6+tcvnyZ5ubmhx7T6BrA0ki5np4eZmZmGir+YPsIYKneL5fLbVvvt916jeZhXxrrmyl+64vfJKNrDLQFubm8zrnOFhaSCdY3Ylw71kFGNxhdXeN0dzPpgkabx0NfyM/Q8hpvpFa42N3G9GoxNfl0RyuyDKcDYRYSCe7Eoqzdm1l6qb2NN9ZL4sPCa7NxJRhCM0w283mm8inyuaIg67HbuRWvTMe41NTGG7EqH79wK29ElujxBGi2uwnYHaxkU5h6gtV0jl5PiJfXK1Gtq02dvFFVC3gu0MJ4qiKg2hweRhOV9RVJIkath1yb08O6FkNGJmRz0+9qImdqhL1BuDchI5bP4ZPDxLUsEU2ny2FjLFk57wlPC6OpWgHm12tfl6e9ndzJVASYgsRqobYL+aS7k8nsTHlbAuJavGafPld3jYE0gKVrNXOLfbLnvgaRbmdnzUg5gOvB3U/+qOdhc4D3S6kG8EkmmUzyjne8g5/+6Z8GYG5uTkz8eEwIASh4olhZWSGXy9HS0sLly5cP5MN2JxHAdDrN4OAgiqJw/fp1nM6dmcY2KgVcP9LN5/MxMzPT8C+grSKAyWSSN954A5/Px3PPPbereb4lAdio63xYTWEineN3//pbIFsUNIOUrtEbCmDIJllN463HunhjaYW8bvBUTyubhXzR/FmVeXm+GAk72RxmeG2NC83N2CWFucQmG5li+vdKdwev3bN58dnszCU3OR9uxqnYkAyd16LrkCpG9S62tzKbLUbbZAkstx3SRQHmlCRux1ZpURy02D24HQ42czlsKMwnEqQdBTKmRs4o5iz9Nge3ExVbF7ssM5uprdPT6poyutx+Nu5F/xySwsVgJ6uJCO3OEDabHVVWiOWSeAgQ1zIsFbLYpRTz2cq6V0LdTKYr521z+Lhdlw6u7zg+7WnnbrY2RZswaqOKJz1dTGZrhVyybp9jrk7m87UTPGSp9sdJ2BYgatQ2kXgLTqL2SpRTAmJ67bi7Hmc/3c4+9stB1wCmUqknPgJ4/PhxfvVXf5Xjx48D0NLSwlvf+tbHfFVHEyEABYeK7SJE1V2+Ho+Hjo6OA/ugfZgAXF1d5ebNm3R3d3Pq1KldXUcjUsClkW6maZZHuhUKxc7URqdQ6gXW8vIyIyMjDAwMcPz48Udq3LxbCprO73/5NZY2k0xH4pzra+Xmwhp9rQEkScIuKayk0uR1gxMtIXTDZHZjk5DbRV4qPv9tHjdht4tQJsvYygaXe9rL4q/T52VofZWww0m/P4DLbuP1tRXG0hEcioLbXglDHQsGGdqoROMutbYxlYryVLAVp2zDaVN4fX2ZNU1jLRfnhNPJlJ4p79/nDXCjyjT6dDBcUwv4VLidN6q2LwRbWcknOOFpxq04cEoKeVOnz9lCtJAloeWYzWyyrGchdU/MhjqYSleicOf97YynKxFDh6wyk6m1delw+oloFXHV4woxma6d12tR+1466Wlnpq75I2vWWn0cd3Uwn6+bFlIn9lrtYeZyC0iWjEO2Y5PtdDjaiBVsKJKCLKnIyLhdNhyGF1030TQdqWCi53UCqg9VVZFVlbcF3kEjOOgUcCNsYB43pXIdXddRVZUXXniBF154ARD1fo8aIQAFh576Lt+xsbED7QyTZXnLaSPVNW97rTvcbwo4Go0yODhIS0sL586dK39glkRoo4vQSylgy7K4c+cO8/PzO6732249aJxQ3S4CaFkWn/3ya8yux5mPJ7jQ28aLk/P0NPvJ6DpTyzEuD3QQy2Y529KEZJMZXS1GhTrDXiwLDMPE7bTxynxRrPSFAgyuFkVYu8fDsXAIV8rGVDRGRLWzEFkre/ddaGspRwYBFFWi0+OjzelBkSTWMhk20xqb6Q2aXS4SZp78vdd0p9vLTFXdXVixMVQl/kI2ByObRTHpVWy0On0oyFwJdlMwDBJanqxmsJHJs5Ep1ixeaWpnMF65nkuhDoYTFRHWUpceBihYtRHEc/42biYrEbig6uJOqvaYkN3JSqGy3edqYjpbmw4uCTkbNtyKgzZHiLyVo8/RfU+4KfhUO8dkJ5YFeU1Dz+bIOVVCajeapVMwdbxymGU9g2bpJLFwyhZpY5Fc1YSUU+4+bqZqJ38cC7SzVPIn1MFRsJO5lWUiPEE4HCYYDO75PXTQTSCZTGZbs+YnCdM0UVWVhYUFXnnlFdLpNE6nE7/fj9/vx263c+zYMZEaPmCEABQcarbq8t3pOLi9oihKOaJWIpfLMTQ0hKZpu6p5q2evAvBhI92qBWAjKYnh119/nWw2y7PPPruvGqRGC8Dt+NLXx5hYjqKrFi0+DxPrES71tZMyNMZXIxxrCZLXdabX41zoaWV4dQ2fw85Tna3c2Yiyns7QGfAytRm/t6JF0OMk7HURTWfxOu3lsXAAToeKkSnep1a3m+H1VTpdHrwWtIebuBlZI5bPsbSZ4lpHO7NVFio9fj9vRCoiqdXjYjlWmQLSGwpjJuM0qU5spoXNNIkZEglUEnmNEx4Hr6xX+wC2MpqoRBtbnR5GNqssWiRYL9SmV3vdAQarmkPO+FqYzFTWUCWZpVxtavWYt4nhxBwqCj7VSdjuJW+YnHL3IEsKEhIeRcUle9BMg7yp41MdLGQ2KBguMpbBplYgaJO5k66kmTsdQcZStfWA/XKAu5mK2PTITiYz82hW5XPguLuDiWztTN+MUWuI3WILsZivjT7+k6a3caL1BNFolPHxcfL5PMFgkFAoRFNT06589wzDaHgdbjVvhhpAy7KQZZmRkRE+9rGP8eKLL2K328tzji3LIplM8mu/9mv8/M///IFHVY8yQgAKDhXVNWLbGTtX28AcBPUp4EgkwtDQEM3NzVy7dm1fH0Z78RjUdZ2RkRFisRjPPPMMwWDwvn2qH7dGous6q6ur5ckq+/1ye5gA3EtKuX6tF4en+froLIpD5u7cOueOtZGIFDBlWI9nuNzdzkYuy9TSOgGXg7SucbmjjdnoJrfWI0TvpXg9LjsZQ+dCawtOu8o354spSYeq4DUrNj9Pt7cyFFmj1e2m2+PDaVe5tWGynMqgShCXi40TAE0uF8PRShq11+dnMFoRWsf8QVJagSuhDiQkbLLC7c0N4oUCcQq0uTxE9EzZxsUpydzerKwnYZHSa2fkdnt8bMQr4u6pYK1RdFB1MJasjeTZZZl2ewCP6sAh2wjanGTMAq32JjTTxLRMFjMpFMtF2iiQ1nN0OJsZTlREcZvDR0xLYFJ5fp4OdLBZldpucwSYqDOUbnJ4WdcqAtArO1klXrPPgLuN21WeghIQ1WsFarejjZVC7f1qtvvZzFbq/2Rkvq35bYRtIVpbW7Esi2w2SzQaJRqNMjs7iyzLhMNhQqEQ4XD4gfW+j8II+klPARuGgaqq/M7v/A6zs7P88R//MZcuXULXdXRdR9M0MplM+TNfiL+DQwhAwaHjYcbOBzVOrX59y7K4e/cud+/e5cyZM3R3d++7hm23EcB0Os2NGzew2Wxcv34dh8Ox5X6SJO16bNvDWFlZYW1tjUAgwJUrVxpSv/cwAbi5uUmhUCAUCu2otrL+msburvLfvjEGNonX7y5x6WQHr00t0hYqpl5zuWKH6Fxsk4GmIE1+N6/PL2NaFhf72rixtIpNlrnW00E8nyeZyXPXiKErles9397CayvLOBSFE6EQTlWly+llKZEiZHPyxnqVoPN4GM9UrE56An5ubBSjcV6bjV6/nxa3B8M0iWSzOCSV27ENoBghPN/cTLxQ6dTt9HpZjVbWe6q5jdeqTJz7bR5mM/HydqvDXRP9U5EwLIMT7hacio1MIkWbO0gKjayhkdQKhOwuBmOl+5BGBjo9XpZzlajk1VAXE4lKFNOvuhivSwd31tUHNtu93EnXNoy0OXxsaJXoX0BxMZWurf3rtge5WzWmTkFiJb9Rs89xdydzdQ0ibqXWi9Mh21moqyt8yneesK0yJlGSJNxuN263m+7ubkzTJJlMEolEWFpaYnx8HLfbXRaEoVCoRqA8CiPoJz0CWHrPrq6u8l3f9V286117H70n2B9CAAoOFZlMhhdffPGBxs4HLQBL0zreeOMNUqnUtlM99rr2TkVaaaTbTptNGmUxY1kWExMTzM7O0tzcvO/h89VsJwAty2J6epqpqany81uKuDQ1NeFyuR54vQCLa5t84e+HQJZYS2a40NPKGzMrnGpvImPqvDGzTH9rkGS+wJmWJhSbzLfm7nX6toaJZrJc6WhnJZliZHWdZL5YBtDXEmRwpSiI+oN+AM6Fm7kbjeOy2Xh1cenefYO8VXldBux2ZvPFaJdDljkdbkKVZC6F2ljLZAg6HXxjsSJIzoWbGKuyhTkVDDMar0Sruj1+hqqihX7Vzq1EbfTP4XbSoys4UZB0C5um48ZNQYKUZdDvDTIcrQhCj6SwkFgmb1ZSqU2O2sf6QrCd0SpvQLusMJut7aI94W1iqCr6F9hCEPa4goxUzTv2Ky4mMrWCsN/TzFhqprytSjJrdZG9E+4upuo6husbRPyKl5lsrSAccHVyNztZc9s7wm/nQciyTCAQIBAIcOzYMTRNIxaLEYvFuHPnDvl8nkAgUH6dPoomkEaZvD8uSp9jP/IjP8JXv/pVhoaGuHjx4mO+qqOJEICCQ4Xb7ebatWtbpjlLqKpKPp/f9u/7JZ/Ps7m5SUtLC9evX2+4sfLDxGu1ANvNSLdGCEBN0xgeHiadTvPcc8+xsLDQ8LRyfdrWMIxyivvatWs4nU6y2SyRSIS1tTUmJiZwuVw0NTXR1NREIBAof8mWBGUuV+B3/tvLrGUyBIIuEsksNqfCqbYwNofC2NwGA81B7HaVW8sbeJ12FIeMXZE5195CWteY20gwR4Kne9pYWi5G2U62hIlnc1xtb2cjlcFps/H64r1GEK+H4fWKALvU3l72AGxzeej3eYim0+iqjbnEJgXTZHi5JIosHI5qoWCRMWvrWi25ViSHXU6WcgnanB5Cdhftbg8pvVBs/CgUaHa6eK1qakiby0PMqKSLJSyWUrViqlNxcNesRBT73EFuJWvNl5N6bYfu+UAbN6vEnlNWuZupFYTH79UHlvAoDibrxN6Ap5mRsjl00fh5PlfbZXzK08lUZg4bKg7VgXqvSaTN3ooiycjIuGQ7lmXQ5xi493qQ8SsOMmYWCQkLsCywLJlux2ksLCwLQjYfpz0n2Q02m43W1tZyE1QmkyEajRKLxZidncU0TXRdR5Kkh6aL90KjRsE9Tkrv/+/4ju/gT/7kT/iJn/gJ3vGOd9Da2orX68Xv9yPLMu9+97sJhUIPX1CwZ4QAFBwqJEl6oPiDg4sAWpbF/Pw8U1NT2Gw2Ll++3HDbkofZwBQKBYaHh8lkMrse6bbTub3bkUqleOONN/B4POWJIgcxuq5aAOZyOd544w1kWS57Cmqahtfrxev10tfXh67rxGIxIpEIt27dQtO0coF+KVX/q7//v1lMpWhq8vLqnQWeOdvN8Nwq7WEf8UKe8x0tqA6FG/NFgXamqxndNJlciyLJEnfWi8LoVFsTw8urDIQChF1uovkss9FNZtnkQkcLwxsVodPkc7G8nkKyoCfgw64oXGxqZTGRxCkrfGttjdIzfa6lmdFo5diLbW0MRqpsYVraamoBn25qJWfpXAl1IEtSMeqWjiMbMivJDDm7yWwqTvaeL6AE6HV2K90eH+uxqtq/UDs3E5XonwuZRStTc0zA7mC+yhv6XKCV8SpTZ0WCtXy85piz/vaa2j+vZCdSSNFuD2FXVGySSovdQ8rMIiMDEhJgmHDS1Y9hmeiWSZPdw1Iuik92UzANCqZOpFAgVTKR1jX6nAFubNbWDD7l6+FW1ag6m6TgV1WSRuW+HXN1MJ6pPe6Hu76T/VKfLn711VdxOBwsLy8zPj6Oy+UiHA6XU8b7iQ5alvWmiACWpgD90R/9UTmK+pWvfIV0Ok0mk8EwDNbX13n11Ve5du3atlODBPtHCEDBoeNh5r4HIQB1XWdsbIyNjQ1OnjzJ/Pz8gXzolETaVh9qm5ubDA4Olg2Wdxt53E8EcHV1leHhYfr6+jh58mT52hpdV1ha07Is4vE4N27coLm5mfPnz28rNlVVpaWlhZaWlvKXYDQaZX19nXg8zp/97ThLeYuWZi93V6O85Uw3L04sEHQ78HkcTM/GcLapjMyvM9AUoDPk46XZRQzToq8pwNByUXh1BbyEXE7a3V5mNjYJ9bq4G40DxcaP5WylDu3p9hZUSeGpplbm4pu0uL28slARGM0+N+a93RUJNqvq+GyyzPK9usCw3UWb241btXMl3EGyUGAtnSKeyzNXlS4919zMQroi5k6EQrweqUTUnm5qq7GKaXN5uBmvbEtYbOq1Uz8uNFXmCAOEsTF6TyCqyPhVJx7Fzgl3K3ZZQZEU/KqdtFmgSQ2hmxa6abCZNwjKITJGgbReoC/YUZMOViWZNUeSmFYRZBcDXYxW7SNhkXEFWc5X6gFPeFqZzdWmkT2qozwDGMAjO7ibrY0snvR0MpmZqblNlWvfa07ZwdtCV2gksiwjSRKdnZ00NTWhaRrxeJxoNMrExAS5XK6cLg6Hw/h8vl1/xmQymSe+BrDUKPOrv/qrvPDCC/zyL/9yOcthWRa6rlMoFMqRTiH+Dg4hAAVPHI22gUmlUgwODpYbLXK5HDMzMw1bv5rt/Pp2M0/4QWvvVqxZlsXk5CQzMzM89dRT93kb7jequBWSJLG6usrdu3c5efIkfX19O76/kiSVo4O9vb186nNfYSGho7pUoskU6DpDc8ucbQ+hOFRuzCzjtCn4PHZOy00sxhLEtQKGaSFL4HLZuOhtI5bJEva6eGW2KOJavG5G1yr1eE93tZHXDbo9PpY2E0TSORaTRUHW6fcytFaJ3l1obeFmVbTv6bY2hjdWGfAFCTmd+B12VtJp8rJBLJ3jmC/Ii0sVIXaptY3BKluYk8Ewo7HKes1OFyOxyvlkCTbytXYnW0X/ZjIxul0B3Iodl2JDRqbf9OHxejEk8Ko27qaipLQ8WcsgbMArG7VRs35vgLmqJpNLwQ5uVo2BUySJpboI4flAO6PJyv2TsIjW2dCc9LYzlanvRK59TYRUD5N1Ubzj3raamkG43/qlyeZnum4SydtDV3ApWzdU7YfqJhCbzVb+4QJF8RaLxYhGo8zNzSFJUrnOdafp4jdTE4jD4eD7vu/7akpcJEnCZrMdqJWOoIIQgIInjkbawJQmW/T29nLy5ElkWaZQKBxYk0lJ9JWKxU3T5NatW6ysrOx4nvB27FYAVtf7bZdubnQE0DRNTNNkenp6y/tbio7uhJvjS3x1aBnNJjHQHGbw7jKXTrWzsL5JtpBneiNGt8+J1+PgxnRRUF0YaOPm4irn2poJeZ28MruEbpp0BX0MLVfqz5r9bjy6nZDThWmaDC6soN17HK50t/PaSkWgBd1OFjNFQaPIEgk9z4lACJckUcgXSOTySKbMTHyTiC2LpVgk7/lMulWViUSlLk+RJVayteKIut6fvkCANyJVps7hdlayKc74iiPonIqCbplc8HeQ0XUS+RyJfIHNrMZmtmjufK2lk5dL3oGbGdqdXm5rqbKRNUDA62ElXan/65XdNeJPwiKm14qt8/52RqsEoYRFXEvV7HPG18FEXTewJNU+520O/301gz2uJkZTlcdGBlbytTWNfc4WlvK1xtPtjhCbVdcN8K7mZzkIHmQDU0oXd3V1lbuLo9HoluniYDB434hFwzDI5XJPvA1MSSB/6EMf4i/+4i9ob2+nv78fWZbL/0quBoKDRQhAwaHjUaSATdNkfHycxcVFnn766Rp3/UaMa9uO6ghgLpfjxo0bWJbF9evXH9jpuhN2I9ZSqRQ3btzA5XI9MN38sOdiN2iaxtDQEKZp8vTTT+9L7EZiKf7dZ/9vNAW6OwLcWdjgmTNdvDq5SMDjotnv5ZjNDpLFrbViKrXL6yCXThOyO4gmM0zFYuj3Hi+H04achXOtzYS9LkZW14llc0wT50x7U1n8hdwuxiIVj7ozLWE2czkut7YhWRIuh42XFxfKQuqU38tUPF7e/1RzuGZCyLnWFr61VhE6l1raeH2j6u/hZuYzmwx4Q/hsdtyKim5aXPC3kyoUiOezLKfTLGfSLFEUY1da2nkjWlnjqVBrjRWMS1GZTNbaqHR6fKxWRQwHPEHG07X72Fx2qEqD96k+5rPxmn1SRm3DyBlfGxOZWkFm1tUqdjmDTKZr9+lw+ommKulgFZnZbG1zyklvF1OZ2k5fr2qHKg93u6wyn6+NLJ7zHqfLubdJNg9jpzYw1d3FAwMD5TrXB6WLU6mikG5EDeCnP/1pPvGJT7C8vMz58+f55Cc/ydvfvn1HdD6f51d+5Vf44z/+Y1ZWVuju7uYXfuEX+LEf+7E9X8Pf/u3f8qUvfYmvf/3rXLlyhVAoVI7u2+12PvzhDwsPwANGCEDBE8d+BWA2my3P0t3OZ7A0/qzRv0JLv2yj0Si3b9++b6TbfthpBLBkL9PT08OpU6ceeB8blQKubjCx2+376o7UdJ1f+o9fIZHN0drhIV3QGGgL8trUEt1NfgJ+F8Ozq3gcNhxuGwPNQYIuJ7PxTRY2il+i7UE7ed3ALktc6GwmZ4JqydzdiLGeyxDLFuvlLnS0cHOtkn7tCwdIFQr47Xbyms5mocDiZorFeAqf3Y6lWmXxF3Y6uFslmIoTQipRxpDDyUh0DcmCFrebJocbm6Rwramz2Nmby5PXTJJZnWS2KGIvt7WVO42hKPZuVIm9NpeH4VitUEobtR3z50OtNXOEw3YXI/FaARZw2KGqZPCEt4m7mVpBKNvkGrHVp3qZzdRG5Kw6e5Y+d5ip9CoyMnZJwa6otDsDGBgoKChS8facoTPg6kRCJp/L45PsSA75XvtI8fXqke2cch+n5DOtSDKmpXPMdaJ4bsD3/2fvz6MjS+zyfvhz93tr3xftUkvqbkk9PT0e42k7nKzYGF7iOIudcAIcsBN8hhCMIbw4JMQYfjgHBx8nhHHMEngdCHEgEEwCwUMIJvZ4m26pW0t3q3eptaukUu3bvff9o1TLLfXekqf7Rz3nzDmj6qpbt0qqqqee7/d5HkmlYJVAacUFvSNy/+iXJ8HjBkG377kCjjDqpaUlPvrRj+JyuUgmk+zs7DxRRdpnP/tZPvjBD/LKK6/wtre9jU9/+tO8853vZGFhgYGBgbve5j3veQ8bGxv86q/+KqOjo2xubj7WGk77e2o4HOZ973sfGxsbXLt2jWw2Sz6fp1gsksvl+KEf+qHHfoxdPBy6BLCLZw5PsgO4vb3NhQsXiMfjnDx58q5v1u1j2s4xzJOi8QY4NzfHyZMnDyVcuoEHkTXbtrl+/To3b968677f3XAYI+CtrS0uXLjQJJxf+MIXnohU/tS//WPWUzkkXUaQBDZ28sTiMpN9MZAFZpbWEYBTwwk29nLc2NzlueEEqf1x5nODccqWid+w2MzmmV9PUTLrj/FkIsh8qq486bLETqnIiUgYt6KgSBLnVteaauCZvgRLqRYpGosFOdc2Go57XKTSLfLV7/PhLin4VA1ZFDEUmdvZPTaqebayRQbcAb6y2mbsiEUdrSE9bg8X2pzDkiiwWmyFMwP0eryOoOipQNRRC6dJEjfyTpI25PEznW4ZNPoMH/P7XcMiIm5ZIaga9FtBNFFGFiW8ikrVrvGc5q07kGsmkmUhmBI108QWBXyKxl6xSlgMU7VNKpaJR/RQrWUwbYsCNkFF5vWdNapt+Yln/H1c3HPm/PUoLrb2Wo+rTw86eokBTvv6meu4bNAIsFpuKbZR1c/zvkeLfnlYNL40HsaXOcMw6O3tbY6L/8W/+Bf87u/+Ll//+tc5ceIEY2NjfMu3fAsf+MAHmJiYeKRjf+ITn+B973sf73//+wH45Cc/yR//8R/zqU99io997GMHrv+//tf/4gtf+AI3btxoEs+hoaHHelzt73W/8iu/8ljH6OLw0CWAXTx1eBAhauwAPopC105+GsTrXjgqAtiodLMsi6mpqfuew+PgfgpgrVbj4sWLZLPZR4qXeRIF0LZtbt26xbVr15icnKSnpwd4srHyL/3mF5m/uUHBNOmNBLm+vsvkSJhrm1lKbo3dSonn+uOoqsSXr9bJwFhPmAvL6wxHAkQ8Lha3d0gX9hW+wRgXV+skK+51cWVnl7im4JVlXIbGwk6GVSuHIMBA2N8kfz5N48pOi0j1+jzMbNRJkyKKjIdC2LbJCcODpOnIksj0+gbW/uNOetxslvLU9n/2qup+Awj7zxHsVJyu3ajbxUqpNaZ9Phx3jHrvpv4V7QrY4FFUvLLGiDdIulZiwAggIpJN74El8py3h6plUbZqRHSDQs0kX6tQMmskVDdf2XLu4z0XjDUdwwBDrgBLpdbIFhPGZYnlUsvJHJQ05jOrmHbrb3TYHWamzQ0sCQIrHZ3Dg7KPVTPtuCyoulirtIidLIgsdWQIjriiLJecyuY7oi8iCUfT1NF47R12E4goivyVv/JX8Pl8fO5zn+POnTt84Qtf4POf/zyZTObBB2hDpVLh3Llz/PiP/7jj8re//e289tprd73N5z73OV588UV+7ud+jv/0n/4Tbrebv/k3/yY//dM//UhrK6ZpMjMzw+nTpxEEgWq16nj/bkxHGv9JktSNgDlidAlgF88cGgTtYcctj5qt13jDOUwjSMNprKoqmqYdySL3vQhgPp/n/Pnz6LrO2bNnUVX1Lre+Ox5XATRNk/n5eVKp1IEmlcclgJ//wmX+5MvXMC2bRNyLZdsc7w9wcXkHUYLJeJzaxi4313eRjPqHsE9XCLh0en1ebm2kcelKk/wdT0a4uLqJX9cYCgZQVJHCZo2tfAXBo3BrZ4+aVT/PY34PV3dbZGYkGuT8+jo+VaXH6yXqcRFxudgplljNZqmaFos7DUKU43gs3CR/ABGPi9ViS9EaD4V5fbNF5k53OIH7PV6HGqgIAtlqmRFPAENS0UQRn6aRrVWoWRalmklQ07iS3UayZLKlGiXRomLabJdbat+orHOuzVAS093cLuw2w6MBQprh2PXrd3lZyDiJVUDTWWrjqzHNw83anuM6cUnnWtuOoCKIBwKkT3oTXMo5Hbudr3CfZBwwkZzwJLmUd6p/huT8eFMEmbdH3sRRofF+cVRVcI0eYL/fz7ve9S7e9a53PfIxtre3MU3TsfMMEI/HWV9fv+ttbty4wRe/+EV0Xef3fu/32N7e5uWXX2ZnZ4f/+B//40Pf99bWFv/0n/5TvvSlLwEP7vgtlUr88i//Mh/4wAe6ruAjQpcAdvHModNJez+k02lmZmbw+/0Pna3X+PZ5WEaQjY0NZmdn6e/vZ2xsjC9+8YtH4jK+GwFs3/druJwfBY9D1hrmFoCzZ88e2Pd7nGNeuHSHX/vtr1K2TCqmhT/oYnuvwGqmwGjMTyDg4auL9aiRiZEYxUqVvoAPSRH52vU6oZjoizK3WiccPQEvAZfGaDDIre00hOD1pRYRCvgM1jfrRMmjKqyXy2iiQFhR8MkyuWyOmKKzXSgheOD/3m6Rj8l4hLm2wOh6CHRL3RsOBBy7gGHDYDbV+tmQRGqWyUQggi7JSAjoioxP0clXK+yVy4wEAg6zSNxwc2Fn00HcxoJBdsstVnYq5FQMPbLCHcupMg54fWy1jZDjuoe5PaeqGDXcrJZb5C6muR1jZoA+l4/tvZY6ZUgKazgdw/2Ch1sdJLHQsa+Y1PzcaesKBhjxRJjN3nZc1mk+CSkerneQxLeFJvEpR+egNU0TQRCOlAB6PJ5D7eRu4H5Km2VZCILAb/7mbza/yH3iE5/g7/7dv8sv/uIvPrQKuLu7y5e//GV+/ud/Hk3T8Hq9eDweXC4XHo8Ht9uN2+1G13UikQiLi4v85E/+JO9///u7BPCI0CWAXTxzaMQE1Gq1e6pZtm2ztLTE4uIio6OjDA0NPdIb52E4jdsr3dp37o7KZdxOAG3b5saNG9y4ceOR6uTudsxHIWt7e3ucP3+ecDjM5OTkXQn6/Qjg3X5HO7s5Pv6L/5tstYot2mg+hUu3N3nueA/WpkmpUuP1m6vIosDzx5JsZPIsbe9xLBni2mp9nOhWFWwRXuhPsJHOE/e5+eqNOjH0aCq32py6kz0xZjc3SXrdxN0ePLrC7XSGlVKWtWoFI2JwfV8NFIBUvkWYJBEH6QLImhXHzy5VZtDrw6fqaKKEW1PYKRbJVSvsFIuMhkKc22wbr/r93NpKN7wOKKLI7ZyTOPV4vaynWudxMhjhcqZFQiVBYKXgHBce94c5v9siSQFVZy7tHKP2ub1strmDI5qL+T2nUtTv9rOdbt23R1K5knMSwglfzBEOLWBT0XEYTeLo3C46jSYJ3cN2GwGUBIE7pZTjOkNGlOWS8/76jSALHc/Rt0W/iaPE4xpAHhaHUQMXiUSQJOmA2re5uXlAFWwgmUzS29vrUPFPnjyJbdvcuXOHsbGH26k0DIMzZ87wB3/wB5RKJarVKqZpNv9rj4CSZZm9vT1isdiREeouugSwi6cQDyJqDYXuXgStsWvX6JZ9nD7JJyWAlUqFCxcuUCqVOHv2rCO89TA6e++Gxri2VqsxOztLJpPhLW95Cz6f74mP+TBYXV1lfn7+gYT7URRA0zT5V//mj8ibNUTBpiaBJIs8P9rL1xdXUBWBQMDgdH+cVLbAlbUUmWIZVRbJVir0BLzEfG4ESeDc7br61R/2cWGlRRhGkiEu3FmnP+Aj6nFRwyas6Gzs5lGRmN3YbDp7J5NR5tpcwad6YsxstkjTkEvnWjaLLolENIOgLKHpbsKKQb5SwatrnNtofPhm6fF62Nhq5e9pksTNTNrxHLhVhfZn67lozKH+JVweLu44CZDZEbXyXDjO9E7rQ18XJa7lnERq1B/i3E5r/BpQ9KYZpIFhj5/z+2SvXrmmsVrMEFM9SIKILEj0uX1sl3OIgogoCIg2iILEhKe3vt+FgFtSKVoVwh4/DVevR1YIlwvUalWq1RqWaZJOF0naIRRFwdB1vKpGwSwRVVoRQj5ZQRdaKpSIQNWEY/rI/iUCCd3HuOdwd2478bARMI+LwwiBVlWVN73pTbz66qu8+93vbl7+6quv3nOk/La3vY3f/u3fJpfLNe9/cXERURQfaY+5p6eHz3zmM9i2TblcplwuU6lUmv/f/l+lUiGTyRCJRLrq3xGiSwC7eCZxL4KWzWaZmZlB0zTe+ta3ommPl/b/JARwb2+P6enp5ti500hyVARQFEXK5TJf+cpXUFX1kff97nXMB5E127ZZXFxkeXmZ559/vhllcS88igL40X/zv1heT1MVbRRNRK6YJCI+Xr+6gtfQ6I8YXN/KsrGzzvHhKLdXMngNlamBOCvpLLe30rhUhavbO/vHB1mRMC2bmNfNYMhPoVbDr2rcSWWIel1cvNPmmtVkzGz9XBVJZKvQ2p9zKTLbpSLjoRAeRUUWBfZKRUJli3S5wmalQFYVybSNQgfCLRUFIOI2WC20FLapaMyxC3gsGGCurVVEkyRuZdOOYyQ9HtZSrWOcDIa5nGkpaSIC6XKZmO5GF2U0USLp9pAuF8nXsgQCQWRBBMvmjL8Py7YxLYugrrFWzFGzTCqWhSwI3NjLIJsaFdOkiM2kN+yIlJFFgUy1yk6lrfYtkOAr260mEICT3ihXci3iHNM87NacQdRn/EkuNkKly/X/+hUXa1ZLbQwpLvJmwTH6nvL1MrvnvL93xP4/HDW+EQrgYewOf+hDH+K7vuu7ePHFFzl79iy/9Eu/xNLSEh/4wAcA+PCHP8zKygqf+cxnAPjO7/xOfvqnf5rv/d7v5ad+6qfY3t7mn/2zf8b3fd/3PZIJRFVVJicnn/j8uzg8dAlgF88k7hYF01CghoaGGB0dfaJdmcclaY1Kt2PHjjE8PHzXcziKLmOoh7Vub28zMDDA+Pj4oagRD1IAG20ihUKBs2fPPtQH1MMqgP/+V/6MC1dXqCoCMgKFYhXZo5Iulzk9lKBmW8wu10nE5HCMkmky1RujXK3xlWt3sGwbRRbJVivYgCqJnBlKUq6ZJDwetvZy6KrM7Z36qLDH72G2rQ1kqjfGxY36z5Ig8GJ/D/lqlT6vl0Klis/Q+Oqd1gj1hb4Ei/vdwQDjoQDz6db4cshtcGOvNZYc8vuZbdsFdMsyi2mnKqe0EQrBhtPRGCv5LGO+EJokY0gSIPDmUC+WbVOzLHRRYkgLUTSrFKpVjgWCDvVPlURS5SI75f29ua01Xoz28Pp267G4JQUxb5OrtcbXL0Z6ONf2+FRR5HqHingqkOBC2rl7l+vYMxw0Ag7yB9Dv8rO91yKxkgBr5b0Dt1upOB3CUXT2bGfTSMF03p9fNvgrkUeLSnkcPMxO8pPgsGrg3vve95JKpfjoRz/K2toaU1NT/OEf/iGDg4NAvR1paakVw+PxeHj11Vf5wR/8QV588UXC4TDvec97+Jmf+ZlHvu+Hed13Xb/fOHQJYBdPHR7mDaC9Ds6yLC5fvsza2tpDKVAPg0claZZlsbCwwMbGxgMr3Q5bAbRtm5s3b7K1tUUoFOLEiROHduz7kbWGu9gwDF566aWHHtU8iAAKgsAfvjrH/3ltkZJo40UkI9mYgsTJwQjXN9MUChUsGQxFYjDqZStTYD2dQ5FFwiF303H73FCCSs0iqOvs5IvM3tmkUKnXoT0/lOD8nRYx8rg1VvI5JEGgL+DDpSq8kIiTLpYpVCrMrKxTrNa/dMQ9bkfDR9TtcgRG+zSNm221ZbIokOvg43atTkxdkkxQ1xkOhMhWy3U1jrrCuFUqMuQKkK2UKddMrqbSjh3DM/E4022K4fFgyDEOFgQcrl+AU6GYwwyiiRLXsk5idTIYcYyDNVHiRgfZmwrGmW4je/WOX6fRY9wb5lre6fQNaQbLbZExhiiz2EEI625gJ5EMaAYrbeuUsiCybjr3Gntk34E9wm+NP48qHv1HnWVZRz4CPqz0gJdffpmXX375rv/267/+6wcuO3HiBK+++uoT32+X3D1d6BLALp5JNAhao9XDtm3Onj37xEvSncd/GLSfw8NUuh0mAWzsO6bTaXp7ew/lmO241wh4e3ubmZmZh2oT6cSDCODc/Aq/+d9eB01Gt0z2SmU0WUY2TS4u1YnCmZO9VGsWl5c3KdRqrO/vpU0MxVhO7fH8QAJJEJi+uYa5H+UyMRhlfaVOUEIencubdUITdhuMxkJULJPRUJDl3Qxht8HXbrYI0Kn+OOtrLWIV9blZ32iRnWTAw+Z6W7xKJMC59XUUQSDm9jAU9JOv1Rj0BjAtG00UuZVJo5sSxaqJUC3yen6FUtvfxVgkyOJui5i9KZHg9TZzSMLlZjbl3NHr/DWcCse40JYNeDczyFQoxrk2QqiIIjdzTkI4FYw5DCMCsFF2dhZP+ONcyjrPR5OdilhQ0VnocAyf9MeZ6RjZlm2ncSYgaVzJOSvdTnqTLHQEPxsdxckCAt8amuIbgW+EAvis9wC3oz03sfF+0CWI31h0CWAXzyQkSWJ3d5dLly6RSCQ4efLkoX77flgCmEqluHDhArFY7J7NIp0QRfFQRsCFQoHz58+jqipvfetbWV5eJp/PP/iGj4DOEbBt29y+fZurV68yMTHxWKTzfgRw+c4OP/fv/4RMqUJNETBsG0WSKJkmll9hMB4gEfHy1cUVLNtmtMfH4lYGn6Ex2hNiN19iJ1NkN1ukN+Zvkr+TvRHmV/YjYPwehmJBMqUy63s5soUy17d22c7XCVzC52FuraVaDUcCXGwjf2PRELP7o2HBrhO1YqXGmXgcURBQRJGtQhG/qJKpVEnnSsxXq6RLrYiTkUiA9bZ9wtFwmAup1n0OGIaD/OmSxLU9ZxxKj9fD+nZblmAgxGXHCNkmXXWOQ09HYo5xsAgsFZyj1uc6yJ4ocKBxZCoYZ64jC9DC+aWmRz+YFzjiCTOdbpE9EVgvOe9/yBXiRkcP8YARYKHoJIC5mlPZ9MsGd2zneZ4QIix+fZZVj4dwOEwoFMLv9x+JUveNMIEcxZe8bzQakTPtz1WX+L0x6BLALp46POjNwLZtisUiqVSKU6dONRsmDhMPImntLRcnTpygv7//oY99GDEwjUq7np4ejh8/jiiKR2Iuaf92blkW8/PzbG9v8+Y3v5lAIPBYx7wXASwUyvzkx/6AimlRlQWUQoWMT0UQRIR8lYTHT7lcY/rmOpZtE/W7sAUYCXlZSxfYyOS5k6oTgOeGE0wv1clH1GPgMVROJWPcSWXw6TpfutZSjs4MJzi/3CIqQa/OWlu0C5KAKkkkvR78mopL19AlmUypzGY2Dwhc3WyRtVM9Ma7vtMjayUSU19da5GUqHmG2LScw7DK4nO7o0O3o2R1yubmUb5GbhMvNxQ71T5Kcr5upcIzZtlgXAditlPArGpokIdkiPtPGlDXCPhcSAiICmijzfKAHUQDBFvCoCnmzSq8eAAFsu05Iz/j6sKm/FlyyQsGsMOXp2b8MQrpOoOKm8auWBIFCxWLUqMch2dRjZVKVPCO6G0HYv0w1kFEAAUGAYjZHoSowrPXVm4AF8CsaeavMmMu93w4sEFA1srU64a27jeF7B9/KpKun2as7Pz+PaZoEg0FCoRDhcPiRjAz3wzfCBHIYO4BvJBpj8lQqxf/5P/+HlZUVRFFkYGCAiYmJh46U6eJw0CWAXTxTKJfLXLx4kXK5TF9f35GQP7g/SWvErOzt7T0WEXoSotZOPDsVuCepWLsXGgpguVxmenq6OWrvDHd+1GN2nqdt2/yrn/l9dtJ5TFVEKlSp+jXEYgVDlckGdDZyRXp7A/glONETJl+rcnU/5++50STT+zEvMb+bqmlxpj/B5l6OWNDD16/VFS1FFtkttVSxZMDD7GqLJJ1IhMkWK5xKxlAEEZcqs5japVY2WSrv8VxfnK/cailYk4kos1ttamEo0FQHATyyxHzbv4sC7FacYccDAT/nN1oEdCoaZbat9cMjSezVqsQUFckCXZaJaDpx3UDZd5gbikyuWuWUP07NsqhYFoIlkpC9lMwaJbPGyVCYmSZprCIAZVUmtdtS0p4Px3lt3dnEMez3czOXbv487gvzesqp0D0fjnNht/UY/IrG1VyNstUyar0QSjKddqp4J3xhFnOtY4VUgxv5bYerd0Rwc6ljj/D5YIK5TOtYoiAQ1nRSbTuIA0aI5/2DCIJAIpEgkUhg2za5XI5UKsXm5iZXr15F1/WmOhgIBB67/vFZiIF5I2HbNqIo8sUvfpGf+Imf4Ny5c2iahm3bFAoFenp6+Imf+Am+93u/F1EUqVaryLLcVQePEF0C2MUzg93dXWZmZggGgyQSiUPt6e3EvUbAuVyO6enpZszM48SsiKJ4wMH8MGjf9+usV2sc97AVwAYB/PKXv0woFLpnuPOjHrOTAH7s5/4n8zc20V0KhXIVCwu9bFK2bLJ6PaLkhYle9gpllnd3SYa9TfIXC+jc3k7z3EAcs2ZRxWJhf1dwIOrn4lJLKZsciDXVPlUSGQj7idXcYEO2WCZTrLCaznInlUGXJVwulVSh7pbVZIk7bd2rkiiwXXI2UMiy6MjsS3oMFrMtNfG5RIzbe3sM+nwYsopbkRFsgTfHkliWTc00EREZNPzkq1VylQonozFe32iRnaggMb2z44hMGfX7uZptjVInIhFHuwjY7HZ0C08Ew8xlnESuc2Q8EYywkHGSL1Vykpy47mYu7VQjx/3OeBgBm82OncEhd8BB/gCGPSHOp537gHmcr5WwanA56xwtT3jjLHSYRv5275kD5EEQBLxeL16vl6GhIWq1Gru7u+zs7HD16lVKpRJ+v79JCB+leeNZiYF5I9AY+167do0f/uEfRhAEfuEXfqG5NrO+vs5/+S//he///u9vvrf+zu/8Dt/2bd/G1NQ3ZofzLyK6BLCLpw53qylq7J2Nj48zMDDA4uLikUSpNCBJEtVq1XHZ+vo6s7OzDAwMPFatWvuxK5XKg6/YhkKhwPT0NLIsc/bs2bvmGx4FAdze3sa2bQYHBx+5TeVe6CSAv/If/5zXpm8hKyLpUgXdMim4FQqmBV4VZbeM26tx/upqvQc45OHSyhYBt07co1K2bbZSOeYyRaaG48wv1wmLKIItCk2iNBwLYNs2Z3oTpPNFvC6Nr15vkZQzQwmut42CT/ZFHS7hiZ4o51daP5/qjXN+te3nZJRMpcJkNIImSbBP4CaDEQqVKoVqhbV0jnS+TDpXVwGf64lxYa11jOcSMWY2WmTKrShc3nW6b3sDfjY3W8Szz+V2kD+AYtX59zUVjjG363TaZmrO60wGoyzsOcmeJTiJer/bx3xHW0i/x8dmW32cKopczzvPeSIQO2D+CGoGS8XWqFwRxQO7f2OeCNc71L9hT4iZPaf5o2w7X6uGpPDO+IOJgyzLRKPRZnJAoVBojotv3bqFJEmEQqHmf/f7wnfUCmChUHhgj/nTigYB/MVf/EUikQi//Mu/fCBE+ju+4zsYGxvjlVde4Qd/8Af5+3//7z9S0HQXj44uAeziqca9xq2yLFMul+9/4yeAJEmU9keFlmVx9epVlpaWHJVuj4tHJWqpVIqZmRmSySQnTpy454fMYRLA9ho74NDIHzgJ4J/87zn+56uzKIpEqVZDKZXJBzSwQCrUQJOpuhXKuohpWeiKxEAyiCdT5PrqDjGfxs2NuioX8Ojc2KoTClGAN430UjFNPD1RVlIZFEniwq06CdFliWytRRqCboNL6y3yEfW6HEaQsNtgZS/LsVAQt6qgyRI1y2YiFCZTKrNTKLKbL7HSlmU3HglwdS8H1MnRmb4E59vIXp/fy2xbi4goQKpDUTwRDfN623g44XYzu+UkUn63i+VSa/Q55HJxs6MGrdBB9iZCEeY7yJ7ZYeIY8QW4vOckZBHdxXKbacQjq1zqOM5UMMZMx6jXtJ3HDqkGCx2VcpP+OBf2nCqeITk/omRB5FahwyDiChwgie+IT+KWHz0E3uVy4XK56Ovrw7Is9vb2SKVSLC0tsbCwgNfrbaqDPp/P8Vo0TfOxg+cfBrlc7tBSDt4ofPGLX+T7vu/7ms8vtN4PRFHkR37kR/jMZz7D29/+dv71v/7XB6YcXRwuugSwi6cSgiCQyWSYnp7GMIwD49ajClNuoEGm7lfp9qTHfhDa9/1Onjz5wG/Dh0UAa7UaFy5cIJ/P86Y3vYmvfe1r9y2Lf1Q03vAvLazyq/+/L1HFopYrU5UF8GnI6TIun85euL6cL+YqSLrIUNiF7tL46qX6iLAn4uP6VmskO9obplIzKVdqZIpl5pY3KFbq48PJgRizK227fv1Rh/GjL+zl4somXk0l7nGTCHnIV6pUqyaZUoWgR2dmZYNN6kTrzECC6TY18HRfnJk2p/BwyO8IhTZkmRu7ThdvwKWznGud/6mEs1bOq6pc2nEqaQmPm7ViS20b9geYSznJj27oUG4RwkHN4EZHe0i1oypuzB/iyp7zvjyqCrn6fp2AQEjTWNzbRhPrY04BmAhEuJheb14G9TGyIohNM0i/y8uVzFaj8Q2AkbuMenerTldvRHNzKXuQJM5nnTuKIdXFnZLTRPO3e17gSSGKIsFgsFklWS6Xm+rg7OwslmU51MGjzAFs7Mk9qwpgA4VCwbEz3Xi+GqsmXq+XcrnMD/3QD+H3+w/1faeLg+gSwC6eSty5c4eFhQWGh4c5duzYgTeBoyaADQXwtddeu2el25Mc+0Hnbpomc3Nz7OzsPLTR5DAIYCNaRtM0zp4963AAH+aH28ZGln/3i58nU6pQxaSqy0j5MqImU1NE9hQQqiZ6xaaoSeQscJuwtF5XnwQBRNGkL+BCFkW8Xg9fX2wRgxOD0aYa59YUVtItZS4Z9HBje5exaAiPpuJSZbZyBUKqTjpfQvR6+OLV1ohxOBJwdAfHvG7m1lukS5cllvac8SOKIjt2AU8mIpxrU/+GQwGH+ieJsNEWCyMgcDIa5vpemoCqo0kibkXFNG2eD8fqHbuIuHWVsL7vYrXrwdjZapXTgTiWbWPZNm5NQSkaVGpVqrUabgG2d3KEBI2aZSHKMm5BxWWr9Ro42yLucjO3uY1ti02q2B8IOjqIZVHgWjpNqdx6pJPBKPMdo2af141ZzSBQJ5OaKHN9bw/F1BAFAUkQGfEEuVPMEBT8SPuXDel+Vuw9SsUiXrcbSRARLJlRowcRAUEQ0EQJ07SYcA82HcIDrgAj7nsHsT8uNE0jmUySTCaxbZtsNsvOzg7r6+vNbtxyuYzX6yUQCBz6PuCzvAPYwNTUFK+++ir/4B/8gwPvJ6Io8vWvfx1N05rKX5f8HS26BLCLpw6WZT2w1eNuVXCHib29PdLpNMePHz/U8Sc8mKgVi0Wmp6cRRfGR+oyf1AXcGDW3R8s0nuPDdBdXKjX+w384R7FWBcHEqph4RJFcwMA0LSRRQE6XMXWZoiFiKSKCICDrKkFBoDfkRZYFpm9tYFo2qiyg5Fqj05P9URZWthw/58oVhsJ+ylUTW4S1lRyZbBlBgP6on9upFrEsWU5yLsqCg8zF/G421loK20RPjHMrLWJ0Ihbh0tY2AuCWJcIeN6VajaloFEUUEQUBQ1UIahqmZVM1TYIug1t7e0RkF4VaFUWUmFvbotD2N/58Mu7YDxzy+zm36VTITkbDLLQ5dMeCQb627hyZTkQi7Lb1C0dMgYupDedjdHlYbuso9sgKl9PO4zwXijO90zHq7RgjhzWjaRCxAdO2OREIM73beTubVFtjiSZK5MwimVp9zWMjV+aYJ+QwlgC8KdTryCwE+Ht9T67+PQiCIODz+fD5fE0zyfnz5wG4cuUKlUrFYSZxu91P/B6Sz+efWQWwQfZ++Id/mG//9m/nx3/8x/m+7/s+enp6kGWZYrHI1tYWL7/8Mn/pL/0lBgYG3uAz/ouBLgHs4qmDKIp80zd9031JUnsV3GHCNE0uXbrE+vo6breb4eHhQ7+P+2UMNkjY44RbP64CaNs2S0tLLC4uHhg1Nz60DosA2rbNL3/6PFt7JaxaFVmTkQSRnCqg1SyqpQrVgA6CgFAoYyoyYqnG2FCUgmWR2s2jiALbhVIz5Lkv6uHaVp2saBIUClnGIz5sRGRZZvpGWxtIf4z5tlHwcwMJZtqMHqcGEsy0jXanemPMrreuPxIJsLSzx0DAh1tVMCQJEYEXkglqpkW5WkOw6zEo2VKZvGkyHnU5zCLjkZDjZ1kU8HsMtvItAnSyN8K59RZJSno8DsUQwKOrjfXC+rkFAg7yB6B0NHEM+fws7DhHxr3hENttmYIeUeRiykksT4Qijq5gAZvtsjN0fNjrP7AzOOIL8nrKSdo6q+mSuoeFPedjmwzEmE47b+dVnAYMAbhTTDsui2se/krsGN9oyLKMJEn09PQQj8ebOaU7OzvcuHEDRVEc4+KHrU1soFqtUqlUnukYGICXXnqJD3/4w/zMz/wMv//7v8/p06fxer1sbW3xJ3/yJ/T09PBTP/VTzyzRfdbQJYBdPJM4ihFwQ3kTBIGTJ09y69atQz1+A3fLGGx3Oj9qsHQDj0MAGx3Gm5ubvPjii819pwYaBPCwzCU/9ZO/x1q6iIhFVVOo2ha6S8HMVVA8GsXg/t5fpoSkSAiZKpYAi1tprP19INVQqGTq5KM/7MYybZ4fSJDOFfF7dS7c3gDqBp6IT2mSP02WWMu0qVqayo3t1l6eW1W4k96jx+fBp+sYqowii5xOxChVamRLFSREsvky2XxdmTo9EOf12y1idKo3xsU2wuhXFeY27u+sPZWMc269RbgCusbCtvM2ca+btUKL7Q34fcx1XMdQnG/nQ/4A8x2E0KdrDtIYkBTmd5zkazQUYbrtMgm41qH+TQRjB0ibX9OhjRPqosRiR8zMRCDKpYzzdr1uH+uVnOOy7Y6fQ6pxwEVc3wd0EtW/3fccknB0Ttz7oREDIwhC00zS39+PZVmk0+mms3h+fh6fz9cMovZ6vQ/8opfL1Z+PZ50AAvzoj/4ox44d43d+53e4du0a+XweTdP4x//4H/Mv/+W/PPAe1MXRoUsAu3gmcdgEsKG8xeNxJiYm2N3dPfRIlQY6iZppmszPz5NKpZ6oYeNRCWAj3NmyLN761rfeNdz5MBXAT/3Cn3BubgkqNUouBUUUqBRNCoaCoAjkFBspW8Wrq+x6VExZxLZsME2s/fs/PZ6kWKny/GCcnb08mUKJdLEGmzkGY35ml9rUvZE4F9oyABM+hZt7RRRRIOZ1MRgLUaxWMS2bQrmK36Nz7tYqNrBOjjNDCb5+s0XuJnujjt2/pN/DxbXW/cmSwHrOqYpF3dq+E7iOiXiEha0WKVIlkZt7TsfuSDjgIIR3U//8ho7dZiAZ9PkPmEG8mgpt0Xu9Hg9zKedxYrpKutRyCLskmWsdhpGTgRBzGadBpNSRFxjVXQdiZiZDMc7vOMezQgf5dUsKlzpyBk/4IlzJOY814glyvkMR7Bw3K4LE3+p94zLj7hUDI4piU/kbHR1tmklSqRR37tSNMMFgsDkuvtvrsFHx+KzvADbw7ne/m3e/+91Uq1VM03yiYPkuHh9dAtjFU4kH7cvIsnwoO4C2bXPz5k2uX7/uGH8epcmknai17/s9acPGoxDATCbD+fPnCQQCnDp16p4L64IgHOgDfhz8t//6VT7/p3OYpoVgyIi5CrJXo+TTwbQRyjVkRaJiyJQl6q4IQMpXMHWR5wbjSLLIpVublPadvQNRo07+qGf+1QS7SRT9bo3l1B5DET9eQ8OlKqSLJaIV2MmVqJYrfOXqcpNCJPxubu6km3twfpfGlY0W6ZElge2CM6Il6DFYybXI3akeZy5g3G1wfc+pZOU7siUnkzGHOSSgadxIpwloOqokIosiQ8EAhiIjiyKiIOJSJKqWxelwDAQBUQCfphHWjbrRVqhn6tVsizdHks1jezSFpMvbNOOatSrFcokXQ/U2HUGoO3+zbRmCNja6IvPmkI6NjWmaCJZJoVLmmOBCFEVkRSbocpOnPrazsLEsGwWRE94oFnVjiS4p5ColkroP0zapWhaj/iCzuxsItoC9Tw7ljko7EbiZd7p8ew0fl7NOkvg34mOEtTeOIJmm+VDGj7uZSVKpFGtra1y5cgWXy9UkjA0zST6fx+VyHYqx5JVXXuHjH/84a2trTE5O8slPfpJv/uZvfuDtvvSlL/GX//JfZmpqipmZmSc+DwBFUR55HN7F4aFLALt4JtEgaE8SE9CeMdjZrHGUBLBx7J2dHWZmZojFYkxMTDyxy/ZhiVoj0PrYsWMMDw8/8Plr7wN+HPzZn87xG//5yxRtoFDBVgxsRSAv2Gi5ClXborY/+pVyZQp+DTFXxaMqZDUJNJm5mxuM9Ieb5C/sUVjea+VAPj/aQ65U4cxQkmrNRFZELt7eYDdTV6pGe0NcXW+RCJ/fy2ZbdIho16i1PXeD0QAX7rTUw6m+ONNtu4Ij0WBTDRRsCBga6VKZ4UAATZZQJAlNsAkoMh63G5u6GzldKjMRiVA1LQRgJ1skqhiUayblWo1jgaAjKzDu9fC126uO1o9TySizmy3VrN/n48K608RxOhFnZrN1/lGXwU615HiMz4XCXM7lYJ/EyqKAT9ccWYRT4egBo8npWIwrhRY51isiNwtZim1Zf5OBCF/ZcBo9XogmuNU2gheA2+QolG1AQBYk+tw+lvZyhEQfsiAiAT7TwpJ0orIfSRSRBIGgphNVfQgICIKNDby3/wxvJB6nCaTdTDI8PEy1Wm02k1y+fJlqtcqv/uqvEo/HiUSe3Nn82c9+lg9+8IO88sorvO1tb+PTn/4073znO1lYWLiv8WJvb4/v/u7v5q//9b/OxsbGPa/XxbOFLgHs4plE4432ceuXGpVuuq7ftdLtKAmgIAjUajXOnTvH8ePHD83x9iAF0LZtrl27xu3btzl9+jSxWOyhz/dxCeD516/w7z75KhXALYtkgi7scg1DlSnYYCsiNVddARCyZbBtVBMqqkRJFbDE+lvUqbEEF27UiYgoQG8iTK8gUquZVGomC7c2KVXr5HC0N8xcm9FjYiDKvMMVHGF+tTWGPdET5lKb2hdxKVxZ2yRiqHg0DY+hIQsiL/Qm6nVtloUsi/S5veTKFfLlCiOhEOfvtAjPcDjAXDpd/2EniyhAPOBhNdNSBF/oS7DYZjgJuXTmNp3j0ITXzXq+dZten5e5Led1Qh15ggmPh9mtjrYOv5/NzZb5wiXLXO9oDzkViXF+20n2KrbzNRA33Mx17AxORuIOgwjAXt5Z++ZT1AMNIlPBGLNtFXI12yKiG9zeceYlJmWN9bZdQrekgAgFs6WmnvRFmQo8WUD7k+IwmkAURSEWixGLxbBtm3w+z2uvvcbnP/957ty5w9DQEO94xzt4xzvewbd+67c+8k7gJz7xCd73vvfx/ve/H4BPfvKT/PEf/zGf+tSn+NjHPnbP233/938/3/md34kkSfz3//7fn+QhdvEU4Y3Zlu2iiwfgYUbAwGONgdfX1/nyl79MPB7nxRdfvGu9U0P1Ouw9QNM0uX79OpZl8eKLLx5q3EHjw+duZK1WqzE9Pc3a2hpvectbHpr8wcMri52YvXiJn/vZP0KUJaiaZC0Lj2UjYFNQJLBsbF1CTpeRc1XQJMyATlUEqVilvP/uFPEbVGomx6Iekj6dUyNJLlzf4MK1NeZvbSLKYpP8yZJArm2EaSgy63utvTxdkdjNl+kL+jiRCHO6L4ZHUzmVjDIWDpF0ewh7fZTLNqlshdvbWfLZHK/fXGX69joXluuEZebOBqt7WTKlMj5D41KH0UNVnV9KTvXEHeTPrSgsbjvHmoOhAJW2Lx0Jr4fZDSdpCnuM5pgboMfrYbaDECa9Hodi6Ne0A7t/E5EI+bbXjiDARsm5v3gsEGQx7TzHPp/XcWxJEFjOO4nksC/Aiuls6YkhUe74QlXtIJcuSeZyxz7gsMvHuuXcNzwRiDrIH8B7h57jjUTjveIws/8EQcDj8fDP//k/58d+7McYHx/nV37lV/D5fHzkIx/hxo0bj3S8SqXCuXPnePvb3+64/O1vfzuvvfbaPW/3a7/2a1y/fp1/9a/+1WM9ji6eXnQVwC6eSTR20x5FpWtUui0vL/Pcc88Rj8fved12hfGwApBLpVLTdAE8ttnjXmicZ+cHUXu480svvXTfPtN7HfdRFEDLsrhwYZaf++n/Q9UWyFVqeFwq1aqJpQhYbhXNtKmUqtQ0Gduro5omVb1+znK5himLRCQRxa0iaxKXb9aJQSzo4dJyiyRMDseYW26Rm8mRBNM31/AZGlGfi0TIS6FcpcfvJVeqEPYbvH6jpVY9N5Tg9RttGX49YS6tt9TAuN/NnbbdP0GAlY5Gj8GIn+m2cfF4PMzlTef+4GrOqYgdj0cc2YERl3FA/Yt73ay1qX89voNmkJjHzWrbdSIu44D6NxoO8nrbOFYRDhpPpsJRLnYoe+6O3SyvorKw21H7Fo4ys+McCQZU5x6rLArsSBbt5SMxST0QGTMRjHKuwzTilp3nIAAbJedepV/R+daecd5INF7TR9UE0sgAfPvb387b3/52fv7nf/6Rj7G9vY1pmgfe9+LxOOvr63e9zdWrV/nxH/9x/u///b+HFoTfxdOD7m+0i2cSgiA80pi2UqkwMzNDpVLhpZdeeuDopEGgTNM8lDe+3d1dpqeniUajjI2N8Wd/9meHrhjcjQDeLdz5UfEoCmC1WmV6eppf+fevU7XrI1pqNbK2hF2tUcZCrACSiBWo7/0JhQplr4K0V0ao2dh+FUuVSFUsjsU0rq63yIqqCZSz9d+5W1fIFMuM94RxaSqKJLKTKxJQNTLZMj5V5atX7lAz6+ceD3i4uNQalfoMjWubLYVLEgXSJadyFfYaDmfvc/1xZtpaQQKq7GgJAah0BEl3mkN8usalTSf56Qv52VlfR5NEJEEk7HaxlN4jpBuIQv130O/3YmIhCAIidYKWKhTp9bQy0wYDfm7tpYF68LKEQKpYIK67sAQby67nBS7u7uCWJGqWhS0IlCynkt7r8TDXkRd4PBQ+MOrNdnQMR3TjgBt4KhhjZtdJMOIeL5uZ1nMtYLOccxLrsKpzpcP8ccIf5XLWeV5/q38CXXpjP8oar4/Dbv9oIJ/PH1oETOd05V571KZp8p3f+Z381E/9FOPjbyzB7uJo0CWAXTyVeBhjx8O2gaTTaWZmZggEArzwwgsPRegeR2G8G2zbZnl5mStXrnD8+HH6+/ubxzxKAgiwtLTElStXHjtXsP24D6MA5vN5zp8/zx/89lX2sjUK6QKKR8M2VMRsCduvUZNEhHKNki5DzcItChRsG8ESsN0acrVGaX98GvBo3N5uEbaTQ2GK5SojYYNyxcTldpLD48NRrq+1CIPLpVJrq4AL+Q3W21y7Q4kgM7fbQqAH40wvtdW1xYLMr9WJmmCDz1BJF0v0B7zosowiSQRdOrv5ArValVq1hiYLmDWLyVCQWs3EtCwq5Rpj/iA1y6JmWvQGvVzd3kWRBGqWRdCls7CyiW1BFYsqFpGQwZ2dtr0+r4dzS+uO8evzvXGutvUPB3SN87k1x6j1hZ6EI1JGEGCFHJl8i7gdDwW5srWDSN1gIYsivYaPfKmGLIpIooguSWSKFUaMEJJYr2oLGwaZaonn/Yl6X7Ag4Nc0stUyda2ubs4wJInTgUSzZs4GilaNHsNLxTIpmTV6VYPFUtrx99RneLiYdTqvJbHTISzwnsE3LvqlgcZr+igVwCeNgIlEIkiSdEDt29zcvOs0JJvN8vrrrzM9Pc0/+Sf/BKi/t9i2jSzLfP7zn+ev/bW/9kTn1MUbiy4B7OKZxcO0gSwvL3P58mVGR0cfqdJNEIT7NnY8DNpDlt/0pjcRCoWA1oeEaZqHGoHQeGy1Wo1r166xsbFx13DnxznugxTAnZ0dpqenOf/lXW7dylIyLURNplyqoLh1qrqEJYnYloVUsyBXxnKpWIDlrVfd6ZZN3l1/PlRZJOyT6dF9mBbkimWWN7PkinXiMpjwc229RZD6Iy4ut4+Gh+LMLrfI0Ym+iKMebiDiZz2d41g0iK7KaJKMJAq80J/EtCyqpoUqi/S4POTKFQrlKsfCQabbjjkY8XNpraXkiQJEfW7Ws63zGvEbLLRVsQVdOjOrG5Rrrb+rca/bESeT8Hoc7SMAcZ8zCDrqMg4ETB8LBzm31hr1apLIjYYRZR+nYjEudIyIJalFWkzbxqcoXNzadBDJM/EE57ecxGEqGnFkD+qShCJLjhiZ48EQ57acGYIvxpJ8fdupgAq6hlhV0CUJVRTREEllCiQsF7Ig4NJ1fJqOZQu84K9HNdnYDPuC9Lr8vNForIocVXftYSiAqqrypje9iVdffZV3v/vdzctfffVV3vWudx24vs/nY3Z21nHZK6+8wp/+6Z/yO7/zO0fSktTFNxZdAtjFM4v7jYAblW6bm5u88MILhMPhxzr+45pAGvt+tm1z9uxZDMNo/lvjg+KwDSaND58LFy7c9X6f5Lj3UwDv3LnDpUuX2FgWOPe1VXIVE7tSQfYZ2CioikDFFvFZkCtUqfnrO2JCrkwhUP9/SYCRiSSiILC5nUZTBa6v5WlUS5wcjbG8r4hJkkDVphl7oqsS2WrruVRFyORyHIv68Rh6neCIcDweJl+ski4U0WSZpa2Wevj8SJLXr7fGm1P9MUeIdMitO3YDARTFqd5O9sa4uNoiV4YssVpyjkijLpWdnZapIe51HzB6xL1u1toIYdzjPrD71xf0s9kWF+NVVS51kKrJWIxzG07StldxjrgTun6gPm4kGHDsDAJslZz1bb0eD/MdwdOTkSjnOkii2qFwy6LAtWxHpp/by+X0NjaQq9V/j8+H41xoHxvnSoyWXVwznefx/rEXeRrwsBmAj4vDUAABPvShD/Fd3/VdvPjii5w9e5Zf+qVfYmlpiQ984AMAfPjDH2ZlZYXPfOYziKLI1JRTXY3FYui6fuDyLp5NdAlgF88s7kUA2yvd7tVw8STHfxB2d3eZmZkhHA4zOTl51w+Gx+3tvR8ymTpBUhSFM2fOHNrS9r1GwLZtc/nyZVZXV6mV/PzRf/8KhVIFlyKR02QqALkSVY+KIEtYgoC5T/4o17BlES1fxR10kRgKMX+1/oHvMWQy1dZzdmI4xvytNqPHsSRXV7YZigfxGio+t8ZeoUzQMNjJFumPe5ldapCTPUZiHq6l2to4BmPM32kdLxnycnHZ2c27mXUSjf5ogJm265zoiXBpo0WcFElkdc9p9BgKeVlIpZs/hwyNG2nndYK6wnqh9dzeTf1L+j2sr7f2EIOGwXyHYWQ8GnKof5IoOKJhACaikYPVcKrCeqVFSA1J5squk+hORqIH9gETbjcrhbZMPwGHGQUg6XIzf8A0EmO6o2c44fI4jgWQrTmJqi5KbIg1h5EkKqpoy5vcKlqEw2E8Hs+RKXAPwmGaxe6Gw9oBfO9730sqleKjH/0oa2trTE1N8Yd/+IcMDg4CsLa2xtLS0hPfTxfPBroEsIunEg/zRn63NpDt7W0uXLhAIpHg5MmTT/Sm/DgEsDFyHh8fZ2Bg4J6P47AJYCPcWRRFxsfHD9Wxdze1slarceHCBQqFAonoCD/zzz+HZZnUbLBtC9G0sfMlTI9KRZagWqOgCIi5KoamUDAtLI9GBRjuDTJ/vaW29fSEuHy7Thw8hoIoCZweTiJQH7PeWk9TzFdYyu/QG/WzsLTZ7PtNhr1cWmkRmIBb506mtUcmibC243TA+j26g7ydGkhw/naLTPWGfMzecRo9Ohs9pvrinF9u3cZvaFxPOwlYfzjAzGp7OLPOlZ204zohQ3Wof1G3yxH6DDAc8jvaQwxZ5uqOk7RNxWKOIGio5+w57kvTuN5B2iZikQPqX2dci1/VDhDCqXCU2Y7Lerxe1jocu+mKM9LFKysHnMWjviDXO1TCiVCM8zvO8/qH42dI+hKkUilu376NJEnNft1QKPQNbZj4RiiAhxEEDfDyyy/z8ssv3/Xffv3Xf/2+t/3IRz7CRz7ykUM5jy7eeHQJYBfPLNoJ2r0q3Q7r+A+CZVlcunSJ9fX1hxo5H1bQtG3bXL9+nZs3b/Lcc8+xsLBwKL297ehUANtjZcaOTfBjP/Bb5DIFTJeGKkLZtLE0GUwTZAkKFTBNRE2mZih1QqnV9/68Ho0722kANEVkcjRJ1baZHIyR2isQi3i4eK1FdkaHIuxk9tU5AVRNbpI/ALdbpdZG5vrifi7ebhGhk/0RZu+0VLD+gItLK1uokohb0/DqCoVKleOJMLIoIYsCHrdGzNcav3l0lUypTCipY9k2oiBQqdQYD4ewbJuaaeESLTYLNrKuYNk2fkPjztYeAUnDtm1sbPr8fvKbNWzAtmyChsL1jV20er8FgiDQ5/FQTFURRbneGqGprGxniMkGoiAgCgJDkQB3MhlCbgNp/zJMOBmIIDXMGbpGrlrhhUjdsAEgWlVylQoul6t+DtTr254Lx+qPw7IwZIVUtUjS5aFimpTMKuPBIF/fcpKxcofz2SMrXNp1qo1jgRCLHZ3Cx4MRXt92Hst7l5ii7bJTkTUkmb83OoVX0ejt7cWyLPb29kilUty6dYuFhQV8Pl+TEHq93iNVBw8jBPp+OEwXcBddNNAlgF08s2iQqPtVuj0JHlalK5VKzMzMYFkWb33rWx9q7+4wFMDG485kMrz00kt4vV4uX758JLuFjWPu7u5y/vx5kskkvT2D/H9f/g1KxQqCriDkS5SCLgA8kkC+XEUs17AsCzNgYAFCqUpu3/QRDrhIxt2k93J4VA+lisni0jbZQn38N9IfZvZ6i/xNjsaZvdVWz3YsycWbbf8+HGdueQNZFPC7DZJhL7WaxemBRN25KopUbZPJZJRytUaxXEUAFFOgVrXYKxWJu1SutBHE0WSoGf4M9fFwyOdiM9MayT4/nGS+bV/Qp8msmCY1y4b6IJxk0MvVVCvmJOlzM7u66XD1xgIR1poKoY1PlZld38Rs4/Oj4aAjUkaVRCrbJjvFlrI2lYhysWOMPJmIOnIGfZpKyaxStizYVypPx+N8dd0Z8/JcvLV7CaCKIjdSaTRTwpBlNFmmz+MjXS5xwhNBEUUkUSBo6GQrFRrFwzY2Hk1FFSSqlknZqpPJ3XIJWRCb6mRY0w/EyAzqbm53hE1/e/84XkVr/iyKIsFgkGAwyOjoKKVSiZ2dHVKpFEtLS4ii2FQGw+HwoauDh+3o70ShUOgSwC4OHV0C2MVTiYeNgSkWi7z22msYhnHXSrcnwcOodOl0munp6fvu+90NT0oAC4UC09PTKIrC2bNnm4/7KHYLGyaQhtnj+PHj9PT08iPv+3XWV9PUTAvRpWJ6NDTbppIrkQu4sN0aimVR9e1/UJsWHpdGz1CUVLqAyxCZXWyRkuPjMS7drH/4K7JIvlylwY88LpWlrT1EQSDsdxHw6MiiyJmRJJZlY1omhVIFv6qRLZbZTRfw6Cq3N9PN40+NJJhti315biTBhVutn6M+g2vbzrFtseI0cUwNJphpGw/7XRqX1jv243wuFlOt4/QEvMytOklNxO9mNd8ikXGvm7k153VG4hGm26riDFFgft051p1Ixphec+7UZTvOuc/vO7AzOBYO8fq6U3nrHM/G3W7mtjuMHtEo0/tGj2qlApUKPR4vN/azB6E+po+43GwWWo8v5nKzXc47O40jUWb3jSS6pOCSFU56w6wX8qiShCKJVMtlXKJENBjAoh4jU7MtvnPkFPeDruv09PTQ09PTVAd3dnZYWlri0qVLeL1ewuHwoamD3wgF8DBMIF100Y4uAezimUWpVGJra4vh4WHGxsYOfcTzIALYIERjY2MMDg4+0v0/ScRMI3IlmUxy4sQJxwfPURHA9fV1MpkML7zwAqFQiI/8yGdZvr2NrclYlo1sm4jVut5leuqEzzYtJFVEypRBkghEPWyXK2Sub+J2yWTa+MbJsTjzN+vkRgCeO95LtlAiHvRgWza6rnBrbZeCWSa1nScR8jKzuNK8/XPjPdxYapGV5445yd1QIshcW8afS1O4vZV2PM5oyMvmcmtfcDTmZ3G7pTzpssiNDecIczge4vxSi0hF3TrXd52GhpDXYCXTNpYO+phb62j98LtZbyOEIZfOXIeKd7Inzvk2QigKcLPD+XsiFjngBg67DZbbomk0SWJx17ljdzIS5lLHHmGvz8t6sb0ezmaroy4uahjMbXcEP0diXOy4rN/nZWPTuQ9Yafs7LZsmpm2xsLvNbrn1hxFUVNJmFSvTIo4vRpOM+R/e1d+uDh47doxyuUwqlWJnZ4fl5WUEQXDsDj7Ol8ijVgBzuRxer/fBV+yii0dAlwB28dTiXvEjlmWxuLjI9vY2gUDgyFLq70UALcvi8uXLrK2tfcMjZhomk+PHj9+1R/iw42VqtRqZTAbbtnnLW96Cy+Xi5//Vf+fK7B0qto1YqaEqImVVqe+21UwEU8AlihRKVUqqDh6dkE9nu61lIxDUWd7I43GpJMIedE3m1HCCbL6MJMLMpRXM/ccx0h9m9uZ6Uw0c7g0x1zb6TUZ8zLWNhj2Gys3NtlYJARCh/U9pvC/C9M0WcTuWDDHfVikniwJ7VefvfiDoZjHVInJht8ZsRwtIMuxnq80w0h/yMbfiJEMBj85ypkXIkj7PAUI4EPIz3WYYcSkyix15elOJGBc64mHyReeuXNTlOhAhMxmPOMKhAayO7y5eVT0QDzMZiTLfYfQY8AfY7DCNFGtOg4whyVzucBYP+nxcSXc8nnCMmQ6HcFI32Mk7Fc1/MPZkESSapjnUwUwmQyqVYnl5mYWFBYc66PP5HuqL3VGaQGzbJp/P43K5juT4XfzFRZcAdvFMoVwuc+HCBSqVCkNDQ+Tz+Qff6DFxN5WuXC4zMzNDrVbj7Nmzj/2m/KhKXTvpbA+VvttxD8sEUiwWOX/+PAADAwMYhsGnP/5HfOlPLyMoIqomUypVsd0q1Mz6uFcUsBW53vjgq0e+aKqEqUpIFYGQVyEa8WAJCvEAbKVyqD1Bpufrap4gQl9vsEn+ZEmgUGmNgkVRoGyZDjLncqnU2lS3kd4wF26uIQIuXWWsL8xWpsBoIoQsSWiKBDacGUw0v2SomoxHU7Ftu27acOtsZwsENQ3TstFViXylSr/fR800qdZqBFSZSrkGgoQgiiSCXlY29ggqrdihsOEiW6jUm2WAhN/D5k6OhOFGQEASBXr9PlRBapo6PLpKqVRjIhypN2wAQbdOulRGEKCh96qSzJsSCaC+YycBe6UiQ4ZBzTRBFIm6dGRJoGpZlE2TimlyJ+tUKIcDAa6knGRsPBI+MCI2cf69GpLM5R0nSTzmD3I17ax0OxmJcK7DNBI2XNzuiKmpN4i0oIgiSx2KY8xw8dd7Dy+AWBRFAoEAgUCAY8eOUalUSKVSpFIp7ty5A9BUB8Ph8D3VwaMeARcKha4C2MWho0sAu3hm0Ni3CwaDvPDCC6ytrbHXUWp/mOhUAPf29jh//jyhUIipqakn+sb/KCPgRo9xtVp9IOk8rBFwo7s4Ho9T3Y88+R+//TVe/aM5FF0ij4AiCCCLuIF8uUbFq9UD4So1yoYClk1fwk+yL8jq5i7ZPZtqVeDmSpZCqX7M46MxFtoiYKbGk1y41iILk6NJZvZ/FgWB54/3sJXJc6I/iipLuF0qhXKV5wbiVGomLl1hZWsPr6xQKFewyjVur6fZaasUmxyOMX+jLVdwKMb0lTvNn92agiiLZIotQnJ6JMHNtiaR3pCP6zuZNiJq4svn2S20bjMU9TuyAwF6Ql622jIGk34P526vOnbjzgwmubLaImS6LKHuyey1KahTyQgzS07DxslEhKttu4deVWGzkKba9vdwMhJkcTeNT1GRqQc1J3Q3GlKz9k2RRERL4MVoEgALG0UUyZllxvxByqZFyawy6A/w9fXVptEDwKN1mitsR4MJ1GNkOpXEUX+QaxnnWHoyFGN6x/n8/b1jE8hHSLRUVSWZTJJMJrFtu6kONtY9vF5vkxD6fL679m8fBbo7gF0cBboEsIunFg11pr1Pt73S7WGq4J4EkiQ1yU/jA+BRK+Xud+yHIWrZbJbz58/j8/keqsf4MAjg6uoq8/PzjI+P09/fz/z8PK9+7hx/9ge3qBarlH0GFMpYhgqqUo99cSl18leuIVRraLpCTZHw+g2+NnO7fmABwlEv127XVSOPS2WtLaA5FnKTzpc4MRhDUyRURSZfrjAUD5DJlZAkgYXrG5Qq9exHXZXR3WorFgY41h9mM91SjY4Px5m+3iKUI8kQ87db5E+RRDYyTpVprGM8nAh6HLVyADJOFXIkHuTGllP5KpedporBcID5jnFw1O9mNdt6DoIunfkOM8hET4xzd5wK2l7ZORYdCHhZ2HSqcaPRsMMxDLCdrxsx8pX633VIF3h9Zc3ZMZyMO3IGAU4nYyy07T8KAoiWiFgTcCkKbkUh6nZTKpmcCsT2yaSAS5HJmzUSupuqZVGxTKIug0vpFNiVZnyMWz3oyt2rOZ8/WRT5eyMTB653VBAEAb/fj9/vZ2RkhEql0nQWz87OYts2oVCIUChEpVI5VANaJ/L5fFcB7OLQ0SWAXTzVME2ThYUFtra2DuzbHVaW3r3QcBkvLCywtrbGmTNnDi2M9WGI2sbGBhcvXmR4eJhjx449FOl8EgJo2zZXr15laWmJM2fOEA6HMU2TvXWbP/8ft6hZNrYiIhQrIEvUZAnbtlFkkVqhguoWKddMLJ9BEQh5NW60RapMnuxhdnGNgFcnEvQQDrvJFytEfS529wr4PAbXllrXHxmOcG259fOJY3G22hpBxoejTXUQYGIkznxb5l804HaQPYS6mtWOieG4g+xFfC7HLiBA2O9iLdPW1evRuLXrJI2y5FSlRuJBrm07CaFtlh33nvR7DuwHDkeDnGsLlFYlkZsdYdFTPbEDBhG/24A2o4khyyxudxg9YmEubTtHvX5JJFVxPidbHXuEEZdxYI9wKhZldquu4uWrVfLVKn1+P3MdjuiT0TCX2sbLkgA7xWIztkaXZHo8XvbyFY67I2hyXYl0KwpFq4aiWiCLIEucCseIGG/cHpyqqiQSCRKJBLZtk81mSaVSrK6ukslkUFW1aSjx+/2HNhKuVCrUarVuDEwXh44uAeziqUUjcPhelW5HTQBt22Z7extd159o3+9uuB9Rs22bGzducOPGDU6dOkVif8/rSY97PzQyBbPZLG95y1twu92YpsnNxTV+6edfJV+s1T+IVRW7UgFNRsiXQICiYoBLQxQEbO9+z68goOig2SJDvWFcbpW9fBm/S2MvXSQW9vLV6dvN+588nnRm/o0nmL3R+vn4UIxLbeQvGfExd7NF9nRFYr3DfRsJedi43SIzp4bizLYRRJ9LY3HNqZolw162bhcQqE82B2J+Lq1sIQo0y4dl2TnqG0+GWezoCRY7COFg2M/tXee6glsWHMqb39CY7zCDTPbGOd+h/hU6WkgSPs9B4pWIcm6lo9Gj4+/CLUusdCiJ/YbGUsb5PA4E/GytO0lhqaOBR5ckrnS4iPt9Pgf5A5iMxriw3fodlE2TsGEcaB85HYszs+VUXf/Fm76ZpwWCIODz+fD5fAwPD3Px4kVEUaRcLjM3N4dlWY7dQU3THnzQeyC33wzTJYBdHDa6BLCLpxZXrlwhEAgciDpp4G5VcIeFvb09bt26hSRJvOUtbznUajW4N3mt1WrMzc2RTqd5y1vegs/ne6TjPg4BbHQntz9W0zTZ2tjjYx/6r+T2imgejZIFuixQrO4rkZJYN4AAds2k5lWI+nS8Hg1Ek9XNEsVijezeJgPDYW4u18mAy1DYblPQ/D6dm2sttcrr1ri10VLPVEUilSsgAm5DxaUrJGNe3G4VWRKRRRGvRyNfqjAQ8WPb9ZiXvWKZiWQE07IQECiVavQFfNRMC9O0GEgGWLyTwiMqWJZNIuzl8q0txLZfiyrK2OUWSRuMeLmVyjaNGJIoYJk2uiAh7odND8eCLO9kiOkupP1RaNTlRrLr/y4KAm5VJlsqMuJ2YVsWsiIRcBtUBLG5S2YDiiByKhHDtCxqloXPUFnN5Ai7dEpVk2K1SsLncdTHyaLArd2043d8LBzg2o5TkezzuLjcQfZUlwHl1q6hJgpc2urIJwwGuLrrPNZENMq5DefYOOJyHegjztechFMWBG7sOY8V1HTmU05CeyIY5kzs4b8IvREIBAL09fU51MG1tTWuXLmCy+VqksFHVQdzuRyCIHRdwF0cOroEsIunFqdPn77vvx+VAriyssLCwgLRaJRyuXzo5A/ubgJpJ2KPG2r9qDEwDWNNNBrl5MmTdResZZHeyfHRl3+TTL5C1bLRLBsKFSo+AwwNSYCqLiNUTCTLZuBkgjsbGba3itSqNfYKZrOibWwszOWbLSVoeCjC3GKLLPT3hUil8/RG/KiKhNujkS9WqNVMyhWTYNDFldubiCbks2UGYkHOz7cyAGMhD5eXtqjW6s+nIEJvzM/yZktxOz3e49gFTIQ9XLixTs1sPVeqKjl+Pt4X4fKqUyG0Oxb9x3sjLKw6yUq+UmE33zKdjMSDnL/lNGycGog7Qqfdqsxypki57f4nk2GmlzrcuYkw6zstshdxG1xfTxGSdXRFRpMl+kI+dgol+r0+JLFeK+fWFAK6sU8kTQqlErlymYiuUzJN8pUqQ0E/1zqI43g4xMWOOBj1LpsIax2dwn5NY6GDxA0HAlzrcAhPRWMHlL6RQJDXN52K4N8/MXnwTp8itLuAO9XBarXa3B2cn5/HNE2CwWCTEHZONjrRMIAcpcu4i7+Y6BLALp5aPIjgNf7dtu1DCYG2LIsrV66wurrK888/Xx+B3rz5xMe9G0RRbBpMoOW6jcViTExMPPab/aPEwKytrTE3N8fY2BgDAwNYloVlWdSqJh99+TdY3cyhKgKCIlMybexG726liu7VqJVNUGSGx2Is3qqTBFESkA0dc1+RCocNri3t4HXJ+NwqgYAL27Q4PhglVygT9LuYW2iRo2ODEWbbun+TUS9Li7tUa3VipKsyqztOVSkYMNjYaxGQqZEEF9vGxyGfwaUlJxkJel2s7bZuM94X4cpKG9ERoFBxjlqnBmPMtu0HCgJkO0aoJ3qjXOoghGrHyDgZ8Bwwg4z3RB2B0qIAd9LOkfGxaIDFzY4xayTA+eU1oArFfRO2ZbHapuz1+r2sZrKO/cNhr85qW76eJAgEFI2E6mpWvGmyhCbJvDmWxAaqtSo1s0auWCYqKZSxKVomxwIBLnUQu7FQ6MBY16cd/ELT2VoiCXAzk3Zc5lUUvn149MBtnybcLwdQURTi8TjxeBzbtsnlcqRSKdbX11lcXMTlcjXHxYFA4MBrv5EBeJRdxl38xUSXAHbx1OJBb3iNN1zTNJ9YpWtErVQqlea+39bW1pHtGLYrgO0Va/39/U/0Rv8wI2Dbtrl27Rq3b9/m+eefJxKJOIj0z7z8G6ytZ1EEKItSnVWUygiiWD9v2yZnAYpMLO7j1krrw//kyQSlikki4sOsWVSxyeRS5LM1amWbbLFGJlf/0NdUkXypRQAUWSRTchICl0ej2rbbNzYS48LVFrEYH4py+XaLcLl1xTE+BkjG/My27Qse6wmxsOQ0hxQ7VgmmBuPMtvX7iqLAdq7ouM7kYPyAO7jYsZ93LB7icseeYcTvZrXNVOLRVS6vO69zqj/BzB3nSLVUdN6/Tz9YQzfVE+Nih4s46nU7mkgEIIeTZEQ9LmbXtxw7iVOJKK937B+e6YlzadtJTAuZIgFLrruBNRW3piHZ9RgZG5uaZWFhky1XCOsGe+USNdtmxB/gesf4dyoSY6ajReSdfUPoR6DCHyYeNgZGEAS8Xi9er5ehoSFqtVpTHbx06RK1Wo1gMNgkhIZhHGoEzCuvvMLHP/5x1tbWmJyc5JOf/CTf/M1336383d/9XT71qU8xMzNDuVxmcnKSj3zkI7zjHe84lHPp4o3H0/2q6qKL+6BB+p6UAGYyGc6fP4/f73dErTxJXduD0FAvGw7jx20U6cSDztk0TWZnZ9nb23OYPSzLQhAEPvr9n2Hx8joV00bwaFCo4PLp5N0GAFaliu2uL7Qrikg04UN3C1QrJj6/h/mFtWY8ytSpXhYvtwjE6Gic2Sstta8n6ePGnRaZGB4McflWS+GaHEs4Gz9iPubajCKyKFCq1vC5NBRZQpJEBpMB1lJZgm4DURTqOYGlKmPJ8H5enY3fazAm1p9rAQh4dXZyJUYTIWzqH+bFQp6oW0VV6481GfZyaytNyG1QtUyqVZOdnNMYMdEXZX7FScgkyUnmkwEP83ecBGcsET6g/m1knS7joUiAWx1u4Igmcj3rDE/OdCiSIZfOfIdjeCIRYa4jMqbX72M957zPQmejhyxzpcNZPBDwcXu/1SRTM6FYYtBQuV12ntcLPUnmtlrPjVdRialuJLeIIcsokoQogq4oPB+OU7ZM8tUqu4Uc7xoc4WnH4wZBy7JMLBYjFos1Gz9SqRSbm5tcvnyZn/iJn2BkZASXy0W5XH7guPh++OxnP8sHP/hBXnnlFd72trfx6U9/mne+850sLCzctVXoz//8z/mWb/kWfvZnf5ZAIMCv/dqv8R3f8R189atf5cyZM499Hl08PegSwC6eWYiiiCAIT0TSGpl3IyMjjIyMONS3x61rexjYts3u7i6aph2qw7hztNyOUqnE+fPnkSSJl156yZGjKIoiH/un/5m52VUsScS2a4gW2JJIwa4/J7ZlgQjJkAfdq6N7Vebm6rt4LpdKoZpvkr/e3gCXrrbUsZGhCHOLLfI3PBhmI5UlHvagqRKqLFAqlRiI6vW2DlXFskyO90ep1upjaY9Ho1ioUqnWKFdMJkcTDjUwGfEyvbDS3D0EGO4PcWO1RVqmRuKcu9QKfVYkkV2fwfZei8yNxN1c326QoQqqLFGumKTaApyfG6l3DcuCgCpLKLJItWKR9HhQJBFFkogEXGSLFU4lY4iiUCekhkbSX89zs7D3dy5tjsfCVEyTcs0kGfQccAN7dOf41KXIrJedqmW/xzhAEofDwQMZgoUOtdOrqSxsOu9vPBJicacjRiYe4VxHrmDA0LjtnMgjGrrDSCIJsLjlPL4mS5xfX6fW9voa9Pu51VFRN+X20O99NCPUG4HDCIIWBAGPx4PH42FwcJBSqcQP/uAP8ju/8ztcv36dUCjEX/2rf5V3vvOdfM/3fM8j5wJ+4hOf4H3vex/vf//7AfjkJz/JH//xH/OpT32Kj33sYweu/8lPftLx88/+7M/y+7//+/zBH/xBlwD+vwRdAtjFU4uHGYU+rhGk0Sd8584dnn/+eaLR6KEd+0HI5XLN3cIGETss3GsE3GgxiUQiTExMNM0ejdv88k//AXMXljFrNURJAZdeJ1KyiC4KFHIlVLdKRVFZ384xHNRZuNxm5BgKc+lK/WdJFlF0mXjUi8etoSkSoiJxciROqVSlXK5RKlYp5CoUchUQYHgwwtJKunm8oX4fN5Za48GxobCjMSToNVhccqpYXo/O6k5r1HlyJOYMfZZF1jqiYiZG4sy0qYqqJLDeoapNDMWYvtEiUYokcme/ccOybUrVGqM9B8fBsixytS0eJhn0sLG84SCoZ4aTnG/LIUQA0RYoF2rIgoBLUxgI+chly4wHQ6iyhCyJ+N06uXKlrlhiU6nVUCSo2DaFapWSaSGJAgsdI+LxWJgrHVmA47HwgVGvqjjJjCjAnQ7HcFDXD+QKjgQD3OjYBzwRDjPXEQfTYxjsdARlB106t7LO8fI3B4LPhPnhKKrgdF3nH/7Df0ilUsG2bX7hF36BP/qjP+Jzn/sc3/M93/NIx6pUKpw7d44f//Efd1z+9re/nddee+2hjmFZFtls9p41lF08e+gSwC6eaTxOFEylUuHChQuUy2XOnj17z/2aoyCAm5ubXLx4kVAodCQO47sRwPX1dWZnZxkdHWVwcLBJ/hoK6n/+5Of5/OdmsEQRzaNTssAuVRAkQFMp1iwUTaay/wHn8+msrNc/qAN+g8GhCDXTYup4kkKhjC/gYmau5dKdnOrh4mxLdZua7OHi5ZYaOHk8ydzVFgkb6A1ya61FBFRFZHXLSQwScR8LN9tCoQejXGkzesiSyFZHw8fESNwRHO0xVK6tOFWuwYSPxfXWfbk1hWtrzutMDMWZaSNtogjbHePg8d4wi2tO0hPxu1ltM6u4NeVAfuBkX6wZDm3ZNrlSBVmWWGrbI1QlEZehsltoEaiRaJCFVIcRI+pjaS9LRJIxFAVDUwmrGi8m6xVvpm1Ts02qNZM+n5dsuUK2XCbh8zC/0ZFHmIhxsWOUPBIJ8vqqkzi61YN/zznT+fqUBFjKOcmkW5aZ33YS+n6vjwmX65kggEdZBddoAZmcnGRycpIf/dEffeRjbG9vY5om8XjccXk8Hme9Q3W9F37+53+efD7Pe97znke+/y6eTnQJYBfPNB6VpGUyGaanp/H5fJw5c+a+BEySJAdZehLYts3Nmze5fv06U1NTiKLI9evXn+iYd0OjPq9xn41A6dOnTxONRpv7fg3y99lf+BP+52+fw5Rl7GoNURIRKlUkRaS279p06zJ5y8br1Qj6VQTVxrbd7KQKiDZcu7pBvlDfPesbCHGxzdU7NBRm4UrrA6Y36We+jez5vDq32kiYIAqYQp38NHB8NM7FxRbRiId1B/mTRIG9glNNmhh1kj2fW2PxjpNgHOuLMNMWDeM1FJZ2Omrh+iMO9U9XJG5tOonW5GCci7ed6l+7ygd19a9z92+8J8L5W071L1Nyqo8J/8HbTfTFmO7oGDY6OngVSWQ5kyNfs8jXLCjXiFkWV3ecRPp0X5yZNuVSFAT6vT5kW8SlyGiKjCyJGIrCm5IJaqZFyTQpVCqs53IINuxvCBB1ubjUERlzLBjgWjrtuGwyFuNiR7Zgj6ay2NFA8p6TJ7F3dp96Ath4jzhKAnhYIdCdU5WHTVD4rd/6LT7ykY/w+7//+8RisUM5ly7eeHQJYBdPLQ57BNyIPbnbvt+9jg08MQE0TZO5uTl2d3eb4c5bW1tHsl/YUADb7/Oll15ymD0a5O/zn/0q/+OzX6dYNTF0mYKkUKxa2LZNTVXBNPG4VPrH42xvZdnayOIPyCzf3CdJAoyMxbh+o64WKYpI1bSw9smPqkgUytUmmRNEEJR6TI3XpaEbCoN9IVLpAj0xEVkS8HoN8qUqobG66URVRSqmzenRJNhgY6OoEhF/fRewWqmiKBbFSpWRmBdFlnEZGtWazanBePN37HGr+45jAYH6eNa0bSZ6QxQKBVwuF8GAh0yxjLW/l4cAxXKVwWignklYMxlMBLhwq0W+JFFgPe3MwDveG+HK3Zy/beqfocqO8TDARG+U+Y4ImUTAw3qbY1gUBVb2nOpZb9DL/KqTUPV7NG5kna7hRDjIRoezeDnlVDc9msrF1Q3KtdZraiQc5HzH7Z7vjTOzuoEiCPgNHa+mMhDys1cpI4siNmDaFm5NoWJapMtlsuUytgDZipPkCgKkO16KqiDQs5epVxHu7WEYxlNLBNv3aI8Ch+ECjkQiSJJ0QO3b3Nw8oAp24rOf/Szve9/7+O3f/m3+xt/4G090Hl08XegSwC6eaTwMAbRtm8XFRZaXlzl9+vRDf4NtvKE/icu4YbwQRZGzZ882K6GOymEsiiK1Wo2vfe1rCILASy+9hKqqjg8pQRD48/8xza98/I+RVBnbtCiYgCQii1DFRhNsKqJAtD/Epbm6oheJG6yutVSayVO9zQw/SRKYPNXHTrrIyfE4siTi8mhks2V8Lo1yuUYk5uXS4jpUbfLVMsmoj3MzS83jBXwGt+7sUii1TCwjwxGut4UhTx1POEKgfR6Nqm3t36ZOePriBkvbLUUwGfGycMu5ezdxLM58WzRMPCyxuLLjuM5zo0kutOUJegyVK7e2MEsWiiigqzInB2Ks7GQYCQX29/Mk3LrCmf5Ek3xKkkDZNDmZjFIxa5SqJj0hHzNLHeaMqnNUGvG6mOtQ/6b64lzoIGNhr4s7HaQwYzoVyIjbOEASJ5IR5jecRDWuy1zNOAmau0NdBNjZV1xN22anUCRfrpAqFR25iFG3i51isRkto4giJ6MRsrUKU/4IiiwhCgKGIrFbKeORVbKVMjvlEt82Osbp48eZnZ3lxo0bLC4uOqrVnsQNe9hofJE76hHwk0BVVd70pjfx6quv8u53v7t5+auvvsq73vWue97ut37rt/i+7/s+fuu3fotv//Zvf6Jz6OLpQ5cAdvFM40E7gI19v1KpxEsvvfRIo5QndRnfL9z5qBzG5XKZdDpNMplkYmICaCkUgiAgCAJf/9MFfuVf/xGWJFKtWYiqVI93EUTwqGBoVCyYPDPA3GydbKmqCLJKJKIR8BsYLoVqzWJkIMzeXhF/wMWFC3ea6t/AQIj5y+tN9S8S9jB/eY1ypf67UhWJdKdClfSzcK1Fyk6OJxzGD49L5daqc/w60Btitm3U2xPzc2fHSYZEwXQQu4FEgIWbzpFt2O9mvS0YOhpwOwwkAKO94eY42LRsKlWTm5u7pDItUnyiP8rXF1cct5sadnYQG4pMLlemVjTRJBG3rnIsESJdKDEVjyJLEpIo4HGpZEplTNOmYtYoVKpUzBqqJFHZ/51Gva4DquF4NMBiKu24rD8cYGv5/t3AqiiyUXY6yIOaeqBn+EQ8zOWOQOqJZJTzHQ7hgaCfrULruTEtG0kWudWxz3k8GuZym5lEAN57/CSBQACAN7/5zVSr1QPhyY9brXbYaH99HQXy+TzJ/b3NJ8GHPvQhvuu7vosXX3yRs2fP8ku/9EssLS3xgQ98AIAPf/jDrKys8JnPfAaok7/v/u7v5t/+23/LSy+91FQPDcPA7/c/8fl08cajSwC7eKZxPwUwm81y/vx5vF4vZ8+efSwV73GNII1w5/HxcQYGBg58ODxOZ++DsLGxwfXr11FVlampKWzbbroTG/c//7Wb/Lt//t/I10DTZMxCBUvRQJXBrFGth+UxPB5jdzdPb58bRVHxBjxcWlilWjVJbWaI9wZY2XftapqMoMlN8ifLIuWa6djj8wcNtvZa+3Xj43FmL7U1gAxHHOTP0GTWtp35IkMDYWbbdgH7En7mr3fswrlUrFTrfkf6glzvII3lStHRijGYCDB/y0kI42Evm23ELuDRubTcYYwYijFz03n/nUHQyZCX+SUnkTzeH2V630RSNS3S+RLpQonrG61xrN+lU6xVHaPYib4o8/tGF5ci49VVjoXDpAtFsC1KxQIutxuf14UiKxRrNfKVClXT5HKH0jccCbC45Rz/TvbEmO4gcXGPwc6OM1sQ26kuAmzknbuTmiRxtWO8HDT0A+aSPp/XQf4ATidijIWClEp1ldGyLAzDoL+/n8HBQUe12tzcHLZtO9TBx6lQfBI09v+OkgAeRhD0e9/7XlKpFB/96EdZW1tjamqKP/zDP2RwcBCor8gsLbUU+U9/+tPUajV+4Ad+gB/4gR9oXv493/M9/Pqv//oTn08Xbzy6BLCLpxZPsgPYcL4ODw9z7Nixx35zflQC2F4nd+bMGSKRyF2vd5gj4HaDyeDgINvb281at3byd31umZ/9J7+BoMlQLCMaKrjqozS7WkVxqQyNxpBkiTtrabL7cSgnpnq4eGG5eX8npnqYm2sjb8fjzC20iNmJk0lm24wgExNJ5tu6f5MJH9dubuF2qciSWO+rFUUSYS+iKIBQN4usbmVx7effeVwa6b0iPVEvNgK2ZRMKuClUqliWTc206E0EuLaSQgQsAAGqHWaMnrDOyq7TMGLjJOK9UT/zt5ykbTARZKbNDKIpErc2047rnByIsnDHSXDCfher6ZYiqSsSNzqaSsaTYRY3OuJUEkGnQQRnNV2pWkOVJWZur1FqGx2PG26+vLjsuN2ZoSQLa1skDTduTcVQZQJug7BuYFJ/7grVKjXLQpclSvuk060o3M46jRkRXeVKB3E8EYtwqcPBOxGPMr3mJJMj4YOu4ZjXw3LWqdh+5+lT2LbNwsJCc3etU8WORqPNarVsNksqlWJlZYVLly7h9XoJh8NEIhG8Xu+RV6gdRQRMOwqFwqE1gbz88su8/PLLd/23TlL3Z3/2Z4dyn108vegSwC6earS7Wu8GSZIcI2Dbtrl69SpLS0uPtO93LzwKUatWq83apIbx4n7nbVnWE/cYW5bF3NwcOzs7vOUtb6FUKnHnzh3W19ebH54Ay9c3+Og//gzFUg3BEkAUKJo2lCt4fDoFWaVmwfXFDeJDwSb5i8S83Lrd+nAfGomysLCGJAn4/S4SST/VisnkiQSiIKBpMsWKyYljMWo1C1kW2dstEPbolCsmlUp9hFnKtVSlU1O9XGxTAxNxH9OzK5hmi5gND4ZZaaucOzEad5BMURTY0wqYhRoCoEkiJ8fi3FrbJeY2kEQBs1bFkBSOJ93IkgTYqJJNplhiKKgjiRKyouDzGXgNlappUamaSLLA7c00kgCN1bqTgzEHIUSAXEcLx93UvxN9MaY7iF1HK1u9Gm7VSaiOJyMH6uJG4yHO33YeSxCdf0uKKHJzO02pWtsninliPjeX17YdtW8TPdHmuboVmYBL51gsyF6xgiyJINZHuF5D5cbOLrvFIvl94pnNOwkcQKrD0SuJAjd2047L3IrCpY6A6KjbxV/q6+H8+fP4fD4mJycBmmp244tNe4al2+3G4/EwPDxMpVIhlUqRSqWYmZlBEISmMhgKhVCUg/uMT4r79QAfBg7TBdxFF+3oEsAunmnIstxsvqhWq1y4cIFCofDI+373wsPu6uVyOc6fP4/b7X6ocOeGYvAkBLBcLjM9PY1t202zh6Io9PT0cOPGDebn5wmFQkimyif+ye9RqJgIioxdqYIsgWWBJFGTZaz9Von+sRC3bu5n/AUN+oZCVMo1BOpEvFCuV69lMkVKuTIb63ukUvXxnySLxHoCrKymm+d44kTC8fPkZA9zbfVw0YiXy9ec41fDpWFutwU6jyVYaBv1KrLI1q5z5Dg5nnBExYiiwMrmHplcS+071h/g2krb/pkAfXE/y5ut3b9k2OBqWyA1wOSxOLf3yadHUwh6DTJ7RcZirWBmj1ujUKkSchn1/UDTJOAxqFkW2VKZYqWu2N3ccqp/xxKhA3mBYz3hA+qfifNLkKHIXOloCxmMBA70Dk/0x5jpiIzpDfrY7Kiaq9mtv/FitUY5k8O0bcf1vLpKxbIo7X/h0mWJsWiIYrXKSZ+OZZrUzPrjLNRMYi6DdKlMxbKYjMe4sOH8PR+PRTjXoQj+zfFRps+dIxwOc/LkyQPNPEDT5d74AtV4fQqCgCRJxONxkskklmWRyWRIpVLcvn2bhYUFfD5fkxB6PJ5DUQePMgIGugSwi6NDlwB28UxDkiRKpRLZbJbp6Wncbjdnz549tG/6DzMC3tra4sKFCwwMDDA2NvbQo2t4/IiZbDbLuXPnCAQCTE1NAS238tjYGOPj4+TzeW5cXeLf/MB/pVSzMGs2siFRE2WQ5fruVNJPeq9IsjeAYoBtWgz0BdnezNLXH2Lm67eb93niVC83b7RIx9BoXQ1s/vtEj0OVGxuP1V2/+wj4Xdy47SQ7/oDBZpv5otP4oakS6x27gCfGEly80hbo7FK5cadjLDka50Jb9Zwii+xknft5k8fizN3oJJ8u2G2ZUwJuxbEfWCxXGR9w5gciQG8swJ02c0My5OXanVRzD1KTRJ7vT7CezpGIuVGVumPYZSj49LraWK7VKFWrrHS0lYzEggciY/oDBovbzut5XSo4n4YDRM+rq1zqJI7hAFc6RtCTPTFmO1zDY7Gwo1auUjNRZOmASeR4NMBymwnFq8iYpQqTwTC6oiCKAjXLQkag3+cjVShQqNWQRZGRcoFYXx/j4+P3fB2Joth8zTRIYIMQtr9WRVHE5/MRCAQ4duwYpVKpqQ7evn0bWZabZDAYDD620/8wckLvBdu2D3UE3EUX7egSwC6eajzMCDifz/OVr3yFoaEhRkdHD3Xn534E0LZtbt26xbVr15icnKSnp+ehj/skETObm5tcuHCB4eFhRkZG7rrvVz+4yL/74O+T3S0heVyg2IiKBDUb0TJJDAWRVI18rkw6lUXQFPLZ+hhzeCzGwnyLQB2f6OHSpdaH/+jxuIP8JXsCDrJnGApb2858vHjSx+W2fuATxxNcajd+6AeNH+PH4ly80jqPgN9g8ZaTcAwPhB3qn8+rs7jkvM7JY87eYFkS2Nhxnt/4YJQrHUaPnniI3TYCqMkCl5acpHFiKH7AMRwOOHf/AK6t7bCba5HLoXjA0SgC8PyxJNM311AlEb9Lx62rxDxuvKqGJApY2Oxls9RqFkm/h0ypTL5cJe73sLDiPPeJ3hjzax0kLh7mfEf8jM+lgVOYJF9xkmVJFLjVMcL1aiqXOsbSCZ/nQNh0UNdY6FA+x6NBLrSN9L2KzPNeNycHBx9pZ7fxOrqXOthYDxEEAUVRSCaT9Pb2YlkW6XSaVCrF9evXKRaLBAKBJiF0uVwPfQ5HPQLO5XJPHAPTRRd3Q5cAdvHMwrZtUqkUmUyG559//oGBpo+DexFA0zSZn58nlUrxTd/0TY8ci9D4cHkUJ3A74Tx16hTxePxAuHMDpWKZH3nXvyW3VwSXgWVaYNaQRAXBtkgMhVhdyWLbORAg1u9jY62uFrm9OruZYtPV6w8Y7KTzxOM+DF1B1SQMt8bURA8IAgI2kiITCLiwTAvTsvH5DVK7OfwuDcuyCUc9bGxm6Ql7sW0bRZUp5CvEgx5Esb7Y35P0s7GdxRfXEEUBn1enUKhwfCC6bxQR8Hp18sVK/bEKdcdx1bQ4NZrANC1qlk3Qb3BzZQtVtLGF+oj26rKTqJw8luDiNaeKV+jY4euP+1noaPg4PhR3ZAMCbOw4SWsy5D1ACCcH4wfInq47VWpVlri53zJSMy1S2QKGKvO1q3ccxtuRiJsbqZayZygSQ0E/XqVu8JBlCUEAXZM5EQuTrVTZKxap1ExubDuJWNhjHCCJo9EQ17YPOoQvrDqfi7F4mHMd0TI9AS/rOSexDvk8LOecSmQh79wRLFRrvPPkGKOjozwJOtXB9v861cFAIEAoFGJsbIxCodBUB2/cuIGqqkQiEcLhMIFA4L4E76hNIN0RcBdHhS4B7OKZRLVa5eLFi+zt7eHxeI6E/MHd41pKpRLT09MAnD179rFCaQVBeCSDiWVZzM/Ps729zTd90zfh9XrvSf5M0+Rf/IP/wM52nhoCItW6z9WlU6xYhOI+dtPlJqk4NhFje6tAoseNKNkYHo1aTcDjCpDPlQlGvVy/2iIJx0/1cuF8Ky5i8rk+ZtoCnYeGI5yfud08vqbJFCrV5q4gwORUryMGJpnwMzPvNH6Mjca4drOlag32h7h0fcNBhsZHY1y50Tq3RMzL9VtbtMy/NaZOJLl0fYOArqLrCl63Rq1cY3IghiTVfw8uQyVbquBzaVSqJuWqSdBvsJHOUa7Wf0c+t8aVjjq5EwNhLnWMn92GhJVunaQiiSxvO1Wx/qj/QKzMyYEoM7ec5DLgMVhuJ5gCFC2nMqUrCjO316m0RcYcS4Q430E4XxhKsJrOEQ+F0FWlvrvoUtkpFClUqqRLZXYKRfS79Plmys5waFEQWNp1PiZDkVncdD4/QUNnoSP6Jen1sNoRG5PQVZIi3L59m0gkcigjz7uNihtksFMd1DSN3t5e+vv7MU2T3d1dUqkUly9fplqtEgwGm+qgYRiO+znKHUDbtrsEsIsjQ5cAdvHMoWG4cLlcnDhxgps3bx7ZfXUqgOl0munpaSKRCJOTk0/0zf9hDSaVSoXp6WlM0+Sll15C07QDzR4NmKbJj73733NrcQ3d76FWqiHKAtb+B5SqSyQHI+SzOcoVlWDIz+KVDaoVkz3g+HO9XG4b7fYN+xzkb3wiyeW2UXAi6edK2+hXlkUK5aqDpI2Ox5lrGyf39gaYv+IkJ4ZLwdxqPRejI1EW24gdQr1ztv24x4YiDvJXfz4s2pNfYhEPl65vUDMtMvkymXyZRMzn2A+URIFQyMNm20h4uDfIxf3HaSgSHpfGSF+Y3VwRVZGQJBEBUFSZiX6JUrVGrlBBFG2uracd5zTWG2KhQ4H0ujVoW7uTRIE7HUpiPOBhoaMJZLI/dqAbeCR+MDJGUzre2gVYz+RZ38uxvs/bDFVGkATybeHPCb+Hje0sx/xBXJqCKkvomkS2XGE0EmKvWCJVKDKZjHKxQzk8mYhwfsVJYIcjQcfeINRVwrUOlfC733KGaDTE9vY2V69eRdd1otEokUiEYDD4xArbvUbFDVLYqQ6GQiEikQjj4+NNdXBzc5OrV68eCKE+SgWwVCphWVaXAHZxJOgSwC6eanTu4WxsbDA7O9s0XOzs7Ny3CeRJ0U4AV1ZWWFhYYGxsjMHBwSfeNXyYMOhcLse5c+fw+XycOnXK0UzSyERrwLIsPvx3f5H1pR1sSaFUNsG2UTSVgN/A5XNh+HTmz9WNHR6/Qb6QplqpHy/eF+DG9ZZaE0/6WV9vjeoMl8Rym9oliAKKLlOttj48j0/0MNdW1dbXG2ThknPUKipSc7wMcLJjF1CSBDJ5Z1bfxHiS+astciEIUOzYU0tEDFY2naPFUNDt2PULeA2udGT8TYwmuHjNSVzaP9DLVROXbTFzdZVK22OdOpZgZsGZuTc5Emdvr4TPraMrIrIE5Vye4YCOJCsIkoSiyGyl88iiQG3/eZgcjHPhdkcIc9DD+p6TKOU7xtSGcrBTOBn0srDS8Rh7owd2BE/0Rg/EyCSDXqZvr5Fq21Wc7I8x13Y8SRAQajAeCOJSFWRZwrItFFFiKOBnp1gkU64gCQI3d9KO42uSxJUt5/l6NZW/dXoSQ1EYGBjANE1SqRTb29vMz89Tq9WahCwSiRxKDdz9jCSdMTO6rtPX18fAwAC1Wq0ZQj0/P49pmmiahqqqlMvlZtXjYSG/r5R2CWAXR4EuAezimYBt21y7do1bt25x6tQpEokEUI+BOYpO3QYa3bpXrlxheXn5vuHOj3Ps+xHAhrt4cH8xvqFUNMbHnfi5lz/D9YU1kCQQQBGhikCpYlHayhPuDXKlEeAsCkR7A9zYV/cURUKQREzTwh8wMFwqsWQAb8CFJNfDmmVNJJstUq1UMC0Lt0/HrMHJ8RiCIGK4VAqlKifH6r8bQQBVV/B69TpZBdxejXyxwnMnevafAxBkkanxBJYFlm3h9eps7eboTwaoVE1M02R7N4+Ajb3fVDJxPMncopNYmjgJ+WBvkEvXnXtrfb0BZtvMIJoisbzhHGWODkQO7Az2JYKOnUFRFNjsIGfJsJdLtzaxbJutdP2D+9RogovNncH9ruKwzvZuGQHwGyoBj4Fgwum+BJIkYNk2lg2ZXBG3IlKoWtjA8d4IVzpiXo73RQ/kCkb97gMGlPbxcP38YbnDrOHWFC53OIRjPjcLHVVzA2G/gxACnOyJMLPceq7disxzvQky5RLDPj+iIFC1Ldy6wqWNbQS7rugC/M3J4xhtrn1JkojFYsRiMWzbJpfLsb29zerqKpcvX8bj8TTJoN/vP5QvYo37hfvHzIiiSCQScZzblStXKBQKvPbaa7jd7mYItc/ne+Jzy+VyiKJ4YOzcRReHgS4B7OKpR61W4+LFi2SzWV566SWHI+5xq9oeBZubm0iSxNmzZw81juFe527bNrdv3+bq1atMTk6STCbvue/XuP7/8/5fZfqL19HcKqWKhSCK2KIAYv1DrWc4zNXL67jcKtGEj0giQKlU5eRED+VSFU/QxbUr61ilGplSjf4Xwlw814qAOT7Vy/y5O82fozEPNzbT1Kr7BFaAWI+PjfUWKZo81cvMTEsh8/p0TCCfb+2TTU31MNt2nUDA4NbSDqVSS907tb8vKAkCuq7g9xkUsiWO9YQQsCmVi4TCXhAVEuEApmVRMy1cbo1SpUq+WCVfKBOJeBwRMwDHR+IOdzAcJEuRgItLHVVxEyNxZjvMICG/i7W2HmJJFFhNdYx1Qx5W9uoqpQ1kixWCLomLN5xkbGIgzNJa/TJFFAh4DLyywqlkDEWuE/yaZWKZFjGfm1SugGnZBN0GlzraSIZjQa5tOPcUJ3rjzK50PBfJyAFFsCfkY6PDwOE1DqpcnT79YrXGdj7P9Q73b8LnJp0toYgCYY+LgKHz3ucnDxyvAUEQ8Hq9eL1eR9Dz9vY209PTCILQJIPhcPhQ4p8eJWamEUIdDAbp7+9vqoMXLlwAaI6KH/fcGhEwR91m0sVfTHQJYBdPNfL5PF//+tfRdZ2zZ88e6PlskKgnbdS4132vrq4iiiIvvfTSobcI3E0BtCyLhYUFNjc3efOb39zcMboX+QP4f773V7l8YQnbtinXQBBFVE3GCLqJ9wQQRIvUbg5Dl8lnSwhJP9NfvYG1X2sxOpl0kL3B0SgLc60xbiDkYmnJOfp1eQ0220wdo8djXL3aUqe8XpVr150qUV9/iIW2EOhk0sfCFSeJSiYDjssiYU8zKNqybQrFCsdGIo7mEEURKVRFdtOt8e/xYzFmZlvEUhQEEgEPsiXUncyqjKbLCAicHklQtSzK1Rpet8bVO84RZSLqY+t669iSKLDRkdXXE/FxqXO0PBJvU//qiAU9rKfbCJUAFdup5hqKyNW11vNdb+DQOH/dSc5ODce5uJ9jKAoCEbfBeCJMtlhBkSVsASqmiUdX2c0X2SuUmkQtV7mLqaNDEXQpMosdMS8ht35AEewJeA+0lAxHAgfI32DQy619ZbJm2Wxk8oyEg/QHH95Br6oqyWSyGfS8t7fH9vY2N2/eZG5uDr/fTyQSIRqNHgpxepiYmUqlgqIoTeUykUhg2zaZTIbt7W2WlpYOVNQ9bAh1LpfrEsAujgxdAtjFU42dnR1isdg9g2EbGXqPk6d3PzTGrz6fD1mWj6RCqpMAVioVZmZmqFarvPTSS+i6/kDy95l//T85/6WrKIYCqoquSsiKiOJxsbuVI7OTJ9TrYXt/l8/rd7G7W2iSv0DIxfpa64NfNxRy+YpjRy8c83OtLb9v4lQvc20EMRz1sLSUdpyXP2SwvNxSv3r7/A7yV78v1eH6HRoMHyCEkYiH7TbCFA65HfuCACfGkly87KyFS+ecO4R9PQFmO4wnz53sYaaNSApC3Y1cyJbRZAmfRyMZ9VErm5werlfdWdi4DJWVVIaw1yCdK2LaEPQZDrVPFAXWd5wkMRpwH4iHOTkQZWGpc+yqcrujr1hTOkb+AqSyrT09y7YpVqrM3tpwmDpifg+Xs1tYto0mS4S9LvqjPko1kzf1JzFti0K1hs9QmV5yPvfjvVGmOzIDhyLBAzmCMb+HlYzzsfr0gyqhVaseuOw9b5o6cNnDQhRFgsEgwWCQsbExSqUS29vbbG1tOaJcIpFIvRHnEJy6nerg8vIyu7u7Tfdw+/W8Xi9+v59jx45RLpebMTNLS0tIkuSoqLvXe1c+n++GQHdxZOgSwC6eajQWr++Fxpv6YRHAznBn0zTZ6KiwOiy0x8A0nM0ej4czZ844/u1e5O8XfuQ/82d/cBHBtuujWFFAlCQsWWZ3P4S5ZzTInf1qN0EUiPYEuLG4gcuj4nJr9A5HyOwVSfYGkSQRt1+nWKiQSPgAMNwahWKVqakebEBVZao1i6mJXhord5pLoVxq/Y50Q6FQquI94aJarVEuVxAVi3BAwULEsurB0VeutciQIApUTacaemw4cqAmLtpBCP0+g8WbHXEq4wnnfiAgy84P/4DP4HKHg/jkaJz5fUWtWjNJpQskIj4u32xdT97vQN7eVxtFQWC0P0w+U2aiN4aiSogCGIbKViaHJIrs5oqUKjWSER+bmY78u7Lzb1uRBLaLzhF02K1yZcWpSp7oi3Bp5eA+YGfWYDLsZSNT/1uo1EzWdrMEvToLHWPiwVgAoQpRj4uAS8etK+iCxPO9CUrVKnulMuliietbzlGyR1O43NEEEnTpLHRc5lMk7uSdqmNvwMdfGh3gsNAwa/T19TWjXLa3t7ly5QrlctlhJDmMnbqVlRVu3LjBCy+8gM9Xf73cK4RalmUSiQQ9PT1N5TKVSnHz5k3m5+ebymVnCHWDAD6pAvjKK6/w8Y9/nLW1NSYnJ/nkJz/Jw+UrGwAAuU5JREFUN3/zN9/z+l/4whf40Ic+xPz8PD09PfzYj/0YH/jAB57oHLp4+tAlgF081XjQG1+DHB3GHmB7uPOb3/xmAoEAq6urR7Zj2IiB2d7eZmZmhoGBAUZHRw+4EO+GT/7T/8TrX7iCbZqIhoFN3cjhiXjZXE3j8qlEe70Ybg+Tz/uoVUxcfoNb1zaRRChkSgyNxZn56q3mMccme3j9S9ebP4ejXvKlCsXivnIjwNBonJttTuGTUz2cbzuGbijoHo3dnbbMv+f6HIqhqoos39yCsoWmiBiGyrGxGKmdPONDUWRZRJZFFE3m1PEklmVTrZnIqsjK+i6aKlKpmNgI9PUGmWtT9jRV4k5nDMtw9EB7SF9PgNm2+BpJEprGjQaSUR+XOqri6gHSrdtZto2qSA7TiCBCNORxuI/7oj7SOwUmkhFURUYQBTRNIpUrEg+42c7kMS04MRBltkMl7ImF2O7IB9zZc+4WSqJwIGvQa2hc7iB6yaCHSx1u4NFEiKv7O4KpbIFUtsBkf4yvXr3juN7zgwnu7GYYD4VwaSqSKOA2VNayWXYKJXbyBSxgJBI8EBA9HAsz01Et93dfmEA8otGmJElNstfI0tve3mZjY4MrV67gcrma/x4IBB45xmV5eZlr165x5swZAoFA8/KHDaH2+/0Eg0FGR0cpFosHQqjD4TALCwtkMpknVgA/+9nP8sEPfpBXXnmFt73tbXz605/mne98JwsLCwwMHCTgN2/e5Nu+7dv4R//oH/Ebv/EbfOlLX+Lll18mGo3yd/7O33mic+ni6YJg369nq4su3mBYlkW1enB01I7//b//dzMc+XHRHu585syZZtTE+vo6N2/e5OzZs4997HuhcX/b29tMTEzQ09PzwJEvwB//5mv80k/+HoIiYQkSoiwS6wmQHImzu51h/c4OhkejVLIo7ZO3ofE4t29vN0e/fcMRVlf3MGt1oukPurCwyWb2R49C/TYOsvdcHwtzrZGp12dgY5PLtZSdidN9zLePh8NusoUK5Tala/JUryMXUNNEkEVKpdaH5ORkD3Nt41kEiEQMtlL185MkkeHBMMVKDV2XUVW5rmC6VTL5MpWqSbFcJZsv4fHqLK+lm4eKhT2kMkVqbYrj1PEks9ecpOXksbiDAMqSiM9nkNprqXjJqI/1VLbZ+QswOZpgrmP37/RYkgsdxx/pD3O9TdkL+wxCAXed/MoSNmBhkymV2coUyJXqETAjyRDXO0wdQ2EXt3ac6uKZkeSBMOjTw4kDcTMTd8kWPJYIHTCO9Id9jlBqQai7hDcydeKsSCJxv4eAR0eSRIqlIoVyGVuWKQPr2RYh/v+z999hkh30lTf+uZVzzlXd1TlOHqHRSGDM4kUIhDSyDbZhBQ5LeG38YvAajNf2bxeDscE/8IJNsmVjWzyYlQaBjAmSQSQFJE2ezjl3V1VXzvH9o7qr695qJI00o4DrPA/PQ1/dqnuru6fr1Pl+zzlqhYJvvfstmLXPPdLlSlEqlYhGo4TDYba3t6lWq43dPIfD0bJnLMVPI38/Dc1Gklqt1vgf7DmLm4Ph4/E4CwsLvOUtbyESiWC32/mjP/ojXve619Hb23vFr/fEiRMcO3aMz372s41jw8PDnDp1io9+9KMt53/gAx/g/vvvZ2JionHsXe96FxcuXODRRx+94uu38eJFWwFs4yUPuVz+nLIAE4kEZ8+exW63Mzo6KtoVulYu42q1SiqVolAocN1112GxWBpvEE9F/v7uj+/hO//3SWrUd+iKxQpQw+6zcv6RWQBUGgVqnZb4Tner0aIjFt/b+9No6xmBu+QPwOE1MTfVtOd3pIOxS3tEzuYwiDICAXwdVqaaMv46gjYmxtdF59icRiLTe8/r9ZqZmBQTkN5+D2NNz6NSCcxJDBV+r57VpkzCSqWKIBdYayJ2ZpOWfLFEvolsDg96mJzdwmrUYNSr0WqVWK16vPkS1VqNYrlCNl8kmc4hA3a/Ix1uC5MLUvXP3ZIXaDVpWW/qLxZkiEbUUG/zmJCoer1+G7OSsa7PaW4xjRzu97G0Vn+NBrUSm0mL26DDrFbXDSSVCqlcgZpM/DleIROYleQDmnRqJiUGDrelVRHsclpayN+g186U5PlG/E7Gmh5bqlSx6rVcXBF/3w51urmwuoVFq8Zh0KHXqDje5X1ByB+AUqnE7XbjdrtFZo2VlRXGx8cxmUwNMmg0GkX/Fq+U/MGVh1Dvto5MTEzw4Q9/mO985zvcf//9/P7v/z69vb2cPXv2GY+wi8UiZ86c4Q//8A9Fx1/zmtfwyCOP7PuYRx99lNe85jWiYzfffDN33XUXpVLpmuxDt/HCoE0A23hR45nsvjwXkra+vs7Y2Bh9fX10dXW1XO9aEMBSqdQwe/j9/mfk9AX47Pu/zPfvP0+1WAaFvB70DAweCTLeVM3WNexjfmoTq8OAzqDCFbCRSeXxBqzIBAGtUU0uW8TlriumOqOGdLrA8Gh9z0+jU1IsVhgZ8SEIgCCg1qrqKp4A1ECtVZLLFRkc8lCtVCmXq/X9wUKZfKFELluku9fJ9LSYDKh1YuOHz29hQmL86O11i8wgcrlAIiVWgXt7nMzMS8a6fguXm4wmCrlAOJqmWquRSOZIJHP4vWZmFyOiRpEDwz4uTa2jlMswm7QYDWrsdgM2Y/1NtlipkCsUiaXyoixCr9PExILE+dvt5rKEOAa9lhb1T5CJf8YygRbTiFGnZrKpLi5bKGGtaXl8UtwNPNjhYHI1skMQdWhVMnQqGYlsDpNcoFCFeKFIt8vChWXxvXmsxpawaaOu1cAhl7eOSIuV1gzLtCSoGiCRryvEyVyBZK7+/99/y00t570QEAQBs9ksMmtEIhEikQiLi4uiUXIul2NhYeGKyN9+uJIQaplMxqFDh7j77rtJpVI8/vjjV7S/GIlEqFQqLVWZbrebzc3NfR+zubm57/nlcplIJILX672Sl9vGixhtAtjGSx7PhqTVajWmp6dZWVnhyJEjOJ3Oq/bcT4VMJsOZM2fQ6/W4XK5nZPYAePSb5/mPe56o5/rJZQgqJTK5QPeIj3whj7/HjEatwWQzMjO+QTlfJpZP4uvs4tyPZxvPM3gkwJNNXzu9ZhLTWw0ThyAT6OhxsLywt9M2dDjA2Z/s1e1pdUo0evGe38jhAJfP7cWuqNRyErEsFqMarVaFWqPE6TaSThc5MOJFoB54rNGrUKnk5PIlUukCRqNGZA4B6Ow0M7/UtN8mQCYndsl6XCYmZiTu4EEvlybFiqReqxaRJ41aweKOEleuVNmOZdDrVDx5YVn0uINDPi5Ob6BUyLCadJgMahx2A26TnkqtRr5UJpnJk8yK78uoVzMlcfl2uMzMSNS/kW43lyTEscdv57wk+sVm0rEmyRbcbRPJFkpkwwkQwGc3st40ElbIYG19G59Wg0GrRqNRIchlFAolbHot0UzdUWzTa1oaQzwWAxMS5bDDbmppIOlymJmXRL/0uKzMRcTHDgbcDHn3//f2QmO3E9jv91OtVonH44TDYSYnJykWi5hMJhKJBEql8qr1FcP+MTPVapVvfetbDXOb0Wjk1a9+9bO6zn7ZoU/14Xq/8/c73sZLG20C2MZLHlc6Ai6Xy1y4cIFMJsMNN9zwlDVLzQTtuWJ7e5vz588TCATo7+9namqKUCiEWq3G5XL91Iqru/70Xh74yhPUBBl6owatWYferCOTyrO5EiOTrKsqXUMeLjy+0Bj1dg26mbiwR8rsbhNL83vETiaXodapKYT2FKCRIx2MNT3GYtOLHgPQPeBmXDIenp0Rk7b+IW/D+JGI59BolcQTOeJNWX1Dw17OPr4oelzAY6GQLdX3Ailjd5iRq1QcHNJRKlfJZPJodDLmJbEzRqOajfAeMdJqlCyuiseYPZ32Fsdwf69LFCEDdadzM9RKOUsbdRJTLlcJR9Mo5DKeuLAs2v0b6XczvrCFzaDBatSi06qwmLQkcwXyxTKJbIFIIk2lInbDIkC0KdIFQKOUM7cuvn+7ScfEsvj73OW2MLsuJmLDHc6WMOiRoIcLi5tAGRJ1ktpt17IQrV9Xp1TgNOvodFvJFIpUqZErlYll8ngtrZV0NoNOtA8IIKu2/hvUa1r36d50/U8Pfn4xYbcTOJPJUK1WOXjwIMVi8Zr1Fe9eczce6gMf+ACRSIS77777WT+fw+FALpe3qH2hUKhF5duFx+PZ93yFQoHdbn/W99LGiw9tAtjGixrP5BPnldTBZTKZxg7NyZMnn3afZdep+1yDppeXl5mammJ4eLihLnR0dKBSqdja2mJ6ehqj0YjL5RKF2H7u/V/mga88jkwuQwDyxSrZrRSJWA6zW08mXCcTFoeBaHRvz89g1hJvyvuTyWVozRoi23tv5ENHOhg7v+f09PgtTEt2+OxuE7NNu4HBXgcTTSYPqBPA7aZRr8dnYVKS+dfb7xY5gdVqBVtbYgLR1+9mWqLi2Rw2Ll5cFT1Op1NRy1cx6FTodQqMJgXZZIpunwGFQkkVAavNwPi0+E1MOrA06FXMStzB3R12ZiTHBnrdXJTEyljNWjYiYkNELJ2jVoNEKk8ilUevVbKwDtmmVhObUUkuXaXPaUOnrYcHqzVywskMdqOWaCpXr33rcreofx0uM9tzYqOHTttKsIrSfwsChFPix8llAvHCHnktlMpsRVNE0zlRjqBerWQ+V8Snr5s7NEolMplAoVLGZ6lHzFSqNfQqOYsJ8TWsem1LaLRNr+XVIz0t9/xixX47f82dwNeir7harfInf/InfO1rX+MHP/gB/f39z/q5VCoVx48f58EHH+SOO+5oHH/wwQe5/fbb933MyZMn+bd/+zfRsQceeIDrrruuvf/3M4Y2AWzjJY9nOqaNRCJcuHABv9/PwMDAM/rELpfLG669Z0MAq9UqU1NTrK+vc/z4caxWa2PEo9Fo6Orqoquri2KxSDgcboTYqtVqYgsZHvzK4whyOQgCKqOW4s6o1tllIpssERxwo9Ep0Zl1FPMlakEb1WoVlU5NJpnHYtVTrVSxe02EN5IEAlYArG4T8ViWrm47MpmAXFFXAy1WHYJM2NsVzJUYPeijWq1RLlfR6FX4/Fby+SLZbJHObgeTE2KipdEpKW/t0S2vz8zEhJjM9A94RISwvucnVsECHVYmJOHNA/0uLu04iLPZ+j1o9XbWN/b257RaGSsrMUqlKjqNAqtFj99vIVcocWjQS6VSJZsvYbHqOD8ujjqR1AmjVslZXBePML1OU0uG4FBvXf1rRm+nkwvTEkJtMTKzGiOR2VP3gn4rizsKo1ohx23TUytWORr0gACFcoVsscicROlzWw1MSMbLXR4rcxti5XAosI8i2Oni0pJk5OyxMLkhfq3dbguXVsOk8kU24/UPD0d7vIztmHRkgoBdo8Rv0iLX6BBkkCtViOVyeG1Gzkiq5U4dG0Z5FQKZnw+srq7+VMOHQqG4Jn3FtVqND3/4w3z5y1/moYceek7kbxfve9/7uPPOO7nuuus4efIkX/jCF1heXm7k+n3wgx9kbW2Nf/7nfwbqjt+/+Zu/4X3vex9vf/vbefTRR7nrrrv48pe//JzvpY0XF9oEsI0XPQRB4KnSip5uBNzcrTsyMoLf73/G124Omr7SEU+pVOLChQvk83lOnjz5lM0eKpWqsXtUqVT49Hv/iZ88OAlyOcjBN+hGr9eSzxWpySuszcSpVmskQmlGru/h3I9mGs818rJuLj62t7PXNejm/GML1HZ2xdQaBYVyhfDmnoI1eizIWJORxGzTUapUyTRFvIwe7eTymb1ztHoV4bUEZp0anV6FRlvvGc5kCxwc9VGr1ffqNHo1lSokUzlyuRJOp5EpifFjcNjL2LgkvFklF+3rWcxaZiT7gYODHiYlqmF3l4uxHadxPl9mYytBqVIiEs2JnmtjI4G8IuAwazEZNdjtBvKFEgf6POTyJeLpHH6vhQtTT63+IUAiI97906oVzK2KR+cOi5a59bjoWF+nXVQ9VypXsJh0XJoTf3+O9HtZXY/jMumwGrVoNUqMBg0Oo5ZEtkg4lSFfLKPXtCo05WqrWWPXjNH8GpKSUGpBgGXJTp9MgOWmvMFqrUYiX4KUgljT2FAuE6iWqvh1BqwGLWqlAmTwS9eNtNzLixGrq6vMzMw8I8PH1eorrtVq/OVf/iV33XUX3/ve9xgeHr4qr+VXfuVX2N7e5kMf+hAbGxscOHCAb37zmwSDQQA2NjZYXt77d93d3c03v/lN3vve9/K3f/u3+Hw+PvWpT7UzAH8G0c4BbONFj2Kx+JQEcGJiAkEQGBoaavlv1WqVsbExIpHIs3LvVatVHnjgAX7+53/+isY62WyWM2fOoNVqOXz4sEilFAThKRWBv3nv3Xzv3idQ69QIchkmt4XwThSIs8tEZC3TIEaDx7qYahqRBgc8rCzu5f3pTRqUGiXxpt7eoeOdTFzYe4wvaGNrIymKhek74GOmSbXzdVjZ2kqJzhk+HGD84p6KpzeokSlle1mCwNCoT6T+qdUK+oY8pFMFNFolCoWcmlAlkU5TLNYoVwRi8Sx9/e4WYjcy4mW86bnkcgGbw0govKf+uZwGIrGsyGk80OdgekGsnvX12JmRHAt22Fhq2hvUahSoNHWTismgQaNRolTLyebLpLN5Ioks2XyJoV5XSw/woUEvFyRj44P9Xi5JYmR6gw5mm0OkBXDbjWxs770mtVKOWq0g2dSkYdKryZfKFEp7yneP3wYyAZ2mbhAqlqsIcpjZ2CbfdF6f18bs5j4qocT8Mdrp4rIkH7DDrGYlKSaPBzpdXF4JtRy7JDn2qtFuPvpmcbzIixFXQv6eDs19xZFIhEwms29fca1W45Of/CSf/OQn+e53v8uRI0euymtpo42nQlsBbOMlD7lcvm9YdKFQ4Ny5c1Sr1YYCd6XYVeqq+6goPw3RaJRz587h8/kYHBwUZX09nYp48cdTPHT6CQS5nGKpSvdwgIWdvTyzU0cqWmqQP7NLy9zkOkqVHIVSjs6ooVKtYjBpgRrVKnT2uZib3EAmE6hWa/Qd8IvIn0Ipo1YTRMRu8KCfyaZdQEEmIFcoROd0djuYuCTeBQz2OhlvGutqdUrWm3qGATqCdsYuih/nCxpYW90jqEqljFwqT9BjRqtToVTKUaoV5PJlOgNW4okcyVSeoSEvlyWjZavNwFZkb89RLheISQiLxaRmbklMgHq77MwtSUmii4s7u4yhneccHhATU5NOhbImcKDThUIpp1KtkiuViMbF+3B2i64lMibos4rIH8BQl4txCZkc7HK25A92+22cnxG/doNOzQXJ3uCBHjelTBmnSYfNpEWnUaLXqVHJ5cSzebYS9R2+yj4fsPL7qOoKjRYk3894KtNyXrbY+thfvuHFb/64muQPWvuKc7lcgwzOz89z+vRpMpkMNpuNr3zlKzz44INt8tfG84Y2AWzjRY9nMgLO58UjuEQiwblz57BarRw4cOA5FcFfSRTM6uoqExMTDA0NEQgEGnEOTxXxsou//u1/5MwPpkBe/2d56OUDJONZAgM2ZHIBrd5APlMinylQA5AJJHJxAEp5MDk0rDY3dxwPMn5mqfG12W4gGkpiNmpQqRWo1ArcnTaS8SyDo17kchlypRxBJjB0wE+5WKZQKGNzGkWEUCarq0vNP5LObjsTY2Ji193vFoVJyxUykknxz8liU7G+JiYQA00O4l309ruZm9sjRlazhnQsR3+nA7VGiUwGMoWMaCKL0aAmtTO6Hh7yirIBAXw+GzHJWDcWF2fw6bRK5pfFhNDjMjE5Kw2otjAmMZscGPIyv7CJRiHgtBkxGTVYLFpS2SKZQpFoMksslUe7z7g2kxfn6AkCbG6L702tlDO3Jiaw0sxAAJtpL4A6mswSTWZx2wyE5kMN97JMJnCw00WlWuNYp5eqUCNbKCGTw8SGJObFZWEhFBcdC9gMrMbEDmG/1dDSVNLjsnK855mvXrwQuNrkbz9otVo6Ojro6OigUqmQy+X4whe+wDe/+U3K5TL/63/9L17/+tdz6tQpfD7fNbmHNtrYRZsAtvGSh3QHcGNjg8uXL9Pb20t3d/dzzq56JgSwVqsxNTXF2toax44dw2azPaNw51184p138aN/O4/eoscbtOPstHPx4fpenyAX6BoJMLW7fycI9B3uYLaJJA1f181EUw6f2aFlZkxsQHD6zMw27dl19jk5/5P5xrgYYOBQgOmmujeHy8TUepxivl65ZjBp6exzkUrlsB3wIcjq6qhKq6JcqZJM5EinC3j8FiYlO31DIz4RIQTQm/TEEvHG10ajhjlJ40hfv4vZOTHxCnQ6Wkhid5+TlcU68dBrlbicJihVOTTgpQbkiyVqwPScJC+w383krMR9bFWysik2pVjMWlHUDIgdvgBKhYyFHVWvVK6xHkqSyRWZW9mmKBrXWsklChzocKFUyilXqyiUcmbWxIrgSLebMYm5ZLDL1VorF7Bzflb88+50WVqcxG6rkc3YHuGuVmvIZTLGFiQkttuNoabAZTVg1KlRKGSoVALpdIZEsUxp53fGZmolgEqhVS3/pRe5+re6usr09DTHjh27ZuRPCplMRiQS4fHHH+eb3/wmTqeTb37zm9xzzz0YjUbuvPPO5+U+2vjPizYBbOMlj90YmFqtxszMDMvLyxw+fBiXy3VVnv/pCOBurmA2m+WGG25Aq9VeEfl7/NsXePjfzyMo5GTTeTqHfVx8eC+seehlvUw8udj4euREN+NP7il7wUEP001jVYVShlqrIRHdG792DjlE5E+5E77cTP76D/hF5A/AZNMR2dmxK+TLGEwCl88vU2zu9j3SyYWmPD+1WoHFpEWrUqLWKustEjIolyp4vWYi2ylKxSq9A05m58SEpyNoY2xMPH7OZMWqmMWqa2kY6etzMdOU8ZfLlTCZ1A3H8C4GBz3U8hVcNj1mkxatVolKo2Swx0UynScSTaNSKdiOi0eYNrOaSQlxHOhxtuQK+tx6FjfEhKjTb+WiRHHU69SMSca6fV0OsokCFr0au0WPQa9Cq1Yx2ukinsmxFc9QqVbZkARBKxUyFiTOX61a0RI2bdCqmJKMnE36VuXQotcwuRKmVKmytBUHwKxXky4UqVRr9T1Fkw6fzYhQFTja4SFTLBFJZylXq6ylxCNitVyGNb/N1NQUTqcTi8VyVTLzrhZeCPJXq9X40pe+1OjdfeUrXwnAyMgI/+N//I/n5R7aaKNNANt40ePpCNSuAnju3DnS6fTThjtfKZ4qDDqbzXL27FnUajUnTpwQZRI+Hfmr1Wr82a98msmzi9Rk9RF192iA5bkQJocWk9WA3WenmC8xcl0XCKDWqigWy4werzv45Ip6M4jerIVaXdHRm3XEoxm0unpXsEwG0a0MUGM356RjwMncxB6hMZg0bEkcqkOHAkxKFDuzXUekaSRpsemYl7pw+11MSojk0EEfU01kzGrVQlVgsM+NUiWvj7QF2I5mUCpllEp1FWl42Mf4hPi5vD4L483qolBvwWiGwaBmbkFMdvx+C1Mzm9RqEImkiUTSDA97OXNuzwEpEwSGBlwkUnk0WiWCTCCXL6JQCcRSO6P3HWQlTlqZTCAq2Y8z6FTMLEncwDY9E/Pi71mn18LMcv28VKZAKlNgIOjg8sweSZQJAseHfKTzJfxWE9VajUyhiMmo5cyM+Oc00OFs2Qfs9TtaFMEer63lWJfXyjnJMatWRiJXf/W1GkQSWQIOc8t51/X7iKRyGHUq5HIZ+XKFI90eDgz3Eg6HuXTpEtVqFbvdjtPpxG63o1K1Zhk+X3ihyN8999zD+973Pk6fPs2rXvWq5+W6bbQhRZsAtvGSR7lcJpVKoVAouOGGG676G8puGLQUsViMs2fP4vV6GRwcbHR6wtM7fQH+8tc/x7nvT2LxW+nqcqFQyVma3SKXzJMDLHYzYz+Zp7wzOrS6TZSKFdKJndGkINB70M9cE7HqPRio7xHuQCaX4e9xko5mkckFdAY1nk4ziVgat0+HSq1EpVJhshlIJwuYLTrSqTzVWo2VRbGCNHjIz6REUXP5rEw3kTGtTsnGmtj4EexxtDzOH3RwWWIG6R1wsbUcQxDAZtHhcBmRCzUOjPioVKpksgWQCUxOipWzoWFvS59wd5eDS5KdRI1WJdpblMkEIlHx/qFOr2JiepNc02jX6zGzFU6hkAnYbXr0OgVqtYxkJofboiZdqJDJlen0GVlYF+/r9XTaW2JkvE4TkZjkurrW39mKZO21WqsRSWRZ3ozvHdxxDZvkKpxWPQadGplcQIYMr9VAKJ6mUqvHsixL9veUchmLW7GWYwubkugXGURz4g9AcpnAouT5ZAIshROEE3uvTRDgT9/4KlwuSyMzL5lMEg6HWVpaYmxsbF9X7POBF4L8AXzta1/jd37nd/jKV77CzTff/Lxdt402pGgTwDZe0tje3mZychJBEDh+/Pg1GS3tNwJeW1tjfHycwcFBOjo6rsjsAfDAP/+Iiz+eQa5RkQinqVUBpYx0rE7urC4T8e1sg/wplHL0Jq3I5DHysm7Gzyw2vjbbDWztxMXsYvhYkLEdI0i1UqNULBOL5NkO7REVb7eF+XGJ8/RIBxurUQKdVrQ6FRpdvTt2cNhLLl8kGc9hd5tE5A+ge8DDWJPLWJBBUeImtdh0zEyLr9c36GZ2Z6xbq0E8lsUftLWQxL4BD3qlAptdj96gRqFUIFMKBANWItEMmWwRi1XLlMSY0RW0t+wRDg16GZOQs+6gnUuSNhSzWctGKAmVWiNyprPDxtr6ntNXq5JRzBTodunRaFRUBTnZfJElSYi01aRtCZH2OIxMSdpHOn1W5iTj2r5OhygzEGAw6GJyx+iRydVH5SM9bsZ3ImiUChl+q4FOn5VMoa4cJrJ5NuNpBjsdLf3DQ0EnFyXH+r1WpiQB0UMdTi5LaumGOpyMS8bJ1/UFCLosja8FQcBsNmM2m+nr6yOfzxOJREQB6Ltk8GrVq+2HXfJ3LQ0f++Eb3/gG73jHO7j77ru59dZbn7frttHGfmgTwDZekqjVaiwvLzM9PU1XVxcrKyvX7M2imQDWajWmp6dZWVnh6NGj2O32K9r3K5XKvP8XPsraXIiqTE61WkOlVaI0qojuqEcqjQKjw8TWyjZqrZJarUbfoU7Gm/YAg4MeJs/vjS4RBGxeMwtNrRwdvU4mz+8ZQwB6RnxMNB3TGdTkUmKC5uo0MHmpTuISsTrJGT7SwUTT3qFSJUerVuKy6zGatai1KtQaBdl8mc6gjVgsSyqZZ2DEw9S4mIy5/VYmx/aIl0wmkEpJ3MFWLTOSPb/uXiezO+PmzE4m3uhBPxfO7JFEs1FDX6eDXK6EfCcLL5nK1/cQmyCXC2xKDB1Gg4YZCUn0us1MS5y/vd3Olgq53m7XTvXc3usI+g1kYjk8Vh1Wix61WoHeoGY1lCQUSzdURrtNz0ZUrBzuF+gsyFp/t6TkGsRO4lK5ylo4iSCXsbKzzwf1cXI1X2HE60CtVlCp1UjmimTzrc+Xl0qRQLbYGru0X+D0L9301OYPjUZDIBAgEAhQqVSIRqOEw+FGvdruqNjhcFw1Zb+Z/Fmt1qvynM8E3/72t/mN3/gN/vEf/1FUy9ZGGy8U2gSwjRc9pKSqWq0yPj5OKBRq9FMuLi5es+vvEsByuczFixcbe4Y6ne6KyB/Ap3/7iyxNbRAY8mN2GCkWiuSKBbLxIkaThny2SNeIn+mmvbShl3Uz/vg8giCgVCuwOg2USxXcPgsqtQKlSoHFZSSbKTJ6rHOntq2MQq3GlC6QjGWplKv0jHhF5A+gs8/N5IW9YxqdkmJe/DrsHh0TF8WVaQMHA4ztuI53G0WCfS4WmxRKm13P9laMYNCC0ainWqshKGSsrcURqFHb2UccPtDqDvYEbEw0K3ECjb3AXWi1SpYk2X1anYoL51ZEQdC9fS4WZkK47QYsFi1qjRKdQcPWdopSqUJyh3x2ddq4JNk3tFhanb/livg+BAG2JSNdpVJGJFGkWq0R3s4Q3s6gVcupCjLyOxl5drMWv9eCUBM43Oshky8RiqfRapQtimDAY2Z6WawIdvmszEviYHr8NubXxcf6OuwtymGP38bkUrjl2NxSBIdBg0ZRw2IxYtBrCaUy6NXKRkdw0GVhXjIm9tlNTEtMJx6rgZuGgzxTyOVynE4nTqeTWq1GKpUiHA6zsrLC+Pg4JpOpQQYNBsOzGhW/UOTve9/7Hm9961v5/Oc/zxvf+Mbn7bpttPFUaBPANl5SKBQKnD9/nkqlwsmTJ9FqteTz+YYL+FrsD8lkMgqFAj/5yU9QKpWcOHECpVL5jM0eUFcO//n/d5rZC4uo9FpWZ7ZYndnCN+xkY2bvzXT0xj7GHt+rcfP3uho7frVajWKhjMFqYK4pAsXf62Thx1tUyntj6uHrupl4ov48giDg8Jqplqv0DrpRqetNESq1glg0i91lJL6dplKp0T3sZbyJJMoVMuQyJdT2IlHMdg1TkgiWwYP+FuOH1iSwvpxleysHREGAjqCDxFYKjVqB3WXEYjcgFwSGh71ksgWi2xlMFh1Tkuy+oWFvS+dwT7+LyxLiaLXpCTWNtxGgUChRrdaIhFNEwimUShk6k5b4Tliz2aDGH7AiVGocHPKSL5SJxbMo1YqWeJieLgdzElPHUL+HiRlJtV2fm0uS1+D1GJlb2duPjCVy+D1mLknCrPtG7BhVKvQ6FQiQKZTQGzSshMREdL8cQZWq9U+6VP0EUChaj6mU9cfG0nVCvBEvMNLtZmmlTiidJh0Oix6HVY9ZqyGVz7MRT5MrlnGadaxHxfd3x8lRZPuols8EgiBgMpkwmUz09vZSKBREo2KVSiUaFT+TnM8Xivz98Ic/5Nd+7df49Kc/zVve8pbnbcexjTaeDm0C2MZLBslkkrNnz2KxWDh48GDjj35zX69CcfV/pcvlMltbW/h8PoaGhqjV6grbrtHj6f6g51I5/p/r/phcpoBCr6W4M/qTkr/+Y0HGn1hsfK03a8nlSpSaI1eu72as6Ry1VkmxWBGRv74DASaaAqBrtRp2j5mpJqVPq1eh0WuI7ey0CTKBocMdZBM5hkb9yJUyKpUqOoOW2UkxsTOa9SRie/et1shZXxUrQhaHmo1VcRvG0IEAkzvEsVAos74Sw2I3cLGpXxgg4Leg8lnQ6etVeMVimXKxgkyA6m4LilnLjMR9HOiwMi3tGB70tPQODwx5udykLqbTBRQKOZclRpXRES9KBIxGDXKFjEKpQoWSSL1EgERSnBeokAusbYqNMGqVnK2oeMytUcmYkriBLSYtYzOblJp+nnaLjqXlGBaNCqfNgE6vQqGUk8zmMenVjYo4j93A1JJkv9BuZGpZrPS5bYaWY06LnknJTp/drGOq6Vg0Wa/Ym1/fptSkggadZiq5Csc6PZRrNRL5PNF0jjdc31rN+GyhVqtFXdmxWIxwOMzExATFYlE0Klar1S2Pf6HI36OPPsqb3vQmPv7xj/Prv/7rbfLXxosKbQLYxosegiCwubnJpUuX6OnpoaenR/SH9FoSwPX1dcLhMBaLheHh4YbZQxCEZ7xzePdHvkYhX6TneC8yAXL5HIIC5IKa/kP10ajerCOXK9F/OIBMJiDIZGj0GoqFEp6AlXKlilKpILGdwWI3kIxnqFZqdI/6mWwaFxvMWsKS+rW+QwER+QPoGvQy0fQ4uVwgtp0WmUicXjPz0Q1KxQoarRKb04ivy04uW8J4UEcmnSe6ncbm1rM0KyaARrOBeGxvFKnWKNhYE5/j9JhE0TAAfUNupiTGktHDAcYurqFQynG6jBjNWsw2PYlkjmQqRyicolSqotaIXb7CPuRMo1GwvCIekVrMrbmCXq+J8ckN0fP5vEbWNlOolHLcLiNGoxaDSUM8lcNp17O9naEKDPZ5uCzpAR7oczdq5RrHej1clJBrs0FGLCU2HPncFrYTG414GIADg17m5utKpM2owWEz4HIYcJkNpPNFNmMpsvkSzn32C912I1uS8GarUUUoIR5jd7jMbCfFJL7LZ+W8JITabta1RM7ccmIQs/7KqxefCeRyOQ6HA4fDQa1WI51OE4lEWFtbY2JiAqPR2FAHjUYja2trLwj5e+KJJ/ilX/olPvKRj/DOd76zTf7aeNGhTQDbeNFja2uLS5cucejQIdxud8t/3x3BPtO6tmeC5lBpj8fTiIK5kn2/1HaKT737i0Q3E2gtRqYenwPAEbSQCOcayp7BokNj0rG9EW88dvSGPs79YLLxtcGsRalR7Sl2gsCBG3qJhpL0DntRqRXI5HXSuL2VRKGUE4uk0Bk0hCT5ft1DHhH5Axg80snYWfExvUnb2O8r5ErEt9NkMkUSTdEp3k4b22spAgEzyCrUqKFUy4nF08gVApVynUH1DfsYk+wfmq16Qlt75ESQ1dW4Zuj0KpZ2iE65VGFjLU6lXGV2JtTY85PJBA4e8FMsVTg44qs3kqTzWCxaxiRksnfAw2VJPIw/YBUpggBmk46NTenuX/3nVSpVWF2LA3ECAevO/6+PXz0uI0pBxqEBH/lCiUgiQzKdZ6XpZwt1RXBhRbK/qFGwFRW/fq1azrSkG9igVzPd1Cuc2IntWd2IUWhqGwl6zZRzFY72eChXaySyeRLZAtMS9U+tlLEoUSxVCjlzkl1CuUxguclIAoBAC5kEuOMVz0/zhyAIGI1GjEYj3d3dFIvFxqh4aWmp8Xeht7cXk8n0vNwTwLlz5zh16hR/8id/wrvf/e42+WvjRYk2AWzjRQ+n08mNN96IXq//qecoFApRHdxzQblc5tKlSySTSW644Qa2traIRCLk83k0Gs0z+mNeLJR4+6E/RK5SoLebiO/sb5ldBvLpSoP8yRQynJ0OFpvMB72HOhl/Ym8PEEHAHXQyd3nPiGFzm5i7vEYus0cYho53ceahicbXMrmMYL+LTCqPr8OKTCGjUq6CIKDVq8hl6m5RT9DGpMTkMXSkg8kL4mNdg17GJcRRpVGQWc2T2TFSqDQKdEYtye0cggAmsxqTTU0mmaS3306hUGM7ksLjtzIjyfMbPuhn/JK03s3NmOTeLA4DW+E94lit1kgl8yw3GULkcoFyvoTLpsdq1aNU1wO6s+kCcrlAZcfZarXqmJppVf+mJDt9ToeWrbBYTezvczHTZHopFsvoDWouXBLf76EDPpLpAh0OM8ggkythNGk4PyF+rf3dLi5IFEG/x8Tsclx0rMtv5ZLk/noCtpa8QZtZz4Vp8fMdHvQRiqWxuLUolTISqSzIysyHMuyGhAMMBp1cmpeM04MuxhYltXQBB1Or4p3I4aCLoc6r08JzpVCpVPh8Pnw+HysrK0xPT+N0OllbW2N+fh6bzdYYFWs010ahvHTpErfddhvvf//7ed/73tcmf228aNEmgG286CGXy5+S/O2eczUUwHw+z9mzZ5HL5dxwww0olUpsNhtbW1s8/PDDWCz1QFuXy/WUbyBf+/R30Jk0dIx2kk3nUOoFtHotJouZUqFMjRq1GugteuKRFJ0DbnKZInKljM3lbWpNs8fR63sYayKEMrkMvVknyvKze80sSghA36GA6HEAI9d1M76zH2i06LC5jJidRmwOA6VihWQiRz5XYlUSAu3vsovcwgBDhwONuJhd9I/4G0pfrQapeAGX18rcZBNxEARK9gLdXTb0Bg3VGuRyRcJb4lGlza5nWmKQ6AjamZIc6x/yMDMlISYjPsZ2lL7wzvfpwKEAi+ObKBQyPC4jJrMOs03HdixLNJ5heztNDWFf9c9g1BPaFhPAQlHygUOAeEJ8jiDA5laKUGTvtcllAmaLDodWi92uR6NVUqnWyOdLKOQC5R1yqlTICMfEe4NyGcxKdvUUchmLkvG6Qi6w3BLoLLAairMdz+45mwVwWPXoUOB2GDHq1Qiy+nqDSasm2dR2kiu0Rr+wD7n5xVccaD3vecbq6iozMzMcO3YMq9VKrVYjk8kQiUTY2NhgcnISg8HQGBWbTKarQtTGx8e59dZb+d3f/V3+8A//sE3+2nhRQ6g1v9O00caLELVajWKx+JTn/OhHP2J4eBiHw/GsrxOPxzl37hxOp5Ph4WGARgOIIAgUCgVCoRChUIh4PI7RaGyQwV2CevEHE3zpI18juhFHY9KxuqPUKFQK/IM+lpv2wEZu6BUpfUq1AlfATmglitGmx2DW4fBbKRRKgECpWCaXLmDzmLn42HzjcYJMoKPfzXLTHpvJrqdShUzTDlzXkIel6bCIXI68rKtBCHcxfCxIZCuJ2aZHrVFSrlZRqlVMj69TyNVJgFanQqmRk4zvPb/TYyIez1Eq7hHx7gE3CzNiwtIz5GJuSjyGHDzkZeryBnanAYvdgEZbj2pZXY0R2kpSLtd/Dl39LhaaVDdBEHB7zWw27T0qVXJ0BnXD5QtgMKqpVGrkcnskxm7XE0/mGs+t0Sjp7XdSQ0aNKpFokkSqiMtlYklicunrdTE7L3kN/e4W1/DwoIcJSSj16JCXsX2OXZ7aQC6X4XYYMZu1mMxathMZIvEM2zvE8sCAl0szElLs1rESEu/qjfZ7uDwnvsZIr5txiemkP+hoiZfp63AwuxMbYzVpcVoNmE0a0oUisUyOjWiKSrWG21ZvGml+B7EYNNz7v+9EpXx6V+61wjMxfBSLRba3twmHw2xvbyOTyRpk0GazPatd4qmpKW655RZ+8zd/k4985CNt8tfGix5tBbCNnwns9gE/W2xsbHD58mX6+/vp7OykWq02iNKu2UOj0dDZ2UlnZyfFYpFwOEwoFGJ+fh6tVovJYOYv7vwc5WIZ36CPpZ2xriAT6D3SxfS5PaLVNepn6rx4nNp7qJOpnbDn2FaSUr5MOpUn1hT/0TXs5dIjM2h1KqwuE3qzDrPTSDqRIzjoJhZOkYxmcQVszDZFtag0CtLJgoj82d0m5iS7b12De/uB4Z3dwZHjQS7/ZB5BALvTiNVhQG9RE9qKodUbiUVyFAtlzHYD4dDePpggE8jnxaqRRqskvCU2GxjM6oZCuB1Osx1O4+uwMXFxjWq1hlwuw+sx4QvayOfL9Pe7iEYzbG9nGBrxMiHZ8xsY8nBZElPT1e1siYxxec2iKrh8vkS5XGNqUtJ/HFQzFHSi0iopVyrEkrl9qwF3mzj2vgGQSOVajm3HxWRNECAcrX/fKpUq61sJNkIJXE5jY9Rt1qtxOQyo5TIO9rpJZgqsR5KUKlUK5VaiEYmnWo41B0TvorrPx//miJhYMkcsmWO0z8P4XP1npJDLCDhMdLot+CxGMoUSoUSaeCbPrSeHX1Dy90wNHyqVCq/Xi9frpVqtEo/HCYfDzMzMkMvlRKNirVb7tNedm5vj1ltv5S1veQsf/vCH2+SvjZcE2gpgGy8JFAqFp/zvjz/+eCMm4kpQq9WYnZ1lcXGRw4cP43Q6rzjcuVwus729zZc+/DUufW8Si99CIVMCAXQ6PRaXhe3NOMV8iVy6gFKjJJ8rkortEYGRE71MPC7e++s73Mnspb2xq96kRaVVEmsa/QZ63WysxkQxMKMnekhEMxjMWmQKeT070KzjwmPz1Jre8XtGfcw3jVMVSjk2l0lkGjFZdZQrNbJN5gynz0QklKrX11EneqPHgxTyZZQaBaVihUQsg91rZvy8eEQ8crSzxQwydNjPpIScOX16wht73x9BEPB2WFlf2VPijGYNnoANhVIOAqTSBRLJHOVajXRTs4jJrKVQKFNoitOxOw3EYllRYLTXa2ZzKylStDo6baxIXMPd3U5W12O43CZMJi2CTEChkjM1FxKRwIE+F9OSZpHBfjdT0mN9LialNXV9bibntp7yPJlM4NCwj0K5gkIhJ1sosRVLYzIoWQ6JCWDQa2GpuUMY8LvNrIbE5g+nzcB2PEu16Ztg1mvIFEuiaBq1So5CLheRSptZx2c/8Iu4bAZeCKytrTE1NfWc3b67o+JwOEw8Hkev1zfUQbPZ3PI3YXFxkVtuuYXbbruN//N//s81ayRqo42rjbYC2MbPBJ7NDmClUuHSpUskEgluuOEGDAbDFZM/gG9+4Xt85x++z8ZCmJ5j3cw1GSX8IzLO/sceCVJrleiMdnKpKt5OOzqTZqcRpMzA0U6y6TzxcIrOYT/jj8+LruPrdTHTpBoq1QpKlaqI/FldRubH1kXmkM4BDxcuraJQyHEELJisOow2PfFoBrvbxPZWXWEcPNLB2JPicbC3y8GUxAxSFSoN8gd1IrK1FhfFz+iNaor5MoGAFaNZiyCXUS5XWZU0d/iDtpZQ6Z4BN/OSsbE/aGJ1STyG7ehyMCbpCj5wNEBoK0VHvxuFSk6+UEZn1HBBQjpdLhORiNi9qjeoqYmnpmg0+/yJlAkUixVWV2JA/Z66uu3kk3lcdj12uwGVWoFCrcBh1RNpagnZb4/umR4rFMW/39VqjVSm2BJMHXRZ0Hrr1Xy5QoFoKkepKFYdoT7elRJAn8NEWNJqEvRbuSAZOw8GnVyclYyxu90vefIHoNfr0ev1BINBSqVSY1R87ty5eqi6w0EikWB4eJhsNsvrX/96brnlljb5a+Mlh7YC2MZLAsVikaf6VT1//jxms5nu7u5n9Hz5fL7xB/3IkSOoVKorjnkBiIUSvOeGPyUVTdN/oo+Zs3sEqu9YFwuX16juqkwC+Ic9rDXtvxmsepQqhWjM2znkIxZOYXEY0Zu1KJRy1AY1m0vbhNdijR27kRO9on5gBKGu6jVl6ylVcqxuM6GmHTajVUcNSO/slam1SnoP+KlRD7XOZgqE1xM4A1YWp8VEzNdjYn1RrC6NHA8yLomQGT7Wyfg5MekaPORn6vIaVocBu8uEWqtEpVWxvBBhO5xsXF+q9MkVAkazlnh0b5yqUstRalSkk3tKn8GooVKtiPb8LDY9mXQBjVaJ021Cq1ODXCASTbO5mWiMQF1uI6GQmBAGOqysSnb/gkE7i8tSRdDOgoTY9nQ7mVusEzOdToXbbcLhMJDOFkmkc2yEklSqtX2bRbo7bSxIVMdgh5VFyb10+CysSDIfPS4jm5GUSMW0W3QkM3nMRiVGvZpSpUSxViWeq5At7JFKjUqBXKLqyWX1IOyYJE/R7zKxJqnI+///3hs4NnRlCvzVwNUkf0+FarVKIpEgEonwnve8h4cffhiXy0UgEODuu++mv7//ml37hz/8IR//+Mc5c+YMGxsb3HfffZw6deopH/ODH/yA973vfYyNjeHz+Xj/+9/Pu971rmt2j2289NBWANv4mcCVxMAkEgnOnj2L3W5ndLSeV3YltW67WJ/b4u/e/yXcQQfBwx2ENrbxD7oRagJqrZqt5e098gcMXd/LpISwWVwGVptIlt6sJZ3MkY5nSe/sirk77cQiKYr5EoJMwOm10DHooZArMXikg0QsS3gtxsDRIBPNzw8MHOkUNYcA+LodTDUpYoV8mUyywFKTMUGukEHFTN+gG5VGQTyRIpspkk6Iv8cWm140RgZw+y1MSZS5zj5nQ+mLRdLEImn6RryN7EGtXoXLa8HpM5NOFaADttbjVCo1BkcDjEuiYDwdJpbm4qJjwV5HS2SML2Bl/NIapVKF1A5ZHDrgZ3MphlqtwO0zo9LIKNcKyD1GItuZRuewTqdCCsU+VWuyfarWaKpAy2aLLCxEkAkCczvGEYVCht9jxm7Soh/wkswW2AwnyRfKKJWt19BoWu/FaNACYgJotxnYCIsJulEvYztRJRIrEInVleHhPiehrTA2oxK9Vo5arcJg1LIgcWIPdrsYkxhH+jrsDZPILoIe6880+YP63war1YrVauUf//Ef+eVf/mU0Gg06nY7R0VH6+vr4xCc+wWtf+9qrfu1MJsPhw4f5jd/4DX7pl37pac9fWFjgda97HW9/+9u5++67efjhh/nt3/5tnE7nM3p8G/850FYA23hJ4OkUwImJCQRBYGjoqeundhtFent76erq2tfs8Uzw5Y9+jXv/6htUylX6ru9h7uweobL7LJTKVZLbaXQmLRanEV+fm1y6rqwU8iVi4SRmt4GFC3tqnSBAz6FO5ptGogqVHGeHnY2FPdVQb9KiUCtINI0wXQEbKq0SvVmHQiEnnyuBILAwtSkioX0H/cxK2jeGj3cxcVY8+h15WTfjknHw8HVBFiY3cQes6E1aqrUaap2ay08uNnL1AHqGvcw1Z/wJ0NHjYGVhT+mS7RDZraZ9Q6VKjsGsI7bzuhRKOR1ddnQ710ql8mxtJlGpFJQrVZHSp9UrKJUqlMtNJhengUR8z+UL4PKYCIfTVJt2Ic1WFclEkVqt3pvr8pjw+CwUSxXS2QIbWwny+TKBDisrq3v3C9DRYWNlLdpybFmi1gUCrWqiz2dhvSkgWiYTGBhwUxPqrz2bL7EVSaHVKQlHM6K9PKtFRzJdEO0wGg1q8qUyxaZRsVIhIJfLyDcdU8gFDAaJqieA1aQmlixi0CqwW3UYDFo0OhWLm3FC8VSj/m6428WEJJz6//3Vl3PHzz+/8S/PJ/lrRiQS4XWvex2jo6N86UtfQqFQkEqlePDBBzlw4AADAwPX9PqCIDytAviBD3yA+++/n4mJvVzQd73rXVy4cIFHH330mt5fGy8dtBXANl4SEAThKQmgXC6nVNonp2wHtVqN+fl55ufnOXToEC6X61nt+wE88MUfcO9f/TuVcpXu450i8qczaVFoVGzvjPWyyRwWl4nLP56h0GwQON7Fwtg63qANg0VHVaghKGBraRuosRvKO3AsyHizOYTWXUBBENAaNSw1RczIlTKcATsGgwqHz4JGr6ZcqojIENTHwcuSIGS7x8ysxJThDdqZurBCtVJjaSduJtjvZvLsMgqlHH+HFZNFj8aoJrSRQKGUUd5R0gYPBZiS5AUOHepgXJIrOHDAz1jT2LhcqqAzqBlriqmRyQX6R33k8yUEuYx0psDmeoLuPndLiLTOoGA7In69VruBLYnK5XCaScTrBLtSqbKxFsdo0jK9Q2JlMgGvy4jXbsJq1JLJldjYSpDNldDqlEih1baqdQZ9az+t2aRhvUk8rVZrCILAhLQyLujAbtChVCnIl0psbacIeC1ckpzX1WFvqZbr8BqZXxWPagd63YxJgqT7u5zM7Iys07ky6VwSmylHNFn/N2XQKPG6TFjMGvLlCn6HkY3tFNUa6DRKbr7h2pIeKV4o8heNRrntttvo7+/n7rvvbsTFGI1GfvEXf/F5u4+nw6OPPsprXvMa0bGbb76Zu+66i1KphFLZ+nvbxn8+tAlgGz8TkMvl5PP5ff9bpVLh8uXLxGIxTpw4gdFopFKpUKvVroj8lYolvvap73D2Py7Rf1035VqJbLpIYMBNOpYjncjg7nay0NTYYbQZKGSLIvLn6rSzPLVJqVBiY2ck2DnkY20+RKVcRalWYHEb0NnVJGJxPEErsXCaQrbE0HXdTJ5ZFN3X8PU9LYaRoePdjO0Qx+RO1MnI9d1Mn1tGo1fj7rChN2nQGbWszIXIpvONvTGLw8i2hCSptEqqTSqfIAgNV2i5VGFtPsKmfBubx0x4PYFcLsMfsGJ1GZCr5ASCNjbX45RLVbQ6FSuL4r03g1HDgmTf0GTVMjshJipmq56xs8uUmirPHB4T8c0Uw4MeZAo56UyeYrnC2rKY+NideqYk7SNuj4n5WXGeny9gYWZq77zdKJqzTyw0vkeCAMNDHqjWODjkI5svshlK1omjJAvQ5TIyLSHZDruhpYHEYml9rMGgZmxik2JT6LRGo2B7I8VghwONRkm+VGY7nmFJokQiQDrXGleTyrQ66gVa/w14XDaiyfr95PIl5pe36ekwMbdDKDVKOR6XiVee6EO3z4j6WuGFIn+JRIJTp04RCAT413/91xc1idrc3GypzXS73ZTLZSKRCF6v9wW6szZeTGgTwDZ+JvDTdgALhQJnz54F4OTJkyiVymel/OXSeT7+65/lzHcuAhA44GF9OlIX63YwfLKf6EaC/sOdqLR1U4lKq2bqyT1yptapkMll5JvehHf3/io76lypUKaQLZNPl0ntOjIFcHZZyKRT9B8JUCpWCa9E0Vt0zF4UK2m+XheTkpFu56CHiZ2Rbj5TYGlyg55RX0Nd1OhUuDvtOP0WtsMpjFYVqVgBEBg62tnaAnK0s7VP+Ggn42fqxyqVKutL21gdBi4+XO9AlitkBDpseLscZFJ54qYsm2txqtUanX0uxiVO3UDQ0XLM47cysS1WE+0uE5OX1thoGrEOHfaDvYLFbthp6MggV8moRcQqssWmY2tLTBSNJi3ra4l9jsUbX9dq9fibSWkGYZcTq16DQiWvK4WhBA67gZAklsXjMRGJSkwnfhuXxiVVeF0OLklG9n29Li6Nr7PZZBwaGfKyuh6j32elVC6ATI7RYuDSlFQltLGwKiaKHqeRmSUxCTbp1Q1FcBdKhYzNpjaUQqnC0lqMGw48f7t/LxT5S6VS3HHHHdjtdu69917U6lZF98UG6d+23QlKO6OwjV20CWAbLwk83R+t/WJgkskkZ8+exWq1Mjo62iiGhysze0TWonz4Tf+HhYt1cuMZcrE5uy0if6M3DTL2yAwAWzvj3+GT/Vz4/ng9OsJvxeo2Y3aaiIeTmF1GEjukwNvrZrY5FFoQcPiszDeNTQVBQK3WsDy2pxAJMgFXwIzZ5kapUpBNFwit10lQpWnUq1DKKeRKohG6Uq0g2ZRDmM8W2VyKEA0nSUXrx3UGNYF+N0qljP5RH+HNBPHtDHqThhVJC4bRomNBoq5ZbHpmm4KmK+Uq2UyBC4/ONbqQlWoFvSM+hEqVoVEfse00oc0EDo+ZKWlws8/C1Jj4mNtvYVpCkDyB+rFqtcbmDmnzBqxsrSdwWNRo9ArkSgWFUkmk9AF4fObG6LdxDa+55TyX28i05JjdYeDypTXRXp7FqiMeSjHS50KukJPOFUilC0zPitVOrVbJ3IL4e6pUyliSOI4FAdY3xeQUIJ7IkkzlSTblH/bIlFjValxOI1qtkkK5gmqfWBunzcimJBKnK2DjooQ8DnS7uCyJfukNmFieH2N7axGn03lVa9WkeKHIXyaT4Zd/+ZfR6XTcd99916xD+GrC4/GwuSn+WYVCIRQKBXa7/QW6qzZebGgTwDZ+JiAlgFtbW1y8eJGenh66u7sbES9wZWaPufOL3P2/v4pGr6b/ZV0UqgWUqJF1yomsRSkXKwzf0N8gf7sYubGf8cdmgfon7/BqFFennSd2FEQAk93A4HU95DIF+g51EFqNkoxmGL2hl7HH5sTPd6KXsZ+Ij3Uf9LFwUfwmPXJDD9GtJENHOhDkMpLRDGaXkfHHF0Xn9R/uaNkt9PbaWWwimNl0AYVCzqVHZhvHzHYDfYf85LIlctkim6sxcpkigR4HE5LYF0+njUlp/p7PQiy8R2xLhTK1Wk1UR6czqAl02HC5TBRLlTrxjGWx2PSEJLEnJouOzXXpMS2bTeYSAL1Jw8ZanGg4Czs8a2DUR6ySw+rUoVRDpVpDa5DX5b2mkajVqmdLcl27a6+lYxdur5ntbXGGnj9g5fLlNVFV3cFDAVRCGqtVh6CQkUoXMFo0LUrfQL+HMYnDenCgtVqut9vJ3KKYPAb8VuZ3oml2SaHdpicWz2LTq3G7jKg1KorVCuFtMfmTyQRW9yGZiUzrisWdd5zkxKGORlbe2bNnkclkDTJos9mQy597M8gLRf6y2SxvetObEASB+++/H51O97xd+7ng5MmT/Nu//Zvo2AMPPMB11133oh5dt/H8ou0CbuMlgXK5/JRBz+FwmKmpKW666SYWFhaYm5vj4MGDuN1uqtUqlUrlis0ej3z9ST759r+juLO/5+i2ktzKUNqpN5PJZRx4+SDFQhmFUkEuU2BraRtX0M7y5LpIhQuO+Fmd2RQd6xjysbEQptK0zzZ4XTcgoFApSCezrC9EcAZshFajlJvO83Y7iazFRccsXgPJSFa0q+fpspOIpHEFbOgtOsrlKuVShaXpkChA2uYxEJc81ttlZ2s1LnIR+7odbK7GGscEQWDoWCc1QUCQyUhEs2ysRvF1Olhfiojy6ALdDtaWtsXHevY/trogjhkZOBigRl0xzGQLbKzFcbhNrC6JFbJA0M7qivix3oCVjfW4SLH1BqxsrsdF13V6jES2UihVckxWFTqjBqVKRSSaIxbdU0ttdj2JlNhdbDZryeZKot1Eg0FNqVIV1eGp1QqUKgXppmYVuVyGxaJDq1VismipCfUKtgqwKRlPd3RYWxzG3V02FiTfh5EhL+MSonhw2MelCTHJPDDs49LkOhazFpfTiFqtQKVRMrkYJpneI3xdASsLa+LrOm0G7v6rtyBv+kDVXKsWDocpFArY7fZGrdqzGZ2+UOQvn8/zK7/yK6TTab7zne9gMpmet2tLkU6nmZ2tfxA7evQon/jEJ3jVq16FzWajs7OTD37wg6ytrfHP//zPQD0G5sCBA7zzne/k7W9/O48++ijvete7+PKXv9yOgWmjgbYC2MZLAs9kBFwul7l06RLb29tcf/31mEymZ+30vfevvsHdH/pqY2xq77CQieQa5A/A0+1k5uwSuaY3SmeHnUImT9+hTuQqBel4pr7vFk6JyJ/erCWbzInIn1qnIrqVINwUAqzRqzAYNVgOd1Cp1theTxDbTiKTyUTkT5AJGIwG4pKe3XK5Xj/XcAgLAp0DHowGFc6Oeo1aaCuKQqkQkT8AlVolIn8ASo1SdKxWq5FNF0UZgmqtEqtNi8USoFiqsLUWJxnPIVcpkH7cVOx3bJ8cvGKpzMLUnjopkwlYB7SYRr3UBIF4LMvmehyNvlXdqAllEfkDMJq1bDTt9AHY7UbCmymKhQqRzRxs5gh0m4lvpjAYldhdRnR6DTqThrGxdREB7AjaW7qGg91OLl8W7yv2DbgZuyxR+gbde33GO+RuYNDD4mKEHp8Fg1FDuVYDmcCYhNS5nIYW8mcxa5meF4+Y1So585LAaUGAzZ0w53giR3wnGLyr004mmsVp1eO0G1Cq5ai19SiadJOZ6Q2vGhGRP6ir6zabDZvNxsDAAJlMhnA4zNraGhMTE5hMpoY6qNfrn/bf5C75O3LkyPNK/gqFAnfeeSfxeJwHHnjgBSV/AE8++SSvetWrGl+/733vA+Btb3sbX/ziF9nY2GB5eW+NpLu7m29+85u8973v5W//9m/x+Xx86lOfapO/NkRoK4BtvCRQqVSeMug5Eolw5swZTCYTR48efdbNHqVimS/8/r/w6P1PotGpUWhlaC1atBo9keVtQjvqksVtRhBkxLb2RmUagxqr28xm0y6XXCGjc6SDSrmC0WagVCyztbyNK+hg9pzYqDF0fQ+TEjfvyMm9UfIuDr9yiFymgFKtIhXPsr4YZvC6bsZ/InECv6yLSUkIdPdBLwuXxSSic8TF+mwUb5cDo01PuVRFqVEx9oR4RDx4tJMpaXTLkU6mJcf6D3UwIzGmHLi+h1KpglypIJnIsrEcpWvYy5zERNErzRAEugc9zE+L3bFd/S4WJXVxPcMeatRHyIVimY2NOEq1QCwidr3up/65PPV+4+Z8QNs+OYJavZxiqUq1UsPpNmFzGpEpZKSzRZaXo43Hq1RyVBolqaadPLlcwGzRE42KSbrHaxaNiKFeLbe4KFYy+wc9rK3F8XjNaHVK0rk8pUqB5XVxzdvBUX+r0jfk5bIkNma/DuKAz8JqUzYhgNmkJZ0tUK5UcTkM2G0GVCoFf/Tu12AxaXmmKBQKjY7d7e1t1Gp1gwxaLJaW1Yxm8mez2Z7xdZ4rSqUSb33rW1laWuK73/1ue2eujZ9ZtBXANl7ySKVSXLp0CYCXvexlyGSyZ2X2SG6n+Ys3f4qxh6fqz7udxuwxkY0XSezsrRmsegIDXnRmLbGtJOl4hlKhjCAT6BjyMXt2UfScgyf6Gd9nPzC8vM3Q8S6QCUQ3E1jd5hby132wgwnJ3p+/38PlR2dFaqKvz0Ummmbkui4K+RIbi9to9CoWJEqTwapjfV5MKjQGFdH1NOVShZWdWBKtQY1SpcBm1+H0WZEp5aQSOUISYqBUK4hIjskVMmKSijCZXEZoPU6oSXFTa5Uo5QKjRwIUixU21+OkEjlyTQrTLprHqrvY73NrrVZjQUIUe0fduB1W5EoZiUSejbXYvuqfzWEktCm+b7fPwnZETNa6+z2M77SchDaThDaTdPfbWJ6tN4t4O2zoDRq0RhUzkniZgUEvE5Kdvv5+NzOSOJhgsJX8udxGZmdDVKs15nYMJFqtjHIVnEYtTqex7jzOF9nYZ38vIiGdAKVya0SM2ahhVXyLdAasXNwhlKFImlAkzatfPnBF5A9ArVbj9/vx+/1UKhWi0SjhcJhLly5RrVZxOBw4nU7sdjuhUOgFIX/lcpnf+q3fYm5ujoceeqhN/tr4mUabALbxkkYoFOLChQt0dHSwuLhIrVZrkD9BEJ4x+Vud2eCLf/SvbDTVXpkcBhRyJdtbe7tP2WSOcqnMuf+4DNRHmMERH+6gg+2NOGqdikK2TmIGr+9tIX8dQ16mnpinUqoQ3onjsPssRNdj9B/tRKFSEA+nSG6niYWSLc7dSrkqIn+CAAq5nMUmd6xMJtA93Ee1WqNSqbG1GiURSePrdjEtUR2tPgMbM5KdshF/I1cwukMmRm7oJbIWo2fAjdagIZstoDdruSwxlwwe6RT3EwNDR4MikwdAz4iPCUl/8KGTPRTyZYYP+esj3dUYfaP+Fpdv77CHOUk+YNeAu4X8eTstzI1LFK5uB8VUntEDPkqlCltbSVRqBdPj4mtYbDpmJNcwGNXMS1RHlVrO5nrdRFEolFmcCyOTCZitOhLbGexWHU6PGaVaDnIZKpVc1NRRKreSW422dYztcJjYknQVdwYdTE2HiEYzDVVxZMTL8laEgNuE1aYHmYBcKefihHg87fOYWzqIjQYN0xInslwmsLwu/v0AuO01B1uOXQnkcnlD/avVaiSTScLhMAsLC40Pcx0dHWi1V0YynwsqlQrvete7GB8f53vf+x5Op/N5u3YbbbwQaBPANl4S2C/TanFxkdnZWQ4cOIDdbmdxcZFIJILD4bgip++Fh8b4yzv/hsxO967eqiUw6EVn0LMkyWUbOtHHxGN7pK5cLKPRq3n8m+eBeuRK56AXm89KJpFDqVY0Ik/0Ji3ZhHjvT5AJGKx6libWG+NlgNEb+ynmS/i6HMQjKTYWwvQf72Zc4g4ePtHXMiIeON7N5UfExw7c2Ee5XKV71E14I046WqBz0MOKhNCYXTomnhSPfp1+K9PnlimXKszvEE2L08jmQhh/hxWzw0C5VCWRyLIoGTNqDWqWJZEnKo2C9WWxwiVXyFibj7DdZHrQGzUoZTB6OEAuW2RtNUYhVyKfbW18qdVa1SytrrUrV6dTtRDKQ9d3YbfokCvlJBJ51tdi+DrtjF0Q7+919Tm5LDnWP+hlTNqaEjCwtlx3CMdjWeKxLH2DHmam15DLZXT4zJitelQaBWsSBdXpMrQoggaDhhnJ91ChkLEhUSwBYtEs1WqNjY0EGztj5Z5eF+qaDJ/Xgt6opliuoNErWduSjJ07bS2j44E+N+OS1pCBHhdDfZ6Waz9bCIKA2WzGbDaj1WqZnJzE7/eTyWR4+OGH0ev11zxiplKp8Lu/+7s8+eSTPPTQQ3g8V+/1tdHGixXtHcA2XhKoVquNqrdqtcrY2BiRSIRjx45hMpkol8vMzMywublJrVbD5XLhcrmw2WxPSQa/8w8P8fn3/YvIEas1abC6LazvvPG5Oh04OuzoTDrGHpki3+TgDAx4CK1sU2zupTVqMNoMhJYiKNUKAoM+9GYdSq2KC9+fpNa0Zzb68oGWCJnB63uYkoyD+451IQgCKq2KeDjFxmIEh99KIpKm2GRMMVj1AKTje3thKo0Sg0XXUPMArG4TgQEvlUqVaCjF1o7xJNDvYlVCCjuHPSxPiY8NHg0yJVETR17WQ3g9ht1rAZnA9lYSV8DOmEQRHH1Zl6jeDWDkeKtKOHw0yERTPqJMLnDoRC/FYplytUZoI0FsO1NXBCWZfJ29TpbnxQqXt8PG5mpUtPtnd5uIb2dE2X0OlxGjTY9Wr6ZQrLC5EadcqSJTyMg0u3cVMkxmHbFnsNPn8OgJb4l39QaGPUxPbmIwqPH4Lai1KjR6JWNj62Sbfp9GDwa4fFlMMkdGvYxLxsl9vU5m58QKnsdjZkPiJDYY1BRLFXRaJS63CZVaQSZfJJ0vNUwhuwh22lhcEZtM/se7Xs1//bmn7tx+Nthv569UKjUiZiKRyDWJmKlWq7z3ve/lu9/9Lt///vfp7Ox8zs/ZRhsvBbQVwDZeUigWi5w7d45KpcLJkydRqVSNWreBgQEGBgaIxWKEQiHGx8epVCo4nU5cLhd2u73lDcMVdPBf3nITj9z/BJlYDrVOhTNgZ7lJ+QstR7B5LTz5rXMolHK6Rv3ozToyyTyJSFJE/gACgz5mdto/SoUyCxeXGX35IOcevIzOpMXf70GlUVKt0bLjZ3WbWZGoMCqtkkQ41RgZQ91F7O204/BZiG4ldzqEwd/rYkpSFdd3pLNFOfT2uLj08HTja6NVx+DxbrKZAt4uOxs7O2iBQVcL+Qv0OVvInyfoYPLcEtVKlfBOBp/NbWJjfouBUW99tB3NkErmmZMQF61e1aISKlVyNiWxI7UarC9vi3YJ7S4jBr2Krj4b8ViGRLRArQZyRSsxMJg0LY5jl9fMtqSlw+23MibJLzxyorse5yKXEYtl2NyIMzDsZUKyZ9k/5GFGYmLp6LKzLHHqWm0aZnZczel0gdmpLQxGTZ3clir4PWYs9voIN5spIFCj1pRNGIuLyWQdrcqYzW5oIYDdXXYuja1TLJYbzt+hQTeL6wkCbhMWqx4EqAg1JiXVdGajhlee7N/n2s8N6+vr++78KZVKPB4PHo9HFDEzNTV1VSJmqtUqH/jAB3jggQd46KGH2uSvjf9UaCuAbbwkUKvViEajDafvgQMHROHP++371Wo1EokEoVCIUChEsVjE4XDgdrux2+0oFApyuRznzp1DrVKjyGiYeHSWB/7x+2w39ap2H+xkZWqdclMfq0KlwNfnIbmdwtfrplyusjq9Qe+hIJd3TCS76BjysTEfFsW26E1aVLp6f6qn21UnN/MhHH6rqEsY9ncCj5zsY/zRvWMmu4H+63rIpfKE1+NEdkiYt8fJ1lJEFPFicZnIZwvks3uGC61RjVKlJLkTCqw3awn0udGadITXE6wv7dXeWb16Yhti1avnQKAxHt7F4LEgU5K6uAM39JDLFFHr1aQTedaWthk62sHYkxJF8LquFkVw6GhnS7B03wEfs00kTGdQM3A4QLFUJZMpsLYSpVSs7Kv+2ZxGEvGsaKfSYNRQrlTJN5F6lVqBRqskGd+rQdMb1XT2uRDkMjK5EutrMQqFMp1ddpYlBo6+YW8LKezqtbI4Lya4owf9LePk4QN+JsbWUanl+AJW9EYNcpWcydktck336PWYW8wfBoOaQqkq6hGWyQQsFi3RmJhAdnXZWVgS3/fIkJeFxQhenwWdXkWhVOb40SBvfeMJribW19eZnJy8IsNHrVZrRMyEw2GSyeQVR8xUq1X++I//mHvvvZeHHnqI/v6rT2zbaOPFjDYBbOMlgWQyyY9+9COCwSC9vb1Uq1VRt+XT/bGv1WqkUqkGGczlcphMJlKpFB6Ph6GhocaouFarMf3kPI/d/yQTj82wPL5GJiF+wxw+2c/Eo+LRbd/RLirVGnqTlsh6jK3FCDqTFq1Rx7ZkkX7guh6mnxSPeUdvGiARTmF2mcil8yxPb9I55GNxbE1kBnH4LKTi2YbZBECjV6Mz6RqxNDavBUfASrFaJLQYJ5vYG10OHO9qMYOMnOhlXKJGjt7Q14iW0Zu0+HqcmF0m1ubDbCxvs6s4ubvMbC1JAov73KzOh0X37fTX1cpmwmX3mjE7jGj1ajLpImvL2ygUMuRKBenEHuGSK2SY7QaiErXO5tYTlWQfdg16WNwxhCiUcnxBO86AhUQsy/pqnMxObuPwkQ4mJDt9o8c6GZM0mowc6WjpJB444GeqaZdQLpcxcqyDSqVaH0+HksSiWdxeM1tbSRHxNJm15PJFSk1mELlCQKmUkc81mUIEsDl0RCN73weAngEXC/Nh3B4zVrueKqDWKTl/flmkEh444G9pFxkadDMpMcv4/RZWJc0pBoOaYqFMselDi0wmcNdn3orbdfUy8Z4N+dsPVxoxU6vV+NCHPsQ//dM/8f3vf5+hoas/0m6jjRc72gSwjZcEqtUqm5ub2Gy2Zx3u3IzdthCVSkWxWMRms+F2u3E6nahUKvG5l5Z59OtP8sjXnmBlcp3Rlw8y9mOxymf1mCmXKqSaarUcARtdBzuJh1IsT643zCAjJ/sZl5BHX6+L8Gq0cQ6AxWnC1+9GkMuJbMQJ7Rgnug8GWLgkIS4n+1sInH/YydpEfSfM0+XA5rWi1qqYPL9ErmmXzdfjZHNpWxTwbHEaKWRLIpVQo1eh1qpIRNLozVp8PS4UagXFUpm5y+s0jyD9fU7W5sQ7eP2HO5iRZAYOX9fNRNPIWqGUc+imPgq5ErlcibXlKIVcqb4jKHEN+3osrM/HRce6hzyiwGgAX9DGxnJd/RMEcAesuAJWiuUqm+txYjv1bTpDfYSYzey95vqen7Zxzi68nTbWV8SkvnfIzVwTubI5DPQMeshki8QTOTbW41RrdVPL2EWJynvQz7hE/XN7dWxtismf12du6QI2GDUUCyVUaiVenxmVRkk6WyBbKLMpIczBLjtLEqVveNjLuMS8c3DUzyWJonvD9d386R/eytXC1SJ/UjRHzITD4UbEjFarxWKxYLfb+Yu/+As+97nP8dBDD3HgwIGrdu022ngpob0D2MZLArsNA8+V/NVqNebn51leXubIkSM4HA6y2SyhUKjRVmCxWBpkUKPR0H2wk+6Dnbz5j3+R1ekNHr3/SfKZAnPnFgGQK+UYrPqW3T130MmT3zoP1Fs++o50oDPp2FwUEyOFSk4NROQPwNfvZqJp9GvzWug90kUikkJr0DQaSILDPiYkphGdRUNkKd74enMxwvZmHJPNSCGRpaPfjcluJJ3MIVPIWxo/PEFnyy5h78GORkdxJpFj5twSIyd6mTu3jMGiw9vtBBlUahXmL4t3+jr6XS3kz+W3Mn1BTOo0ejXjjy80iKdcIaOr341cgL5hD2tLUXLZIgiQTbVmBkrbTKCuXu5+zK3VYHMlhtVlYnJnPG13GnH6LZhsepbmIyICODDqa1EJe4e9zEpGuv6gTUT+oP6h5dxP5huKp1anoqPHgYIaPd0OVtdjFAsVBAEiEqIGUN3no7nBrAEJAezqqreQFIsVZqbqvxODw15WF6IEfWZMFh2VWo1yrca0JPjZaNAwIzkmCLAucScD3PraQ6039Cxxrcgf/PSImX/913/l4x//OIODgywsLHDPPfc8L+TvM5/5DB//+MfZ2NhgdHSUv/7rv+YVr3jFTz3/S1/6Eh/72MeYmZnBbDbz2te+lr/6q79qZxK2cdXRVgDbeEngscce48knn+T1r389TqfzimJedlGpVBgfHycej3P06FEMBkPLOfl8nlAoxNbWFolEApPJhNvtxuVytWSSbS2Feez+MyyOrfDQlx4WjTs7hnxszG2J9v4UKgWuLhfrM5v4+z1YPRYS22nMDiNjTYYMqLt+586Lx7Q2j5lcukAunUcml9Ex6MNgNwACE4/PicaMwQM+liQGhdEb+xiTxMMMXd/DwuU1AgMe1Ho18UgKpUbFsoTgOHwW4uGUZI9Rg6CQixzHcoUMm8dMMV/CEbBSrlSIhlIotUqi6+Icu/1aREZe1sW4pL1k5PruRragTC5gdupwd1opF2RsrMQaztyeYS/zkvtuVv92YbHryWQKohGsRqdErpCTSeYxmLV4O2woNUoqtRpT4+s0p8x09jpZkjiMBw76WuJlRg93MCZ9fUc6GN8hlHK5DG/AiqfDSiKRY3MrSWJn7G1zaIhuixtMdAYl+UKZShPJlctlGI0a4hJTSOc+xpOhUR8bG3HcHjMKlZxEKo/ZquOidHez382UJIom4Lfw+U/9t6sSwXItyd9ToVar8ed//ufcc889WCwWzp07x/DwML/2a7/GBz/4wWtyza985SvceeedfOYzn+Gmm27i85//PH//93/P+Pj4voaTH//4x7zyla/kk5/8JG94wxtYW1vjXe96F/39/dx3333X5B7b+M+LNgFs4yWBb33rW/zpn/4p58+f58Ybb+TUqVPcdttteDyeZ/SmVCwWOX/+PACHDx9+Ro7BQqFAOBxma2uLWCyGwWBokEG9Xi86d3sjxmP3n+Gx+8+wcHEZtV5FZFX8Bjz68qEWotd9qIPYZqJuJKlUWZ5cR6GQ1+NeQuK9ut7DQeYuiEnh6E0DjD08jdGqx95ppVAqYjKZmJaMS11BO9GNOOUm0qM1aurGj+geMRNkAt0HAijVSmRyOZsrUeLhFP1HOpk5L37OkRt6G4HRjWPX97Qc6zvSyfZmArNLT7FUJraVQWfWsC0hhDaXiWQsIyKZWoMamVxGpqlSTSYXsLlMRDYSCDIBb9COxWFEpVUzM7YuimrpP+hnRjJaHTkeZFxiThk51tkyYh48HGDq4hoanQpf0I5Gr0KQy5kYW6Nc2mOETq+J7bC4Rk5vUFORmElkMgGL3UA0In7dwR5Hg1CabRoMZjVuv4OV5RhbTcrg6OEAlyWjf59fx/qahPwF7Swvi3/3TGYtmWxBVGsnkwk4HAZ0ejV6k4ZCscJ6KIHTZWR+QUxw3/lbP8ftrz/Mc8ULSf6+8IUv8L//9//mW9/6FidPniQej/Ptb3+bzc1Nfu/3fu+aXPfEiRMcO3aMz372s41jw8PDnDp1io9+9KMt5//VX/0Vn/3sZ5mb21vn+PSnP83HPvYxVlZWWs5vo43ngjYBbOMlg1qtxtLSEqdPn+arX/0qP/nJTzhx4gS33347t99+O4FAYF8ymE6nOX/+PCaTidHR0WeVHVYqlRpkcHt7G71e38gaNBgMousmIkme+OZ5HvnaE1z4/jjlYpm+Y90t3b86kwaNXkO0adymUCk49PPDFHJFtha3iW7W/9vwDX2icTCAu9tJZDUqCpZW61TozTq0Rg0Wl5lMMs/KzCbBYf8zchcPn+htiaY5cNPATg5jldW5EPlMEWfARjScFF1bZ9QgyAQyTeYNmVzA4bMRkpDhnsN+SqUShWKZRDhPIVdm4EiA6fOS3cYT3YxJFMHh40EmJA7h3gN+5sbWRYRQppCzMB0SkUezTUc2KzZgqNQK1FolqSaXLwJ4AjY2VyUtKcNeVuYj+Lvs6E0astkiWqOmRekbPdLREiUzKDGOAHR2O1iWkC2LTUcqVaBSrmI0a/H4Lag0SvKlCrPzIRHR9PrMbKyLR8LdvXYW5iUfPg75uSwhwoNDHqYkiqnXa6aGgM2upyYTiMQyJNI5/uXvfhOdTrwbe6V4IcnfF7/4RT74wQ/yjW98g5/7uZ97Xq5bLBbR6XTcc8893HHHHY3j73nPezh//jw/+MEPWh7zyCOP8KpXvYr77ruPW265hVAoxJve9CaGh4f53Oc+97zcdxv/edAmgG28JFGr1VhbW+OrX/0qp0+f5uGHH+bYsWOcOnWK22+/na6uenDyd77zHWq1Gn19ffT29l6VEVa5XCYSibC1tUUkEkGj0TTIoLSpIJPI8sS3z3P+u2M8/LUnKTZ13Q6d6GPyJ5IWD4k72NfnxhV0kEnmmb+w1BhlCkI9b3BlUkwoRm5s7R4+8PJBioUKcpWczcUI8XAKX6+rxfihN2sBQeR4FmQCnqCDjZ2KMLlCRmDAi7PTTngtxspcuBFsPXKip+Ea3sXw9T1MPCFuFuk9GGCuSckSBAgMOalUq1QqAtGtDKVCBYNFR7lcERlRFEo5RouOWFi8MxfodbE6Lw5B7j8UYPbyWoMQFosVNEYNl6WRM/uof/0H/cxIRuj+bgerkogXi01HLlfC5bVgtOooFMuEQ0lqQDIhNnD49jGODIx4mR4XGzBGj3S0tJAMHwowfmkNtUaJr8OKzqhGrpAxMbVJoWl31GTWkE4XRSRRLhfQGzWN8fIuurodLErI5+gBP2MSkvqG2w7zjnf+PM8FLyT5+9KXvsTv//7vc//99/OqV73qebv2+vo6fr+fhx9+mBtvvLFx/M///M/5p3/6J6ampvZ93L333stv/MZvkM/nKZfL3Hbbbdx7770ola0VgW208VzQJoBtvORRq9XY3Nzka1/7GqdPn+YHP/gBBw4coK+vj3/7t3/jrrvuEn0Cv5qoVCpsb283yKBCocDlcuF2uzGbzSIyWMgWOPPgJR79+pPEthJc+uGk6LmMNj0IgshJDNB/rJuZswuY7Ab8A14q1RoanYrLPxaPkwODHtZntkRv/jqTFoVaSbJp7OjtdeHtcRELJVmZ2WqYFEZu6G0JjN7vWNeBAIs73bk6Uz0vUG3QEFqNEmpSzNS6ums4KWnK8HU7WZd0zvYf6WyYRGRyGVavHrPbQDpeJLyRorYj2I1c19XSNdx3sE70RNcI2nd2//a+FyarnmKxgt1twuwwUiyW2dpIIJPLSEju0d/tYE1C9voP+pmWkML9yOPw0Q6S8Sxmu55iucrGWgyX19LSI+x0m4iEU6JmGI1WiUwuExlREMDts7ApUfr6hz3MT4fwBiyYrXoKlQpavYoLEvLo9etYXxePif0BC2urcdExnU5JpQaFvNiM9Def+W8Eg8/egPBCkr977rmHd7/73Zw+fZqbb775ebs27BHARx55hJMnTzaOf+QjH+Ff/uVfmJycbHnM+Pg4v/ALv8B73/tebr75ZjY2NviDP/gDXvayl3HXXXc9n7ffxn8CtAlgGz9TqNVqhEIh/tt/+2/88Ic/JBAIoNPpuO2227jjjjsYHh6+Jl2iUHd9bm9vEwqFCIfDCILQIIPSLLJSocSFh8Z5+GtP8sQ3z5GKZfbNBhy6oY9JyZjW7rOQzxYxOHVoDRpS4eyOqudmTdLbOnLjgCgwGmDoRC+TO2NerVFDx6AXnUnH8swmseYuXpMWQSaITB6CTMDb62Zd4hwdON7F9JlFnH4rzg47pXIFjV7DZQl5HDzWxdTZRdGxjgEPKxLTgcVpJBXPUClVUajk2HwGdGY9taqMpemmawsCvi4H6xJndf+hADPSqJXrulvCpUeu6yIZy2CyGyjkS6wuR/F3O5ifEH8f3X4LWxsJkZlEZ1BTrdZECqUgq9fLRZq+j4IAI0c7qQHlSr2nN5nIMXTQx+QliXFkH/Wvd9DN7LT4++1wGYlG0iKyr1TJUWuV6A1qbE4jNQG2Qkk0BjWrEuWxq8vC4mJcfO2DfsYkBPfgwQB//he/xLPFC0X+AO677z7e+c538pWvfIXXv/71z+u14dmNgO+8807y+Tz33HNP49iPf/xjXvGKV7C+vo7X631e7r2N/xxox8C08TOFXC7Hf//v/53V1VXGxsaw2+3cf//9fPWrX+UTn/gEnZ2d3H777dxxxx0cPHjwWbmJfxqae0qr1Wqjku7SpUvUajVRJZ1SreS61x7mutceplKuMP7IND/+6hOEV7YbYc4mh4FVyYgXwGg3sL2+SqaJmB17zUGKuRICblZ3yFRg0NsgervQGjWsN9V75VJ5pp9coGs0QHRlG1+vG6vXQiaZR2/Rtqh/Qy9rHel2DHqY3omMCa/FCK/FMDsMlAplOnscGGx6kvEcm8vbRCSB2LB/bZvFpSe+M+YtFyuEFhN0H9CyeHkdjV6JI2BBrdOg0WtbWkR8QTuzkn03o1XHnGS0KVfI2Fjaro+T5/ZG3Dq1gtHDAbK5IquL25SKFSxOY4sC1z3gZkw6Oj7gZ1qqRnbaW84L9jpJx5N0Bk0kk2XisSyCTGi5BuwfB+P2mluiY/qHPYxfWiOdyrO100Xc2e0gFc0y0udCppCzHc+STOVYXRUbjBAgJKmMA3j9G5599MsLSf6+8Y1v8I53vIMvfelLLwj5A1CpVBw/fpwHH3xQRAAffPBBbr/99n0fk81mUSjEb8u7O8ttraaNq422AtjGzxQqlQp/9md/xnve8x6sVqvovyWTSb7xjW/w1a9+lW9/+9u4XK4GGTx27NhVJYPNqNVqxOPxRgtJuVwWVdI1m1Kq1SqTj83yyP1nWJ/d5Mx3Loqeq/dYkLmzkngYr4VMIkchW3e/Wlzmet+wXsX4o3OifMH9QqiHru9hUuLc9XQ5yCRyePvcyJVy1hciFHJFNAYNCYmLtXPIy7IkSHj4+p6WbMKDrxigkC0hVynYWo0SC6XoOeBnXkLMzE49qWhWlOmn0atQKOSidhAEMLsNVCs1nH4rcoWSjdUY3k57i/o3+rIexiSj4+FjQSYk38uuob0WEajvHPYf8iOTy0mni6wsbVMpV+vGEY2SlGSvzt9tZ00StDx40M+UhJAGes2szu8RLqfHTHDARSpZIBRKEt0JnvYGLKyviUmhVqeiVquJHMYI4PFb2JQ0egyOeJmS7BgeOh4kly2i1CiJJbKsb8Rxe/VsbIjHxA6Hgb//h99ALr/yfxcvJPn79re/zVvf+lb+8R//kTe+8Y3P67Wl2I2B+dznPsfJkyf5whe+wN/93d8xNjZGMBjkgx/8IGtra/zzP/8zAF/84hd5+9vfzqc+9anGCPj3fu/3kMlk/OQnP3lBX0sbP3toE8A2/lMik8nwrW99i9OnT/Pv//7vWK1WbrvtNm6//XZOnDjxrJzCzwS7wbS7WYOFQqFBBh0OR8un/5kz8zx6/xke/foZEpEklWqFvCQAeXdHsBkjNw0w/vA0ap2a4GgAhUpBIV9iaXxdZPxQ61ToDBpiLZEzncw1hTQLgsDRV49SyJdIJXOszoaoVWsMHOtiWjLSdQfthFdjoutoDWoUKgWppg5aV6cdf5+LVDzHylyI4s7uma/fxvqMxMV6oocxicFk4FiQaYnT1uY1oFAosHkslIpVVhbCqNRKymXxqFYmF7A5TUQkocrdoz4WJsSEaeR4sDE6VqkV+HucOPxWNlZjrC1FG2PYniEP89OS/ESXkeh2WkRm5QoBtVZFNi3+OQa6HazumDLsbhNOrxmDRcfsTKhBCGGnSUQyJu4ZdDMvHaPb9KQSOSoVcfSL2aon1rTzqNYoGT7oo1AsE0vl2NxKUanU+LlX+rnjF4/gdDpbzE1PhReS/H3ve9/jV3/1V/n85z/Pm9/85mu27nEl+MxnPsPHPvYxNjY2OHDgAJ/85CcbTuRf//VfZ3Fxke9///uN8z/96U/zuc99joWFBSwWC//lv/wX/vIv/xK/3/8CvYI2flbRJoBt/KdHLpfjgQce4PTp03zjG99Ao9Fw2223cerUKW688cYWUna1UKvVSKfTDTKYy+VElXS7rr9arcbMzAwXHxsjNVvg3ANjLI3VCcDAy3qYfkJMjMxOE8V8kVxT/AnUzRvVKpgcRrY34mwtbTN6Yz9jEtdw/7EuZiSkzua1kIplKOXrqpPeoqNzyI/aoGLu8hrppgiVviNBZiUh1qMn+xmT7DLu7g0CKFUKbAETOquWQrrKRpMBQ2fUQA2y6b3XI8gE3J0ONpfFalvnsJvliT0iJFfIOHhjL8VilVQiz+riNrVqjaGjnY0mkF109LlYkTiJjRYdhVyRYpOKKpMLWOxGoqEkGp0Kf48TtVaFTC3n8tll0Z7gyNEOxiXdwt1DThamxDuLwT4XS7PiPT+TVUc2U6RcqmBzGnH5zNRkAvl8hQXJffYNuZmVNJHsF0Q9MOJlWrLf6HKb6s7lnftWKuUEuuz8P+99OYVimkgk0mjXcLlcWK3Wn6qWv5Dk74c//CFvfOMb+fSnP83b3va2FwX5a6ONFzPaBLCNNppQLBb5j//4D06fPs3999+PIAjceuut3HHHHfzcz/3cNY1iyGQyDTKYTqex2Ww4HA6i0SjpdJqjR482AqjXZzd55OtnuPzjSc79x2XR8wye6GNKEi8zfEM/E4+JiV7fsW40Bg3ZVI7lyQ2qlRpypRybx0x4RazADb6shykJ0Ry5qZ/xR2eRyQQCA16MDiOCTGDsMfF5JoeBQq5EQaLA2b1WwpJ8wL4jncyeX8bsMOLtcVJDQK1Xc0nSYDJwrItpSTC1r8vBxtK2aFdKo1dSKVcpFeo2Yq1BTaDPjd6iZ21xm/DGngLYd6jVTbyf63joSAeTEuUx0O1kdTGC3qTB1+VAoVaQTufZ2kxSEI1qBZxes+i6AP2jPmakTSLHOhmTkMeBAz6mL683CCEyGflSmYX5sIh4KlVy1GolacmHgOA+LSajh1q7iV/56mHe+0evAxDts4bDYSqVCg6HA6fTKVKtd8nf4cOHn/faskceeYRf/MVf5OMf/zjveMc72uSvjTaeAdoEsI02fgpKpRI/+MEPuPfee/na175GqVTi9a9/PadOneJVr3rVM2oTebbI5XJsbGywuLhIpVLBbDbj8XhwuVxoNBrRueGV7Z0x8ZMU8kXmWgKntSiUcpKSeJm+Y13M7ih9BouOwJAfk9PI5R/PkM/stWl0DvtYlvQc681akIQ+A3QMeklup/H1ualUYXVmi+4DgZZ2kP12BDsGPKxIRqgGq55KqYzda8HsNJFJ5VmdD2P3WUWRMwD9hzta+oZHr+9hTLrf2Gtlcz4OgM1twtVhR6lVsjgdEu306QxqajXIZcSVbJ4OG5sSgjxwuINpqev4eJC1xQgOn4lsLkcmU8HlszEj2clzec2ENxOtBE6rIp0UE7jOHifLEvVv+EgHW+uJhkIYCiVx+SxMSPYO/R3WlugXtUaBXBo7A/zlp3+NwREfUjR364bDYTKZDDabDZVKxdbWFkeOHHneyd8TTzzB7bffzoc//GF+53d+p03+2mjjGaJNANto4xmgUqnwox/9iNOnT3PfffeRTqe55ZZbOHXqFL/wC7/Q0hP8XJHL5Th37hxarZbBwcFG1mA8HsdkMjXiZaTXjW3Feewb53j0609y+UdTVMqVRl1cM/qOdTMr2Rs02g2Ui2VKhTLB0QAag4bNxQgGq6ElcHr0pgHGJGaSweu6mXpS/JyebidaowadSUd0K8nmchSlWoHerGupuus+EGhtK9knh3D0ZB+lUgWFSsHmWpxYKLVvtqDOqKFWq5FrqoZDEHAFLIQkRKj7gJfFsU28XQ4sLiP5fBmtScPYE2Iy3XfA36ISOrxmtkPiPD+lWo5GqyYl6egdPNqJIJNRo8b6WpxkIlfvB5YoisNHOpiQ7Pl1dDtYkQQ36wxqKpUahXxJdLxvxItCKacmE9jaShKNZhg+6GdCmmN40M+4hCj29Lv4xOfu5Jkgm80yOzvL1lZ9/Lz7u+l0OtHr9decjJ07d45bb72VP/mTP+G9731vm/y10cYVoE0A22jjClGpVHjssccaZDASiXDzzTdz6tQpXvOa12AwGJ7T8yeTSc6dO4fL5WJwcFC0b1UsFhtu4mg0isFgEFXSNSMVTfPEty/w6Nef5Nx3LzfcwPUxr4Xwinh/bl+H8A19pKIZrB4z8Uia9dkQ9oCVRCRNubi3FydXyOrPKRnpDhzvZvrMHil0+K30HA4SWo+xMrNFtVz/89M16mdxTExEzA4DuXSBYhO5kckF7D4r4bU99c/daadj0EcskmJlLtx4naPXdzP2uJiQ9h/uaHEIW1164uGMSIFTaRTojVosThM6k4ZYNMv6cpTOPhfLkl294eNBJqRh0Mc6W4519rtYnhWT1K5BN3pzvUFkdTlKLlsEAVw+CyFJJMx+buLRo50tlXNd/S4WJaHTgW47RrOOqgCboSSxaJ2YenytzuF3/4/X8Au3HOSZoHnsazQaiUQihEIhtre3UavVjd9NaSj61cClS5d43etexx/8wR/wgQ98oE3+2mjjCtEmgG208RxQrVY5c+YM9957L/fddx+rq6v81//6X7n99tt53eteh8lkuqLni0QiXLx4ke7u7kad3U/Dbj/x7huuVqttKIPSfuJsMseT37nAo/efIZPMceF7Y6LnCgx4WJ8Vt4goNUqMVr2oq9jqsdB/rItoKMXS1EajC3g/8hgY8LAqGelqjRoEAbLJPEq1guBIAJVORbUqtARE71ctN3R9D5MSldHX42R9ZyyqVCvoHPSiMWpIJ/IsS4iQv9fFmmSEOnQ8yKQkINrbZ2FjNi46NnCkrt4JShlbawlikTQmq55criiK2hEEsDoNREOSRpeDAWZadgyDjO/kGMrkAv4uB64OG9FIhpXlbUo731+LXU8qLnb0CjIBq91AVBLL0z/ibRkzjx7tZKzJ9OLwmOjsc5LOFNncTBLfUSqNRg1//5V3oFY//a7rxsYGExMT++787Tbk7I6KgYaJxGazPWeX/fj4OLfccgvvfve7+dM//dM2+WujjWeBNgFso42rhGq1ysWLFxtkcG5ujle/+tXcdttt3HrrrVgslqd8o1pbW2NycpKRkZErTvzf7ScOhUJEIhFUKlWDDEojPArZAmf/4zKP3v8kT377AplEjq7RAItjYmXswMsHufxjcV9p54if5fE6idEaNXSOBJArFWxvJlrUv+4DHSxcFqtT/dcFmZEEN/cf7WLm3CKebid2n41MKk86ldtRGSuN82RyAavHwnYTIYWdGjmJIWT0hl7GHpvD5jHjDjqolGvIVEqmJPuRNreJxHaGSnnvOnKFDKNFR1xCrAIDTlZn9kawroCVrhEf0XCa1aVt8tm6Utk15GJxUlL7thPc3DwmVihl6AwakjHxmLh7yMPC5CZKlRx/jxO9SYtKp+bcE/PU9vgfA6N+psfFI939GkLq0S86Ytviuru+UV+DKLq8ZhxuE0du6OGNd97A0+GpyJ8U1WqVRCLRMJHsRh/tmkhUKtXTXq8ZU1NT3HLLLfzWb/0WH/7wh9vkr402niXaBLCNNq4BarUaExMT3HvvvXz1q19lfHycV77ylZw6dYpbb70Vh8PReOOqVqvMz8+zsrLC4cOHn3N8xq76svuGK5fLRZV0zW+YpWKZyz+a5MdffZzH//1cwyhidprIZwqNcOlddA77WZ6QjCFvGmTyJ7N0jvrRm/VsrUSxuEyiHEGoR8cUcgXKhYrouK/X1VItd+Dlg5SKZQS5nNW5EJlEjuHre5mQVOU1q3+70BrUyGQyMkmxQSU45EWQCegteuLRLOuL2/u6fIePB5mQKIKuDmvL3qBap0Qul5NN5ZEr5AT6XCi1cnLFAuvzSdFIefhYkAlJ7Mzw0Q4mJC5fX9DG+pKYSKs1CuRKBbVaDX+3E6VWSXQ7g1qnYmlO/NpHj3S0jIR3ncPNsDkNxGLisG2ZTOAzX3kHbp+Fp8KVkD8parVaw+0eCoVIp9NYLJbG3uDT7dLOzs5yyy238Gu/9mt87GMfu2bh7W208Z8BbQLYRhvXGLVajdnZ2QYZPH/+PDfddBOnTp3ita99LX/4h3+Iw+HgIx/5CEaj8apeu1qtEo1GG2+4giDgdDpxu90teW6VSpWxH0/y6P1n2FqKtLSQDF7fy9TjYkOGxWMmm8hSbIo6EQQYOtGPXKUgGcs0qul8w07WJ8SEZb94GYffRiyUoFKuy10ymUDnsB+L20xoPSbKCNxf/etryRzsORBgXmIw8fc6MTvMVIG1hQjpZB5BAIdkxxBg8GiQKWnsTL+F9Zm4+N4DBiKraXRGDf5eFwqVgmQyR3gzJcoSBHAHrGxJnMyDhzuYkjiZ9yOP/m4H6UQOT6cNQSFnczNBNltELhNaHL3BPidLkt3DkX12B192Ux9/9LGn7v19LuRvP+Tz+cYaQywWQ6/XN8ig0WgUfVhZXFzkta99LadOneKv//qv2+SvjTaeI9oEsI02nkfUajUWFxc5ffo099xzD5cvX8ZqtfJbv/VbvOUtb8Hv91+zkVa1WhVV0lWrVVE/cfMbaq1WY/Kx2Xq8zL+dIboRw+I0E1kTq1PDJ/uZ2Mc4MtlEwAw2HY5uKwq5huXJjcZYVyYXcPhthCRhzkMneluq6UZu6GN85zmtbjPeHhdyjYqZ80uinD21ToVSpSAtcd8Gh30sSaJsRm/oa+wYCjKBQJ8bT7eDzZUYq025eg6fhWgoJWo2kStkGCy6llo8b4+VjXkxqRu9vpvQWhyH30q5UmN1cRtfl4M5yfjWbNORSRUol5oUUgGcPgthqSHkcIApiUv40MleSqUylSqsrUZJpwr4Oq2sL4vvR6mUo9K1Rsz86SfeyNETPfw0XG3yJ0WpVCISiRAOh4lEIiiVSpaXlzEYDBw8eJA3vOEN3HzzzXzmM59pk7822rgKaBPANtp4AbC5ucnrX/96NBoNb3jDG/jWt77Fww8/zPHjxzl16hS33347wWDwmpHBWq3W2Mva2tqiVCo1yKDD4WhZ0p+/uMzD9z3Bo19/krWZurHD1+dmcz4k2jeTK+VYXCa2pQraiV6mn5hHo1cTHAkgKBUoNUou/1gcT+PuchBeiYqeU6GSY7QaiG1JwpOPdbE4tkbnsA+1QUNoNYqny8mYJDama8THooRsGcw6yuWqKJwa9kbKBosOf58LQSZHoVVxWWpGORZkUtIj7PCbiUh6exUqORqdWtRhLFfIGL2+h0qlSjJVYHUxQq0Ko8eDjElGz30HfMyOiQ0dZpuOdDLfUEgBEHYUxbV4/UsBfEE7vm4H2+E0K8vRhgI5dCjQkhHo7bDyt19++0/9fbvW5E+KXeX605/+NHfddRe5XA6/38+f//mfc8stt1x1pXw/fOYzn+HjH/84GxsbjI6O8td//de84hWv+KnnFwoFPvShD3H33XezublJIBDgf/7P/8lv/uZvXvN7baONZ4M2AWyjjRcAt912GyaTiX/4h39ApVJRq9XY3Nzkvvvu4/Tp0/zwhz/k4MGD3H777Zw6dYq+vr5rSgZTqVSDDObzeRwOR2MUJ63CW55Y49H7z7BwaZlHv35G9N9Gbxpk7GGxccTT4yK8HGkhdRanGaPdgM6sY2slyvZ6nIHrekSxMQAjJ/sYf1Q80vX3uVmbFVefqbUqvD0u9BY9mXSeldktqpUa3aMBFiQGl2b1bxc9BwPMXxKfZ7YbyKbzuDpsWFxmUsk8qwthHF5LSxD1fqTQP2BjbUZ8njSzUGfU0DngQalRsr4SYzuUavy3riEPi1OSird9iGLviJe5SUmItklLIV+iVCyjUMoJ9DjQG7WgkDF2cZVqE3/8zf/3v/CGX3kZ++H5Jn/N2Nra4pZbbqG/v5/R0VHuv/9+5ufnef/738+HPvSha3bdr3zlK9x555185jOf4aabbuLzn/88f//3f8/4+DidnZ37Pub2229na2uLD3/4w/T19REKhSiXy9x4443X7D7baOO5oE0A22jjBUA0GsVqte5L6mq1GpFIhK9//eucPn2a733vewwODjb6iYeHh68pGcxkMmxtbREKhchkMtjt9gYZlDo2N+ZDPPr1J3n0/jOsTq8jV8hJRcVu0/7ruhuNI7sYuWmAcUk49ciN/cjkchLRLKs75O6nhUbv11c8erJfFE6tN2sZvK6HbLbI6ny40VpSN4nUzRvNCA55WZoUq237RtFc1021WiNfLhBeT5FLl7A4jaRiWZGbWBAEHD4LYUnOnr/fxtqMZJR+XRcTO2YUp8+C029FplYwN7lFrmmnT6mSo9GpSMXFBpfeUR9zE5Lol32I4m6Ooc6gxtflQKlRkkzl+egX3ore0Nps80KSv0gkwute9zpGR0f50pe+1PggMj09TSaT4ejRo9fs2idOnODYsWN89rOfbRwbHh7m1KlTfPSjH205/9vf/ja/+qu/yvz8/PPegdxGG88WbQLYRhsvYtRqNeLxOPfffz+nT5/mwQcfJBgMcvvtt3PHHXdw4MCBa7oPlc1mG2QwlUphtVob4b7SKrzIWpQfnn6M7375R6yNb1Gr1giOBFieFI8b1ToVaq2qpZqu/3g3Mzvqn9VtxtvnQWfRc/4Hk428Qdhf/VNqFGj1mta6uyNBZs8vIZPL6Bj0YrQZUOk0nP+RmHzuR/50Rk2d6Emq4Dr63azM7F3f1+MkMOBlaz3Oylyo4azdL3Ta4jCQimfF41vqbSIRST/w0PEgM5dWCfS6MFh0JBN5DBZ9iyHE5be0VMnJZAJmm56YZEdx4KCfacn497/+4jHe9T9fjxQvJPmLRqPceuutdHd383//7/+9ph3cUhSLRXQ6Hffccw933HFH4/h73vMezp8/zw9+8IOWx/z2b/8209PTXHfddfzLv/wLer2e2267jT/7sz+76i1BbbRxtaB4+lPaaKONFwqCIGC1Wnnb297G2972NpLJJN/4xjc4ffo0r371q/F4PI0x8bFjx646GdTpdHR3d9Pd3U0ulyMUCrG5ucnU1BRms7lBBrVaLRqzCvthPb/7mrfhtnl5/BvnmD4zz9rspkgZ6zvWzZgkX7Bj0NcgfwCxrQSZZBaNXoNSqNJ7uANBLmNlZhOdqfUNdeBod0s1nb/Pzez5ugJWrVRZGl9DpVWi1qqwWtS4u10Ui2VWZkIolK3BxN2j/pZ9wuCwlyWJ0hYPp4iGU+QzBbQGNYEhLwqVgkqtVaX1dTsZf0I84t7POGKy6ZkbW6dSrrI0tTfa7RryMjDsRqaQs7meIL6dweExE5KQx74RH9OS0GmzTdeiEgLc8qbrWo69kOQvHo9z++23EwgE+MpXvvK8kj+oK4+VSgW32y067na72dzc3Pcx8/Pz/PjHP0aj0TTagX77t3+baDTKP/zDPzwft91GG1eMNgFso42XEEwmE29+85t585vfTDqd5lvf+hanT5/m1ltvxWq1NsbE119//XNuW5BCq9USDAYJBoMUCoWGm3hmZgadTtdY1B8cHEQQBG7+zZ/n5t/8eX7jw7/CE9/+/9q787Aq6/SP4+/DvoMIh0V2wQXQBDTFvTQVN3BJp820Mm2xKSqXtl9TTk1NTdY0WJpWZjqWgJE6CaW4YgVuBbgCIrKDgOzLOb8/iJOHg1uxCffrury6fHjOeb5HTT5+l/s+RkJMEqcS00g/kanz3kamut/kfQK9NPsJT/3UuAfQtb8z9ZXV+N7uSe75YorzSjE0NiDrrO435paCos8gD01QbCoo7e7bCxrq6RfoRs75IkqLKjA0NiDzlO571tbW6Fzz8O+lWSauKq/hzNHzuPV1JPNUY29hWycbKspryM8pJaPZSWQAYyMTnWuW9saUnWleINqJ9GazlG4+DigaGvDq60BWRpHmoEdNjXZvYAAXD3uSm+1R9A10w91HO+h0ZPgrKytj5syZ2NnZsXXr1psuEt2amm+zUKvVV916oVKpUCgUfPnll1hbWwPwr3/9i9mzZ/Of//xHZgFFpyQBUIhblIWFBXfffTd33303VVVV7Nq1i6ioKGbPno2ZmRnTp08nNDSU4cOH6xzk+LOMjY1xdXXF1dWVnJwckpOTMTMzIysri0uXLmkKT5ubm2PRw5w77hnBHfeMoLK8miO7TpDwbRJJsSeorqjB3c+Fc8e0g4mxmZFOwWkAEzNjrZnCXj6O9OrrTHZaAaUFvx+ecPJUcrZZ1w99Q32yz2kvHTc96/QV7eV6eTvg0s+ZnPPFXL70+35GWydLcs5p790zMNLnYrPewADGJo3BJSejkJyMxu4h/sO9qamqw8DIkJysS5QUltPL046MZqHOwEifkvwqnfdUK1Q61yysTUn+sXGW0tDIAE9vJdb2luTnlAFqoDGw6OsryMoo0Hn9pLu1Z/86MvyVl5dr/uxu27YNExPdYNwemk7BN5/ty8/P15kVbOLk5ESvXr004Q8a9wyq1WqysrLw8fFp0zEL8UdIABSiCzA1NSUsLIywsDCqq6v54YcfiIqK4v7770dfX5+pU6cyY8YMRo0a1apLajk5OaSkpODv74+jo6Omllt+fj4ZGRmYmJjg4OCAUqnE0tISMwsTRs66nZGzbqe2uo6jP/xKyqHTFGYVU1H6+4yXd4AHyc0OifTycdQKfwB55wuoKK2kJL8MWycbnHo7UFVZi5GpMTnp2sGsb6AnKT9qnyZWuvXUOaCSk15ATVUdRTklWPW0wLm3krLyCgyMDCnOuax1r/dtbpxM0n690qUHZ3/RLrKs0FOQnVZAce7vS7VOHnY4u/XA0FCPC2mFmn2BPgNdSW02U2dtZ875k83CqwLyryi3U1dbT3pKNv2C3Mk+k4u1rTmOHnagp8DAxJDkRO2ZV1t7S4bd2f/3z92B4a+yspI5c+agr69PTExMh86YGRkZERQURFxcnNYewLi4OEJDQ1t8zYgRI/j6668pLy/HwsICaDysoqenh4uLS7uMW4ibJYdAhOjC6urq2Lt3L1u3bmXbtm3U1dUxdepUwsLCGDt2rM5BjpuRmZnJ2bNnrxoYGhoaNGGwoKAAQ0NDTRi0trbWWk6rr6vnl70nORSTyPH4FCrLqii/1Ow08RWHRJr4Du9DyqHmtQTtqSitxKWvM2oUZJ7Opba6FltHGwqb1SfsP7Q3qT9q7/Prd3tvTiVqP8eypxm1lXX08nHExNKU/IslFOWWoXSzJf9CsxO9Q7xIbdbdpE+gO6ebhTobe8vGAyF1DY17B30cMTA2pLZexblk7aXillrWKd0tyT+vHUgtrE2pqamnrlnXETcfBxrqG7C2t6KyspYL6YXMfmQ0cx4dDXRs+Kuurmbu3LlUVFTw3XffYWVl1a7Pb0lTGZiPPvqI4OBg1qxZw9q1a0lOTsbd3Z0VK1Zw8eJFNmzYADTOXvbv359hw4bxt7/9jcLCQh555BHGjBnD2rVrO/jTCNEyCYCi07nZAqx79+4lPDyc5ORknJ2dWbp0KYsXL27HEd8a6uvrOXDggCYMlpeXM3nyZMLCwhg3btwNz7qo1WrOnTtHVlYWAQEBWsteV9PQ0KDVkq6pP7FSqcTGxkbr8IpKpSL54GkSYpL4cfsRirIv0cvHUVOAuom+oT7WPS0pzi3Rut68E4mhsQED7/ClqryWnPQCSn47GWvraE1pUbnWCWOFQoGjp5LcZsulV3YiaTJgVF9UKjXl5TVcOJuPWqXGooc5NZU1OgHMxcdB0xJP854tlJjx8u9FWnK2Zu9geXkNhXllNNSrqG5WtNqtjwOZp7Xf02ugE2m/aP86uXjZkZVWqHXNwtqUVTF/pYedRYeGv5qaGu677z4KCwuJjY3FxsamXZ9/LREREbz99tvk5OTg7+/Pe++9x+jRjYF5/vz5ZGRkEB8fr7n/5MmTLFmyhIMHD9KzZ0/mzJnDypUrZf+f6LQkAIpO5WYLsKanp+Pv78/ChQtZtGgRBw8e5PHHH2fz5s3MmnXtvqbdWUNDA4cPH9aEwcLCQiZNmkRoaCgTJ07E3Ny8xdep1WpSU1MpLCwkMDBQs9x1M1QqFZcuXSIvL4+CggLUarUmDNra2uq0pDudmMYv+1KJ27CfvCuCmW9wH1IStGf/7FxsKc4p0WrbBuDoaU9uegEKhQKXvk5YKa0xMjXiWPxJrft8Aj0426znr4W1GXW19dRUNQtg/Z3J/O1Qh7m1WWOZGTtLUn5Op7L898MiLZWYMTY1xMDQgIqyZvX8Brpyrlkxav9gb2qq69A3MiD3QjElxZU4uvUkt1kLPYWeAnNrE8pLtOsb9gtw42Sz0jEjQgYQ/s7cDg1/dXV1zJs3j8zMTH744QepnydEO5MAKDqVmy3AumzZMmJiYkhNTdVcW7x4McePHychIaFdxnyrU6lUJCYmsnXrVqKjo8nOzuauu+4iNDSUkJAQzZJcVVUVP//8M/r6+gQGBrbKzEZTncOmWoMNDQ1a/YlbakmXEJPITzuPUn6pkqLsZku6LfQm7jPYi9OJ2jNtlj0tqKmswdrOCqWHPRVl1WSeysGtvwuZJ5v1DG5WYBrArZ+zzn2GJgaYmBpTUVaFWz8nzHtYUJhXhlVPC84e194T2P92L1Kb9TtWuvSgILuUK/9KVijA1tFGc2IZfqs76ONA3sVSMtMKUP/WYaXPba6cblZ30NjMgPpalU7dwb9/sRBrJ6MOC3/19fU89NBDnDp1it27d2Nvb9+uzxdCSAAUncgfKcA6evRoAgICeP/99zXXoqOjmTNnDpWVle1eQ+xWp1KpOH78OJGRkURFRZGWlsb48eOZOHEin332GQ4ODmzatKlNynOo1WrKyso0YbC2tlbTks7Ozk7nJPOFU9kcjkkiISaJtBOZ2DrZUFZ4mforlnSBFpeP/Ub00Tlk4jPYC4W+grLLFRRfLKe+tgEjE0OMTAwpL9EuyeIT4M6ZZqeMW9pPqHRtnNWyd7OjsqqOC2fyUDWosHPuQUHz/Yi3e5HarEagzyA3zjSbkTS3MqWutp7a6jrMLE1w8XFEz0CfBoVCp/B0S3sHnTx68NdV08nMzGTQoEHtHv4aGhpYtGgRx44dY8+ePVc9WSuEaFtyClh0Gn+kAGtubm6L99fX11NYWIiTk1Objbcr0tPTIyAggICAAF5//XVSUlL4/PPPWbFiBTY2NtjZ2bFp0yamTp1Kz549W7UlnUKhwNraGmtra3x8fCgvLycvL4+0tDSSk5O1WtIZGhri2tcZ1+edufv5aeRlFHBsdzK7Nx/k9M9pmlk07wAPzh7N0HqOqZUJ6c1O6QLU19aRfqLxurGpEd5+Ltg49eDkz9qvV7r31FkmVijQOWACYNfLlpTDZzUHRUwtTPAd6U3l5Rqqyqsp/609nbmVKWm/Zum8vvleQmgsRt20d7DycjWnj2Tg7GVPTnohvXrbY2NvxeXL1WRlFJFzvkjn9QF3epCRkYG+vj45OTnU19drSp+0tYaGBpYsWUJiYiLx8fES/oToQBIARadzMwVYr3Z/S9fFzVEoFFhaWhITE8PkyZN55ZVXiImJYf369fz1r39l5MiRhIWFMW3aNBwcHFo9DFpaWmJpaYm3tzfl5eXk5+eTmZlJSkoKtra2mn2DRkZGOHjYawpPF+dc4vD2IyR8k6RVx6+J10B3nU4kjl72mvAHUFNVy9mjGfTIvkR5QSlu/XthbmtBwcUSbB1syG8WrLwDdHsTW9iYazqRNKkqr6Yo6xIZKRfR01M07hvsaYmRuW57Omcve53C0Xr6CnLStQ90AFjZWpCdVsDFs/mauoT9hniiVqlROlpx8XwR5WXVmFka4+JnRUBAAIaGhuTn53P27Fl+/fVXnYDd2lQqFc888wz79+9nz549ODs7t/ozhBA3TgKg6DT+SAFWR0fHFu83MDBo96Wtrmjjxo3ccccdfPjhh+jr6+Pv78+KFStIT08nMjKSLVu28OyzzxIcHExoaCjTp0+nV69erR6+LSwssLCwwMvLi8rKSvLz88nOzubkyZPY2Njg4OCAvb09JiYm2Dr1YPLCcUxeOI7SwjJ+2nGMhJhETuxNRaGvR2aKboFpDHV3wvQZ7MXJ3+oGZvzaGA6t7Swp1QffIR6UXaok67ewVV2p2yHEvb+zzt5BF29HMn57vkqlJjM1G30DPSx7mGNrY4yDhz01NQ2cP5uHVQ9zstE+jew90JXTR5sfUml59rC6ooaMlMYAqdBT4ORhi1uAPYOHBGr+37C2tsbb25uKigqtgN3U87np1/TPUqlULF26lLi4OOLj41s80CWEaF+yB1B0KkOHDiUoKIiIiAjNNV9fX0JDQ696COTbb78lJSVFc+2xxx7j2LFjcgikFVxvNlWtVnPhwgWioqKIjo7m4MGDDB48mNDQUEJDQ3F3d2/Tmdjq6mpNaZmSkhKsrKw0tQabH1IpL6nkeHwy+74+zNEfkqn97VSvhZ0ZlZeqdU4OO/V2IKdZ5xC/EX017ekAejhY4xXgQWlhBedP5WgOWxgY6WNmYUpZcbnW6/sO8eJUsxqBLV2z79WDHs490Dc04GJGEZd/24PY0onilsrJOLr3JLfZLKVCAa9HLab/bd5cS1PP5/z8fEpLS7GystIczLna6fBrUalUvPTSS2zdupU9e/ZIVwwhOgkJgKJTudkCrE1lYBYtWsTChQtJSEhg8eLFUgamA6jVanJycoiOjiYqKop9+/YxcOBATRj09vZu0zBYW1urCS7FxcVYWFhowmDz4FJdUcOerQfYveUAeioDTiVoH95oae+giYUxenp6VDYr3dJUoNrU0gR3XxfQ18fQ1IjkQ9p1A20crLhcVK5zItfFx5Gs5odUhvuQnND4ej09BS59HLFz6Ulu1iWtfX0KPQU97C0pzivTen3/IZ46B0r8R/Tmb1881tIv3VXV1tZSUFBAfn4+RUVFmJmZaZbeLS0tr/v7qVaree2119iwYQN79uyhX79+N/V8IUTbkQAoOp2bLcC6d+9ennnmGU0h6GXLlkkh6A6mVqspLCxk27ZtREZGsnv3bvr160doaChhYWH069evTcNgXV0dBQUF5OXlUVxcjKmpqSYMWlhYkJeXR3JyMgMGDKCHdQ+O7k4mISaJxP8d4/KlCjz8XTXLvk1aOjmsdOtJwYVimv812svHERMLE4wtTMnJKKS0sLzFcjLuvs6cT9He56dvqI+5tRllRdqzh/2GeHHy5zRsHa1x9FRSU1uPkamxTis6M0sTGupVOnULX1j3MEF39OePajpYlZ+fT2FhIYaGhlrFvFvai/uPf/yDjz/+mN27d+Pv7/+Hny2EaH0SAIUQbUqtVnPp0iViYmKIjIwkLi4OT09PQkNDmTFjBn5+flrFn1tbU3DJy8ujsLAQAwMD6urq8PHxwc3NTSu4NNQ38MuBUyRsS+THHUcoyW+cWdM30MPKzpJLV/TyBfAN9iGlWahrPnuoUCjwGOCKpZ0lBRdLyMv8vXVcn0APTjc7PNLv9t6cbLYkbNXTnMrL1dTXape48R7khkJPDwNjI7IziygrrsD3di9SftJdEv5w9/JWC90qlYqioiJNmz8Ae3t7TE1NcXR0xNTUlPfee4/33nuP3bt3c9ttt7XKc4UQrUcCoBCiXZWWlrJ9+3aioqL47rvvcHJy0swMBgQEtGkYPH/+PGfPnsXGxoaysjIMDAyuOoulUqlITThDwrdJ5KYVkLjruNZ7Wfa0oLqihrrqOq3rngPdSD+hfVDDd0QfUn6bPVS62WHvbkdDg5pzv2TpLAn38nHk4tlmew+DvTVLwk2ceyvJPpev+blC0bhU3NPFluzMQgqyfg+rD74wlemPjL3BX6Wb01TMOz8/n9WrV7Nx40YGDBhAcnIy27dvZ+zYtnluS262jWSTgwcPMmbMGPz9/Tl27FjbD1SITkACoBCiw5SXl7Nz506ioqLYuXMntra2TJ8+nbCwMIYMGdKqtekyMjJIT08nICAAGxsbnVkshUKhCYM9evTQCaKnk9JI+CaJw98mkZOWj9/IvjrlZFoqOq1QQM9ethRmFWtd9xvRhwsns3Hp60xdg5rM07k4ezlwPlV3SdjC2ozSwsta1/vf3pvUn5rtXRzkpqlRaG1vSS9vRxrUal787FEsrM1u/hftJjU0NPD3v/+dr7/+GoCsrCzGjx/P3Xffzfz589v02TfbRrJJaWkpgYGBeHt7k5eXJwFQdBsSAIUQnUJlZSWxsbFERkayfft2zM3NmTZtGmFhYQQHB+t0ArlRarWatLQ0Lly4QGBgoKa13ZVUKpVWSzq1Wq3Vkq55GMz49QKJu06w7+vDZKb+Xlam31BvTemYJn2CvDidpL0ka2ppAurGuoBNjE2N8B/Tn8ryGrLO5VNR2vi1fkM8OdnsQIeFtRk11XXU1WjPPrr5OpGZon1KePy9w3n83Xuv98v0p6nVaj777DNWrFjBjh07GDVqFGfOnCE6OpqsrCw++OCDNn3+zbaRbPKXv/wFHx8f9PX12bZtmwRA0W1IABRtqq6ujrq6OszM2n72oT3dzFJTfHw8d9xxh8711NRUORV5FdXV1fzwww9ERkYSExODgYEBU6dOZcaMGYwcOfKGCxWr1WrOnDlDTk4OQUFBWFhY3NBrSktLNWGwqVOGg4NDi/2JL57JISHmCMf3ppB66LROKzp3XxfOp2jX6WvpQElP5x5cyitF1aBCT18Pdz8XzGwsaFCpOX1Eu6B0S0vCtk7WFOeWQrO/0d+NW46nv8t1P/efoVar2bhxI8899xzffvttuy77wh9rIwnw6aefEhERQUJCAitXrpQAKLoVKQQt2lRiYiLvv/8+xcXFjB07lieffLLFGZhbyZYtW3j66ae1lppCQkKuu9R06tQprc9ub2/fHsO9JZmYmDBlyhSmTJlCXV0d8fHxbN26lYceeoiGhgamTp1KWFgYY8eOvWpfYrVazcmTJyksLGTw4ME3XMNOoVBgY2ODjY0Nffr0oaysjPz8fM6cOcMvv/yiCYNN/Yl7+Tgx+9kpzH52CnnnCzn8beMy8ckfz+HSx0kn/Cn0FORl6HbzcPS0pyi7sZ2cqkFF+olM3Pr3IjP1Is4+jtg69aCkqILczCKy0wp0Xm9ibQjak3/0G+LVLuHvq6++4tlnnyUqKqrdwx/8sTaSZ86cYfny5ezfv/8Pzy43mT9/PiUlJWzbtu2q92RlZeHl5YWXlxcnT578U88TojW03W5r0e2p1Wrq6+s1+2teeuklYmNjO3pYf9q//vUvHn74YR555BH69+/PqlWrcHV11Vp6aolSqcTR0VHzoz16r3YFhoaG3HXXXXz88cdcvHiRrVu3Ym5uzhNPPIGHhwcLFy5k+/btVFf/vpxaX1/P4cOHKSoquqnw11xTf2IfHx+GDx/O7bffjoWFBenp6ezdu5ejR4+SnZ1NXV3jUqyDux2hT07kzV0vsO7ku8x4OoSBY/qjb/D777VPoCeFF7X3AxqbG7XYn9jUsrELR/aZXH7dl0pWcib9Brni6GKNR38n9PQbD60YGOtTnHVZ5/WTHxr9hz73zYiOjmbJkiVs2bKFCRMmtPnzruVG20g2NDRw77338re//Y0+ffq0y9g+++wz5syZQ2VlJQcPHmyXZwpxLTIDKNqMQqFg1KhRjBo1ivfeew9PT08CAgJ07rter9/OpLa2lqSkJJYvX651fcKECRw6dOiarw0ICKC6uhpfX19eeumlFpeFxbUZGBgwduxYxo4dywcffEBCQgKRkZEsXbqU4uJiJk2axJQpU9iwYQMqlYrIyMhWaWUG2v2Je/fu3WL7tKaWdMbGxtg62nDnvSO4894RlBWX89OOoyTEJFGSX6rz3r1v8yDlkPaSsI2jNWeblYgBKC+pIOO3sGhmZYq1uyVKVwdOJ2mfPO7hYMWwKbr/v7Wm7du3s2jRIr788kumTJnSps+6lpttI3n58mUSExM5evQoTz75JNC4D1StVmNgYEBsbCx33nlnq41PrVZrlptdXFxYt24dI0aMaLX3F+KPkAAo2lRdXR2GhoZ8+eWXjB49WtMAXqVSaTbWN4U/laqxHEZblgH5s/7IUpOTkxNr1qwhKCiImpoavvjiC8aNG0d8fLymwLW4efr6+owcOZKRI0fy7rvv8vPPP7NlyxaWLFmCiYkJw4cPJyYmhpCQECwtLVv9+ebm5nh6euLp6alpn9bUn9ja2lpTeNrExAQrWwvGPzCK8Q+MoqK0ksRdx0mIOcLRH36hprKWwqwinffv1duR5FztU8bO3kpN+AOoLKuisqwKdbWa+opKevu5YmhmTNa5Au66fwQGhm03y/zdd9/x0EMP8dlnnxEWFtZmz7kRRkZGBAUFERcXp7UHMC4ujtDQUJ37rays+OWXX7SuRUREsHv3brZu3Yqnp2erjm/Pnj1UVlYyfvx4XFxcGDp0KO+//36b/LkU4kZJABRtytDQkNLSUo4cOcLy5cs1/VmbQt7hw4c1pSJsbGy0XtuZZwZvdKkJoG/fvvTt21fz8+DgYC5cuMA777wjAbCV6OnpMWDAAF5++WV8fX156623iI2N5a233uKxxx5j3LhxhIaGMmXKFKytrVv9z5WpqSnu7u64u7tTXV2t6UJy+vRprKysNOVlzMzMMLc2Y8ycYMbMCaamsobj8SkciPqZ8pJKTZs5Q2MDMlOzdJ5jY29N9tl8rWtX1h0889tpY0NjAybc13YzTLt372bevHmsWbOG2bNnt9lzbkZ4eDgPPPAAgwcP1rSRzMzM1HQFurKNpJ6enk5nkqaw3hYdS9atW8df/vIX9PX18fPzw9vbmy1btvDII4+0+rOEuFESAEWbqa+vx8DAgM2bN6NUKhk0aJDma9nZ2Tz99NOcPHkSAwMDHnzwQaZPn05ERAQ9evTQClQpKSkkJCTg6+tLcHBwB32aRje71HQ1w4YNY+PGja09vG7t888/p6amhri4OCwtLRkzZgwrV64kOTmZrVu38uGHH/Lkk08yduxYwsLCmDp1Kra2tq0eBk1MTHB1dcXV1VXTSzcvL4+zZ89iYWGhCYMWFhYYmxlz++QAbp8cQF1NHcfjU0iISaI4p4SjP/yq9b4W1macPZah87yWZvmGhAzC1smmVT9Xk3379nHPPffw4Ycfcs8993Saf6TNnTuXoqIiXnvtNU0byZ07d+Lu7g5ATk4OmZmZ13mX1ldSUkJUVBQHDhzQXLv//vtZv369BEDRoaQMjGgzTcu8w4YNw9vbm9WrV2NpaUlFRQWPP/44WVlZREdHY2VlxYkTJwgPD2fixIk8//zzQGNduCVLlrBv3z48PT05cuQIJiYmvPrqq8ybN++qpz/b2tChQwkKCiIiIkJzzdfXl9DQ0GvWG7vS7NmzKS4uZvfu3W01zG5HrVZTW1uLsbHxVb9++vRpIiMjiYqK4vjx44waNYqwsDCmTZuGUqls8/7ETS3pioqKMDU1RalU4uDggIWFhU5Lul8PnCIhJokftx/hUl4pfiP6knxQe0nY1tmGktxSVCrtv8b/vnMZfiP60toOHTrEzJkzeeedd1i4cGGnCX8d7VqngCMiInjiiSe0Dn2p1WpUKhXJycn4+vq240iF+J0EQNEmmsJfVVUV5ubmbNq0iblz56JQKIiPj2f+/Pnk5+ezaNEipk6dyrhx43jzzTfZs2cPsbGxFBQU8NZbbxEdHc3//vc/+vTpQ0NDA1u3biUvL48lS5Z02Defpo4DH330kWapae3atSQnJ+Pu7q611ASwatUqPDw88PPzo7a2lo0bN/KPf/yDyMhIZs6c2SGfobtTq9Wkp6drwmBiYiLBwcGEhoYyffp0nJ2d2/TPV319PUVFRZr+xEZGRpowaGVlpdOS7uSPZzkQ8yP7v/6JywUVmq+1FArd/Vx4/9BrrT7mn376ibCwMFauXMkTTzwh4e8K1wqAQUFB3HHHHTqdUJ566ikCAwN555132meQQjQjS8Ci1dXW1rJy5UrMzMyora3FwcGB22+/XfMNIzMzk7y8PLZu3cqXX37J/fffj56eHnp6evj4+FBRUcGePXv44YcfGD9+PLGxscTGxvLAAw8wd+5c8vLyOvSbz80uNdXW1vLcc89x8eJFTE1N8fPzY8eOHUyePLmjPkK3p1Ao8PLy4vnnn+e5557jwoULREVFERUVxbJlyxgyZIimJZ2bm1ur/3kzMDDAwcEBBwcHGhoaNC3pjhw5gr6+vk5LOltPK3qPd2bms/9HSeZlEr49ws/fHeN8sm7pmMkLW+/0apMjR44wY8YM/u///k/C31WUlpbqFJEuKyvjyJEjfPnllzpF3++55x5efPFF3nzzzRsubC5Ea5IZQNHqGhoaWL16NW+99RYXLza2yQoPD+ehhx7C19eXd999l08++YTU1FSgsSTD/v372bVrF1ZWVrz++us89thjrF27lj59+hASEsKhQ4cwNzfnv//9L3Z2dh358UQXplarycnJITo6msjISPbv38/AgQMJCwsjNDSU3r17t2n4UalUFBcXk5+fT35+PgqFAgsLCy5dusRtt92mUzw8M/Uih75JJCEmifPJWZhbm7Eu9V1MzFteBv8jTpw4wZQpU1i6dClLly6V8NeC+fPn8/nnn+tcnzp1KmlpaSQnJ+t8raCgACcnJ7766itZCRAdQgKgaFNFRUV88cUXfPzxx3h4ePDf//6X48ePc8899/Dmm28yb948ndfk5OQwffp0ampq+P7771EqlaSlpREaGsrUqVNveJ+dEH+GWq2msLBQEwb37NlDv379NGGwX79+bRqG1Go1586dIz09HUNDQ01/YgcHB2xtbXUKiWefyyMvo4CAca13ijUlJYWQkBCWLFnCyy+/LOFPiC5EAqBoN1VVVZoyMC+//DLffvstYWFhTJkyhYKCAnr37k3fvn1JT09n+PDhhIeH8/zzz2tqCf71r3/lyJEj7N+/X6uOoBBtTa1Wc+nSJb755huioqKIi4vDy8uL0NBQZsyYga+vb6v/eczNzSU5OZmBAwdiZ2dHaWkp+fn55OXlUVdXp9WSri26ypw6dYqQkBAefvhhVq5cKeFPiC5GAqBoV03lXWpra/nyyy9Zs2YNOTk5BAUF8dhjjzF+/HhqampQKpV8+umnzJw5U1NOZsSIEfTt25f169d39McQ3VxpaSnffvstUVFR7Nq1C2dnZ83M4KBBg/50GMzLy+PXX39l4MCBOsu+arWay5cva8JgdXU1dnZ2KJVK7OzsWmU/2dmzZwkJCeHee+/lrbfekn9sCdEFSQAUHa6mpobMzEzc3NwwNjampqaGRx55hEuXLhEdHY1areaHH35gypQp7Nixg5CQkI4e8i1h3759/POf/yQpKUmzr+16HRv27t1LeHg4ycnJODs7s3TpUk0hXdGy8vJydu7cSWRkJDt37sTOzk5zgGTIkCE3HZ6uFf6u9vymMFhRUUHPnj1RKpXY29v/oVJJGRkZTJo0ibCwMFatWiXhT4guSgKg6JSSkpK4//77UalU9O3bl+TkZMaMGSOzfzfhf//7HwcPHiQwMJBZs2ZdNwCmp6fj7+/PwoULWbRoEQcPHuTxxx9n8+bNzJo1q/0GfgurrKxk165dREZGsmPHDiwsLJg2bRphYWEEBwdfd6n2ZsNfS89vCoOXL1+mR48emhPFV6uPeKULFy4wadIkJk6cSEREhIQ/IbowCYCi01Kr1URFRZGamkpISAgDBgzAyMioU7eI66wUCsV1A+CyZcuIiYnRnM4GWLx4McePHychIaEdRtm1VFdX8/333xMVFcU333yDoaEh06ZNY8aMGYwYMUJnqfbPhr+Wnt8UBktLS7G2ttaEwaa9uFfKyclh4sSJjBkzhjVr1rTJvkIhROch/7wTnZZCoWDWrFm89NJLBAUFaZazJPy1jYSEBCZMmKB1beLEiSQmJlJXV9dBo7p1mZiYMHXqVNavX09ubq6mB+2CBQvo3bs3jz/+OLGxsdTW1vLpp5/ywgsvtFr4a3q+m5sbQ4YMYdSoUTg6OlJYWMjBgwf58ccfSU9PJyMjA2gMn1OmTGH48OHtGv4iIiLw9PTExMSEoKAg9u/ff9V7o6KiuOuuu7C3t8fKyorg4GB27drVLuMUoiuSACiEABpPnTbvZ+zg4EB9fT2FhYUdNKquwdDQkAkTJvDxxx9z8eJFvv76a8zNzXniiSfo3bs3zz77LB4eHlhaWrbJ842NjXF1dSUoKIjRo0fj4uJCYWEhw4YNw8/Pj0mTJuHh4cG6devaLfxt2bKFp59+mhdffJGjR48yatQoQkJCrtqvd9++fdx1113s3LmTpKQk7rjjDqZNm8bRo0fbZbxCdDWyBCxEN3AjS8B9+vRhwYIFrFixQnPt4MGDjBw5kpycHBwdHdthpN3LV199xYMPPsikSZM4cuQIJSUlTJo0idDQUCZMmICZmVmbPv/cuXMsXryYrKwsCgoKcHV1ZdasWSxYsAAfH582ffbQoUMJDAxk9erVmmv9+/cnLCzshmt9+vn5MXfuXF555ZW2GqYQXZbMAAohAHB0dCQ3N1frWn5+PgYGBvTs2bODRtV17dy5kwULFrB161aio6NJT08nNjYWNzc3XnnlFTw8PLjvvvv4+uuvuXz5cqs/v6SkhPnz52Nra8uZM2coKCjgjTfeICMjg9OnT7f6865UW1tLUlKSzpaDCRMmcOjQoRt6D5VKxeXLl7G1tW2LIQrR5UkAFEIAEBwcTFxcnNa12NhYBg8eLL1K28DgwYOJiYlhypQpAOjp6TF06FD++c9/cvr0afbt20f//v35xz/+gYeHB3PnzmXTpk2UlJTwZxduysrKmDlzJvb29nz99dcYGRlhbm7OrFmz2LRpk2ZMbaWwsJCGhoYWtxw0/0fI1bz77rtUVFQwZ86cthiiEF2eBEAhuqjy8nKOHTumaVCfnp7OsWPHNHusVqxYodWKb/HixZw/f57w8HBSU1NZv34969at47nnnuuI4Xd5SqWScePGtfg1PT09AgMDeeONN0hJSeHnn38mKCiIDz74AE9PT2bNmsWGDRsoKiq66TBYXl7O7NmzMTc3Jzo6GhMTk9b4OH9I8wNdN3rCf/Pmzbz66qts2bIFpVLZVsMTokuTAChEF5WYmEhAQAABAQEAhIeHExAQoNkvlZOTo7Xh3tPTk507dxIfH8+gQYN4/fXX+eCDD6QGYAdTKBT4+/vz6quvcvz4cU6cOMHo0aNZu3YtXl5eTJ8+nU8++YS8vLzrhsHKykrmzJmDvr4+33zzTYvlYNpDU/u6lrYcNJ8VbG7Lli08/PDDfPXVV4wfP74thylElyaHQIQQ4hakVqtJS0sjMjKSqKgokpKSCA4OJjQ0lNDQUJycnLRm06qrq5k7dy4VFRV89913WFlZdeDoGw+BBAUFERERobnm6+tLaGjoVQ+BbN68mYceeojNmzdft6uNEOLaJAAKIcQtTq1Wc+HCBSIjI4mOjiYhIYEhQ4ZoWtI5ODhw3333UVhYSGxsLDY2Nh09ZLZs2cIDDzzARx99RHBwMGvWrGHt2rUkJyfj7u7OihUruHjxIhs2bAAaw9+8efN4//33mTlzpuZ9TE1Nsba27qiPIcQtSwKgEEJ0IWq1muzsbKKjo4mKimLfvn1YWlqiVCpJSEjoVKdmIyIiePvtt8nJycHf35/33nuP0aNHAzB//nwyMjKIj48HYOzYsezdu1fnPR588EE+++yzdhy1EF2DBEAhhOii1Go1BQUFLFu2jGeffRZ/f/+OHpIQopOQQyBC3AJUKtWfLv3Rme3bt49p06bh7OyMQqFg27Zt17w/Pj4ehUKh8+PkyZPtM+BbhEKhQKlU8umnn0r4E0JoMejoAQghrk9P7/d/q6lUKq2fdwUVFRXcdtttLFiw4KZOHZ86dUrrMENr9dEVQoiuTgKgEJ1YTk4OS5cuxdTUlPvuu48xY8Z0ufAHEBISQkhIyE2/TqlUdooDDUIIcavpet9JhOhCEhMTOXr0KPv37+fuu+9GqVSycuVKSktLO3ponUJAQABOTk6MGzeOPXv2dPRwhBDiliEBUIhO7PDhw9jb27N7927y8/N5//332bBhA9HR0QBdel/gtTg5ObFmzRpNDby+ffsybtw49u3b19FDE0KIW4KcAhaik8rPz+fRRx/FwsKCL774AoVCQUNDA6NHj0ahULBz506t/W/19fUYGBjwn//8h5iYGKZNm8YjjzzSoa2+/giFQkF0dPRNF/qdNm0aCoWCmJiYthmYEEJ0ITIDKEQnlZSURH5+vibYQGMfV2dnZy5fvqzTyUFfXx9oLJh7/vx5XnnlFaKiorTuaWho6LKzhsOGDePMmTMdPQwhhLglSAAUopP66aefSElJYfXq1cTFxVFWVsa//vUv4uLimD59OtA46weNS8EKhYKMjAzOnz/Pq6++SnFxMffeey8AZWVlNDQ0oK+vrwmTKpWqYz5YGzl69ChOTk4dPQwhhLglyClgITqhoqIijh8/zpAhQ+jfvz+PPvoomZmZODk58cADD/D4448Dv5eHUalU6OvrExUVha2tLZ6enpr3UqvVbNiwgaeeeophw4axYMEC5s2bh7GxcYd8tpaUl5dz9uxZzc/T09M5duwYtra2uLm56bQFW7VqFR4eHvj5+VFbW8vGjRuJjIwkMjKyoz6CEELcUmQGUIhO6MiRI+Tl5TFjxgw++OAD0tPTyc3NZceOHfz73//WzHQ1BcCm/8bExBAYGEjv3r0171VdXc327du58847mTlzJu+99x59+vTh008/bf8PdhWJiYkEBAQQEBAAQHh4OAEBAbzyyitAYzmczMxMzf21tbU899xzDBw4kFGjRnHgwAF27Nih1SNWCCHE1ckhECE6oWXLlrF3717Wrl3LgAEDNAc8WtK0/Hvx4kWGDh3KK6+8wqOPPqr5+qlTpwgMDCQyMpJJkyYBsGTJEr7//nuio6Pp168farUatVrdJWsMCiGE0CV/2wvRydTX16NUKvHx8WHAgAEAVw1/8PtevqioKGxsbBg4cKDW1/ft24eenh5jx46ltrYWgPvuu49Tp06Rk5MDNJ68bQp/Vx4UaXrvmpqaVvyE4lYVERGBp6cnJiYmBAUFsX///mvev3fvXoKCgjAxMcHLy4uPPvqonUYqhLgeCYBCdDIGBgY8++yzfPHFF8D1a/01BbdvvvlGZ/m3vLycXbt2MXLkSExMTDAyMgIa99iZmppiYmLCmTNnePvtt/nuu+8AtA6KNL33hx9+iJeXF0uWLCEvL691P7C4JWzZsoWnn36aF198kaNHjzJq1ChCQkK0luavlJ6ezuTJkxk1ahRHjx7lhRde4KmnnpJ9mkJ0ErIELEQnczPLsU3Lv3l5eQwePJgXXniBxx57TPP106dPM378eLKyshg6dCihoaHU1tby9ttvM2HCBP7973/z888/s2HDBk6cOEFJSQkrVqwgPDxcEwKhcQbwq6++4sEHH2TDhg3cf//9bfLZRec1dOhQAgMDWb16teZa//79CQsL480339S5f9myZcTExJCamqq5tnjxYo4fP05CQkK7jFkIcXVyCliITkahUGiFr2tpOv27bds2LC0tue2227S+npCQQGFhIb/++ivfffcd0dHR5OXl8dRTT/Hoo4/Sq1cvlEqlpujyunXrWLVqFcOHDyc4OFjzPsbGxiiVSiwtLRkzZkyrfVZxa6itrSUpKYnly5drXZ8wYQKHDh1q8TUJCQlMmDBB69rEiRNZt24ddXV1GBoattl4hRDXJ0vAQtzCmoJiTEwMQUFBuLu7a75WU1NDTEwM48aNw9fXl/DwcPbv38/p06d544038PDwIDc3l40bN/LRRx+RlpbGww8/TFVVFSdPngS0l58/+eQTgoODcXFxad8P2Qm9+eabDBkyBEtLS02APnXq1HVfd6vuiSssLKShoQEHBwet6w4ODuTm5rb4mtzc3Bbvr6+vp7CwsM3GKoS4MRIAhbiF6enpUVRUxN69exkwYAC9evXSfO3ChQtER0dzzz33AI2HOxoaGjQHO3bt2sW0adP48MMP2bp1K4MHD8bb25uqqirNoY+mgFlRUcH333/P7Nmzb3h2sivbu3cvTzzxBIcPHyYuLo76+nomTJhARUXFVV/TFfbENf+9b9qCcDP3t3RdCNH+ZAlYiFtccXExgwcPZvny5aSnp2v2aNnZ2bF8+XJNbbymVnFNAfDzzz+nV69evPzyy/j5+aFWq1m0aBFJSUm4urpq7tXT0yM+Pp7q6mrGjx/fAZ+w82k6MNPk008/RalUkpSUxOjRo1t8zUcffYSbmxurVq0CGvfPJSYm8s477zBr1qy2HvKfYmdnh76+vs5sX35+vs4sXxNHR8cW7zcwMKBnz55tNlYhxI2RGUAhbnE+Pj7s2bOH48eP89BDDwGNwc3GxoY33ngDExMTrfv19PRQqVT07NmT3NxcBg4ciImJCaampmRnZ+Pq6oqfn5/WazZt2sTw4cNxc3Nrt891KyktLQXA1tb2qvdcbU9cYmIidXV1bTq+P8vIyIigoCDi4uK0rsfFxTF8+PAWXxMcHKxzf2xsLIMHD5b9f0J0AhIAhegCFAoFAwYMYMiQIcDvIe9qh/z19PS49957uXDhApMnT+add95hzJgxHD58mCFDhuDh4aG5r6qqil27djF79mwpFN0CtVpNeHg4I0eOxN/f/6r33ep74sLDw/nkk09Yv349qampPPPMM2RmZrJ48WIAVqxYwbx58zT3L168mPPnzxMeHk5qairr169n3bp1PPfccx31EYQQV5AlYCG6qOuFteDgYA4cOEBERARVVVX4+fmRmZmJr68v8Pvy7/79+7l8+bLO7JVo9OSTT3LixAkOHDhw3Xtv5T1xc+fOpaioiNdee42cnBz8/f3ZuXOn5uBR83Z9np6e7Ny5k2eeeYb//Oc/ODs788EHH3T65W4hugupAyiEAKCkpIT9+/czaNAgXF1dNaU6FixYwLlz59izZ49mH6FotGTJErZt28a+ffvw9PS85r2jR48mICCA999/X3MtOjqaOXPmUFlZKcuiQoh2Jes5QnRjarWahoYGAGxsbJg2bZrmAEhTINm5cyezZ8+W8HcFtVrNk08+SVRUFLt3775u+APZEyeE6FxkCViIbkyhUGiC3ZUdSM6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", "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + "
" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], @@ -114,9 +101,9 @@ "\n", "for i in range(n_p):\n", " for j in range(n_LA):\n", - " Untertweng1.set_pressure(pp[i,j])\n", - " Untertweng1.set_LA(ll[i,j],display_warning=False)\n", - " Q_mat[i,j] = Untertweng1.get_current_Q()\n", + " Test_1.set_pressure(pp[i,j])\n", + " Test_1.set_LA(ll[i,j],display_warning=False)\n", + " Q_mat[i,j] = Test_1.get_current_Q()\n", "\n", "fig1 = plt.figure()\n", "ax1 = plt.axes(projection='3d')\n", @@ -127,6 +114,47 @@ "ax1.set_zlabel('Q [m³/s]')\n" ] }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(0.0, 1.275)" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "LA_test = 0.1\n", + "LA_index = int(np.argmin(abs(LAs-LA_test)))\n", + "LA_test2 = LAs[LA_index]\n", + "\n", + "fig = plt.figure()\n", + "plt.plot(ps,Q_mat[LA_index,:])\n", + "plt.xlabel('p [PA]')\n", + "plt.ylabel('Q [m³/s]')\n", + "plt.title('LA = '+ str(100*LA_test2) + ' [%]')\n", + "plt.ylim([0,1.5*Q_nenn])" + ] + }, { "cell_type": "code", "execution_count": 8, @@ -144,81 +172,14 @@ }, { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "224f00f9bf85446b845685a08ed27c68", - "version_major": 2, - "version_minor": 0 - }, - "image/png": 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", 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", "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + "
" ] }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "LA_test = 0.1\n", - "LA_index = int(np.argmin(abs(LAs-LA_test)))\n", - "LA_test2 = LAs[LA_index]\n", - "\n", - "fig = plt.figure()\n", - "plt.plot(ps,Q_mat[LA_index,:])\n", - "plt.xlabel('p [PA]')\n", - "plt.ylabel('Q [m³/s]')\n", - "plt.title('LA = '+ str(100*LA_test2) + ' [%]')\n", - "plt.ylim([0,1.5*Q_nenn])" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(0.0, 1.275)" - ] + "metadata": { + "needs_background": "light" }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "92741b823c9749c9820ee7b5ba47a6bc", - "version_major": 2, - "version_minor": 0 - }, - "image/png": 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", - "text/html": [ - "\n", - "
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At each step of t_vec the system parameters are stored\n" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 43, "metadata": {}, "outputs": [], "source": [ "# create objects\n", "\n", + "# influx setting turbine\n", + "turbine_in = Turbine(Tur_Q_nenn,Tur_p_nenn,Tur_closingTime/2,Pip_dt,pUnit_conv)\n", + "turbine_in.set_steady_state_by_flux(flux_init,Tur_p_nenn)\n", + "\n", "# Upstream reservoir\n", "reservoir = Ausgleichsbecken_class(Res_area_base,Res_area_out,Res_dt,Res_level_crit_lo,Res_level_crit_hi,rho)\n", "reservoir.set_steady_state(flux_init,level_init)\n", @@ -96,13 +101,9 @@ "pipe.set_steady_state(flux_init,reservoir.get_current_pressure())\n", "\n", "# downstream turbine\n", - "turbine = Francis_Turbine(Tur_Q_nenn,Tur_p_nenn,Tur_closingTime,Pip_dt,pUnit_conv)\n", + "turbine = Turbine(Tur_Q_nenn,Tur_p_nenn,Tur_closingTime,Pip_dt,pUnit_conv)\n", "turbine.set_steady_state_by_flux(flux_init,pipe.get_current_pressure_distribution()[-1])\n", "\n", - "# influx setting turbine\n", - "turbine_in = Francis_Turbine(Tur_Q_nenn,Tur_p_nenn,Tur_closingTime/2,Pip_dt,pUnit_conv)\n", - "turbine_in.set_steady_state_by_flux(flux_init,Tur_p_nenn)\n", - "\n", "# level controll\n", "level_control = PI_controller_class(Con_targetLevel,Con_deadbandRange,Con_K_p,Con_T_i,Pip_dt)\n", "level_control.set_control_variable(turbine.get_current_LA(),display_warning=False)\n" @@ -110,7 +111,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 44, "metadata": {}, "outputs": [], "source": [ @@ -127,7 +128,7 @@ "p_max = pipe.get_current_pressure_distribution()\n", "\n", "Q_in_vec = np.zeros_like(t_vec)\n", - "Q_in_vec[0] = flux_init\n", + "Q_in_vec[0] = turbine_in.get_current_Q()\n", "\n", "v_boundary_res = np.zeros_like(t_vec)\n", "v_boundary_tur = np.zeros_like(t_vec)\n", @@ -146,16 +147,18 @@ "p_boundary_res[0] = p_old[0]\n", "p_boundary_tur[0] = p_old[-1]\n", "\n", - "LA_soll_vec = np.full_like(t_vec,turbine.get_current_LA())\n", - "LA_ist_vec = np.full_like(t_vec,turbine.get_current_LA())\n", + "OL_LA_soll_vec = np.full_like(t_vec,turbine_in.get_current_LA())\n", + "OL_LA_ist_vec = np.full_like(t_vec,turbine_in.get_current_LA())\n", "\n", - "LA_soll_vec2 = np.full_like(t_vec,turbine_in.get_current_LA())\n", - "# LA_soll_vec2[100:] = 0\n" + "UL_LA_soll_vec = np.zeros_like(t_vec)\n", + "UL_LA_soll_vec[0] = turbine.get_current_LA()\n", + "UL_LA_ist_vec = np.zeros_like(t_vec)\n", + "UL_LA_ist_vec[0] = turbine.get_current_LA()" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 45, "metadata": {}, "outputs": [], "source": [ @@ -188,7 +191,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 46, "metadata": {}, "outputs": [], "source": [ @@ -197,7 +200,7 @@ "# loop through Con_T_ime steps of the pipeline\n", "for it_pipe in range(1,nt+1):\n", "\n", - " turbine_in.update_LA(LA_soll_vec2[it_pipe])\n", + " turbine_in.update_LA(OL_LA_soll_vec[it_pipe])\n", " turbine_in.set_pressure(Tur_p_nenn)\n", " Q_in_vec[it_pipe] = turbine_in.get_current_Q()\n", " reservoir.set_influx(Q_in_vec[it_pipe])\n", @@ -214,11 +217,11 @@ "\n", " # get the control variable\n", " level_control.update_control_variable(level_vec[it_pipe])\n", - " LA_soll_vec[it_pipe] = level_control.get_current_control_variable()\n", + " UL_LA_soll_vec[it_pipe] = level_control.get_current_control_variable()\n", " \n", " # change the Leitapparatöffnung based on the target value\n", - " turbine.update_LA(LA_soll_vec[it_pipe])\n", - " LA_ist_vec[it_pipe] = turbine.get_current_LA()\n", + " turbine.update_LA(UL_LA_soll_vec[it_pipe])\n", + " UL_LA_ist_vec[it_pipe] = turbine.get_current_LA()\n", "\n", " # set boundary condition for the next timestep of the characterisCon_T_ic method\n", " turbine.set_pressure(p_old[-1])\n", @@ -269,12 +272,11 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 47, "metadata": {}, "outputs": [], "source": [ - "# plot Con_T_ime evolution of boundary pressure and velocity as well as the reservoir level\n", - "\n", + "%matplotlib qt5\n", "fig2,axs2 = plt.subplots(1,1)\n", "axs2.set_title('Level and Volume reservoir')\n", "axs2.plot(t_vec,level_vec,label='level')\n", @@ -287,43 +289,45 @@ "\n", "fig2,axs2 = plt.subplots(1,1)\n", "axs2.set_title('LA')\n", - "axs2.plot(t_vec,100*LA_soll_vec,label='Target')\n", - "axs2.plot(t_vec,100*LA_ist_vec,label='Actual')\n", + "axs2.plot(t_vec,100*OL_LA_soll_vec,label='OL Target',c='b')\n", + "axs2.scatter(t_vec[::200],100*OL_LA_ist_vec[::200],label='OL Actual',c='b',marker='+')\n", + "axs2.plot(t_vec,100*UL_LA_soll_vec,label='UL Target',c='r')\n", + "axs2.scatter(t_vec[::200],100*UL_LA_ist_vec[::200],label='UL Actual',c='r',marker='+')\n", "axs2.set_xlabel(r'$t$ [$\\mathrm{s}$]')\n", "axs2.set_ylabel(r'$LA$ [%]')\n", "axs2.legend()\n", "\n", "fig2,axs2 = plt.subplots(1,1)\n", - "axs2.set_title('Pressure reservoir and turbine')\n", - "axs2.plot(t_vec,pressure_conversion(p_boundary_res,pUnit_calc, pUnit_conv),label='Reservoir')\n", - "axs2.plot(t_vec,pressure_conversion(p_boundary_tur,pUnit_calc, pUnit_conv),label='Turbine')\n", + "axs2.set_title('Pressure change vs t=0 at reservoir and turbine')\n", + "axs2.plot(t_vec,pressure_conversion(p_boundary_res-p_boundary_res[0],pUnit_calc, pUnit_conv),label='Reservoir')\n", + "axs2.plot(t_vec,pressure_conversion(p_boundary_tur-p_boundary_tur[0],pUnit_calc, pUnit_conv),label='Turbine')\n", "axs2.set_xlabel(r'$t$ [$\\mathrm{s}$]')\n", "axs2.set_ylabel(r'$p$ ['+pUnit_conv+']')\n", "axs2.legend()\n", "\n", "fig2,axs2 = plt.subplots(1,1)\n", "axs2.set_title('Fluxes')\n", - "axs2.plot(t_vec,Q_boundary_res,label='Outflux')\n", "axs2.plot(t_vec,Q_in_vec,label='Influx')\n", - "axs2.plot(t_vec,Q_boundary_tur,label='Flux Turbine')\n", - "axs2.set_ylim(-2*Tur_Q_nenn,+2*Tur_Q_nenn)\n", + "axs2.plot(t_vec,Q_boundary_res,label='Outflux')\n", + "axs2.scatter(t_vec[::200],Q_boundary_tur[::200],label='Flux Turbine',c='g',marker='+')\n", "axs2.set_xlabel(r'$t$ [$\\mathrm{s}$]')\n", "axs2.set_ylabel(r'$Q$ [$\\mathrm{m}^3/\\mathrm{s}$]')\n", "axs2.legend()\n", "\n", - "fig2,axs2 = plt.subplots(1,1)\n", - "axs2.set_title('Min and Max Pressure')\n", - "axs2.plot(Pip_x_vec,pipe.get_lowest_pressure_per_node(disp_flag=True),c='red')\n", - "axs2.plot(Pip_x_vec,pipe.get_highest_pressure_per_node(disp_flag=True),c='red')\n", - "axs2.set_xlabel(r'$x$ [$\\mathrm{m}$]')\n", - "axs2.set_ylabel(r'$p$ ['+pUnit_conv+']')\n", + "# fig2,axs2 = plt.subplots(1,1)\n", + "# axs2.set_title('Min and Max Pressure')\n", + "# axs2.plot(Pip_x_vec,pipe.get_lowest_pressure_per_node(disp_flag=True),c='red')\n", + "# axs2.plot(Pip_x_vec,pipe.get_highest_pressure_per_node(disp_flag=True),c='red')\n", + "# axs2.set_xlabel(r'$x$ [$\\mathrm{m}$]')\n", + "# axs2.set_ylabel(r'$p$ ['+pUnit_conv+']')\n", + "\n", + "# fig2,axs2 = plt.subplots(1,1)\n", + "# axs2.set_title('Min and Max Fluxes')\n", + "# axs2.plot(Pip_x_vec,pipe.get_lowest_flux_per_node(),c='red')\n", + "# axs2.plot(Pip_x_vec,pipe.get_highest_flux_per_node(),c='red')\n", + "# axs2.set_xlabel(r'$x$ [$\\mathrm{m}$]')\n", + "# axs2.set_ylabel(r'$Q$ [$\\mathrm{m}^3/\\mathrm{s}$]')\n", "\n", - "fig2,axs2 = plt.subplots(1,1)\n", - "axs2.set_title('Min and Max Fluxes')\n", - "axs2.plot(Pip_x_vec,pipe.get_lowest_flux_per_node(),c='red')\n", - "axs2.plot(Pip_x_vec,pipe.get_highest_flux_per_node(),c='red')\n", - "axs2.set_xlabel(r'$x$ [$\\mathrm{m}$]')\n", - "axs2.set_ylabel(r'$Q$ [$\\mathrm{m}^3/\\mathrm{s}$]')\n", "\n", "fig2.tight_layout()\n", "plt.show()" @@ -331,10 +335,47 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 48, "metadata": {}, "outputs": [], - "source": [] + "source": [ + "fig3,axs3 = plt.subplots(2,2)\n", + "axs3[0,0].set_title('Level and Volume reservoir')\n", + "axs3[0,0].plot(t_vec,level_vec,label='level')\n", + "axs3[0,0].set_xlabel(r'$t$ [$\\mathrm{s}$]')\n", + "axs3[0,0].set_ylabel(r'$h$ [m]')\n", + "x_twin_00 = axs3[0,0].twinx()\n", + "x_twin_00.set_ylabel(r'$V$ [$\\mathrm{m}^3$]')\n", + "x_twin_00.plot(t_vec,volume_vec)\n", + "axs3[0,0].legend()\n", + "\n", + "axs3[0,1].set_title('LA')\n", + "axs3[0,1].plot(t_vec,100*OL_LA_soll_vec,label='OL Target',c='b')\n", + "axs3[0,1].scatter(t_vec[::200],100*OL_LA_ist_vec[::200],label='OL Actual',c='b',marker='+')\n", + "axs2.plot(t_vec,100*UL_LA_soll_vec,label='UL Target',c='r')\n", + "axs2.scatter(t_vec[::200],100*UL_LA_ist_vec[::200],label='UL Actual',c='r',marker='+')\n", + "axs3[0,1].set_xlabel(r'$t$ [$\\mathrm{s}$]')\n", + "axs3[0,1].set_ylabel(r'$LA$ [%]')\n", + "axs3[0,1].legend()\n", + "\n", + "axs3[1,0].set_title('Fluxes')\n", + "axs3[1,0].plot(t_vec,Q_in_vec,label='Influx')\n", + "axs3[1,0].plot(t_vec,Q_boundary_res,label='Outflux')\n", + "axs3[1,0].scatter(t_vec[::200],Q_boundary_tur[::200],label='Flux Turbine',c='g',marker='+')\n", + "axs3[1,0].set_xlabel(r'$t$ [$\\mathrm{s}$]')\n", + "axs3[1,0].set_ylabel(r'$Q$ [$\\mathrm{m}^3/\\mathrm{s}$]')\n", + "axs3[1,0].legend()\n", + "\n", + "axs3[1,1].set_title('Pressure change vs t=0 at reservoir and turbine')\n", + "axs3[1,1].plot(t_vec,pressure_conversion(p_boundary_res-p_boundary_res[0],pUnit_calc, pUnit_conv),label='Reservoir')\n", + "axs3[1,1].plot(t_vec,pressure_conversion(p_boundary_tur-p_boundary_tur[0],pUnit_calc, pUnit_conv),label='Turbine')\n", + "axs3[1,1].set_xlabel(r'$t$ [$\\mathrm{s}$]')\n", + "axs3[1,1].set_ylabel(r'$p$ ['+pUnit_conv+']')\n", + "axs3[1,1].legend()\n", + "\n", + "fig3.tight_layout()\n", + "plt.show()" + ] } ], "metadata": {