{ "cells": [ { "cell_type": "markdown", "source": [ "# Import supporting package" ], "metadata": { "collapsed": false } }, { "cell_type": "code", "execution_count": 11, "outputs": [], "source": [ "import lmfit\n", "import xarray as xr\n", "import pandas as pd\n", "import numpy as np\n", "import copy\n", "\n", "import glob\n", "\n", "import xrft\n", "import finufft\n", "\n", "from uncertainties import ufloat\n", "from uncertainties import unumpy as unp\n", "from uncertainties import umath\n", "\n", "from datetime import datetime\n", "\n", "import matplotlib.pyplot as plt\n", "\n", "\n", "plt.rcParams['font.size'] = 18\n", "\n", "from scipy.ndimage import gaussian_filter\n", "import matplotlib as mpl\n", "from scipy.optimize import curve_fit\n", "mpl.rc('xtick', labelsize=8)\n", "mpl.rc('ytick', labelsize=8)\n", "\n", "from DataContainer.ReadData import read_hdf5_file, read_hdf5_global, read_hdf5_run_time, read_csv_file\n", "from Analyser.ImagingAnalyser import ImageAnalyser\n", "from Analyser.FitAnalyser import FitAnalyser\n", "from Analyser.FitAnalyser import ThomasFermi2dModel, DensityProfileBEC2dModel, Polylog22dModel\n", "from Analyser.FFTAnalyser import fft, ifft, fft_nutou\n", "from ToolFunction.ToolFunction import *\n", "\n", "import time\n", "\n", "from ToolFunction.HomeMadeXarrayFunction import errorbar, dataarray_plot_errorbar\n", "xr.plot.dataarray_plot.errorbar = errorbar\n", "xr.plot.accessor.DataArrayPlotAccessor.errorbar = dataarray_plot_errorbar\n", "\n", "imageAnalyser = ImageAnalyser()\n", "\n" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T08:25:33.998415800Z", "start_time": "2023-07-20T08:25:33.964471900Z" } } }, { "cell_type": "code", "execution_count": 69, "outputs": [], "source": [ "# get center of thresholded image\n", "\n", "def calc_cen(thresh1):\n", " \"\"\"\n", " returns array: [Y_center,X_center]\n", " \"\"\"\n", " cen = np.zeros(2)\n", " (Y,X) = np.shape(thresh1)\n", "\n", "\n", " thresh1 = thresh1 /np.sum(thresh1)\n", "\n", " # marginal distributions\n", " dx = np.sum(thresh1, 0)\n", " dy = np.sum(thresh1, 1)\n", "\n", " # expected values\n", " cen[0] = np.sum(dx * np.arange(X))\n", " cen[1] = np.sum(dy * np.arange(Y))\n", " return cen\n", "\n", "def calc_cen_bulk(thresh):\n", " \"\"\"\n", " returns array in shape of input, containing array with [Y_center,X_center] for each image\n", " \"\"\"\n", " shape = np.shape(thresh)\n", " cen = np.zeros((shape[0], shape[1], 2))\n", " for i in range(0, shape[0]):\n", " for j in range(0, shape[1]):\n", " cen[i,j] = calc_cen(thresh[i,j])\n", " return cen\n", "\n", "def guess_BEC_width(thresh, center):\n", " \"\"\"\n", " returns width of thresholded area along both axis through the center with shape of thresh and [X_width, Y_width] for each image\n", " \"\"\"\n", " shape = np.shape(thresh)\n", " BEC_width_guess = np.zeros((shape[0], shape[1], 2))\n", "\n", " for i in range(0, shape[0]):\n", " for j in range(0, shape[1]):\n", " BEC_width_guess[i, j, 0] = np.sum(thresh[i, j, round(center[i,j,1]), :])\n", " BEC_width_guess[i, j, 1] = np.sum(thresh[i, j, :, round(center[i,j,0])])\n", "\n", " return BEC_width_guess\n", "\n", "\n", "\n", "def gaussian(x, x0, sigma, A):\n", " return A * np.exp(-0.5 * (x-x0)**2 / sigma**2)\n", "\n", "def polylog(power, numerator, order = 15):\n", "\n", " dataShape = numerator.shape\n", " numerator = np.tile(numerator, (order, 1))\n", " numerator = np.power(numerator.T, np.arange(1, order+1)).T\n", "\n", " denominator = np.arange(1, order+1)\n", " denominator = np.tile(denominator, (dataShape[0], 1))\n", " denominator = denominator.T\n", "\n", " data = numerator/ np.power(denominator, power)\n", "\n", " return np.sum(data, axis=0)\n", "\n", "def thermal(x, x0, amp, sigma):\n", " order = 15\n", " res = np.exp(-0.5 * (x-x0)**2 / sigma**2)\n", " return amp * polylog(2, res, order)\n", "\n", "def Thomas_Fermi_1d(x, x0, amp, sigma):\n", " res = (1-(( x - x0 ) / sigma) **2) **3/2\n", " return amp * np.where(res > 0, res, 0)\n", "\n", "def density_1d(x, x0_bec, x0_th, amp_bec, amp_th, sigma_bec, sigma_th):\n", " return thermal(x, x0_th, amp_th, sigma_th) + Thomas_Fermi_1d(x, x0_bec, amp_bec, sigma_bec)" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T14:17:21.289308300Z", "start_time": "2023-07-20T14:17:21.240509100Z" } } }, { "cell_type": "code", "execution_count": 3, "outputs": [], "source": [ "# import data\n", "img_dir = '//DyLabNAS/Data/'\n", "SequenceName = \"Evaporative_Cooling\" + \"/\"\n", "folderPath = img_dir + SequenceName + '2023/04/24'# get_date()\n", "\n", "\n", "shotNum = \"0009\"\n", "filePath = folderPath + \"/\" + shotNum + \"/2023-04-24_0009_Evaporative_Cooling_*0.h5\"\n", "\n", "\n", "dataSet = read_hdf5_file(filePath, \"images/MOT_3D_Camera/in_situ_absorption\")\n", "# flip the x and y axis\n", "dataSet = swap_xy(dataSet)\n", "\n", "# get the scan axis name of the shot\n", "scanAxis = get_scanAxis(dataSet)\n", "\n", "# calculate the absorption imaging\n", "dataSet = imageAnalyser.get_absorption_images(dataSet)\n", "\n", "OD = dataSet[\"OD\"]\n", "\n", "OD_np = OD.to_numpy()" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T08:21:26.434937300Z", "start_time": "2023-07-20T08:21:19.016336100Z" } } }, { "cell_type": "code", "execution_count": 65, "outputs": [ { "data": { "text/plain": "
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" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "imageAnalyser.center = (960, 890)\n", "imageAnalyser.span = (150, 150)\n", "imageAnalyser.fraction = (0.1, 0.1)\n", "\n", "dataSet_cropOD = imageAnalyser.crop_image(dataSet.OD)\n", "dataSet_cropOD = imageAnalyser.substract_offset(dataSet_cropOD).load()\n", "cropOD = dataSet_cropOD.to_numpy()\n", "dataSet_cropOD.plot.pcolormesh(cmap='jet', vmin=0, col=scanAxis[0], row=scanAxis[1])\n", "plt.show()" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T14:15:36.973932600Z", "start_time": "2023-07-20T14:15:31.476880400Z" } } }, { "cell_type": "code", "execution_count": 47, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "fitting time: 112.75005340576172 ms\n" ] } ], "source": [ "# from opencv import moments\n", "shape = np.shape(cropOD)\n", "sigma = 0.4\n", "blurred = gaussian_filter(cropOD, sigma=sigma)\n", "\n", "thresh = np.zeros(shape)\n", "for i in range(0,shape[0]):\n", " for j in range(0, shape[1]):\n", " thresh[i,j] = np.where(blurred[i,j] < np.max(blurred[i,j])*0.5,0,1)\n", "\n", "center = calc_cen_bulk(thresh)\n", "\n", "BEC_width_guess = guess_BEC_width(thresh, center)\n", "\n", "X_guess_og = np.zeros((shape[0], shape[1], shape[3]))\n", "# Y_guess_og = np.zeros((shape[0], shape[1], shape[2]))\n", "\n", "for i in range(0, shape[0]):\n", " for j in range(0, shape[1]):\n", " X_guess_og[i,j] = np.sum(cropOD[i,j,round(center[i,j,1] - BEC_width_guess[i,j,1]/2) : round(center[i,j,1] + BEC_width_guess[i,j,1]/2) , :], 0) / len(cropOD[i,j,round(center[i,j,1] - BEC_width_guess[i,j,1]/2) : round(center[i,j,1] + BEC_width_guess[i,j,1]/2),0])\n", "\n", " # Y_guess_og[i,j] = np.sum(cropOD[i,j, :, round(center[i,j,0] - BEC_width_guess[i,j,0]/2) : round(center[i,j,0] + BEC_width_guess[i,j,0]/2)], 1) / len(cropOD[i,j,0,round(center[i,j,0] - BEC_width_guess[i,j,0]/2) : round(center[i,j,0] + BEC_width_guess[i,j,0]/2)])\n", "\n", "#[nr images x, nr images y, X / Y, center / sigma]\n", "x = np.linspace(0,149,150)\n", "y = np.linspace(0,149, 200)\n", "\n", "popt = np.zeros((shape[0], shape[1], 6))\n", "\n", "p0 = np.ones((shape[0], shape[1], 6))\n", "\n", "max = np.zeros((shape[0], shape[1]))\n", "\n", "for i in range(0, shape[0]):\n", " max[i] = np.ndarray.max(X_guess_og[i],axis=1)\n", "\n", "\n", "p0[:, :, 0] = center[:, :, 0] # center BEC\n", "p0[:, :, 1] = center[:, :, 0] # center th\n", "p0[:, :, 2] = 0.7 * max # amp BEC\n", "p0[:, :, 3] = 0.3 * max # amp th\n", "p0[:, :, 4] = BEC_width_guess[:, :, 0] # sigma BEC\n", "p0[:, :, 5] = BEC_width_guess[:, :, 0] * 3 # sigma th\n", "\n", "start = time.time()\n", "for i in range(0, shape[0]):\n", " for j in range(0, shape[1]):\n", " popt[i,j], pcov = curve_fit(density_1d, x, X_guess_og[i,j] , p0[i, j], nan_policy='omit')\n", "stop = time.time()\n", "\n", "print(f'fitting time: {(stop-start)*1e3} ms')" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T13:44:57.754446Z", "start_time": "2023-07-20T13:44:57.598621Z" } } }, { "cell_type": "code", "execution_count": 43, "outputs": [ { "data": { "text/plain": "
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" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fsize=(15,10)\n", "vmax = 1.5\n", "fig, ax = plt.subplots(shape[0],shape[1],figsize=fsize)\n", "for i in range(0, shape[0]):\n", " for j in range(0, shape[1]):\n", " lab = f\"A$_{{BEC}}$ = {popt[i,j,0]:.1f} \\n A$_{{th}}$ = {popt[i,j,1]:.1f} \"\n", " ax[i,j].plot(x, X_guess_og[i,j])\n", " ax[i,j].plot(x, density_1d(x, *popt[i,j]), label = lab, zorder=3)\n", " ax[i,j].plot(x, thermal(x, popt[i,j,1], popt[i,j, 3], popt[i,j, 5]))\n", "\n", "\n", " #ax[i,j].legend(fontsize=10)\n", " ax[i,j].set_facecolor('#FFFFFF')\n", "plt.show()\n" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T13:41:56.067625400Z", "start_time": "2023-07-20T13:41:54.555950300Z" } } }, { "cell_type": "code", "execution_count": 74, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "total time: 308.0174922943115 ms\n" ] } ], "source": [ "# from opencv import moments\n", "start = time.time()\n", "shape = np.shape(cropOD)\n", "sigma = 0.4\n", "blurred = gaussian_filter(cropOD, sigma=sigma)\n", "\n", "thresh = np.zeros(shape)\n", "for i in range(0,shape[0]):\n", " for j in range(0, shape[1]):\n", " thresh[i,j] = np.where(blurred[i,j] < np.max(blurred[i,j])*0.5,0,1)\n", "\n", "center = calc_cen_bulk(thresh)\n", "\n", "BEC_width_guess = guess_BEC_width(thresh, center)\n", "\n", "X_guess_og = np.zeros((shape[0], shape[1], shape[3]))\n", "# Y_guess_og = np.zeros((shape[0], shape[1], shape[2]))\n", "\n", "for i in range(0, shape[0]):\n", " for j in range(0, shape[1]):\n", " X_guess_og[i,j] = np.sum(cropOD[i,j,round(center[i,j,1] - BEC_width_guess[i,j,1]/2) : round(center[i,j,1] + BEC_width_guess[i,j,1]/2) , :], 0) / len(cropOD[i,j,round(center[i,j,1] - BEC_width_guess[i,j,1]/2) : round(center[i,j,1] + BEC_width_guess[i,j,1]/2),0])\n", "\n", " # Y_guess_og[i,j] = np.sum(cropOD[i,j, :, round(center[i,j,0] - BEC_width_guess[i,j,0]/2) : round(center[i,j,0] + BEC_width_guess[i,j,0]/2)], 1) / len(cropOD[i,j,0,round(center[i,j,0] - BEC_width_guess[i,j,0]/2) : round(center[i,j,0] + BEC_width_guess[i,j,0]/2)])\n", "\n", "#[nr images x, nr images y, X / Y, center / sigma]\n", "x = np.linspace(0,shape[3],150)\n", "y = np.linspace(0,shape[2], 150)\n", "\n", "popt = np.zeros((shape[0], shape[1], 6))\n", "\n", "p0 = np.ones((shape[0], shape[1], 6))\n", "\n", "max = np.zeros((shape[0], shape[1]))\n", "\n", "for i in range(0, shape[0]):\n", " max[i] = np.ndarray.max(X_guess_og[i],axis=1)\n", "\n", "# Fitting x without math constr\n", "fitmodel = lmfit.Model(density_1d,independent_vars=['x'])\n", "\n", "result_x = []\n", "\n", "for i in range(0, shape[0]):\n", " temp_res = []\n", " for j in range(0, shape[1]):\n", " params = lmfit.Parameters()\n", " params.add_many(\n", " ('x0_bec', center[i,j,0], True,0, 200),\n", " ('x0_th',center[i,j,0], True,0, 200),\n", " ('amp_bec', 0.7 * max[i,j], True, 0, 1.3 * np.max(X_guess_og[i,j])),\n", " ('amp_th', 0.3 * max[i,j], True, 0, 1.3*np.max(X_guess_og[i,j])),\n", " ('sigma_bec',BEC_width_guess[i,j,0], True, 0, 50),\n", " ('sigma_th', 3*BEC_width_guess[i,j,0], True, 0, 50)\n", " )\n", " res = fitmodel.fit(X_guess_og[i,j], x=x, params=params)\n", " temp_res.append(res)\n", " result_x.append(temp_res)\n", "stop = time.time()\n", "\n", "print(f'total time: {(stop-start)*1e3} ms')" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T14:19:04.018601600Z", "start_time": "2023-07-20T14:19:03.703507500Z" } } }, { "cell_type": "code", "execution_count": 72, "outputs": [ { "data": { "text/plain": "
", "image/png": 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jFdv+Z4CZkvXkWFxTRVeEJUS3NnXqVHJy9p8wPpA33niDGTNmkJWVhaIoXHPNNbzyyithjFCIrmdv3AFAo33YXs+VmvMBUCslASZ6NkmACRFG8c16x8Kato8ixAB2/cdWP+pkBpgQ+yFLU4Rov3q3j35KrX7Htp/Zx0B8uj7TJSlQTbM/2BWhCdHj7dy5k0mTJjF58mSeeOKJ1seLiorazB7Lz8+nqKhov+fxer04nc42NyG6mwxPAQDelL13E66KHQSAqXZrl8YkRLhJAkyIcFFVkgNVANizBu37mJYEmFJDldQAE2KfZGmKEO1X12YG2P4TYHFp+szkbKWWCocMwAhxIJMmTaKkpIQffviBN998kyeffJLXXnvtoM51//33Y7fbW2+5uftZKSBEtKhB+vn0WsZkjt7raUfCEADiHTu6Miohwk4SYEKEieauIoYAQU0hvd9+Ou6h5SlZSh1VTk8XRidEz9HVS1NkZF70ZHUeH9mtCbD9/7tRQgMwWUodZY6m/R4nhNDZbDbsdjsAOTk5XHTRRSxbtgyAvLw89uzZ03psYWEheXn7mf0P3H777TgcjtZbcXFxZIMXoqPqdmHBh0ezYM0YvNfTTcn6ssiUxoKujkyIsOpQAkyWpQixfw3luwGoJJnsFNu+D7L1Q0PBogQIuKq7MDohep9wLU2RkXnRkzU667EpoQEVW/b+DwwNwKQrTiprJckrxIGUl5ejqioALpeLd999l4kTJwIwa9Ysli5dSkVFBZqm8eSTT3LhhRfu91wWiwWbzdbmJkS3UrsTgN1aFimJsXs9raYOByAhUAfu2i4NTYhw6lACTJalCLF/9eW7AKgxpBNj2s8/LaMZf1wGAHFNshOXEAcrnEtTZGRe9GTBhlIAvMYEsCTu/8DYZHyKBQBn1Z79HydEHzBv3jxycnIoKSlh2rRpDBmiL++aO3cuS5cuBWDx4sWMHTuW8ePHc8QRR3DyySczZ84cAAYNGsTdd9/NlClTGDJkCOnp6cybNy9q70eIzvI36L99yrQ0UuJi9nreZk+iREvT79Tt7MrQhAgrU0cOnjp1aqcu9vNlKQDXXHMN9913H9ddd90+j/d6vXi9P9VJkmUpojvzVOsdCpcl6xePCyb0A08lCd7KrghLiF7p56PnP1+acv7555OXl8fOnT/9ODvQ0hSLxYLFYolovEJEirFRH0xpisviF/8WKwpuSyYxzUV46yTJK/q2+fPn7/PxZ555pvXP119/Pddff/1+z3HVVVdx1VVXhT02IaLBW1OEGSgnlUTr3imClPgYyrRUcpQacJRA7mFdH6QQYRCRGmCyLEX0RcF6/e+yN37/RYjhpzosSf4qNE2LeFxC9EbhXJoiRE8W49ETYIH4X1j+GOILHaM5SiIakxBCiJ4lUK+3Cw3mTAwGZa/nU+MtlGup+h1naVeGJkRYhT0BJstSRF9ldIUaA/svF+82JuuJ3CxqcPtkK3oh/pcsTRGi/eKa9dnE2i/sANkqdIypUZbgCyGE+Bmn3s92WzL3+XRKQkxrAkwGUURP1qElkO0hy1JEX2VtrgLAktz/F48zJesJsmylFmeTnwRL2P8ZCtGjydIUIdrP7qsCBYwHGHwBMKfkwm6Ib67ogsiEEEL0FC0DI8HEffdjUuNjKNNSAH22mLnLIhMivMI+A0yWpYi+Kj7QAEBs8i/XAGtZApmt1OFokl1QhRBCHBxvIEiaWgOANXX/A4otEtL1MhSpai3OZml/hBBCAKpKbJM+MNKyUuV/Wc1G6ozp+uENsipL9FwdSoDJshQh9s+mOgCIP0ACjAR9anEaDpySABNCCHGQ6t1+spQ6AKypB66TGpOiH5Ot1FLe0BzR2IQQQvQQ7mqMWoCgphCXtv+VLM1xeh1Jg9QAEz1Yh9ZeybIUIfZN8zcRTxMAiakHKEQcr4+epCpOtjcHIh2aEEKIXqrW7aV/KAFmsP/y8nsAbPoxWUodGx1NDM9KjGR4QgghegKnXtOrimQy7Qn7PUyz9YdmMDfXQMALJilVJHqeiOwCKURf46rTixD7NCMpKWm/fHAoAZagNNPockY6NCGEEL2Uw+EgSXHrd9qVANOL4KcpTuodrghGJoQQoscIFbUv11LIslv3e1h8UibNWqj6l7OsKyITIuwkASZEGLhq9cKRDdiwxhxgYqUlEb+iNx5+Z2WkQxNCCNFL+er0OiweJQ4s7ZjNFZuMV9E7N/562cVLCCEE4NCXNJZpqWTbY/d7WFZSLOWhQvjIMkjRQ0kCTIgw8NTrhSMdBvuBD1YUGk1646E2VkUyLCGEEL1YsEHvgDSYDjDzuIWi4IrRZyFL50UIIQSAv14fTCnT0n5xBliWzUq5lqrfcUgbInomSYAJEQbNDn0ml9uU1K7jm2L0xkOTBJgQQoiD1ai3PY3mdibAAI9V34jF4CqPSEhCCCF6Fm9oNnGNIQ2bdf8rWbLsVsoJJcCcMotY9EySABMiDPzOagCaY5LbdbzPos8AM3pqIxaTEEKI3k3x6G2P15La7tf4Y/UZYMam6ojEJIQQomfRGvRkljcuG0VR9ntclt1KmcwAEz2cJMCECAPNrXck/O3shATi9A6IubkmYjEJIYTo3UyhBJjf2v4ZYGqo/bFI+yOEEAIwNerJLDW0Ucr+/HwJpOaQGWCiZ5IEmBBhYAjN5FLj2jkKH6d3VixemQEmhBDi4LS0IcHQ7sLtYUjUl0BafdL+CCFEnxf0Y23WB1MMSXm/eGh6ooUK9FUsgQZJgImeSRJgQoSB2VsHgBLfvlF4JSEDgDh/XcRiEkII0btZfaE2JD6j3a8x2vQEWIK0P0IIIVzlKGh4NROJKVm/eKjZaKApNhsARTZSET2UJMCECIOWTogpNLJ+IEab3llJDNRHLCYhhBC9W0KoDTEmtn8GmCVJ77zYg9L+CCFEnxeq5VWhpZCZFHfAwxVbfwBM3gbweSIZmRARIQkwIcIgPtAAgDWpfaPwFrs+wmJXGyIUkRBCiN7OFkpixdjaN/gCEJ+i13hJpQF/UI1IXEIIIXoIVxkAFaSQbbMe8PAEeyqNWug4mQUmeiBJgAkRBjbVAUBccvs6IbFJegIshQYC0gERQgjRUZpGkqa3PZbk7Ha/LD5VT4Cl4MThbo5IaEIIIXqIxioAqrUksuwHToBlJ8W2FsJHCuGLHkgSYEJ0kuZvIp4mABJT29cJiQ8dl6I04vJIB0QIIUTHaE31mAkAEJ/8y3Vbfs6YkE4QBaOi4aqrjFR4QggheoCgqyUBZie7HQmwTLuVSi1JvxNKngnRk0gCTIhOctfrHQifZiQluX11WMwJaQQ1JfT6iojFJoQQonfyNuhth0OLw5aY0P4XGow0KHYAPHWyfEUIIfqy5lBbUq8kkRIfc8Djs+1WatDbEBplEEX0PJIAE6KTnDXlADRgI9Ziat+LDEYcig2ApnppPIQQQnSMp05ve2pIIj7G2KHXOg3JwE9JNCGEEH2T36G3A4HYVBRFOeDxWbZYqltmgLllBpjoeSQBJkQntczgchjsHXpdQ0sHxCEdECGEEB3THGo7HIq9XZ2Wn2s0pwAQcMoAjOibbrzxRvLz81EUhXXr1u3zmM8//5zDDjuMUaNGMXr0aG699VZUVa/bWlhYiNFoZMKECa23nTt3duE7ECI8NHe1/t+49q1iybJbqdb0Po8mM8BEDyQJMCE6yevQRz/cpqQOva7RpCfAAi4ZPRFCCNExgVACzGlM7vBrm2JCBYyl8yL6qHPPPZfly5czYMCA/R6TnJzMokWL2LJlC2vWrOGbb77h+eefb30+MTGRdevWtd4GDx7cFaELEVamphoAYuzt28gry2alJpQACzikDRE9jyTAhOgkfyiB1WzuWCfEEzpekwSYEK1kVF6I9mkpXOwOzebqCJ81DQCDLF8RfdTUqVPJycn5xWMmTpzIoEGDALBarUyYMIHCwsKDup7X68XpdLa5CRF1mobVWwtAbDt3E46NMeKJ0dsQ1SUJMNHzSAJMiE7SGvWpwz5raode12zRj1c81WGPSYieSkblhWiflrajKabjCbBAXAYA5uaasMYkRG9VUVHBG2+8wRlnnNH6mNvtZvLkyUyaNIl77rmHYDC439fff//92O321ltubm5XhC3EL/O6MGs+AOzp/dr9MiVRb0MUGUQRPVCHEmAyMi/E3pQmfeREi+tYAiwQSpi1TD0WQnT9qLwQPZXBrbcdLbO5OiRer/VilQSYEAfkdDo588wzufXWWzn00EMByM7OprS0lNWrV/Ppp5+ybNkyHnroof2e4/bbb8fhcLTeiouLuyp8IfYvVP+rUbOSldr+wRSTLQsAs7cegoGIhCZEpHQoASYj80LszdxcB4AS37FOSDBW74DENNeGPSYh+orOjsqDLE0RPVOMV09eBWI7ngAz2fXOS5y/LqwxCdHbuFwupk+fzllnncXNN9/c+rjFYiEjQ58Fk5KSwhVXXMGyZcv2ex6LxYLNZmtzEyLqGvUZXDWanX5Jse1+WUJyBkFNQUEDjwykiJ6lQwkwWS8vxN6svnoAjAnt2z2lhRY6PtYnHRAhDkY4RuVBlqaInqmlbosWn9Hh15rteq0XW7A+rDEJ0Zs0NjYyffp0pk+fzp/+9Kc2z1VVVeH3+wG9v7JkyRImTpwYjTCFOGgtO9HXYKdfkrXdr8uwx1NHKIkrm6mIHiaiNcBkvbzoC+IDegfCmtS+3VNaGBP1BFhcQDogQnRUuEblQZamiB5I04gPzd4ydHDwBcCarM8As2tOCPrDGpoQPcG8efPIycmhpKSEadOmMWTIEADmzp3L0qVLAXj00UdZtWoVS5YsaS3dcu+99wKwfPlyJk6cyPjx45k0aRJZWVnccccdUXs/QhwMR00ZAA1KEolWc7tfl223Uq0l6XcapQ6Y6FlMkTrxL43MZ2RkUFdXxwUXXMBDDz3Erbfeus9z3H777W06Nk6nU5JgotuxqQ4A4lOyOvS6mFABycRgA2gaKEq4QxOiVzrQqHxycjJms7ndo/IWiwWLxRLJkIUIr58VLjbZOjb4AmBLzsCvGTErQb0GjK39xY+F6A3mz5+/z8efeeaZ1j/fcccd+01qzZw5k5kzZ0YkNiG6SlNdOQBeS8c2U8m0W6nW7PodSYCJHiYiM8BkvbzoK1RfE/E0AWBPbd/2wS2sdr3TEoMffI1hj02InkhG5YVoh1DhYrdmIT7R3uGXJ8VZqA0tX/E7K8IamhBCiJ7B59SXL3a0lmS23UoNLQkwWQIpepawzwAL98i8EN2Zs7aCJMCvGUlJ7dgylKSkJJq0GGIVH7hrwJIYkRiF6ElkVF6IdvhZ4WKbteM/5WyxZrZodrKUejy1ZdhzJoU7QiGEEN1doz6YoiR0rJZkls3Kl6ElkAFXZeSWlAkRAR2aASYj80K05azVpw7XKzYs5o59/acmxLSOwAdCDZAQQghxQO5QAgw79tj2121pYTQo1BuSAWhuKA9raEIIIXoGU7O+g6PZ3rEyLvZYM/WGJAC89dKGiJ6lQz12GZkXoq3Gen3piMtgp6P7cCXHxbBZSyRHqaGxroKkvPDHJ4QQohcKLYGs1WwMPogEGECjKQUC4HfIEkghhOiLYkO7CXe0jrGiKPqySS8EnbIEUvQsEd0FUojerqle/9J3m5I7/FqjQcFl0NfPe+ql8RBCCNE+aqM+al+j2Q5qBhiA25yqn8slBYyFEKIvSgzqO9Hb0w5iI5QEvZax4pE2RPQskgATohMCLn0U3mfpeAIMoMkcWoLilCWQQggh2scfanvqsGHrwNb1P+e1hooeSwFjIYToc1Svp3Ujr9TM3A6/3mTTZ42Zm2rCGpcQkSYJMCE6QQ3V7grGph7U630xegIs6JIEmBBCiPYJOPURd5fBTozp4H7KBeP0jVtMTdL+CCFEX1NfUwaAVzOTmd6xjbwAYpP1WWPWgBMC3rDGJkQkSQJMiE4whEY9tLiONxwAgVDiTHPL6IkQQoj2aWkzPOaUgz5Hy65flubasMQkhBCi56irLNH/q9gxm4wdfn1SSho+LfQ6twykiJ5DEmBCdEKMtw4AU+LBJcCI0xNghibpgAghhGgfxaN3NvwHufwewGzPBiDOJ+2PEEL0Nc6aUuDg6hgDZCXFU4Ney1iW0oueRBJgQnSC1acXj7TYO7oHpK4lcdaSSBNCCCEOxNSstxkB68EtvwewJuv1W2LVRvA3hyUuIYQQPUNTaCf7ppiDa0ey7FZqtJYEmBTCFz2HJMCE6ITEYAMAcUkd2z64hdmmJ85i/fXhCkkIIURvpqqYvXqbocWnHfRp7EmpeLVQAX23dF6EEKIv0UJ1jP3Wg2tHsu1WqrUkAIIumQEmeg5JgAlxkFRVw645AbClZR/UOeKS9C2EE4KOsMUlhBCiF2uqx4AKQKw986BPk5pgpRoZvRdCiL7IEFpKr8YfXBmXtAQLNSQB4KkrC1dYQkScJMCEOEgNLheJir59cNJBJsASUvTOS6zWJEtQhBBCHJhHL4Dv0OJIsScc9GlSE2Jal69oroqwhCaEEKJnMDfrbYlykAkwo0GhKUbfiKW5vjxscQkRaZIAE+IgNdToX/Z+jJjjD66AZEpKOv7QDiqa7KAihBDiQEI7QNZqNtITLQd9mtR4S+vylWaHJMCEEKIvifWFNvLqxExif6yePAs6ZQmk6DkkASbEQXKGEmBOxQ6KclDnSE20UE8iAE0OWYIihBDiAEKDJXXYSE84+ARYbIyRBkMSAM11MnovhBB9SUJAryUZm3Rwq1gAlIRQ8kyW0YseRBJgQhwkT4M+2tFotB/0OeJiTNRjA8BVKyPwQgghDsATnhlgAJ7Q7l9+p7Q/QgjRlySpDQAkpB58AqxlN2Fzs6xiET2HJMCEOEg+h54Aa1n/frBcoQSap0FGT4QQQvyylp27arVEMjqZAPNa9N2/VJe0P0II0Vd4mppIVlwA2NL7H/R5EtP018aFllMK0RNIAkyIgxRo2T7Y0rkEWJNZrx/mdcj6eSGEEL/M7wolwLB3egZYME6v32J0SwJMCCH6ivpqfdl7QDMQb0876POkZuUCEKt5wOcOS2xCRJokwIQ4SIq7FgAt7uAbDgCfRU+ABRprOh2TEEKI3s3n1JNVblMSVrOxU+dSEjOAn3YDE0II0fu5aksBaFDsKIaDb0ey09Np1swAaFIHTPQQkgAT4iCZmvUEmJLQuQRY0KrXYGnZ2UsIIYTYn2BoBljA2rnZxwCmRL1+S6yvttPnEkII0TN46vVVJ05jUqfO0z85rnU3YWdNaSejEqJrSAJMiINkCa13N9syOnei0AwyY5N0QIQQQvwyJVQEn07OPgawJOvFjy1qE3gbO30+IXqKG2+8kfz8fBRFYd26dfs9bsGCBQwdOpTBgwdz1VVX4ff72/WcEN2Z36FvfOIxd24gxWo20mDUV7LUVZZ0Oi4huoIkwIQ4SHGBBgBi7ZmdOo8pUa/BEuOVApJCCCF+mTk0+9gYajs6w56UjFsL1RGTOmCiDzn33HNZvnw5AwYM2O8xu3fv5s9//jPLli2joKCAyspKnnrqqQM+J0R3FwxtfOK1pHb6XE2h3YQba2UGmOgZJAEmxEEIqhp21QFAYie2DwaIsemdmFh/fafjEqI3kJF5IfZDVbH49bYnppODLwBp8THUaPpOxEj9FtGHTJ06lZycnF885o033mDGjBlkZWWhKArXXHMNr7zyygGf2xev14vT6WxzEyJqQgMewTDMJA7E6v2Y5vqKTp9LiK7QoQSYdEqE0NV7fKSg/3hJTM3q1LnikvVOTELQ0em4hOgNZGReiP1oqseACkB8UieX3wNpiRaqSdLvSAJMiDaKioratEP5+fkUFRUd8Ll9uf/++7Hb7a233NzcyAUuxAGYQmVXtPjOtyMk6OdQG2U3e9EzdCgBJp0SIXS1DieJShMA5k4uQ2mZQWajEYKSEBZCRuaF2A+3XgDfocWRakvo9OlS42OoDs0AC7pk9F6ISLn99ttxOBytt+Li4miHJPowq1dPgJkSOz+T2JKkTwQweWQQRfQMHUqASadECJ2jRu8oBDCCNalT57KnZBLQ9H+KamN1Z0MTok+QkXnRJ4UK4NdodtITLZ0+XVJcDLXoCbDm+vJOn0+I3iQvL489e/a03i8sLCQvL++Az+2LxWLBZrO1uQkRLfF+ve6wJanzCbD41H4AWKWWseghwl4DTDoloi9orNM7Ci6DHRSlU+eyxVmoQ/8h5JYOiBBdTkbmRY8RmgFWRyIZidZOn85oUGg06wWMfQ5ZviLEz82aNYulS5dSUVGBpmk8+eSTXHjhhQd8Tojuzq7qdYfjUjpXxxggOUPvn9uCdaiq1unzCRFp3boIvnRKRHflbdCn+XrMyZ0+l9VsbE2ANdXJEhQh2kNG5kVfpDbqM8DqNFtYZoABeEM7eKkuSYCJvmPevHnk5ORQUlLCtGnTGDJkCABz585l6dKlAAwaNIi7776bKVOmMGTIENLT05k3b94BnxOiOwsGgyRp+qoqW1q/Tp8vNVNfHZZOA1XO5k6fT4hIM4X7hHl5eezcubP1/v92Svb33L5YLBYslvD8wBMinHyh7YN9MZ1PgAE4DMmgFdHskASYEO0xa9Ysjj76aO666y4yMzP3Gpnf33NC9GRNDRXEA7XYSImPCcs5A3Hp0AwGtyTARN8xf/78fT7+zDPPtLl/1VVXcdVVV+3z2F96TojuylFbSYqib6aS1Mmd7AFMNn0ZpVXxU1pVRVbS/muFC9EdhH0GmEwXFn1CqFZXILbz2wcDuE16Ii3glAKSQsjIvBD75m3QB0k85hSMhs4tv2+hJeidF1NTTVjOJ4QQovty1JQBUE8ippgwTDSJicejxAFQWyGrtUT316EZYPPmzeO9996joqKCadOmkZiYSEFBAXPnzmXGjBnMmDGjTccD4Ljjjttnp+R/nxOiJzGEtg8mPjwJME9MCvhBdUkCTAgZmRdi34KhZYo+S3jaHgCLXd/BK9ZbC5rW6bqWQgghui93nZ4AcxqSCM86FnCbk4nzeWisLQvTGYWInA4lwKRTIoTOHNrpxJSYHpbz+Syp4AbFI7tACiGE2DfFrc/SCsaHp+0BSMnsDxvBpPmg2QGxSWE7txBCiO7F26APpDSawpX+gmZLGvhK8UspF9EDdOsi+EJ0V3F+ffcUiz0jLOcLxumj+bIERQghxP6YmvU2wpgQvgRY//QUnJq+fKVll0khhBC9k9+pJ8CaLalhO2cwNtQmNUotSdH9SQJMiA4KqhoJwQYA4pKzwnJOLTSaH+OtDcv5hBBC9D7WUBsRm9z5wsUt8lLiqNbsAGguGb0XQoheza2XW/Fbw7eUngR9QoCpSQZRRPcnCTAhOqjO7SMFFwAJyZlhOacSajjifHVhOZ8QQohext+EVfUAkJDa+a3rW+Qkx1GDngBzSv0WIYTo1YwefSaxFhe+BJg5VEvS0iwD+aL7kwSYEB1U0+glVXECYEoMTwLMHNpCOD5QrxchFkIIIX4utDzRq5lISw3fEsgYk4FGUwoAjqqSsJ1XCCFE9xMTWkpvCFMfBsCarA/KxPtr0aQfI7o5SYAJ0UE1DU4SlSb9Tnx41s/H2kPb0BOEpvqwnFMIIUQv0qgnwGqxkZUUG9ZT+0P1Wzx15WE9rxBCiO4lNlTHOMYevgRYYmhWcioNOJsDYTuvEJEgCTAhOqixTq+REsAI1qSwnDMxMR5HaxFiKYQvhBCiLV+ocHGNZifbbg3ruZVEfRl+wCkFjIUQojezBfUEmDWMtSRjkvQlkGmKg2pXc9jOK0QkSAJMiA7y1OsJMLcpCRQlLOdMio2hJlSEuKU4pRBCCNHCVaPX56pTkrDHmsN67hi73hFSpP0RQojeS9NIVhuAn2ZthUWCPpssDQeVjqbwnVeICJAEmBAd5HPqHYRmc3LYzpkUZ24tQqw1yg4qQggh2vLU6wmwJnMySpgGX1q0FNW3emUGshBC9FYeVz0WxQ9AUnoYE2Atu9krQRrqZCBFdG+SABOig4KNegfBb00J2zmT4szUajYAfA7Zhl4IIURbPoe+PNEXzq3rQ5IzcgBICMhOxEII0Vs5qksBaNRiiY9PCN+JTRbchkT93LVSS1J0b5IAE6KDlNBOXOHcPjjWbKSeJAC8UoNFCCHE/1AbW9qe8O0A2SKzXx4AKZqDxmZf2M8vhBAi+lyh5FS9ISnsM4mbYvSNwXwNkgAT3ZskwIToIFOzPkJuiA9fJ0RRFBpDSyoDDkmACSGEaMvk0RNgJltG2M+dmKLXADMrQUrLpPMihBC9UXODvsrEZQxfGZcWLbOTgy7px4juTRJgQnSQxafvnmK2h3cUvjlGX1KpuaUGmBBCiLYs3lr9v6HdtsLKFINT0ZevVJfvCf/5hRBCRF1LmZWmmPCVcWmhxuuDM0qj1AAT3ZskwITogEBQJT7QAEBsmDshPqs+ddggCTAhhBD/Iz6gD74kpISxcPHPuM16G9RQVRKR8wshhIguLZScaulzhJMhUd8JMqZZNlMR3ZskwITogDqPj1TFAUBccmZYzx2M1WeUmZprw3peIYQQPVwwQKLmAiApo39ELuGL1ZevuOtlCaQQQvRGiltPTrX0OcKpZXZynE8SYKJ7kwSYEB1Q7fKSgt4JMYaxBhiAFjpfyzIXIYQQAsDnrMKARlBTSM/Ijsg1Wovru2T5ihBC9Ebm0OwsJSH8CbC40OzkJLUBjy8Q9vMLES6SABOiA2oafaQoTv1OmBNgxkR97XxM0APexrCeWwghRM9VH9q6vh4bKQmxEbmG0aaP3hs9kgATQojeyOrTB9nNtvCuYgGwJuuDM+mKgyqnN+znFyJcJAEmRAfUNjiwKU36nfi0sJ47LjEJpxbq2DjLwnpuIYQQPZcjlABzGJIwGMK7dX0LS4q+tDLeJwkwIYTojRJDtSStSeGfSawk6AP56UoDVS5JgInuSxJgQnRAc51eHNinWMBqD+u57XExlGuhopROKUIshBBC567T63K5zeHfur5FfMYgADKClTT7gxG7jhDdwY4dOzjqqKMYNmwYkydPZvPmzXsds3DhQiZMmNB6S0tLY+bMmQAUFhZiNBrbPL9z586ufhtCdIhNbQAgLjUCS+kT9FllKTipcrrDf34hwqTDCTBpMERf5qvXZ2Y1xqSDEt5R+KRYMxVaaFtimQEm+jBpZ4Roy+uoBMBnCe/M45+LyxgIQH+lhkpnc8SuI0R3MG/ePK6++mq2b9/ObbfdxuzZs/c6Zs6cOaxbt671lpWVxcUXX9z6fGJiYpvnBw8e3IXvQIiOCXo9JKCvYklKi8BmKnFpqCgYFQ1nTWX4zy9EmJg6+oKWBmP27Nm88cYbzJ49m9WrV7c5Zs6cOcyZM6f1/pgxY/bZYAjR47j0xJQ3NiPsp06KM1PSMgPMURr28wvRU0g7I0RbqkvvTKhxkUuAKUl5AGQp9XxX52BAanzEriVENFVVVfH999/z8ccfAzBr1iyuv/56CgoKGDJkyD5f891331FVVcWMGTMO6pperxev96dlYU6n86DOI8TBctSUkgI0a2aSkiIwm9hooslkJz7QQFO9DOSL7qtDM8BaGoxLLrkE0BuM4uJiCgoK9vuazjQYXq8Xp9PZ5iZENJnceickEB/+4pFJsbIEUoiubmdA2hrR/RkbKwAwJPWL3EXiUvEqFgAcFbsjdx0hoqy4uJjs7GxMJn0egKIo5OXlUVRUtN/XLFiwgEsvvRSz2dz6mNvtZvLkyUyaNIl77rmHYHD/S4fvv/9+7HZ76y03Nzd8b0iIdnDV6EmpesWOyWSMyDWaQ7OU/Q6ZASa6rw4lwLq6wZDGQnQ31ib9C12xhb8TkhRnppzQEkiZASb6KOmYCLG3OK9emN6akhO5iygK9WZ9J8jm6sLIXUeIHsbtdrNo0SKuvPLK1seys7MpLS1l9erVfPrppyxbtoyHHnpov+e4/fbbcTgcrbfi4uKuCF2IVp5QLUmHIXK1JINx6QBooUEbIbqjiBbB72yDIY2F6G4S/DUAmCMwCp8UZ6YsNANMdcgMMCHaQzomoi9IClQDYMvIj+h1PHF626Y27D/hLERPl5ubS3l5OYFAAABN0ygqKiIvL2+fx7/++uuMHj2aUaNGtT5msVjIyNDLYaSkpHDFFVewbNmy/V7TYrFgs9na3IToSs2hWVluc0rkLhIqhG9wV0fuGkJ0UocSYF3dYEhjIboTf1AlOVgLQGxq+GeIJFrNuC16w6HJDDDRR0nHRIi2nE0+MrQ6AFL7DYzotfyJ+gwzoyzDF71YRkYGkyZN4sUXXwRg8eLF5OTk7Lf+14IFC9oMsoC+XN/v9wP6MvolS5YwceLEyAYuRCe01JL0WlIjdg1zkr67ZMusZSG6ow4lwKTBEH1ZndtHJvUAxKdGZhlKbJreyTf6G6HZEZFrCNGdSTsjRFsV5WVYFP3vc6TanhaGUCH8eI8UMBa92/z585k/fz7Dhg3jgQceYOHChQDMnTuXpUuXth63bds21q1bxwUXXNDm9cuXL2fixImMHz+eSZMmkZWVxR133NGl70GIDgnNygrGRnA34bQBAKSrNTR6AxG7jhCd0eFdIOfPn8/s2bO57777sNlsbRqMGTNmtBYhbmkw3n///TavX758OXfeeSdGo5FAIMAJJ5wgDYboEaqdzQxW9ASY0R6ZQsT90tNoqIonSXHrdcCs9ohcR4juTNoZIX5SV64XpK9Xkkg2xUT0WtZ0fYaZ3Sf1W0TvNnz4cL799tu9Hn/mmWf2Os7lcu113MyZM5k5c2bE4hMi3Mxu/XtdTcyK2DUsqXoCrJ9SQ4WjmSEZCRG7lhAHq8MJMGkwRF9VX19NrOLT70So8RiUHk+5lqonwJylkDnqwC8SopeRdkaInzTW6DXpXOY0Ile6WGfPGgRAplaFNxDEEqGdwoQQQnSt2OYu2EzFrp+7n1LLNqckwET3FNEi+EL0Jp4avSZKoyERzLERucbAtPjWQvhIIXwhhOjzfHV6Aqw5NnKj9i0SQwmwLOqoanBH/HpCCCG6hj20mUpixoDIXSRJr5GcpjipqauP3HWE6ARJgAnRTr56PSHlMkdu7fzAtHjKtdDuLE4phC+EEH2eS6/HFUzMjvillIRMfJgwKSq15YURv54QQojIC/h9pKh6QiotO4KbqViTaDbokwTcNXsidx0hOkESYEK0k+rQ1843WTMido381J9mgHlDo/5CCCH6rhi3vnOXKal/5C9mMFBj1HcjbqzcFfnrCSGEiLjqyhJMiopfM5KWGcG2RFFwWfTBGn9tUeSuI0QnSAJMiHYyussB8MdFbhlKbIyxdZmLt1YSYEII0dclePUEWGxabpdcz2XR2yB/TWGXXE8IIURk1Zbqm6nUGZIxmDpcArxDvPH6RmEGp5RyEd2TJMCEaKcYj148MlIF8FsoSXoBSUWWQAohRJ/m8QVIUWsBSMrM75JrNseHZgc4ZBBGCCF6A1e1PhvLYY7cKpYWqk1vQ2LcZRG/lhAHQxJgQrRTnE8vHhnpZShxaXpxSmtTOWhaRK8lhBCi+ypraCJLqQMgIS2vS66pJYWu0yD1W4QQojfw1umzsZpjMyN+LVOK3o9JaK6I+LWEOBiSABOinZJCu6dYkyObAEvJ0hsOs+oFT11EryWEEKL7KquqxqY06XdskS+CDzBg6FgAkt272FMrO0EKIUSP59BXlagJkd9NODY0kJ8aqERVZSBfdD+SABOiHfxBlVRN3z0lISOyo/ADslIoDRXCp2ZbRK8lhBCi+2qo0JeteJQ4sCR2yTWTB08GYIRSxJLvC7vkmkIIISLH5NFnY5lCZVYiKTFT32Uymxpq3N6IX0+IjpIEmBDtUFbXSDoNACSmRbbxGJiWwI+qnmRTyzdG9FpCCCG6L3eNngBrtER+2Uqr5IH4TfFYFT9r1qySEXwhhOjhWjdTSY38ZiqmZL0Pk63UUtnQFPHrCdFRkgAToh127y7ApKgEMWBIiGwByZzkWLaRD0DdrjURvZYQQojuy1+v123xdUHdllYGA8ZsfRlkeuM2Vu6q7bprCyGECKtAUCU5GNpMJSs/8hdMzCaIgRglSH2VbKYiuh9JgAnRDjWFmwGojckBY2S3DzYbDcQPmACAc/faiF5LCCFEN+bUd9FS7JGtPfm/DNnjARhtKOS176UDI4QQPVWls5ks9JrCyZldsJmK0USDMQ0AT3Vh5K8nRAdJAkyIdvBW/AhAs31wl1xv2gknAdDPt5vl22QXFSGE6Gs0TcMSqttiTY183ZY2sscBMFrZw7sbyimTZSxCCNEjVZSXYlH8ABjs/brkmi6rXmzfX1fUJdcToiMkASZEO1gbCgAwZ43okutl54/CZ4jFqvh5+YPP0TSpwSKEEH1JrdtHP7UcAFtW1wy+tMrSE2BjTUUEVJUFy3d37fWFEEKERX3FHgAchiQwWbrkmt54fday1iAziEX3IwkwIQ6gzu2jn1//Ak/KG9M1FzUYULJGA2Cs2swPRfVdc10hhBDdQmGNm8EGfQmkOWtk1148fQQYzCRojeQo1byyqogGj69rYxBCCNFp7hq9D9MYk95l17SkhjbzqpcZYKL7kQSYEAfwY7mztRMS26/rOiHmfvoI/CjDHr7eXtNl1xVCCBF9JZXV9FP0ui2kDunai5tiIHMUANNTKvH4grzw7Z6ujUEIIUSnBer1BJgvLqvLrpmWp7cf6d49OJv9XXZdIdojstW8hegFCvaUMkVp0O+kDu3Qa4tdxaytWsvmms1UN1Xj8DqIMcZgt9jJt+UzLm0cEzImEGeO2/vFmfpss5FKEY8V1HDTycM6+U6EEEL0FK4SvfZkoymZhLiUTp2rKdDEtrptlDSW4PF7UDWV9Nh0shKyGJY8DLPBvPeLssZB+XrO61/HM7WwZG0pN5zYsTZQCCFEdGkufSk9tq6p/wWQMEDfSGWEUsTG4gamDO262WdCHIgkwIQ4gPqijQA0xmSQYLUd8Hinz8nSgqW8vfNtttZtPeDxVqOV43OP55yh53BE9hEoiqI/kaVvQz/SsId1xQ04m/3YrPvopAghhOh1gtXbAHAmDCLhIF5f5aniw90f8tGej9hUswlVU/d5XKwplokZEzl14KmcMuCUnwZkssfD2hcY1PwjcCy7a9y4mv0kSjskhBA9Roy7ZTOV3K67aPoIVAykKi6279opCTDRrUgCTIgDCFbpnRBf8i8vQXH5XLyw5QVe3PIiLr8LAJNiYnTaaManj6dfQj+SLEn4gj7qvfVsrdvK+qr1lLnL+KDwAz4o/IAxqWO4dsK1HNP/GJSMUYBCptJAktrAyp21nDK666YvCyGEiB6rYycAakrHZl0VOgp5dtOzvLPrHQJqoPXxVGsqg5MGE2+OR0GhprmGPc49OLwOvin7hm/KvuGBVQ9w4fALmTNmDvbBJwBgLlrGIbaLWOO082O5i8MGdm42mhBCiK7R6A2QESwHA9izBnXdhc2xOOPySPIUUr97HXBE111biAOQBJgQv6DZHySxcRcYwZK97x0gNU3jvd3v8c/V/6S2uRaAIUlDOH/4+ZyafypJ1qT9nl/TNDbXbubtgrd5q+AtNtVu4rrPruOY/sdw+2G3k5sxCqo2c7pxJcsLxkkCTAgh+gBN00jxFIIClnbuPuzyuXhi3RO8svUVgloQgHHp4zh94OmckHcCWfF7tx+qplLQUMCXxV/yVsFbFLuKWbBpAa9ue5V54+ZxycDjMO3+krmxX7LGeRabyxySABO9wo4dO7j88supqanBbrfz3HPPMXr06DbHfPnll5x66qkMHz689bFvv/2W2NhYABYsWMADDzyAqqqccMIJPPHEE5jNMkNSdB+FNW4GKfoSyLh+XbOTfQs1fSTsKcRQtQVN035a4SJElHW4CP6OHTs46qijGDZsGJMnT2bz5s17HfPll18SGxvLhAkTWm9NTU2tzy9YsIChQ4cyePBgrrrqKvx+KY4nuqcfy50MohSAuH6j9nq+2lPNtZ9ey+3Lbqe2uZZ8Wz4PHfsQi2cs5qIRF/1i8gtAURTGpI3hjiPu4MNZHzJ79GxMBhPLSpdxztJzeGXQJDTgSuMHfLO9MgLvUIjuR9oZ0dfVun0M0PS2x563d9vzv74q/ooz3zyTF398kaAW5Jj+x/DCqS/w0mkv8auRv9pn8gvAoBgYljyMq8ddzbvnvMu/j/83w5OH0+hv5KE1D3FRXBNbYswc5/4QCz62lDnD+j6FiJZ58+Zx9dVXs337dm677TZmz569z+OGDx/OunXrWm8tya/du3fz5z//mWXLllFQUEBlZSVPPfVUF74DIQ6spKKSjIOsY9xZiQMmAJDr30WFs7lLry3EL+lwAkwaDNGXfF9YzxBF3wFSSR/e5rmvir9i1tJZrChbgcVo4YaJN7B4xmJOyT8Fg9LxDVZTY1P53aG/Y8mMJRyefTjeoJf7Kr/i2ux+2E01DK7/mtKGpgOfSIgeTtoZ0dcVVjnIV/S6LTGZ+x+1bwo0cdc3d3H959e3DsLMP2k+T5z0BBMyJnTomgbFwPF5x/Pama9xz1H3YLfY2eop5+J+WbwWp3KG8Rs2SwJM9AJVVVV8//33XHLJJQDMmjWL4uJiCgoK2n2ON954gxkzZpCVlYWiKFxzzTW88sorkQpZiIPiKN4CgNOUAu2oYxxO5n56LePhSjHrihq69NpC/JIO9dK7usHwer04nc42NyG60tpdFeQqVfqdND0BpmkaT214ius/v556bz0jUkbw2hmvcfW4q4kxxnT6mgPtA3nq5Kf4w2F/wGK0sMJq4qJ+mZwW9w7fFNR0+vxCdGfSMRECqkt2YFECeBUL2PdduLjIWcQl71/C4h2LUVC4fNTlvDHjDY7qf1Snrm1QDJwz9ByWnr2Uk/JOIqAo/DM1mYb+7+Gu2YIvsO9i+kL0FMXFxWRnZ2My6ZVgFEUhLy+PoqKivY7duXMnkyZNYvLkyTzxxBOtjxcVFTFgwIDW+/n5+ft8fQvp04hoCFRtB8AVn9/1F8/QZy8PVUpYXyz9F9F9dCgB1tUNxv3334/dbm+95eZ24e4Vos/TNA130VqMikYgxgYJGTQHmrnt69t4bO1jAFw4/EJeOu0lBiWFt7CkQTFw8ciLefn0l+kfl0WJ2cy9/b1sX3tPWK8jRHcjHRMhoKnsRwBqLXlg2Pun2orSFVz47oVsr99OijWFp095mt9P/j0WoyVsMaRYU3j4uIe585DfY9FgVbwRW96jrF73YdiuIUR3NmnSJEpKSvjhhx948803efLJJ3nttdcO6lzSpxHRENOgDx4GDrCRV0QkDcBvjMOiBCgr2NT11xdiPzq+TqsdwtVg3H777TgcjtZbcXFxBKIVYt921biZ6lsGgDL0ZCo9VVz+4eV8UPgBJsXEn4/4M3cccUdYZn3tz7DkYSw683XGGVJpMhhYFLOS/751MZoqI/Cib5OOiejNlBp91N5j23tw5dWtr3LdZ9fh8ruYkD6B1854jcOzD49MHIrCeWMu57njHyMlCIUxRm7fcAtrN8mMStFz5ebmUl5eTiCg75KqaRpFRUXk5eW1Oc5ms2G32wHIycnhoosuYtky/XdhXl4ee/bsaT22sLBwr9f/nPRpRDQkefS/o+3dTCWsDAa9ED5A1RYcTVKLVXQPHUqAdXWDYbFYsNlsbW5CdJU1u6s5w/gtAIVDpvKr937FltotJFmSeOqUpzh/+PldEkeSNYnHZ77P6PoMAJ5wbOBPr00nEPB2yfWF6ErSMRF9XVDVWhNgP++0aJrGI2se4W/f/Y2gFmTG4BksmLaAzPjMiMc0ZsBxHJ/0IAO8CvVGA1d+fy/vfPtgxK8rRCRkZGQwadIkXnzxRQAWL15MTk4OQ4a0nSVTXl6OGhpwdLlcvPvuu0ycOBHQl+cvXbqUiooKNE3jySef5MILL9zvNaVPI7qaw+MnR9U3U0nKPfBmKvvS0NzA50Wf88iaR7jlq1u46uOrmPPhHG764ibu++4+lu5cSrFr/7+ZLP31OmDD2MO3O2UZpOgeOpQAi0aDIUS01Gz+kkylgfXWZOZsW0BVUxWD7YN55fRXmJw1uUtjSY6Pw228mwkVIzBqGku95dz0ygk0NzV0aRxCRJp0TERf90NRPWPVrQBkDzsEgKAa5O5v72bBpgUAXD/hev425W8RnYH8v8YOGMeu3bczyWPGryj8cfuLvPD5bV12fSHCaf78+cyfP59hw4bxwAMPsHDhQgDmzp3L0qVLAb39GTt2LOPHj+eII47g5JNPZs6cOQAMGjSIu+++mylTpjBkyBDS09OZN29e1N6PEP9rd42LgaHNVKzZww9w9E8CaoAPCz/k15/+muNeO47ffPEbFmxawIeFH7KyfCXfV37Pp0Wf8srWV7hj+R2ctuQ0zn/nfP5v8//h9P1PCYnMMQBMVAr4eockwET3oGiapnXkBdu2bWP27NnU1tZis9lYuHAhY8eOZe7cucyYMYMZM2bw+OOP89///heTyUQgEOC8887jL3/5C4qiAPD000/zwAMPAHDcccfx5JNPYjabD3htp9OJ3W7H4XBIB0VE3Dt/O5cBxq+Y168/jQQZlTqK+SfNJ8maFJV4/vruFhYs382c4Z/zDh/hNShM0iw8NvMtbLacqMQker7u+L0azXYGuudnIvqO+Us+Yt6G8wlgwvSH3fjMVv6w7A98sucTDIqBO4+4k1nDZnV5XAVVjZz08FfE4OWkrAdZluwB4NqMo7h2+pOt//aE2Bf5Xm1LPg8RaR+vWMUpn5yMHzPmOyvBYPzF4wNqgLcL3uaZjc9Q0ljS+vhg+2DGZ4xnSNIQkixJmA1mGrwNFLuK2VC9gU01mwho+qz9BHMCF464kNmjZ2O32KFuN/x7AkFNYWbsM7x12yxpK0TEtPd7tcMJsGiSxkJ0lap6J5ufHMMfshLxGAxMzJjIf078D4kxiVGL6aPNFcx7YQ1DMxK4//gCblj3LxoNCsNVA0+esYi0lnX2QnSAfK/uTT4TEU3/vf8mrvU+S3X6kcRfvYTffPEbVpavxGww8+DUBzl5wMlRi+3tdaVsq3Dx0aYSRir38FVaPQCX2Mdwy1kvYVAiUlpW9ALyvdqWfB4i0pa89n/M3HIjlZZ8Mm9f/4vHrqlcw33f3cf2en35fbIlmfOGn8cZg85goH3gL762vrmejws/ZtG2RRSEiu4nW5L5zaTfcM7Qc9CemYaxdBV/9V/MJTf9g4Fp8eF5g0L8j/Z+r8ovFSH+l6bxwRtzuTWU/Do86zCePOnJqCa/AA7LTwFgR1UjA4dewnNT7iM1qLHNoDL7nfMpL1sT1fiEEEJ0zu4aNxM8KwFQxpzC1Z9czcrylcSZ4njipCeimvwCOGtCf26dPoJ5xw7n3epbOaVe3zDiRccmfvfSaQSDgajGJ4QQQqfW7ADAvY/NVFp4/B7+tvJvzP5wNtvrt2OLsfH7Q3/Ph7M+5IaJNxww+QWQbE3mghEXsHjGYh45/hEG2wdT763nrm/vYs6HcygbdSoA5xhX8Oe3NnHM3z/n7nc2h+dNCnEQJAEmxP947+1f86h5C80GA+Nj8nn8xP8QZ46Ldlgkx8cwPFNPwr36fTHDh83ghZPn0z8Ie4xw6QeX8+nqD6IcpRBCiIO1bMMOJhu24lIUftOwgvXV67HF2FgwbQFHZB8R7fBanTYum1izicUV1zFXmYRR0/g0WMrvXjkFf6A52uEJIUSfF+fcCYCWMnSfz2+q2cS575zLq9teBWDW0Fm8e867XD768oPq9xgUAyfmncjrM17nlkNvIc4Uxw9VPzBr9yLeTEhkjKGQyp3rKK5r4qXvivAHZUd7ER2SABPiZz788EbuaFiGX1EY4s3i2fMWYzVZox1Wq4uP0Hey+/uH21i6vozc3Ck8d+rz5Pg1Kk0Kf93we75Y/VZ0gxRCCHFQ6je8j8eocUX/XDY0bMdusfPMKc8wJm1MtENrI8Fi4vRx2QD8a8v5TCyfgEnT+CxYzW2LTsHvdUc5QiGE6Nsym3cDEPs/BfA1TeOVra9w2QeXUewqJis+i6dOfoq7jrqLZGtyp69rNpi5bPRlLJ6xmEMyD6Ep2MSd6cn8LTWZuUnfEhdjxBdQ2VHZ2OlrCXEwJAEmRMhb787jtorPCSoKg5yp3HHKy8SYum6Hrfa49IgBzD4qH4DfvbaOZTuqqWcwVbt/wwCvRp3JwJ833sHyNYuiG6gQQogOafD4yGn4jKuyMthqhiRLEgtOWcDI1O5Z3/H8Q3Nb/7y88VeMKD0Cs6bxSbCem189GZ9XOjdCCBENTmc9YzR9CaR92JTWxwNqgLu/vZv7vrsPv+rnxLwTWTxjMUf2OzLsMeQk5vDstGf59fhfo6Dwqi2Rd5K+5fz07wHYVOYI+zWFaA9JgAmhaSx6+3L+XPsNqqIwtCGDAWkPcWh+erQj24uiKNx5xijOHN8Pf1Bj3gtruH3JRmqD/cgx3scQr4LDaOD3G/7Kuo0vRjtcIYQQ7fTDZ0+zqF8JWywWUsyJLJi2gOEp7d+6vqtNzk/m2GHpjMhK5PFfTeJb1zmMqDwBi6rxpebixldPoqmpgdKGpmiHKoQQfUr9ps+wKAFKyCQ+NAPM4/dw4+c3snjHYgyKgVsOvYV/HfcvbDGR24TBoBi4dsK1PH78v0nEyHprDF/Gv8zE+E/ZVCoJMBEdkgATfZum8dxbv+Lehh8AGFbfjxrfHfz17HFRDmz/DAaFh84bz9FD0vD4gqwrbkBR4HdnHM89Jy9mWJMBt8HAVd8/wMo186MdrhBCiAOoK/uBxyoeZ6slhkTNzIJTn2dY8rBoh/WLFEXh/644jA9/O5UTRmQQH2Pkm/pp3Jl/JVZVY4XmZu6LJ3LCg0v5ZEtltMMVQoi+o+AzADbGHgqKQm1TLVd+dCXLSpdhNVp55LhHuGz0ZSiK0iXhTM07jlfPepOhipVao5E9uZ9QV/xol1xbiP8lCTDRZ2mqymOvz+Qh5yYAhtcOYGPNb/jvxYdgjzVHObpfFmMy8OSlhzAuxw7AWeP7MTQzkbEDh+Jvvo+RbhPNBoXrNj7GlysfinK0Qggh9qe2ZhtXfjibghgT9gD8cfJTDEkeEu2wOsRsNHBIaKfi2piz+e+Em4hVNTbE+Bg94H6+2Lw9yhEKIUQfoWkkl30FQEnKFIqcRVz6waVsqt1EkiWJZ6Y9w/F5x3d5WLlJA3nx/E85Hht+ReGrxJU8vfRyNFWK4YuuJQkw0SdpwSAPLjqTp5oKABhRM4Qdrhv51/kTGd3PHuXo2ifBYuKFKw7n/pljuefsnwokTxs/nHXFdzCp2YpPUbhp60I+/PruKEYqhBBiX2qqt3Ll0vMoMGqkBFQsVddy2shDoh3WQTlikJ4AW7mrlkMnXsmJ6oXEqyo7YoNsq7+BRndVlCMUQog+oG4XtuZSvJqJosxMLv3gUopdxfRP6M8Lp77A+PTxUQstzmrn4Yu/5JCGNAD+Xf8Df33tNAJ+2T1YdB1JgIk+Rw0G+MvL03nJXwTAxPrRzDnlCVbdcWLrrlY9hT3OzEWH5WGz/jRj7cxx/fBpsXxbeDvTDSkEFIXbdr3Om5/dGsVIhRBC/Fx11WaueOd8dho10gMawT1zOHTo0RgMXbMkJdwOH5gKwKrddXy1vZpXdkwktehMEoMq2y1Brnp9Ok5XWZSjFEKIXq7gUwCetQ7mvYYHqGuuY1TqKF487UXy7fnRjQ0wmcx4LPcxvmoIiqbxureU37xyPB5PTbRDE32EJMBEnxIM+Lhz0TTeVCtQNI0jXYfwjyue47Sx2VhMxmiHFxZ5qXGMy7Hj0yykpDzGqWSgKgp3lnzAyx9eF+3whBCiz6uoWMecdy9kt1EjM6gRW3UVJb6RnDgyI9qhHbRxOXZizUbqPX4uf3YVAIOHXUB25bnYgiqbFD9zF5+Ow1ES5UiFEKIX2/oeixPi+W92E37Ny5T+U1g4bSFpsWnRjqzV6P42ltfOZZZyKhZV42utkbmvnkx93c5ohyb6AEmAiT7D73Xzh0Un8XagCqOmMbZ6Mg/OeYpMmzXaoYXd6WP1mWzzlxXz2o+/5XCXvqPl/ZVf88w7s6MYmRBC9G2lpauY/f6l7DFC/yBMif0jmx1DGJQWz7HDu9/uw+1lNho479AcAOyxZsbnJnHr9OHEZZxGYtG5JAdVflQCXLHkTOoaCqMbrBBC9ELaukX8t34td6WnoikwLe8MHjvhMeLMcdEOrY2x/fVyM5uazuGZyX/ErmpsNAS47K2zKSlZGeXoRG8nCTDRJzR56rhx0Yl8GKzHpGkMKTuCE468k+T4mGiHFhHnHZrLIQOSGZKRQFyMmU9LbuI841AAHq1bw7+XnC9FJ4UQoosVF69gzkdXUGqE3CDcMuHf/N96vSNw38yxPX4m8j1njaHg3lNZ/5dTePu6KeQkxzG2v52tzYdxkvk60oIq2w0BrnjzbGrqCqIdrhBC9BqBmh3c/c2dPJGcBECw9kQenHovZkP329irZROvtUUNeKyn8Pxx/yYrqFFohEs/nsvWbUujHKHozSQBJno9l7OUa147meW4saoaA0qOpy7mEi49YkC0Q4uYlPgYFl97FJ/efCxXHTMIMLDG8Tt+mzIZgKddP3LPK2eyfLsUJRZCiK5QWPgVsz+ZR7lRIS8AQ7iD37ztA+CCQ3M5YlBqlCMMD5Ox7U/LlpH+7+rHsvDYf5ERVNlpCDLn7VlU1m6LRohCCNEjqarGV9ur2V3jbvO4x1HMb5aez+J4CwYNvOVn0Z9zMBq7Z1d/cHoCp4/LJqBqXP3CGu75MoGGXdeR59WoMSrM/uaPfPfDU9EOU/RS3fNfhRBhUldXwJWLT+cHxUeCqpFZcgbrGqfzpzNGEmPqG3/9LzliADEmA+uLG5gw7p/ckXkcAG8Eipj/4dmsLKiIboBCCNHL7dr9GXM+v44qo8LAgELlrutZuj2RRm+AoRkJ3H7aiGiHGDFjQyP92ytdZOWdyHPH/5vsoEqhQWX20vMor94c5QiFEKL7W7OnjrOfWMHlz67inCdWUOXSd06srVjPlYtP52tjAKumcUH6dfgajiQvpXste/w5RVF46LzxHD4whUZvgC+3VVMdyKOo8FZGNhtxGxSu2fBv2cVeRETfyACIPqmiYh2z35rJj4YgyarGcMflbHIfw+njsjlhRGa0w+sy6YkWzpnQH4DHPy9g1smPcqL7MAyaxjq7i/mfnI3P5z7AWYQQQhyMH7e9zZwvf0ONUWFY0ECg9jZqgjlMH53F29dN4cPfTiUprncuxwfonxRLcpwZf1BjW4WL1P7Hku+5nmy/SolBY/a7F1FSuT7aYQohRLe1uczBBfNXsqHEAUCDx89f3t5M0c5PufT9i9lk1EhSNZ6Z8gCKciygb4rVnVnNRp6+/FCOHpLGoQOSeXnu4WDOZH3hHzk6mEhAUbhl9xu8+ME10Q5V9DKSABO90p49y7j8/UvZbdTICmqcn/ZHvqwYhT3WzF1njo52eF3uymMGoijwxbZqjv37F7xVNJNRFYdj0jS+j3Nzw4sn4vO6oh2mEEL0KqvXPcsV39xBnUFhpGpkgv0fbKlLop/dyj/OG8f43CSMBiXaYUaUoiiMzUkC4O8fbWX2wtV8XJKHd8+V9POrlBk05rx/CUXF30Y3UCGE6KbeWFNCQNU4fGAKz19xGCaDQvHON7jkq99QbFToryq8cMqzjB96BntqPQDdegZYC5vVzItzD+eNa4/iqCFpXD11EF4tni3Vd3GhNQ+AB6tW8PDimajBQJSjFb2FJMBEr7Npy+tc9vm1lBkhPwgLTlnIc+v1nbXuOH0k6YmWKEfY9YZlJvLohROxx5opc+hTpk+ccgfnm88iRtX4xujm+kUn0uSpa33NBxvLOeGhL1mzpz5aYQshRI/10bIHuGbdwzQaFA7VLNx2zCKe/d4PwP2zxpFo7X6FiSNlymC9vtmKglpW7a4jLsbIrOPOxLPnanJ9KhUGmPPJVeza+XGUIxVCiO5FVTXe31gOwFXHDGLqsHSuHr2Myryl1BsNDFdNvHjWEvL7HwbAzupGoGckwP7XlccMJC3Bwp56PyOH/JffpBwCwMLGHfxp0Sn4/Z4oRyh6A0mAiV7lq5UPc8V3d7eOti+c8To7XHnUNPpIjY/hnIn9ox1i1MwY349Pbp7KBYfmcskRecyZMpDrZt3FkKrpxKoq39LENa+djNNRTFlDE7e8sYFd1W7mf7Uz2qELIUSP8uZnt3LrzhfxKQpj3DHceeq7PLbMiabBGeOyOXZYerRD7FJXHTOIl+Yezo0nDmX66CwWzp7MjScOZcKoqdQU3kCuT6PKqDD7q5vYtPGVaIcrhBDdxvd76ql0ekm0mjhmWBpLPvkdL/vfodlgYLjbTEnJn6j16aVdNpc52FHViNmoMCE3KbqBH4S4GBOXH6lvUvZ/K4uZe+Zz3JJ2MkZN451ANTe8fDyeRtnAS3ROhxNgO3bs4KijjmLYsGFMnjyZzZv3Ll76+eefc9hhhzFq1ChGjx7NrbfeiqqqABQWFmI0GpkwYULrbedO6WCLznvt499y49ZnaTIoTCGOhed9SFraCBb/UALAWRP6Y+6mu6F0lYxEKw+eO46/nT0Wo0HBZjVz+Wm/I7VoBglBlR8UH5cuPp2/vbaIRq8+1fjL7dW4mv1RjlwIIbq3dcUNTH/ka+576WLuLPkAVVEY70hgVdGfmPfyNr7cVo3JoPD7U4ZHO9QuZzAoTBmSxs0nD+PJSw/h8NCOl3edOYr83PGUFP6OAV6FeqOBK77/Gyu+eyS6AQshRDfx7oYyAE4ekc78pRfxl7KPCSoKZ5gy8Qf/SYXbysXPfEdto5dFq4oBOGV0FqkJPXPFy0WH5xFj1Dfv+mJrFU+sP52BpcdiVTVW4OGK10+htmZ7tMMUPViHswHz5s3j6quvZvv27dx2223Mnj17r2OSk5NZtGgRW7ZsYc2aNXzzzTc8//zzrc8nJiaybt261tvgwYM79SZE36YGAzy6+Fz+Wv4ZqqIw0ZnIn07/kPiELBo8Pj7doo8UzDqk787++iWnjc3m+MMvJ67oAtICKruMGhtN/2RMwjdk2az4AiqfbKmMdphCCNGt/fOjH8nQ7uKVwAYAJtalU+6/D6PRyvZKfUnKhYflkp8WH80wu5XUBAuvXXMkL/96JtmmhxjmMdNkMHD9j8/w9md/iHZ4oheTAX3REwRVjfc3VmBR3ASab+Rp148AXG0bxX0XfczzVx7D0IwEahq9/PHNjby1thSAiybnRTPsTklLsHDGuGwArn7heyqczax1nUZK0VnYgyqbDUEuXTqLwj0r+GJbFV9sq2JzmYOgqkU5ctFTdCgBVlVVxffff88ll1wCwKxZsyguLqagoKDNcRMnTmTQoEEAWK1WJkyYQGFhYYeD83q9OJ3ONjchWmiaxqcbt3HNwqN5pnEbABNr+vF16e08tUJvAN7dUI4vqDIiK5HR/ezRDLdb+90pwxk25HQad19HvhcajAYq+r/NWQM+APTPUYiuIh0T0dNsLStHa/ota1OqAZhQPYCvK3/HX88ey/UnDAEg1mzkxhOGRjPMbmtMfzvzZ5/EkfkLGeuKJ6Ao/KnkPZ56ezZa6N91tcvLljL5HSjCQwb0RU/wzc4aAk17GJ1/L18oDkyaxj05p3LDOa+iGAzY48w8fP4EjAaFjzZX4vIGyE2J5ahQ3cWe6vKj8gHwBzUsJgOLrj6C5OwzMBTOJiugUWyEyz+7mvteeZw5C1dz+r+Xc/uSDdENWvQYHUqAFRcXk52djclkAvSdffLy8igqKtrvayoqKnjjjTc444wzWh9zu91MnjyZSZMmcc899xAMBvf52vvvvx+73d56y83N7Ui4ohcrdzRx/TMv8Mi35/Kt2Y1Z0xhdPo60nAcBA4tWFbOhpIFnl+8GYNaknOgG3M0ZDQpPXDyJ1397Obcc/QZHqnF4DQovBz5iavpjLN9RziOfbueUf33FO+vLoh2u6OWkYyJ6kob63dz13mlssHkwahpn+A9jWc21TB2WzlGD07jm2MH89qShPP6riWTYrNEOt9syGBR+f+p4zjvqNSY26DXSHmtYw18WTaPW6eDs/6zgtH8v47MfZUay6JyuHtAHGdQXHadpGs9+9DoZA//FDqtKoqrx5LgbOefEv7c5bmyOnauOGdR6/8LJeRh6+O7C43OTOGxgCgB/OXM0RwxK5YYThlLkGwWVNzNCNVBnNOAcsJij0z4B4J315TT59p1TEOLnIloQyel0cuaZZ3Lrrbdy6KGHApCdnU1paSmrV6/m008/ZdmyZTz00EP7fP3tt9+Ow+FovRUXF0cyXNFDlDU0cf0Tf2WD8UH2WCAlqHKB9QpuOv/fPHzBBA4fmIIvqHL2f1awq8ZNWoKFmZNk+eOBKIpCflo8U0cN57+XLuPi2HwA1qaVcki/u3n689Vsr2zkP18U/PKJhOgE6ZiInqSw8CsufnMGm2MCxKsqt2Rdzt+ueIYXrjyMxy6aCECMycBvTxrGiSMzoxxtz3DOpDx+N3MJk+uGYdA03vRXcP2i43A59cHWW9/YQLXLG+UoRU/W1QP6IIP6ouNe/Ogxtsf9h3KzQr+gxgvHPsLhk67e57G/PWkoo7JtJMeZOe/Q3jHo/9Slh7D0+in86nB9Oeeh+cnExRjZ4czkuskvM9xjxGMwsDHtU07OepYmv5+vtldHOWrRE3QoAZabm0t5eTmBgF4cW9M0ioqKyMvbe52xy+Vi+vTpnHXWWdx8882tj1ssFjIyMgBISUnhiiuuYNmyZfu8nsViwWaztbmJvk1TVZ5959fsyl5Kg9HA8KCBV099kdsuvLm1qO5NJw8DQNX0LYDfuObIHlsIMlqMphj+cP473N1/GmZNY1OCjwED7yfPsoWtFS4qHM3RDlH0UtIxET3FqrXPcPEX11FkhAy/ysC6K7nolN9jNCgcMzQde6w52iH2WONzk7hh1jMMKzuWOFVlkyVA9sB/ckjqLmrdPm5bvAFNk3ovomt0dkAfZFBfdMziT2/lXxVP4TQaGO438NKMNxg86KT9Hm81G3nzuqNY8YcTyEjsHTONk+JiGJeT1HrfYjK2Lu188LM6NhT9icluG6qisDJ5O0f3u5+PN+6OUrSiJ+lQAiwjI4NJkybx4osvArB48WJycnIYMmRIm+MaGxuZPn0606dP509/+lOb56qqqvD79R3lvF4vS5YsYeLEiZ15D6KP8DRWcdvLx/Oq+j0BRWFKIIHnL/yMrOy2f3+OGJTKvGMHMX10Fm9cc6QUHO6EmSf9k2cPvYP0oEZxjII//zkOSXyHr7bLFsSie5COiehqmqrywvvzuHr9IzgNCoObFRp2/5bTjprZ45eddCcT85I57+Q/EL/nIjL8KmUxChVpT3KI/SM+31rF51ulHRIHp6sH9FuOl0F9cSB+v4d7Xz2Nu0o/wK8ojHNbeWLWx6SljTjgay0mI3Expi6IMnqOHa7/m/ux3IlPi2V4/tPckn4kBk1jvd3FHuc1VFRtjXKUorvr8BLI+fPnM3/+fIYNG8YDDzzAwoULAZg7dy5Lly4F4NFHH2XVqlUsWbKktQDxvffeC8Dy5cuZOHEi48ePZ9KkSWRlZXHHHXeE8S2J3qK4zsPNr65j2r++5tR7/875r57IB8E6TJrG+KpB3HLGR8TFpe3ztbefOpInLz1E6q2EwYQxF/Hama8zUYuh0WBge84Klv0wB5/XFe3QRC8kHRPR3dQ0etld4wagyVPHH145gb9Xf0NQUTisKZEfC/9EXv9R/OrwAVGOtPc5f3IuV512GWdmPcw41YzTYGBH9ucck/44S9bsiXZ4ooeSAX3RXeypdfPiyj34gyo1NVuZ+9IxLGrWB+Em1vRnZO4CMpJl+XyL44alt7l/8phsLjvtKR4bcRXxqsp2q8ol757Lhs2vRilC0RMoWg+aQ+50OrHb7TgcDumg9AG/WbSWt9eVcGTyyxRkbKTZoJAR1LCUnI4jZhrLbzseRZHR9q7i97q5943zWRzQl6KNUo2ckfcXJo8+kRFZ+r/HbRUuAqoqO272IN3xe/W4445j9uzZzJ49mzfeeIMHHniA77//vs0xjY2NTJs2jWnTpnHnnXe2ea6qqork5GTMZjNer5dLLrmEkSNHcs8997Tr+t3xMxHR8c76Mm5fshG3L8C9J6u8uedPbDWoGDWN6YFxLCq4CIvJxPu/OYbB6QnRDrdX83ldPPDmebzu1Xd5HuOO4Z/nLcZkyeLtdaWcMipLZnx3Y93te3Xbtm3Mnj2b2tpabDYbCxcuZOzYscydO5cZM2YwY8YM7r33Xu666y5Gjx7d+rrzzjuPO+64gyVLlnDnnXdiNBoJBAKccMIJ/POf/8RiaV/Jje72eYiut7HEwaXPfkeDx88tRxTyZt1/qTQqJKgakzwn8V7xyTxywQTOnih1jH/uxIe+ZGe1XuN51R9PbJ15fdfLC/jW/S/KYhRMmsYtWcdxxtSHSIyNkf5iH9He71VJgIluqckX5Pj7XmBg+uNsStCL3Y7wGHE5bmJrQxoXHZbH/TPHRjnKvkdVNS596AYKU7/AaTQQp6oMqzmUv83+D1VuHxc9tZKAqnHYwBR+d/Kw1rpsovvqjt+r0jER3cH97//I/K93AXCo7U1Ks76l0WggKahiLzmVTZ7jAbjzjFFccfTAaIbap7z56a38rfh9fAaFnABkuC7hq4oxGA0K50zsz5/PGCX117oh+V5tSz6Pvm3NnnpmP7sKl9fH0alPszl9FwFFYWBQ4ZHjHmXG//lo9Ab46LdTGZ6VGO1wu5WWtvlXh+dx3zk/9QW/L6xjztPvM6bfI619x3GuOLzanbx23WlSoqAPkASY6NEWvHM/z1e9SJ3JgEnTONswhv/bchEq+tr2Jy+ZxPQx2VGOsm/67aK1fLPpG3JynmJHrArARE8spfXXsdP505JUs1Hhs5uPIy81LlqhinaQ79W9yWciCqoaOenhr7AobqYPfpLPzfrOUoObFcqLr6ZWHcTJozL51eF5HDM0/QBnE+H2yOL/8k7941SZDZg1jTE1Q1hWMwcNEzMn9efh8ydEO0TxP+R7tS35PPqusoYmTv/3MlRvCWPznmC9VU/WHKvZeGDWG9T57Ez9xxfEGA1svmcaZmOHKxb1am5vgCU/lHDWxP7YrG0HO77YVsXLKwvx1dzL+tSdBBWFHJ/GjaPv5NSjzo9SxKKrtPd7Vf5FiW7jvQ3l/P6lT/jzS6fwSN3L1JkMDAjAy0fey+8ueJF4q17Py2hQOHLwvmt/icg7cWQmVYF8dlb8jfONIzBpGmvjmvBm/Z1Tst/ls98dy6S8JPxBjRdWFkY7XCGE6LDXvy8m37KBYYP/2pr8mh7IQ/P+iytOPpWVfzyR/15yiCS/omTW8ZdTs/t3jG6Mwa8orE3fyQnD7iXVWMY768uocslOxUKI7scXULn+5R/I5lPSBj3EequXGE1jXOVwAoZHSEjMZku5E4AhGQmS/NqHeIuJS4/M3yv5BXD88Ayevvww5t+4hMdH30xqUKUkRuGO7ffwwvvzUIN6fdnHP9/BhU99i8Pj7+rwRTfQu7eKED3Gy98VseSzv1KT+Q21Jv3LfkJDMr8/60VG5uvFry8+fABPfrWTiblJsrwhik4fm403oHLogGTy085k+Ocv8HzB39ljMfBt0nL++9FpXHno3/ihCF5dXcxNJw/r9bvSCCF6j6bmZnZsu53G/AJqDQopqsb9Y67lqMnXRTs0EZKbEsfw3JGsLLyLC4e8wafGNawyNpE8+BHyy4/h5e+G8NuThkU7TCGEaOMf768mwftnCvKq0BQDA4Jw85g7uWJrPMaGaiqdzWyt0BNgI7NlZuDBspqNHD35Cm4KjuTlH65jS7yfv1d/w4oXp3DFYY/x0CfVaBq8s6GMS46QDWz6GumViqjRNI0fy10sWfEFm6v+yrb+XsBAP5+GuXw65QlnMm5AbuvxN5wwBLNRYfqYrOgFLTAYFM49JKf1/vknXMrwQSfy6eobecG9lY+C9azY/GtOyR7JZ+W/4rXVxXj8QXZVu/njaSNJiY+JYvRCCLF/hYVfcftnv2VTSgBQOIo47j3jOdLSR0Y7NPE/Hjx3HJ/9WMnFh5/G3OLPuPXrW9hhhPqcFcRtW0vl+JfITB9y4BMJIUQYVLmamfnEN0zOT+FfF0zY6/nv1i1mReVfKE5RAIWzzJncPutF4hOymPzDN6wurOel74rY1poAk9pfnXXKpMP4w3t/Y1Lis2xL38oKg4fN385hsm0yqxyz+PTHSkmA9UGSABNRoWkaN7ywHEf1/WxL2UNTgl7r61dxw3m39HK2eYz8bkq/Nrt2xFtM/O6U4VGMWuzP+Px+jM9/g1O3vsVfv72bTYYA3yZtZVTsnSz6dAZbm44CYHuli5fmHk7iPqYtCyFEV2n2B3lm2S4ybFamjc4i3hTkpY9v5LGqb/CaFOJUlVMNR/KXS59CMcgSlO5oYFo8c48ZBMCQwafwSv/DefzdOTzfuJ11CR7Oe+cs5mXP5NgjbkfTINtuxSTLiYQQEfL22jJK6psoqS/lV4fnMTk/BdB3sF3wwTU81bCeQIxCclDl7pFzOP7I37e+dvZRA1ldWM+LK/dgDa2EGSUzwDotNsbIccMz+WDTHK4bVMW3zkfYYYSGfms4wraRHYVX4fZOIt4iKZG+RIrgiy6nqSqPL/kjbze8Q6VZ/5IfHTBy99R7GT70dModTXyypZLzD83FajZGOVrRUcGAj8Wf3cIjZZ/hCu24MtEdR2X9JWxzDeLwgSn83xWHyf/bbkK+V/cmn0nv969PtvPoZzsAGJuwHEPWe+wy6z+HRnhMFJdewSu/vYKBafHRDFMchEeX/IePav9LcYze/ox2x1BUcTGDB0zh+SsOazOwJrqOfK+2JZ9H73PWf1awvrgBgClDUnlp7hGsXruAv659lN1GvX0Z02jh7PGPcMHRR7d5bSCoctw/v6Skvqn1sR/+fLKsmgiDt9eV8ptF60i0mLAavYyMf4KNqSUEFIWEoMpFicdx/cxHMRhNlDY0sWx7NWdN6E9sjPRTepr2fq9KulN0mRUFNezc8SKfVDzPOoMfzAbSgxo3DzqH06fe3TrKnm2P5bIj86MbrDhoRlMM5097lBNrtnPfe1fzMbWsjfdgjpvPcY401hZdxgMf2LhrxuhohyqE6IMaPD6eXb6bFGMZ4/otZE2CC4DEoEp+zRi+qbuEq44ZLMmvHuqGs39N6jcnsGrT71lm3cPmeB8xA59Fqf+Qt75/hHMmj4p2iEKIXqa4zsP64gYMir5Z15bdm/j9//2Bj6gFI6QGNTIqD2Wb/yLOPuLIvV5vMhq4YspA7nl3CwCZNoskv8LkhBEZxMcYcXkDuDDSFLyJp0/08tD3f2abGZ72fM2q5w/jyJR5PP79AJr8QdaXNHD/zHHUu33854sCThqVyRGDUqP9VkSYyAww0SVe+ui/vLlrPtviggBYVI1DPXn847LnSEzMiHJ0IpJ+3PY2D6+8l5Xoo1oJQZWhDf255PgHOGXipNbjvIEgFpOMtnQ1+V7dm3wmvdvf31/Nxi33sDNlF67QkrhDG22sK5tDfTCbW6YN59fHDZaZQr3Azp2fcP/yP/Id+q6QmX6V6waehzvucjJssZwyWmqKdhX5Xm1LPo/eZf5XO7n/g60cNTCOPNNTfK1swGU0oGga51tz2VZ/Lcv2GLn++CH8ftq+y7k0egMcef9nuJoDHDc8nefmHNbF76L32ljiYGuFk7yUOEZk2bDHmVmxvZz/vj2P7Wk7aTLo/6/GO21sqryCRvrx9a3Hc9/7W3lnfRkmg8K/LpjAmeP7RfutiF/Q3u9VSYCJg+YPqvvdnrfB4+OPSzaQrn5AcWApq436j0+TpjHGkURB7a94et7FjOlv78qQRRR9s/o/PLzpKbYZVADiVJVz4oZy5QkPsuB7jWeW7eKaYwe3/jAoqHLx0eZKvt1Zy7HD0rlq6qBoht9ryffq3uQz6Z2CAR9vfPYnnip+j6rQ8vsRqoE7Jt/GiOEX8OLKPQxMi+fEkZlRjlSEk6aqfLDsXv5ZsIjqUG2dgc1A9Qkcd9ivuenkYftMdgZVjQc/3MqSH0pZcPmhjM9N6trAexn5Xm1LPo/ewR9UMSoKZ/9nGTGu52nMXEmpSf8+GeCFiwZcR0buOVz1/PeYDApf33o8/ZJi93u+luX5fzxtBFdPHdxVb6NP8gdVDvnrJ1gCuxiW9RwbEj2APht8cN1Aggk38E1hoPV4RYGHzx/PORNz9ndKEWWSABMRtWD5bh744Ed+dVget582sk09J6/XzR8X3sx2wzcUWvTHjJrGYc3J3HH6P6nThmExGRnVT/4f9jVqMMAHy+/nye2vURia2W1RNUa67JTUnsZu7wT+fdFEimrd/PPj7a2vMyjwyc3HMjg9IUqR917yvbo3+Ux6FzUY4PNv/8F/tr9CQagOS3pA5YYBpzPjuL9hNMkyk77g/bU/suiL37A1uZSmUMmF4R4jI+Iu4Y6LbmpT76XJF+S3r67lo82VAMyc1J+Hz58QjbB7DflebUs+j+7vw00VvL2ulLtnjCbDZt3r+W8Kapj93HeMjv0MUj+lIFZvX9KCGsebjuC5LWeSZU9AURRKG5q49rjB3DZ9xC9eU1U1NpY6GNXPtt9JBiJ8/vXJdhau2M1Fh+UxNWMlj2x8hK2hgfrUgEr/2lHkDboVg9HKS98VkRofw4o/nNCm31vb6EVRFFmy2g1IAkxETEGVi9MeXY4vqH9BjMq2cd/MsWSZC3lz5T9YXLueytDoh0XVGOVMxh/8FU9eOxd7rOz+J6Cw2sXDr/+FPcZP2PWz3xTDPUZomMxax2kEiWHqsHQcHh/rSxycPaEfj1w4MXpB91Lyvbo3+Ux6h4C/mQ+W/40Fu5eyM5T4SgiqjHUN4cZzHmdMXm6UIxRd7bMfKwk2FbKm4K+85ikkEJr5NarZxAVDL+ec426kzuPnyv/7nnWhej6qBokWE9//+SRZpt8J8r3alnwe3Zuqakx58HPKHc2cPjab/1w8qc3zPn+AeY/fjiP2Y3bE6v0hi6oxJ2ksc05+FCUmlZMe/orSBr38R/+kWD65eSpxMVJ+uzsLBny889WdPF74bmtfNicIc/Om869Vx1LiVHj4/PHMnKTPAiuu83DGY8sxGw189rtjpZ8bZZIAExGhqhoXPPUtqwvrGZ9jp6yujjzTe5iSVrM1zoca+jGZHFA5MWYUvznj75jjcjEbDcSYZCRD/ETTND7ZXMFXq5/BoXzIMhytf39SAipTTAOYM+VGmq1HcubjyzEo8PFNxzIkQ2aBhZN8r+5NPpOexxsI8k1BLSt311JXX0YaL/Fl82pKQvmKeFVlWEM/sjNv4s5Zp8iW54LS0lX869Pb+FSrJhhqewb7FFIbj+TLyukkxMbz1KWHcOOitVQ6vTx92aGcPEqWxx4s+V5tSz6P7u3bnbVc9PTK1vsvzz2co4akEQz4+PK7h3n6x0VsNut1jWM0jdNMOcw97j4G5PyUKPtocwXzXlgDIN8fPczKHXtY+P4tbEvcQq1Rbx/Sgho5dQNptlzN6zecSVDVuOiplawqrAPg5pOHceOJQ6MZdp8nCTARES+u3MNf3vqBifZlDM/dwJf+CpyGn2pnDGsyYKofx9Chv+avs46QIsKi3crL1vDSint527WNhp9N+x6lGunnHcp3ZUdzyMipPHbRgWeBaZrGguW7eXV1MYfmJzN9TDbHDEnDYJC/j/9Lvlf3Jp9J97en1o2mQX5aPM3+IOc9+S3OmuXkpbzHdlsdntASt6SgysjGQXxbcT6HDB3Os5dPlu8B0ca2nd/y2Kd/YmVMJd7Q343UgMoM2xgumfpn/rtKYeGKwjazkL/ZWcPL3xVx8eEDOHKw7AzWHvK92pZ8Ht3bHxZvYNHqYqxmA81+lXGZTcwc+hGLqlZSGhpYsagaJyk53HzqP8nIHLPXOTRN46mvd2FQFKlj20N5PDW89vkfeKFqJVWhRFhCUOU062BsCZfwr2/iW2cK22PNLL/teBKtMgssWiQBJjpM0zQe/7wAv6px00lD2ySvPI1VvPftfN7Z+iGFcQ3U/2w2V2pQY3r8YOzxv6JfztEcmp9C/18o8CjEL/F73Xy95nGW7lzK10FH6xIVgHwvHGsfw1mHXM6QQaeghDq5mqZRUt/Erho3/oDKotVFfPpjVZvznjAig0cvnCAN0/+Q79W9yWfSvZU2NHHyw1/hDag8eGY2a7f8h63+1WwPLUMByPVrJNcN54f6c2nSbGTZrLz/m2OkRofYr827NvL8l3/iWwqoDw3CGDWNKdgoLx3HTu90nrliKv/3TSHvbigHIMtm5ctbjsNqNlLhaCY53izLJPdDvlfbks+j+2r2B5l876e4mn387bhiPil4iR/jG1prB9qDKoMcWXgNV/DyDb/CKIMqvZ7P6+K9ZffwdOGHFP+sGzHSY+LotFN5Z8+x7KgJMPfogQzLSsRiMnD62GxMUsetS0kCTLTR6A0QH2P8xRlZC1fs5u53tgDw7GXjyTSsYlXB+6yoWc8PNOH/2WuTVI2TYvtz6vDzOGTsZVJEWEREfd1OPlj1MJ9WfMcamluXSAKkBzVGqinEBkezvu4odjhS2rw2xmTgxhOGUOFs5vXvS/AGVIZnJvLsnMn7TdAu21GNxWTksIEp+3y+N5Lv1b3JZxJdNY1e7lq6mbH97Vx+VH6bYrMAv3t5Bbt2v0Sc/Xu2xXtaZ+0YNI3jjHYuGnUZh0+8it21Hl5dXczaogb+ePpIJsgufqId/F43n678B4t2v8MPiq/1cVtQZZArmVrHFLY1HUVsjJVGb4C/nDmK3OQ4rnlxDflp8Sz59VHYZKBlL/K92pZ8HtHV7A9y8TPfsaPSRYbNyph+Nq47fghDMxN5c8UnLPn2EWqS9lBi/ul3Z65XI9s9juVVZxMTY+fVeUfKhl59zIbiWu554Q6MSd/xY5wfraV0S1BlgDOVKscxbG06AjAwPjeJRy6YwMC0+P2er8HjI6BqWM1GEqQ0Q6dJAqyPcHj8PPzJNgqqG/nneePJtu/dsV+0qog/vrmRcTlJ/PG0keSnxVFS38T64gbWFTeQlmBhSJKTV79aRKJlB764cvbEenEb2mats/wquU3pXDjpHI4/7CrM5riueptCUFC8mXtevRdv3FZ2xvpaO70t+vs0+vuTsKqDMVqmMHf6LMbl6ktT1hc3MPf576l2eRmfY2fxtUfhbA5w//s/MmVIGmdP7M8PRfXMfOIbjAaF+ZccwnHD01m4opA6j4+bTx520LvxfF9YR//k2H3+2+wO5Ht1b/KZRNc972zh2RW7AchJjiU3OY6ymhImp35Oc8wGVlPfusQR9H/7h5hGcsP0P5KVLRtliPDZUfAhS9Y+wQeundT+rA1IC2pMUjLZVTaCsuA03EELjd4AAKeMymT+pYfsc8CxttHL08t2U+Fo4q9nj+lTM5Lle7Ut+Tyi66Xv9nDHm5ta7/eL2cZg2+e4bUXssPzUNY5VNU62ZDIw8XTu/WYommbAYjLw/BWHcfggWf7cF+2qbkTVIMa7kTdXPcQS51bqftYnyfZr9HdnUd5wOMXBI3no/EOZPiZrr/MsXlPC715f33o/PdHCmH42rjl2sPzdOkiSAOtGNE1rdy2sZn+QN9eWcsSg1NaM8XsbyokxGThpZEab87y3oZw7395ErVsfoZw6LJ3/mzO5zTE/FNVzwfxv8Qf1/80KATJNRWRad2Cz7iRoraLa6qHCvHfnPkFVyWuyYHbnUNx4FOWBsSycczhThqQd9GchRGe0zFK0KG5Gxq9gQMZW9hjL2Wna+2ssVtUYRgwjYjMZljKczORD+P37sVQ3xXLTScNYXlDN6sJ6DAq8ctUR3Pf+j6wvcQBgMRkY1c/G2qIGAG6dPpxfHzekw/F+vLmCq19YQ6bNwvs3HkNqgqVT7z8Seur3aiTJZxI53xfW8Z8vCvhudx2JVhP9k2L5w6kjW2ddNvuDHHbvpzQ2NzPW9gM2y2o88aXssgbbLIdOC6ickphPatxZeGKO5YaThskyFBExzV4P7y77L2sq3+NzXxWen/1di1NVBnqspKiD2V43iYKm0Zw1IYdxOUkMSo/nkAHJ1DX6eHHlHl5eVYTHpxfOvm36CK49bvB+r6lpGtsrGxmQGrfXLMieSL5X25LPY2/1bh+XLPiO4VmJ/OPc8RH7Tg8EVU7554ck+D9mePY2dlDa5nekomkMbTZyZs4JnHfcbcQn6MmLdzeUsWD5bm48cSjHD8+ISGyi5/H7Paxc+wzv73iTz3zVNP3s721yQCXPY2dk8tHEp5yJW0vlosPyADj938tp8gf3Ol+ixcSnvzuWTJu13TGs3FXLolVFXHpkPocMSO78m+qhJAHWTfzprY18vLmSf180kSMOkM0tqfdwzYtr2FTqpH9SLJ///lhW7a7j0gWrADhmaBp/PG0kQzMS+Nen2/nPFzsBGJweT0l9k14PZdZYZo5LpapmM9uKN/DCihUElVJM8U5qjR7KjCrN+2lQsv0aYyzJxPpzWFU0jJ3Nk9AUE89ePplD85MxKIrsnCWiKhBU+e2r62j0Brhl2nBG97MD4GgoZN3WJawt/Ya1rt1s1rx7zRAD/UdNekAj2W8m1h8PvmSafFk0BgdS2pSHZk5jQm4KywtqAIgxGvAFVWJMBj78zTEMStd3oKx0NrOhxMGxw9KJMRnwB1XWFzcwNsfeWv/F7Q1w8sNfUeZoBuD44eks6IYFuHvi92qkyWcSHp9sqWR7pYujBqfS6A3w+Od64ut/mY0Kfzsjj0Gxq/ho00dsdO6g2OrF9T+zLvv7NTJcGdQ2HsUT197KgDT5fyO6ns/r4rv1C/ly1/t84Smh2tj2Oz01oNK/KR6lqT/VnjHsbp6IT/tp8CPLZqXC2UxuSixf/f54DAYFV7O/zWwwtzfAH9/cyNvryhiUFs+Tlx5Csz/I/K93MTE3ibnHtK+gtqvZzw9FDUwdmhb1TYnke7Ut+Tz29p8vCvjHR9sAuPa4wdx00jDeWleKzWre5wyajmhuqmftj2+ysfhLVtb8yEZDU5v+kFHTmKhZGRM3kYnDr2D8kEndctBSdG8eTw1frX6cz4o/Z4W/jsaf/R1TNI18r0JKcxoEx7GmZiJjB47g+SsOo8kfZHuli7vf2cKGEgenj83mPxdP+oUr/cTh8XPCQ19S6/ahKPCrw/I4a0J/su1WPthUzrIdNVx59ECO6wNJ24glwHbs2MHll19OTU0Ndrud5557jtGjR+913IIFC3jggQdQVZUTTjiBJ554ArPZfMDnwvGmDqTB48MXUMnoQGZV0zS8ARWvX8UWa2rXD4niOg9T//EFmqbPKHni4kmcOHLfW+BuLnNw6YJV1Ll/qjfx5zNG8dbaUjaW1hNvcGI31ZBgrCXRXIfJ4MBsdNE/JUh8nJ9iTwNVATcNJpV6o9K6JnlfTJpGjqowLCaJUfYhjO53BMMHnYrNnovRoFDlambq37+g2a9y+6kjmHfs/kcoheiOAv5mikpWsK1oGVtrNrKtsYRtQTc1xl/+d2tVNTI0hYSAkXjVymB7BlUNJqqcMSTHpTGq/wAq3Yl8XgC1viTy0rOYd+wQnvp6F9sqXYzPTWLB5YeSlmDhvvd/5Kmvd5Fls1Lv8eENqFx+5ADOGN+Psf3te43oe3wBSuqbGJaZuM/YPL4AOyob2VbhoqjOwxnjsxmR1fkfzfIjfG9d/Zl0ZJbwvviDKtsrXYzKtkW0kxtUtdYR+R/LnVz41EpmTurPX84cjdsb4LqXf2BAShx3zRjNnloPJz78FUG17U8Ms1HhgnEqk9K3U1K3no21OyhVnJTH0GaGF0CiqnGYyc6RGYdw5Mjz6dfvSD7aUkWW3cIhA/pOnT7RfQWDfpZ89RLVji9Y6/yRtapnr8EXi6qR6zOQqSUzMnU4hw8+it++Y6GiycZzcybz8ZZKFq0q4tbpI7jm2MEUVDVy9Qvfs6va3XqOGJMBX+CnTR6evuxQTh619+/JckcTFY5mJuYlo2kaFz/zHd/srOVPp49sd9Jsfz7fWsmyHTXcecaog/qekbamrXB/Hu1tR176bg8rd9XxwMyxURvU3lXdyD3vbmHu0YM4eqi+qsQfVDnmwS+ocDa3Hpdtt1IeGkR85/qjGZtj58NNFXxfWMdFh+cxODQo+XPljib+++kPlJZ+gc+3AZO1HEeMg90x6l5tTGpQZYo1iyn9j+bIsZeRnCL9HRE+fq+bNZte5K2Nb7I+UNKmnlyLvCCMs6QxNnUUw7MPQ7UewoX/V0RQ1Vg4ezLHjzhw0urPb23ihZV7SLSacDUH9nlMtt3KV7ccT4yp/eVcvthWxXe76vjtSUMjPgu5ytnMyt11nDom66BLzkAEE2AnnHACl112GbNnz+aNN97gwQcfZPXq1W2O2b17N1OmTOGHH34gMzOTs846i2nTpnHdddf94nPhelP7oqkqO4rWsXhNEe9tLMVs0Pj7rLFk2WLQtCCqGkRD++nPmoqqBdHUILtqG3nyyx14/QEUVHJTYjljbAa5yVY0NFQtSL2nmUDQT0IM+IPN+ANeVu2u4seKWkyKiqr4MSgBEq0GkuIMZNhMqEqApkAzjf5mSpwuvATQjBoBo4pHU/EaNLwKNBkUgh38sWHWNFIDGsmqmSFxaQxLyic/bST5WYfSv//kA9bv+nZnLaUNTcya1D/qo4ZChEttzXY27/6GDzasJM5aTSO17PE6KMGH4yC+cGNUjQRVw6JCjGbArCrEYMSimAj6FQyqifzkJDTVSFGtF00zgWbAarZw1KBMbNZYTEYzCjG8u7GamkaNIwZncczQbEwGE74grCp0sGaPg1p3gKBmRNMUVIykJVi566yxxBgtPLWskMMGZTPrmFM7/B6kU7K3SHwmDR4fS9eXcdLITPr9bBOGdcUN/GbRWg7LT+Hv547r8PftplIHt7yxgR/LnVx73GBumz7iF4+vbfTi8QXJtlv3uTtRUNVQNa31B8iba0t4+JPtVDm9+IMqd80YzWVH5nPlc6v5bKu+0+pb103hw00VPPmVPit5/qWH8PmGH1mz7WtyE0vBUE7QVEfA2kSF0bfXjJkWqQGVfk1xGJtzuOaE8zl87DmYzO0fqBIi2rzNDtb/+Dpri75ivWMHG4KNOPYz6zfDr5Lht2D2JqD6U/D4sjl0yGSWbE2ipslCls3K384ew8JvdrOioBZFgeGZiWytcJEcZ+bD305ts0TmnfVl3LZ4Ax5fkL/PGoct1sQ1L/4AQFKcma9vPR4F+HxrFSeNzOxQ8uOFlXv4y9ubUDV49MIJnDWhf4c/G2lr2grn57GrupGz/7OCaaOz+Md54/d7XJWzmaMf/AJfUOXuGaO5/Kj8dl8jqGq8vKqI0f1sTMo7+CVWP0/MJlpNvH/jMeSmxPHO+jJueGUtaQkWzp7Qj2eW63UgFQU0TZ9Ff9upIzjzseX4gxoGRWXGCD+DE4uwGPbgVcvZ1VjKVm89ZWbabJrUIiWg/j97dx4eVXn+f/x9ZslknSwkIYEkhF1RVsUFEXErWBUtrq1aUUG0tdbaVkvVtlgVu9jWn61Kq7X161pxKXXpolaFuiu4gMoiIQkkhKwz2SaznN8fZxIIJJBlJpmBz+u65tKZOXPmnoHk4dzPc98Pw1uSsbUUUOc7gkev+yEZWuUlA6Rqx6e8s/4JXtmyms9C1WzvIiEGkB0Mke1zkurPYMaIiUwrPpJU96EMGTKBbHcq3lY/t79gtW2ZONzNUx+UY5rw2KKjwYSH3izhk/IGKj2tTCnMoLyumerGNn5xzkQumF7Uo1gbWvzMvPNVvL4A3z15LN87dVzHc2W1zaz8aDsXTC8ku4c/P95W/z4ryS558B1Wbazm0mNHsPSsw3t0zq5EJQFWVVXFmDFjqK2txeFwYJom+fn5rF69mjFjdvXH+dWvfsXmzZu5//77AXjxxRe54447WL169T6f25PP58Pn83X6UIWFhX0aLD7aUs7Fb/T+4jCWuEImGSakYyfDlkCWI4kMZyqZCelkJg0hK6WAkoYhfF6TQ2lTNhccNYJzpxXEXMmVSKyp8rZiC3po8W6kqnYTOxtKqGrcRlVTFTVtDVT7mqkPttJkhGi0hfDajL1mEgdbdiDEk+d90KuVrRCbFyWDudIYIv+dVDf6uPiBd/i80ktumotHFh7NuKFpvLullsv/8l5H8+w/XnIEXzms+zKPUMhkfYWHnY0+vtzZxOqNO3ljY3XHKiuXw8YbN5zYZd+If6+r5JF3Slm9cSchE+w2g6NHZnH3hVPJSXNRVtvMI29v5dk126hpauOSY0ZQlJXMrc+v7ziHy2giO6GWq2em8cRba0h0NOBy1JGa3Eiz2YDP3kqTw0+9w8Szj4SyYZoUhQzGOTMY7y5m/NAp+OzT+Nl/AlR42jh9Uj5/+EbPlv6LxDIzFKKk9A0+2/pfNlavY0PTNjYEvFTuZzXykECIoYaTXEcyQ5xp2IKp5KflMTJ7BI+/38KmWhfDckZwy9knkpWWwe9e3sAT75V1vD7BbiMzxckOjw+7zSAYMrn4mCI+3FrP+goPx4/N5uHLj6ItGOLva7ZzRHFmp9U0DS1+lq5cx4YqL4kOO+9vrQPg/CMLuP1rE/s0Qx9rY028jzO7r/ha8swnPP5uKTYD3vzRyeSl7xoDdp/U+OU/P+fe16yJign5bl787vF8VuHh6Q/KOenQXI4dNaTbSZhlL33G8te/JDPZyeobT+rz6rE3Nuzkm39+t+P+5IJ0Hr78aC77y7t8WFrPdaeMZdGx2Tzw6tvgL2e4u45nP1yD3V6Pw9VEs9FMk7ONKmeo02Yoe8oKmow1kil25ZHpGsvYwq8wZfwstjW08mFpPZML0jmyWCuJZfDU123h043P88n2t/jE8yWbAo1U7GNscJgmOUHI8DtIaEvGFkglGHDjC2QwNm8UV58yiyFZY0hOzsWw2fAFgrgcdh5Y9SW3vfAZxUOSefn6E7qc/AwEQzywegstbUGuPXks9/53E3f9ZwNg/dvyle+fQEFmMmW1zZy//C0qGlo5bswQHrni6P1O3G6vb+GsP/yPlrYgP5t32F6La0prrIq5dvddNI3TJub39usEopQA++CDD/jGN77BF1980fHYUUcdxZ133slJJ53U8dh3vvMdhg0bxpIlSwBYv349c+fOpbS0dJ/P7elnP/sZS5cu3evxvgwWra2NHPPEMRiADTBMwv9vfXxbx3067tsMAxvhQQZwGAYGgAlmyMTAwGZY9wHspoHNBDsGDmwQsv6bm5KIw2bDZtrwB8DbHKItAIZph1ACZsiJw5bMyYcUkZuWSbIrnc01Jo+8U4fDmcYfvjmb/CHFJCXrF7VILDBDIZqbq2jwlFPr2Y6/zUOLr4GapnrWlG4nwdFGWmIAu62NlmArbSE//lCAQChAa8DPdm8zfjOIzQY2u0lLMEjIMLHZwWeGCBomJtavFtMIz4AaBiYmQSAEBE2TkGEdEwKyTRv/uOKTXn+WWLsogcFdaQyR/U42VTVy1SMfsKmqseOxjGQno7JT+GRbA/6gSWayk7pmH4WZLv557fEkOEwImZiECIUCmKZJi9/HtY99yNqyOgxCQAibEcLAZPa4dKo9Xkp21vKVQzO54MihBII+AoE2AkEfb39ZwX/WbcNmBLAZAZw2Pxit2G0+kl1BhqQZVHg8BPFj2gIEbQFCRhC/LUSrPUiL3cRrGF321duXjGCIIsNFYUI6Rcl5FGaMoihnImOLTyI5de9l/Z5WP//9vIqTDx2q7cDlgNbQUMpNj/2ZWu968jI9mImNbPF5qLQH99qBe38SwyuRk4IGbpuThJCDQBvYQg4SjASGp6extboNM+TENF0EQwmEQi6OH19Aaa2fLyp9OOwJXHrcWEYOyaSxzeAPr22lrN5PwEwgGHISwMk3Z4xjwXHjSEnJxe5I6PVnjrWxJp7HmZ1eH9c89iG3nDGBgswkjln2Cq1+q0T2h3PG8+0Tx2CaJv/8tJKl/7AmMX534RSufPh9PLuVSD155TFc/7eP2FbfAsConBR+ec6kvRJD7auzbARwGj6uP7mIC44YSiDQSiDQij/Qij/QQiDowx9oZf32GjbtqCYQaAJaSHT4cDn8uJx+1pbvoMnfgjsZPP4mfLY22mwBWu0hWmwmXrtBWw8nGA3TJDcImX4HiW3J0JaF3TaWG792KYeOnNKr71QkFjR6K9i89XU+3/4er3/5ETvNGhqcfnY69m4T0Z3EkEmaCanYSDPspNicNDeCEXSQl5JOXloGgaCT+iZwOZIYnpnBx+WtlNWFCIRcTBmRz0fb2qhvdZDsSqW2BY4elcsZU0bwu1dKKK1tI4iDgOnkdxdOZ1RuGnf9ewMFmUkcNyabxtaA1ZZjmJvTJ+Zz0QPvdOr/Ont8Dl+bOpzZ43NJT3Ly6399we//u4lEp41Wf4i0RAcvfOd4iobsu1qtKwdEAiySK8DAWuWRk+rCMAx+tnIdf3mzpOO5s6cMwwS+qPTS1BagrLaFVJeDi44uYvkbXzK5IJ2/XzOz4/j3Smq57om1HYPGN44u4poTx7Dig3L+8N9N+MK9GrrqodXqD/Lb/2zgqQ/KSU9yMjI7hetOGcukgoyOY0zT5IVPKhiVncqEYYP/DwURiZxNVV7Ou/8t6pr9HY9ddcJofnTaIaz4oJxn15Rz+PB0jh6ZxayxOXvN1oRCJl+7700+KqsHYMGMYn42b++Z656ItYuSgV5pDJEday7/09F8bm/EDCcnd92Mjv8Phf8N05683FfPxljjMK2L7ZSgQZbdSXIoAV9TArZgGqcecij+UA4Pvxek2l/E/119JlMKMwY7ZJGYVOVt5cOtdZxy6NCO3/Hb65pINnayreIDquq3sNNbTnXTDnb6aqlu87Iz2Ey9GcRjmHgHaXX/U8fcziHj5/X6dbE01sT7OPPjB69kTehN644NQiHCY44JGNhshjVJxq7JNNr/a4THnfBjod2e2zU2GZ3Gr5ABQQZ2rLKbJhkhyDUcZBmJNHntGP4UJg8byfSRh1CQO5mCYdNJcKXhD4Z4/YudrCmr45vHFvdq9zyRWBUIhlj+xpcEQyanH55Nbc1n/HvNanxtJQxNb6C6rZpafyM1gRZqTD81htlpB8qBYjNN7BBeBGSG/2vdB2uBkQHWqq/woiIj/JzDZhAKAZg4DBumaWKaMJkj+OWiv/Y6lp6OM72aYi0sLKSiooJAINAxYJSWllJU1LmetKioiM2bN3fcLykp6ThmX8/tyeVy4XJFrjY7N23XL8TvnjyWZ9dso6HFz0VHF3Hb2Yd3LMcLhUy+du//+Ki8geVvfAnA+dMLO51renEWL157PP/v1Y2MGJLMJceMwDAMrj15LKdPyueW5z7F0+rnwi5qbROddpZ89VCWfPXQbmM1DIMzJg2LxMcWkRgzJjeN/1x/Am9s2Mkn2xpwOexcH66vP/eIAs49omCfr7fZDG6ddxgX/PEtphdncdPp3f8uiTdlZWXk5+fjcFjDk2EYFBUVUVpa2unCpLS0lBEjRnTcLy4u7phI2ddzXVm2bFmXq437ojnUhjeh7w08+8JmmjiwklN2Exzhf3zYTWtlsh1IMGwk2e04DAOXYSfRcJCAg/rGEKGgneFuN8PT3SQ7kkl0JJHgSCFoJlKYlU96ah7pacNJdxfw909b+fFz67jgyEJ+ce4kWv1Bfv2vL5halMnpk/IxTZNg+hZcDpuSXyL7kJuWyNzDO5d5DMtMAVLIyChmf1MawUAbb33xOc1N2xmW1oSnaQee5moaffU0+pqpbfaS4AzSGmjF62+hurkZZ4JJGwFqWnz4CBI0TGx2A78ZIgAEMQkahG+G9ZgBAXb1VHI44j+5EO/jzJhck3/UdnWha+zx/9G9GDZ2G3sce4w9TgwSsZFg2nCYdoyQDQI2jJCdvNRUCjPSSUtwk+xMJy0piyGpQ0lPGYo7bRjutOGkpAzF2G015H8/r6KioZWvH1W4V8mV027jlAlDOaWLjSFE4pXDbuPbJ+76fTR66AymT5ixz9c0N1dTW7uJxqYqvC3VeJuraWytp76ljvWVlTT4vDSHWjDsQewOE78ZpCUUIGgLYTgMWs0QrWYIvwFtNmgzrJqDffUiD4WPsX7d7O93ThfP23d/3Prv19J71aK+13qVAMvNzWXatGk88sgjLFiwgKeffpqCgoJOgwXAOeecw8yZM/nZz37G0KFDuf/++7nwwgv3+9xAykxJ4KmrjuWzCg9nThrW6ZepzWbwkzMncM59bwGQ6LRx5uS9k1HpyU5uOWPCXo+PzknlsUXHRC94EYl72aku5k8rYP60fSe7ujO5MIMPbj6VRKe9Y2c+6ZslS5Zw/fXXd9xvn5nvi2uOvZttNTupbQrQEjA5dnQOBRnJ2Gx2DMOGzbCDYXT8v2HYMMKP/frfG3jhk53thflg2Dh2dA6rN9USMg2WfHUCXz9qJAY2DFv7a23Y7NZQvn67h+8/9RF2G6QnOdle38qXNU2ccuhQ7r1oWpd9H0Ihk+BuTe/35xvHwHFjczoa+Sc67dy82zhoGEa/d5sTkf2zOxKYedgkYFKvX7txh5dbn1/PuUcUcNaU4TT5Avy/Vzbictg4dnQ2R4zI3Gu3sFAwQCDQgsOR1M1ZZV8iOc589chvMaJkGn/+XykNzX6SXU6+/5VDWPlxBR+WeDAxcNhtLDp+DGOGphEMGbz4yQ4afUEunD4Cp8PBTc9+SnWTnxljcll0/GgMDILY+NMbW3hjUzUZSYnMOSyfQ/IzyEp1UZydgdORxHMf72TZP0vwmy4mFgzh8pkjeeWzKio9rbgTHRQPSeGK40eSn77335NWf5CdXh8FmUm93vClJ7vhiRzskpOzSU7O7vXrdu8p+Og7W9la08wNc8Z3/LvRDIUIBtsIhfwEgj6CAR9ryqr53b8+Zfa4LM6dNpRQqI1QKEAg2EYw2Ea1t4UXPtlOdqqTOYcNtVZ3EcIMBfEFgjzydgmfV3gAkxljhnD64bnhDQlNhudOjOTXspdeN9lYvnw5CxYs4I477sDtdvPQQw8BsHDhQubNm8e8efMYNWoUS5cu5bjjjgNg9uzZLF68GGCfzw20cUPTGDc0rcvnjhiRxbzJw1j50XZOnzgMd2LPmlqKiAyUwdrCPJoGeqUxRHa18cxJs/r82jsuHMOQrA38/r+bAPjlOZM4f3ohG3Z4qW70MWP0vv9RM2GYm5e+e3ynx4Ihc58JUpvNwNbLVQIjhqT06ngRiS1jh6bxf1cc3XE/xeXYZ1UCgM3uIMHe9b+Z4028jzN5+VPJy59K8ZhGfrZyHeceUcDRU4Zjy6zl0c/ewmk3eODS6ZwwLqfjNZP2mK+//pwj+c/6HXzv1HGdrnGWjZjJ5p2NFGWl7JUEBbhwRhEfbneSkexkyWmHkpRg7/GuoIlOO4VZve/rIyLRtXtC+qKjR+z9vM2Gw5YIJJKANQ7MOmw4sw7rftfZscCxU7t/z4kTQtyw4iNWb6rmkjkzKM4euH9b9qoH2GAb6P4BTb4Az67ZxpmThpGerASYiBx4YqkvS7vZs2ezYMGCjubEd955J++//36nY7788ktmzpzZqQHxV77yFa655pp9PtcTg/2dvPZFFXabwfFjc/Z/sIhIHBjs36t7OlDHmRc+riA/I5FpRZkRO6eISLTsvvqsv3r6e3VgG5XEmRSXg4uPGaHkl4jIAFq+fDnLly9n3Lhx3HnnnZ1WGq9cuRLovJp4zJgx5OTkdLnSeM/n4sHs8blKfomIRNGBOs6cPilfyS8RiRuRSn716j21AkxE5OCl36t703ciIhJZ+r3amb4PEZHI0gowERERERERERERlAATEREREREREZEDnBJgIiIiIiIiIiJyQFMCTEREREREREREDmhKgImIiIiIiIiIyAFNCTARERERERERETmgOQY7gN4wTROwtrgUEZH+a/992v77VTTWiIhEmsaazjTOiIhEVk/HmbhKgHm9XgAKCwsHORIRkQOL1+slPT19sMOICRprRESiQ2ONReOMiEh07G+cMcw4mooJhUJs376dtLQ0DMPo9es9Hg+FhYWUlZXhdrujEGH/xUOMEB9xxkOMEB9xxkOMEB9xxlqMpmni9XoZNmwYNpuq4qF/Y02s/fl2Jx7ijIcYIT7ijIcYIT7iVIx9o7GmM13TxIZ4iBHiI854iBHiI854iBFiL86ejjNxtQLMZrNRUFDQ7/O43e6Y+EPal3iIEeIjzniIEeIjzniIEeIjzliKUbPxnUVirImlP999iYc44yFGiI844yFGiI84FWPvaazZRdc0sSUeYoT4iDMeYoT4iDMeYoTYirMn44ymYERERERERERE5ICmBJiIiIiIiIiIiBzQDqoEmMvl4qc//Skul2uwQ+lWPMQI8RFnPMQI8RFnPMQI8RFnPMQofRcvf77xEGc8xAjxEWc8xAjxEadilFgQD3/GijFy4iHOeIgR4iPOeIgR4ifOPcVVE3wREREREREREZHeOqhWgImIiIiIiIiIyMFHCTARERERERERETmgKQEmIiIiIiIiIiIHtIMmAbZx40ZmzJjBuHHjmD59OuvWrRvskGhtbeXss89m3LhxTJ48mVNPPZVNmzYBUFVVxdy5cxk7diyHH344b7zxxiBHCw899BCGYfDcc88BsRejz+fjmmuuYezYsUycOJGLL74YiK0/+xdffJFp06YxZcoUDj/8cP76178Cg/9dXnvttRQXF2MYBmvXru14fF/f3UB/r13FuK+fIRic77W777Ldnj9HgxWnREcs/b5pp7EmcuJhnIHYHGviYZzpLs5YG2s0zhzcYu33DWicibR4GGs0zkQ2To0zA8g8SJx44onmQw89ZJqmaT711FPmkUceObgBmabZ0tJivvDCC2YoFDJN0zTvuece84QTTjBN0zQvu+wy86c//alpmqb57rvvmsOHDzfb2toGKVLT3LJli3nssceaxxxzjPnss8/GZIzXXXedec0113R8nxUVFaZpxs6ffSgUMjMzM82PPvrINE3rO3W5XKbH4xn07/L11183y8rKzBEjRphr1qzpeHxf391Af69dxbivnyHTHJy/o919l6bZ9c/RYMUp0RErv292p7EmcmJ9nDHN2B1r4mGc6S7OWBtrNM4c3GLp9007jTORFetjjcaZyMepcWbgHBQJsB07dphpaWmm3+83TdP6oR06dKi5cePGQY6ss/fee88cMWKEaZqmmZKS0vHLzjRNc/r06eZ//vOfQYkrGAyaJ598svn++++bJ5xwQsdf9FiKsbGx0UxLSzMbGho6PR5Lf/ahUMjMysoyX3/9ddM0TfOjjz4yhw0bZvp8vpj5Lnf/Jbev724wv9eufhG32/1nyDQH9+/onnF293M02HFK5MTS75t90VjTN/EwzrS/fyyPNfEwzuwZ555iZazROHPwGeyfi57SONN38TDWaJyJfJx70jgTPQdFCWRZWRn5+fk4HA4ADMOgqKiI0tLSQY6ss7vvvpuzzjqLmpoa/H4/eXl5Hc8VFxcPWry/+c1vOO644zjiiCM6Hou1GDdv3kxWVhZ33HEHRx55JMcffzyvvPJKTP3ZG4bBk08+yfz58xkxYgQzZ87kr3/9K16vN6a+y3b7+u5i6XvdXfvPEMTe39Gufo4g9uKUvovVn4s9aazpm3gYZ9rfP17GmngcZyB2xxqNMwe+WP652J3Gmb6Lh7FG40z0aZyJHsdgByCWO+64g02bNvHKK6/Q0tIy2OF0+PTTT3n66adjt4Y3LBAIsHXrViZMmMCdd97JmjVrOPXUU3nhhRcGO7QOgUCA2267jWeeeYZZs2bx3nvvMW/evC7rqqX3dv8ZijXx8nMkBz6NNX0XD+MMaKyJtlgda+LhZ0gODhpn+icexhqNM9GlcSa6DooVYIWFhVRUVBAIBAAwTZPS0lKKiooGOTLLr3/9a5555hleeuklkpOTGTJkCA6Hg8rKyo5jSkpKBiXeVatWUVJSwtixYykuLubtt9/myiuv5G9/+1vMxAhQVFSEzWbjoosuAmDq1KmMHDmSrVu3xsyf/dq1a9m+fTuzZs0CYPr06RQUFPDxxx/H1HfZbl8/N7H2M7XnzxAQFz9H9913X0zFKf0Taz8Xe9JY0z/xMM5AfI018TTOQGyPNRpnDg6x+HOxO40z/RcPY43GmejRODMABqfycuCdcMIJnRrcHXHEEYMbUNhdd91lTps2zaytre30+KWXXtqpidywYcNioonc7rW+sRbjqaeear7wwgumaZrml19+aQ4ZMsQsLy+PmT/7yspKMzU11Vy/fr1pmqa5ceNGMzMz09y6dWvMfJd71nnv67sbrO91zxi7+xkyzcH9O7qvuv49a+Zj5c9f+i9Wft/sSWNNZMT6OGOasT/WxMM401WcsTjWaJw5OMXS75vdaZyJnFgfazTORCdOjTMD46BJgH3++efmMcccY44dO9Y84ogjzI8//niwQzLLyspMwBw1apQ5efJkc/LkyeZRRx1lmqb1i+XUU081x4wZY06YMMF89dVXBzlay+5/0WMtxs2bN5uzZ882Dz/8cHPSpEnmihUrTNOMrT/7xx57rCO+ww8/3Hz00UdN0xz87/LKK680hw8fbtrtdjM3N9ccPXq0aZr7/u4G+nvtKsZ9/QyZ5uB8r919l7vbc8AY7D9/iZxY+n3TTmNN5MTDOGOasTnWxMM4012csTbWaJw5uMXa7xvT1DgTafEw1miciWycGmcGjmGapjmYK9BERERERERERESi6aDoASYiIiIiIiIiIgcvJcBEREREREREROSApgSYiIiIiIiIiIgc0JQAExERERERERGRA5oSYCIiIiIiIiIickBTAkxERERERERERA5oSoCJiIiIiIiIiMgBTQkwERERERERERE5oCkBJiIiIiIiIiIiBzQlwERERERERERE5ICmBJiIiIiIiIiIiBzQlAATEREREREREZEDmhJgIiIiIiIiIiJyQFMCTEREREREREREDmhKgImIiIiIiIiIyAFNCTARERERERERETmgKQEmIiIiIiIiIiIHNCXARERERERERETkgKYEmIiIiIiIiIiIHNCUABMRERERERERkQOaEmAiIiIiIiIiInJAUwJMREREREREREQOaEqAiYiIiIiIiIjIAU0JMBEREREREREROaD1KgHW2trK2Wefzbhx45g8eTKnnnoqmzZt6vLY559/nkMOOYSxY8cyf/58PB5Pj54TERERERERERGJJMM0TbOnB7e2tvLqq69y2mmnYRgGv//971mxYgWvvfZap+MaGxsZPXo0r7/+OocccgjXXHMNSUlJ/OpXv9rnc/sTCoXYvn07aWlpGIbR6w8rIiKdmaaJ1+tl2LBh2GxaFAwaa0REIk1jTWcaZ0REIqun40yvEmB7ev/99zn33HMpKSnp9PhTTz3Fgw8+yD//+U8A1q9fz1e+8hXKy8v3+dyefD4fPp+v4/62bduYMGFCX8MVEZFulJWVUVBQMNhhxITy8nIKCwsHOwwRkQOOxhqLxhkRkejY3zjj6M/J7777bs4666y9Hi8tLWXEiBEd94uLi6moqCAQCOzzOYejczjLli1j6dKle52/rKwMt9vdn9BFRATweDwUFhaSlpY22KHEjPbvQmONiEhkaKzpTOOMiEhk9XSc6XMC7I477mDTpk288sorfT3Ffi1ZsoTrr7++4377h3K73RosREQiSCUYu7R/FxprREQiS2ONReOMiEh07G+c6VMR/q9//WueeeYZXnrpJZKTk/d6vqioiK1bt3bcLykpIT8/H4fDsc/n9uRyuToGBg0QIiIiIiIiIiLSF71OgP3mN7/h8ccf5z//+Q8ZGRldHjN37lw+/PBDPv/8cwDuvfdeLrzwwv0+JyIiBzftNiwiIiIiItHQqwRYeXk53//+96mvr+fEE09kypQpHH300QD85Cc/4f777wesuvYHHniAs88+mzFjxlBeXs4tt9yy3+dERESuvPJKvvjiCz766CPOOussFi5cuNcxjY2NXHHFFTz33HNs3LiRYcOG8fOf/3y/z4mIiIiIyMGpX7tADjSPx0N6ejoNDQ0qhxQRiYBY/70a7d2GYe8dh9v7TcbqdyIiEm9ifazZ3bXXXsvKlSvZunUra9asYcqUKV0e98knn/Cd73yHHTt2AHD77bczf/78Hr1HPH0fIiLxoKe/V/vUA0xERGQgRHq34a4sW7aM9PT0jpu2phcROXide+65rF69utM4sqfm5mbOOussbrvtNj777DM+/fRTjj/++AGMUkRE+qLPu0CKiIhE00DsNgzd7zgsIiIHn1mzZu33mMcee4xjjjmGmTNnAmC328nJyen2+K5WGouIyMDTCjCRAVLb1MaPnv6Yf62rHOxQRGLeQO02DNpxWOKXLxDkJ3//lFc/3zHYoYgcVNavX4/L5eKMM85gypQpfPOb32Tnzp3dHq+VxnIweGPDTn741EeUVDcNdigi3VICTGSAvPhJBU+8V8bi//uAW577lFZ/cLBDEolJ2m1YpGfe/rKWh9/ayrIXPx/sUEQOKoFAgJdffpnly5ezZs0ahg8fztVXX93t8UuWLKGhoaHjVlZWNoDRikSXp9XP955cyzf//C5PfVDOk+/r77fELpVAigyQ6sZdS9//7+2thEyT2782cRAjEok97bsNjxo1ihNPPBGwVmi98847/OQnP2HYsGFcddVVnXYUDgQCHH744fz1r38F2OdzIgeSuqY2ALbWNhMKmdhsxiBHJHJwKCoq4sQTT2T48OEAXHzxxcyZM6fb410uFy6Xa6DCExlQ97yykWfXbOu439DiH8RoRPZNCTCRAdJ+oTIqJ4UvdzbxfkndIEckEnsKCgrobnPiW2+9tdP9efPmMW/evC6P3ddzIgcKT6t1kdEWCLHD20p+etIgRyRycDj//PN58MEH8Xg8uN1uXnzxRSZPnjzYYYkMis8qvMCua5xmX9ebDonEApVAigyQ2mbrQuWIokyg84owERGR3mpo3jXLXlrTPIiRiBw4Fi9eTEFBAeXl5cyZM4cxY8YAsHDhQlauXAlYK8B+/OMfM2PGDCZNmsSrr77K/fffP5hhiwyaKm8rAIfmWT1UG31q8yKxSyvARAZIbZOV8Bo7NNW639xGMGRiV8mKiIj0QfsKMLDKII8eNWQQoxE5MCxfvrzLxx944IFO9y+55BIuueSSgQhJJKZVea1rnJHZKQA0aQWYxDCtABMZILVN1oXK6JxUDANME+qa2wY5KhERiVeell0XGVoBJiIiA80XCFIfXo3ckQBrUwJMYpcSYCIDpL0HWE6ai8zkBEBlkCIi0ne7NxourVUCTEREBtbO8OqvBIeNYRlWH8pGrQCTGKYEmMgAME2T2vBqr6yUBIakWAmwmkatABMRkb7ZswRSRERkIO3wWAmwnFQXqS6ru5JKICWWKQEmMgCa24K0BUKAlQDLTrW2wtYKMBER6avdV4CVKQEmIiIDbGe4AX6u20WKyw5As5rgSwxTAkxkANSGyx9dDhtJTjtDUttLILUCTERE+mb3FWC1TW14d7svIiISbe0N8HPTdlsB1hbANM3BDEukW0qAiQyA9gRYVkoChmF0rACr0QowERHpo92b4ANsVSN8EREZQFXhEsih7kRSwgmwkAktfq0Ck9ikBJjIANi9/xdAdqp6gImISN+FQmbHCrDh4cbDKoMUEZGBtMMTLoFMc5GcYMcwrMfVCF9ilRJgIgOgrqlzAmyIeoCJiEg/NLYFaK8wmTg8HVAjfBERGVi7SiATMQyDlIT2RvhaASaxSQkwkQHQXgKZmRxOgIUTYdVNWgEmIiK919Bsrf5yOWyMHZoKqARSREQGVnsCLMdtTe63N8LXTpASq3qVALv22mspLi7GMAzWrl3b5TEPPfQQU6ZM6bhlZ2czf/58AEpKSrDb7Z2e37x5c78/hEisq91jBVh2mnqAiYhI37WXP7qTnBRlJQMqgRQRkYHVvgvk0LREgI4VYCqBlFjl6M3B5557LjfccAMzZ87s9pjLLruMyy67rOP+4YcfzkUXXdRxPy0trdvkmciBqq658wqw7JRdJZCmaWK0F8yLiIj0QHsDfHeioyMBVqoEmIiIDBB/MNSxo31uxwowK73Q3KYEmMSmXiXAZs2a1auTv/POO1RVVTFv3rxevU7kQNO+AiwvoQVMkyHhJvit/hDNbcGOwUJERKQnGlqsFWDpSc6OvpL1zSqrFxGRgdHey9hhM8gKT/K3l0A2qgeYxKio9gB78MEHueSSS3A6nR2PNTU1MX36dKZNm8att95KMNj9D4fP58Pj8XS6icSj2qY2jrGt54JXj4cXrifF5SDJaQ0Q2glSRER6a/cSyLTEXSUnZntnfBERkSiq8lgJsOxUFzabVc2S6mpvgq8VYBKbopYAa2pq4oknnuCKK67oeCw/P59t27bx3nvv8fLLL7Nq1Sruuuuubs+xbNky0tPTO26FhYXRClckqmqb2phne9O68/6foeR/HavAdqoPmIiI9JJntxVg7RccIRNa/Jp1FxGR6Kvy+kjEx1WOf8ATF4Fne0dVixJgEquilgB76qmnOOyww5gwYULHYy6Xi9zcXACysrK4/PLLWbVqVbfnWLJkCQ0NDR23srKyaIUrElV1zX5m2NbteuDFH5Cb0r4CTAkwERHpnfYEmDvRSXKCnfZWko2tuugQEZHoM7e+yRuu77Gg+SH4/Hl4Z3lHAkxN8CVWRS0B9uCDD3Za/QVQVVWF32/9g83n8/HMM88wderUbs/hcrlwu92dbiLxJhgySW7eRrFtB6Zhh6RMqFrPBaEXAahpUgmkSDvtNizSM55wosud5MAwjI5VYF5ddIiIyAA4bP1vyDXqabNZO0BS9i4pCdYEv1aASazqVQJs8eLFFBQUUF5ezpw5cxgzZgwACxcuZOXKlR3HffHFF6xdu5YLLrig0+tXr17N1KlTmTx5MtOmTSMvL4+bbropAh9DJHY1tPg5Nrz6yxw+DU66GYCZza8AUO3VCjCRdueeey6rV69mxIgR3R5z2WWXsXbt2o5bXl5el7sNt99Gjx49EKGLDKjdm+ADpLXPumsFmEi/9GQipp1pmpx00klkZGQMSGwiMSMUIrtpIwD/Gv9z67HtH5LmtPpQNrWpHF9iU6+2nlu+fHmXjz/wwAOd7o8fPx6v17vXcfPnz++YpRc5WNQ2tXWUP9pGzYaRJwCQ01YOmFoBJrKbwdht2Ofz4fPtSkRrwxWJB7uXQAKkJjqgQbPuIv117rnncsMNNzBz5sz9Hvvb3/6W0aNH8+GHHw5AZCIxpG4LrlALraaTxqJTYOsQaK5hRNsmwKGxSGJWVHeBFBGoa/JxXHv/r5GzIGMEGDYSQi3kUt+xhbCI9F5/dxsGbbgi8al9BZg7vAJMJZAikTFr1iwKCgr2e9y6det47rnn+NGPfrTfY7WzvRxwKj8G4HOzkKIcNxQeDUBho/W4EmASq5QAE4kyX+Xn5Br1+EiAgqPAkWAlwYBRtgolwET6KBK7DYM2XJH45GntXAKZGl4JphJIkejz+/0sWrSI5cuXY7fb93u8JlrkQBPY/gkAn4VGMDY3FQqPAiDP8xGgJvgSu5QAE4kyV/n/ANiUeDg4w00ih1j984qNSqobVQIp0heR2G24/TXacEXijacl3AQ/cY8eYLroEIm6pUuXMn/+fA499NAeHa+JFjnQtJatBeBLx0hy0lxQeAwAQ2rXAiZNPvUAk9ikBJhIlCXUfwlAVcr4XQ8OsZpyjzQqOspYRKR3IrHbsEi82rMJforLWoWiBJhI9L3++uvcc889FBcXM3PmTDweD8XFxezcubPL4zXRIgca+06rvUtz5qEYhgHDpoDNiat1J4VGlUogJWYpASYSZXbvNgBC7t36SYRXgI00KjsaGYuIdhsW6Ym2QIgWvzW77k6yVn6luqxEmFclkCJRt2rVKrZu3UpJSQmrV6/G7XZTUlJCTk7OYIcmEn3NtSS1VALgyJ9oPeZMspJgwJHGBk3GSMzq1S6QItJ77QNEYnbRrgezRgFWAsznD9HqD5Lo3H8PCZEDnXYbFtm/9v5fAGmBWghkWbtAAo0+TaqI9MfixYt54YUXqKysZM6cOaSlpbFp0yYWLlzIvHnz+rXrsMgBodLq/7U1lEth/tBdjxdMh/L3OMxWwn/aVAIpsUkJMJEoy/BXWf/NG7nrwfAKsCJjBzZCeFsDSoCJiEiPWCuHTb7t+hf231wEh5xO2rCfA2qCL9JfPZ2IaVdcXEx9fX0UIxKJMTs+BeAzcwRjh6btejyzGIBhRg1NbQFM07TKI0ViiEogRaKorbWFIdQDkFswatcT6QVgd+EyAgwzqjvN5ouIiOyLp6WNnzse4ofGw4AJG/9NutNKfKnsREREoilU8TEA69t3gGyXbrV7GWZUY5rQrFVgEoOUABOJosryzQC0mAlk5+TvesJmhyxrRdgoo0J9wEREpMecG1/kEsfLhDDAmQzBNgobrZIUJcBERCSa2iqsBvhb7MXkpyfuesI9HIDhRg2AGuFLTFICTCSKardvAaDanoNh2+PHbbdG+NoJUkREespV+QEArybPhUOtfkT5de8BSoCJiEh0GR5rgy9b1ojOJY7phQDkGA0k4Nd4JDFJCTCRKGrcWQKA1zV07yfDjfCLjUo86tkiIiI9lFj7OQA7Ug+FkbMAyN75NqAeYCIiEkUBHy5fLQDpuSM6P5ecBY4kAPKMWpp8KoGU2KMEmEgUtdWWAeBPzt/7yfAKMJVAiohIb6R7NgDQknkIjDwegJTqj0mlWTPuIiISPV5rd3uf6WDYsOGdnzOMjj5gw41qjUcSk5QAE4kiW3iJsJE+fO8nh4wGrJ0g1QRfRER6pKmaNH81IdOA3AmQUQSZxRhmkOm2L/BqBZiIiERLOAFWZWYyJjdt7+fbG+FTQ3ObxiOJPUqAiURRUos1SLiyi/Z+Ms1aFZZr1ONp0QAhIiI9EN5+fquZS3ZWlvVYuAzyWNt6fIEQbYHQYEUnIiIHMu92ACrJZMSQ5L2f320nSK0Ak1ikBJhIlJimSYa/CoD0oaP2PiA1F4AUw0drU8NAhiYiIvFqh7X71udmEblul/XYyBMAmGGzntPOWyIiEg0tNeUA7DCzGJ6ZtPcB4Ub4w4wa9QCTmKQEmEiUVHl95FENwJDhI/c+ICEVv83aOthsrBrI0EREJF61J8BCRQx1h7efHzYVgDHGNsDUrLuIiERFU7XV37jekU1ygmPvA3brAabJGIlFSoCJRElZZRXpRjMAzszCvQ8wDHyJOQDYm3cOZGgiIhKngpVWCeTn5m4JsPRCwCDR8JONR33AREQkKvz1Vn/jtqQudriH3UogazQZIzFJCTCRKKne9iUATUYKuLpoEgkEkqwEWEKrEmAiIrIfwQDGzs8B2OocRaorPPvuSAD3MAAKjJ00qfGwiIhEg6fC+q87r+vnd0uANWmTL4lBvUqAXXvttRQXF2MYBmvXru3ymNdee42kpCSmTJnScWtpael4/sEHH2Ts2LGMHj2aRYsW4ffrB0MOTE1VJQB4Xd3MkAChFCsBltRaPRAhiYhIPKvZhC3oo9FMJJBW0Pm5DGuzlQJjJ41aASYiIlGQ0LIDAGdGQdcHuIcDkGz4MFvqBioskR7rVQLs3HPPZfXq1YwYMWKfx40fP561a9d23JKSrAZ5W7Zs4ZZbbmHVqlVs2rSJHTt28Mc//rHv0YvEMo+1RLg1Kb/bQ4z2Rvj+mgEJSURE4lh4B8gvzEJy0/fYfWu3BJhXZSciIhJppklam1W1kpLTRXsXAGcizQlDAHA1bR+oyER6rFcJsFmzZlFQ0E22twdWrFjBvHnzyMvLwzAMrrrqKh5//PFuj/f5fHg8nk43kXiR2FwJgC+l+wSYPbx8OC1Yh2maAxKXiIjEqZrNAGwKDSevvf9XO60AExGRaGqtJ8H0AZA1tKjbw1rCk/9JLUqASeyJSg+wzZs3M23aNKZPn869997b8XhpaWmn1WPFxcWUlpZ2e55ly5aRnp7ecSss7CbTLBKDknzWDEkotZsaeSAhwxogssx6fIHQgMQlIiJxymtdTFSQRW63CbBqGn1qLyEiIhHmtSb3680UhuVkdXuYL8XqSZnaWjkgYYn0RsQTYNOmTaO8vJwPP/yQZ599lvvvv5+//e1vfTrXkiVLaGho6LiVlZVFOFqR6EkM1ANgS8nu9hhXhpUcyzHqaWjRBYsIqN+kSLfCzYcrzSzy3K7Oz2kFmIiIRFFTjXUtXmlmMTwjqdvjAmlWAszdtmNA4hLpjYgnwNxuN+np6QAUFBTw9a9/nVWrVgFQVFTE1q1bO44tKSmhqKj75ZMulwu3293pJhIvkgMNADjTuk+AGantCbAGPEqAiQDqNynSrfAKsEozk6HdrAAbblTj1c5bIn3Wk0mYV199laOOOooJEyZw2GGHccMNNxAKaSW/HNgaKq3r+BpbFintuxB3wUy1EmAZAe1yL7En4gmwioqKjgHA6/Xy/PPPM3XqVADOOeccVq5cSWVlJaZpcv/993PhhRdGOgSRmJAasnrWudzdJ8BItXaBzKYBT0vbQIQlEvMGut+kSNwIrwDbYXZRAukuwMQgyWjDbNLOwiJ91ZNJmMzMTJ544gnWr1/PBx98wJtvvsnDDz88gFGKDLzmmnIAmly5+zzOlmY97w7WRzskkV7rVQJs8eLFFBQUUF5ezpw5cxgzZgwACxcuZOXKlQA8/fTTTJw4kcmTJ3PMMcdw6qmnctlllwEwatQoli5dynHHHceYMWPIyclh8eLFEf5IIoMvFDJJN70AJKXvY5BIsZ5zGQGaPbUDEZrIASNS/Sa14YrEhYAPmq3EVqWZSV76HgkwRwLNLmtSJbGpfKCjEzlg9GQSZurUqYwaNQqAxMREpkyZQklJyQBEJzJ4AvXWDvf+5O77GwM43UMBSA/VRzskkV7rfu1iF5YvX97l4w888EDH/19zzTVcc8013Z5j0aJFLFq0qDdvKxJ3vK1+MmgEICUzp/sDnYk0GamkmI20NVQAYwcmQJE4195vMj09nfLycr761a+SnZ3N+eef3+tzLVu2jKVLl0YhSpEICjcf9plO6kgjJ9W11yGtKcNJ8VWRop23RAZMZWUlK1as4Pnnn+/2GJ/Ph8/n67iviRaJR0ajNQ7Z3PtOgCWkWwmwLBoIhUxsNiPqsYn0VFR2gRQ52HkbanEaQQBcaftIgAEeh7WLSrBBO6WI9FQk+01qwxWJC55d/b+yU10kOPb+J1xbqrVbtrtVCTCRgeDxeDjzzDO54YYbOPLII7s9Tjvby4EgscVqau/M3PcKyaTM8C73eGn2qcWLxBYlwESioLneGiBacIGz+11SAJqdVgLMbNROKSI9Fcl+k9pwReJCewN8sshNS+zykIDbuijJbNOEiki0eb1e5s6dy1lnncX111+/z2M10SIHgtQ2qww/LXvfCdzE9BxCpoHNMGluqBqI0ER6TAkwkShobbAGCI+x/wvp1kSrSb6tWTuliID6TYp0qaMBfhf9v8KMDKv33ZCgJlREoqmxsZG5c+cyd+5cbr755v0er4kWiXumidu0Snczc4fv81DD7qSeVAB89ZqQkdjSqx5gItIzbR4rmdVk3/8/cPyJVomks0W7domA+k2KdMlrJcAqzSyG7rkDZJh9iJUAGxrUjLtIXy1evJgXXniByspK5syZQ1paGps2bWLhwoXMmzePefPmcffdd/Puu+/S1NTEM888A8B5553HTTfdNMjRi0RHsKUeJwEAMnL23QMMoN6WQZbpxd+gCRmJLUqAiURBoKkGgGZHxn6PDaZYCTBXqxJgIiLSjXAPsB1mJoVZXZfWu7KLARjGToLBEHa7FvqL9FZPJmFuuukmJbvkoNJQU0kW0GgmktWDFYwNtgwIlhH0akJGYov+ZSQSBWaTlcxqS0jf/8GpuQCktNVEMyQREYlnu60AK8hM7vKQlCFWWUqy4aPRWz9QkYmIyAGusdZayVVvuHH0YHKl0Z4JQKhRLV4ktigBJhINLXUA+F1Z+z3UnmZtFZwaUAJMRES6sdsukIWZ3awAS3bTZFrlkc212glSREQio6nO6uXVaOvB5D7QFN7ky2jSCjCJLUqAiUSBvbUWgJArY7/HOtOtrYIzQnXRDElEROKVaWL2YAUYQK2RAUBLXcVARCYiIgcBX3g3x2ZnRo+Ob0mwEmC2Fk3wS2xRAkwkCpy+egDM5CH7PTYpw1oB5jY9EApFMywREYlHzTUYwTYAPM4hZKcmdHtoQ7jsxN+gnbdERCQyguFSRl/C/qtbAHzhKhht8iWxRgkwkShI9NcDYEvZfwIsNcvqAeYgRKC5PopRiYhIXAqXP+403QzNdGMYRreHNjqsi46gR2UnIiISGWZ4g69AYs8SYP7EbABcPq0Ak9iiBJhIFCQFGgBwpGXv99gst5vGcM+WhlrN2IuIyB7C5Y87zCwKuun/1a697wqN2npeREQio6OUsQfVLQChZOsaKLGtNlohifSJEmAiUZAashJgCWk5+z3WYbdRb1jbCXtqdMEiIiJ76NQAv/v+XwBt4Vl3W7N23hIRkchI8FmJLHvq/if3AcwU6xooxV8Lphm1uER6SwkwkUgzTdymF4Ck9P0nwACa7NaOKk11SoCJiMgeerECzJ9kXZw4W5QAExGRyEhsszbrcrpze3S8kWod5zTboK0xanGJ9JYSYCIRZvq8JBAAIDWzZ4NES3hHFZ9HFywiIrKHRquf107SKcza9wqwYLI17qjvioiIREpq0KpuSUwf2qPjE5NTaTJd1p1G9aSU2KEEmEiEtXqs3U5aTSdp7vQevaYtwdq1K+DVTikiIrKHZmtsqDbT97sCzBaedU/2q++KiIhEhtu0EmBpWT2b3E9xOagxrRYvNOn6RmKHEmAiEdZUZ81y1JFGSoK9R68JJVlNi0PNGiBERKSzUHj7+VozjYL99ACzua3Z+TR/jfquiIhIv/lbm0jGB0B69rAevSYlwUE14YUATVoBJrFDCTCRCGsJlzF6jH1vVb87I7yjiq1FM/YiItJZwGuNK82ODDKTnfs8NiE9DwAnfvB5oh6biIgc2BqqrT6Ubaad9PSsHr3GWgHWngBTixeJHb1KgF177bUUFxdjGAZr167t8phXX32Vo446igkTJnDYYYdxww03EAqFACgpKcFutzNlypSO2+bNm/v9IURiSVs4AdZoc/f4Ne07qjh9dVGJSURE4pfRbPXzSnDn7ndiJTU1Da8ZLpNU3xUREeknT00lAPVGOjZ7z9IHKS47O1UCKTGoVwmwc889l9WrVzNixIhuj8nMzOSJJ55g/fr1fPDBB7z55ps8/PDDHc+npaWxdu3ajtvo0aP7Hr1IDAp4rQuVFkfP+n8BuMK7RSa21UcjJBERiVdBP87w2JCclbffw9OTnOxsn3VXAkxERPqpud4aS7y9mNxPdTmoQWORxB5Hbw6eNWvWfo+ZOnVqx/8nJiYyZcoUSkpKeh2YSLwKhWc5WhMyevyalAyrZ0tKeIcVERERAJqt0viQaZDRg+bD7kQnlaQzikpo3BHt6ERE5ADn81hjSbMjo8evSXE5qA5PxpiNVfSsKYxI9EW1B1hlZSUrVqzgjDPO6HisqamJ6dOnM23aNG699VaCwWC3r/f5fHg8nk43kZgX7uPV1osEWFqWlQBzmx5CITUtFhGRsPDmKHWkMjwrbb+Hu5McHSvAgl7NuouISP/4w+1dfK6e9f8CawVYrWmNWcFG9QCT2BG1BJjH4+HMM8/khhtu4MgjjwQgPz+fbdu28d577/Hyyy+zatUq7rrrrm7PsWzZMtLT0ztuhYWF0QpXJGLsrVYCLJjY80EifYhV1pJOE/VNLVGJSyQeqNekyB7CzYNrTDfDMpL2e3haorNj1t3XUBnV0ERE5CAQnogJ9OLaxuWwUYdVMmmG+1iKxIKoJMC8Xi9z587lrLPO4vrrr+943OVykZtrLd/Pysri8ssvZ9WqVd2eZ8mSJTQ0NHTcysrKohGuSEQ5fPXW/yT3fJBISA3vAmmY1FWrZEUOXuo1KbKHcFl9LW7yMxL3e7jdZuC1ZwIQ9CgBJtJbPZmIAXjwwQcZO3Yso0ePZtGiRfj9/oELUmQAGeFSfJKG9Pw1hkFLuBrGUAJMYkjEE2CNjY3MnTuXuXPncvPNN3d6rqqqqmNw8Pl8PPPMM516hu3J5XLhdrs73URinSvcrNhI7vkggd2Bh1Rg104rIgejWbNmUVBQsM9jpk6dyqhRo4DI9JpUub3EsmCjlQCrMdMY3oMVYACNTmv8CakEUqTXejIRs2XLFm655RZWrVrFpk2b2LFjB3/84x8HMEqRgZPgsxJgtvCu9T3VlmAtBrC31kF4pb7IYOtVAmzx4sUUFBRQXl7OnDlzGDNmDAALFy5k5cqVANx99928++67PPPMMx3lJ7fffjsAq1evZurUqUyePJlp06aRl5fHTTfdFOGPJDK4kgJWI3tnLweJRrtVstJUrwsWkZ7qb69JULm9xLamOmtSpI50clJdPXpNqyu8qrhJ44lIb/VkImbFihXMmzePvLw8DMPgqquu4vHHH+/2eE20SDxL9NcB4HTn9Op1fpe1Gtkwg9BaH+mwRPqkV7tALl++vMvHH3jggY7/v+mmm7pNas2fP5/58+f35i1F4k77To5JGb0bJFqdGRDcRqtHjSJFemJfvSZzc3Opra3lggsu4K677uKGG27o9jxLlizpVK7v8XiUBJOY0Vq/AzfQ5srCZuvZPlr+xGxoAkdLdXSDEzlIlZaWdlohVlxcTGlpabfHL1u2jKVLlw5EaCIRlxKoByApvGt9T7kSk/B4knAbLdaOxr1oDyMSLVHdBVLkoNPWjIs2AFIz979d/e7aZ0kCXiXARPYnUr0m21+jcnuJVe1jgtmLsvpAsvUzkNBaDaZ2FhYZbOprLPHMHbJWLKb0MgGW6rJTa4b/TdWsCRmJDUqAiURSuMmjz3SQkZ7Zq5cGE63jzSY1ihTZl0j2mhSJdUazlQBzpPViVXGKdazd9KvsRCQKioqK2Lp1a8f9kpISioqKuj1eEy0Sr3xtPtw0Abt2re+p5AQHdaRZd9QIX2KEEmAiEdQWblZcTypZPezV0s5IsXqG2VprIx6XSLxQr0mRzhzhMSExvecXHskpKXjNcMN8TaqIRNw555zDypUrqaysxDRN7r//fi688MLBDksk4uprqrAZ1kritKzeVbekuhzUmOEEWJNWgEls6FUPMBHZt8baKrKAOjONcYnOXr3WEW6a7/TVRSEykfigXpMinSWFmw+nZPW89CQ9yUmN6SbNaIGmnZA9JlrhiRxwFi9ezAsvvEBlZSVz5swhLS2NTZs2sXDhQubNm8e8efMYNWoUS5cu5bjjjgNg9uzZLF68eJAjF4m8htoqhgJekkmz9+7aJsVlp87UCjCJLUqAiURQc72VAGu0u3vcrLidK90qWUn010c+MBERiT/BAKkhLwAZOcN6/DJ3opNa0ihmh5UAE5Ee68lEDMCiRYtYtGjRQIQkMmga66zdhBtt7vZixh5LcTmoob0HmBJgEhtUAikSQb7wDo7N9vRevzY5w1pWnBpowFTTYhERCV8whEyD3Nz8Hr/MneSkxgyPQ2o8LCIifdRxbePo/bVNaoJDK8Ak5igBJhJBgXAPMF9CRq9fm5Zplbdk4KGpLRjJsEREJA411+8AoI5U8jNTevy69CQn1e07b6nvioiI9FGbJ7zBlzOj169NcTmoRT3AJLYoASYSQaFws+GAq3c7QAIkuK0SyEyjEW+rP6JxiYhI/Kmt2g5AveEmrRd9Jd2JuugQEZH+C4bHkL5c26S6HNRqBZjEGCXARCLIaLF26zKTsnr/2uQhAKQZLTQ2NUU0LhERiT+eGisB1mTv3YVHpxJI9QATEZG+6ri26X0CLD3ZSW37amSV40uMUAJMJIIc4R0c25NZvZKYQTD8I9nSoAsWEZGDXXOdVQLZ5urdpIqVALNm3U0lwEREpI/srda1jS2595P7mckJu1YjN9dGMiyRPlMCTCSCEtqsQcKR2ocEmM2G17AGiVYlwEREDnr+cPPhYFLvxpT0JCc1WCvATJVAiohIHyW0NQDgSMvu9WuzUnZbAdbWCP7WSIYm0idKgIlEUFLAA4ArPbdPr28M7x7Z3kxfREQOXmazlQCzpfbuwiMlwU6d0Z4A04SKiIj0TWKgHgBXHxJgGckJeEmizbRbD6gPmMQAJcBEIigtaM2SJKfn9On17VsMB5UAExE56DnDZfX2lN5deBiGQSBcNmlrqYVQKOKxiYjIgS81aE3up2T0/tomI8kJGNR1lEHq+kYGnxJgIpHibyERHwCpWUP7dIrW9i2GNUMiInLQS2yrB8Dp7v2Fhxnu12KYIWipi2RYIiJyEGhuC5CBF4C0IXm9fr3DbiMtUTtBSmxRAkwkQkJN1i91v2knI6MPPcDY1ejY0AAhInLQSwnWA30rq09NTqbBTLbuaNZdRER6qcbrI4NGAJLcvS+BhHAj/PY+YE26vpHBpwSYSIQ01lcBUE8qmakJfTpHwGVtMdy+m6SIiBy83CGr9CQ1o/cJsMzkBKpNq6we9QETEZFeqq+vxWkEgT7ucA9kJjt3K4FUAkwGnxJgIhHSWGttV99AGi6HvU/nCCVZK8CcSoCJiBzUWvtZepKe7KSG9ll3JcBERKR3vHXWtY2PBEhI7tM5MpITqDHVA0xihxJgIhHS0mBdYLTv5Ngnydby4va+LyIicnCqra3GYVjN61P71Hx497ITXXSIiEjvNNVb1zZNdnefz6EVYBJrepUAu/baaykuLsYwDNauXdvtcQ8++CBjx45l9OjRLFq0CL/f36PnROJZm8caJFocfU+A2VOs5cVJ4S2HRUTk4OStsWbem0nE6MPMe0aykxolwEREpI98HmvsaO3HtY21AkxjkcSOXiXAzj33XFavXs2IESO6PWbLli3ccsstrFq1ik2bNrFjxw7++Mc/7vc5kXgXaLRmNdoSMvp8DkeatQKsfcthERE5ODU1WAkwr9G3mfeMZCc12npeRET6KNBojR39ubbJTE6gTrtASgzpVQJs1qxZFBQU7POYFStWMG/ePPLy8jAMg6uuuorHH398v891xefz4fF4Ot1EYlUo/Es9kJjZ53MkuK1Gx26zISIxiYhIfPI1WBurNPVx5t2adVcTfBER6RszvGtjMDGrz+fIStm9H6UmY2TwRbwHWGlpaacVYsXFxZSWlu73ua4sW7aM9PT0jlthYWGkwxWJGFtLuHF9Ut8HiaR0q89LIm3Q1hyJsETijsrtRaCtvfQkoW+TKhlJKoEU6YuNGzcyY8YMxo0bx/Tp01m3bt1ex4RCIa6//nomTJjApEmTOPHEE9m0adMgRCsSPUb7tU1y3yf3M7QjscSYmG6Cv2TJEhoaGjpuZWVlgx2SSLfad260pfRtm2CA1LQMfKYDAFMlK3KQUrm9CITCM+9+Vx8TYMmadRfpi8WLF3PllVeyYcMGbrzxRhYsWLDXMStXruR///sfH330ER9//DEnn3wyP/7xjwc+WJEocoSvbez9uLbJ3L0HWEstBAORCE2kzyKeACsqKmLr1q0d90tKSigqKtrvc11xuVy43e5ON5FYleCvB3b18eqLtKRdO6W0ejRLIgcnlduLAC1WAizUx9KTjKTdGw9rPBHpiaqqKt5//30uvvhiAM455xzKysr2Wt1lGAY+n4/W1lZM08Tj8exz3NI4I/HI5bdasjj7cW2TkeyknlSC7WkH9QGTQRbxBNg555zDypUrqaysxDRN7r//fi688ML9PicS75ID1iCRnJ7b93Mk2DsaRbbW64JFpDsqt5cDnaM1XHrSx5n39GQnteEEmNlSp1l3kR4oKysjPz8fh8NajW8YBkVFRXuNIWeeeSazZ88mLy+P/Px8XnnlFW699dZuz6txRuKNaZokha9tktL7ngDLTEkghI06M9V6QBMyMsh6lQBbvHgxBQUFlJeXM2fOHMaMGQPAwoULWblyJQCjRo1i6dKlHHfccYwZM4acnBwWL1683+dE4l1qyJrNSx+S1+dzGIaBx2ZdsPg8OyISl4jsm8rtJRYltFkJMEdq3y483IkOPLY0QqaBgWmVnohIRLz//vt8+umnbNu2je3bt3PyySdz1VVXdXu8xhmJN42+AOl4AUjJGNrn82QmOwHUB0xihqM3By9fvrzLxx944IFO9xctWsSiRYu6PHZfz4nEqzZfK6m0AJCV0/cEGECjPR2C4PeqZ4tId4qKiti8eXPH/T3L7bt7risulwuXyxW9YEX6IClceuJy5/Tp9YZhkJqUSH0ghSwarT5gqX1foSxyMCgsLKSiooJAIIDD4cA0TUpLS/caQx5++GFOOukkMjIyALj00kv5yle+0u15Nc5IvKlubCPTaAT6Pg4BJDntJDhs2pRFYkZMN8EXiRc11ZUABE2DzKy+LxMGaHZkABBqVI28SHdUbi8HutRQuKw+o+9JK2snSM26i/RUbm4u06ZN45FHHgHg6aefpqCgoKPqpd2oUaN49dVXaWtrA+D555/n8MMPH/B4RaKlutFHZngFGEl93wXSMAwyO23KorFIBpcSYCIRUFtVAYDHSMOw2ft1rlZnBqBdIOXgpXJ7OdgFgiHSTausPiWz76Un6broEOm15cuXs3z5csaNG8edd97JQw89BHQeg7797W8zcuRIJk+ezKRJk3jllVe47777BjNskYiqqfeSYvisO8l924ylXaedIDUWySDrVQmkiHTNW2f162qyp9P3ORKLPyEDAJv6tchBSuX2crCra2y1yhYBd1bfy+qtFWDWxiraeUukZ8aPH89bb7211+O7j0Eul4s//elPAxmWyIDy1FrXNkFs2F3p/TpXZnKCeoBJzNAKMJEIaK6vAnat3uqPQHjL+44dwERE5KBSX1eN3TABsKf0feY9IzlBJZAiItJrrQ1WAqzFkQ62/qUMMlN2X42sChcZXEqAiUSAz2P9Mg+4Mvp9LjPJuthxtikBJiJyMPLWWn0lvaSA3dnn82QkO6klvAJMFx0iItJDPo81aeJL6G9tS/tkjEogJTYoASYSAaEmq7TETB7S/5OlWOdIbKvv/7lERCTutDRYq4ob7f0rO8lIUtmJiIj0XqgxPLmf2L/+X4DVBF8JMIkRSoCJREKz1a/LntL/BJgtxdpFMjlQD6bZ7/OJiEh8aQvPvLc4+pkA63TRoRVgIiLSQ+19I5P7t7s9hHuA0T4Zo7FIBpcSYCIR4PRZCTCXO6f/50qzkmh2guDz9Pt8IiISXwJe6wKhv6UnGclOatsTYNpZWEREesjRal3b2FL7P7nfqQTS3wRtTf0+p0hfKQEmEgEufwMAyen9T4Alp7hpMl3WHc2SiIgcdMzwzHuwn6Un6UlOqlHZiYiI9Jxpmh2tWFzu3H6fLzfNRROJtJJgPaDrGxlESoCJ9JO31U+6aa3UShsytN/nS0t0sNPMsO407uj3+UREJL7YWqyZdzO5fwmwzOQEas1wE/zWBgi09Tc0ERE5wHlaAqRjTe4nZfQ/AXbMqCEUD0mhWiX5EgOUABPppx0eHxk0ApAYgRJId6KDKjKsO97Kfp9PRETii7299CSlf71XMpKd1JNK0DSsB9p7uoiIiHRjZ6OPIXgBcKb1PwGW4LBxw9xDOsog66u39fucIn2lBJhIP+3wtJJlWIMEEdgFMi3Ryc72Xbsaq/p9PhERiS8JvjoAkjP6N6mSkZSAiY1alUGKiEgP7fT6yOy4tun/LpAApx2ehz/Ruk565f11ETmnSF8oASbST1X1XtxGs3Unqf+DRFqigyrTanxsagWYiMhBxTRNUgNWAiw1K79f50pLdGAY7Go+rEb4IiKyH9WNPoYY4Y24IrALJIBhGBQWFAGwbVtZRM4p0hdKgIn0U32ttUorhAFJGf0+3+4rwIJKgImIHFRqmtrIwrrwyMge1q9z2WwGQ1J2231LfVdERGQ/dnpaySRy1S3tMnOtMS3ZX0tDsz9i5xXpDSXARPqpuc4qKfE50sBm7/f5UhLsVId7gAUblAATETmYVDa0khWeeXdGoK/kqJxUagk3wlcCTERE9sPTUI3DCFl3+tmLcncJbmuzsCGGhy01TRE7r0hvKAEm0k8tDdYKsLaEzIiczzAMml3WYGNqF0gRkYPKjuoaUgyfdSel/wmwcUNTqW7vK6keYCIish+++vC1jT0FHK7InTg8pg3Bw5bqxsidV6QXlAAT6Sd/o7WrVigxMk0iAQLJ1o4rtiYlwEREDib1NRUAtBkJkJDa7/ONG5qmHmAiItJjfq81WdKWkBHZE4dXk2UbHrZUN0f23CI91OsE2MaNG5kxYwbjxo1j+vTprFu39y4ODz30EFOmTOm4ZWdnM3/+fABKSkqw2+2dnt+8eXP/P4nIIDHC28obKZGrkTdSrSXCztZaCAYidl4REYltjTVW6XuzMxMMo9/nG5ObutsukEqAiYjIvoXC1zbBpMhd2wCQYk3w5xh1bKlWCaQMDkdvX7B48WKuvPJKFixYwIoVK1iwYAHvvfdep2Muu+wyLrvsso77hx9+OBdddFHH/bS0NNauXdv3qEVihGmaOHz1YAdnauQGiQR3LsEKA7thWiUr7v7tBCYiIvHB12Ct/PW7IrOqePcVYKHGKi39FxGRfbKFVwsbEez/BYB7OAA5hoeynXWRPbdID/Xq30FVVVW8//77XHzxxQCcc845lJWVsWnTpm5f884771BVVcW8efP6F6lIDPL6ArhNq1lxQgSaFbcbkpZMDeGeLeoDJiJy0AiES09CEdp6PjvVhT9cot9e1iIi3etJtQvAJ598wuzZszn00EM59NBDeeaZZwY4UpHIC4VMnL56ABxpEU6AJWcRsls9xVpqtmGaZmTPL9IDvUqAlZWVkZ+fj8NhLRwzDIOioiJKS0u7fc2DDz7IJZdcgtPp7HisqamJ6dOnM23aNG699VaCwWCXr/X5fHg8nk43kVhS7fV1bBMcyRVg2WkJVJkZ1h0lwOQgo1J7OZi1z7zbU3Mjds60Ifmdzi0i3WuvdtmwYQM33ngjCxYs2OuY5uZmzjrrLG677TY+++wzPv30U44//viBD1Ykwupb/GRiXXO73JEbhwAwDAz3MADcbVXsbPRF9vwiPRDVlfBNTU088cQTXHHFFR2P5efns23bNt577z1efvllVq1axV133dXl65ctW0Z6enrHrbCwMJrhivTaTq+PTMNKgJEcwQRYqoudplaAycGpJxcfl112GWvXru245eXldVlq334bPXr0AH4Ckb4JhUwSWq3eKwnpQyN23pyhVtmJM9AE/taInVfkQNPTapfHHnuMY445hpkzZwJgt9vJyYlcJYDIYKlu9JEVvraxp0Z4BRhghMsg841aStQIXwZBrxJghYWFVFRUEAhYTblN06S0tJSioqIuj3/qqac47LDDmDBhQsdjLpeL3Fwrm5yVlcXll1/OqlWrunz9kiVLaGho6LiVlZX1JlyRqKtubCPTCG/jmxy5XSBzUl1UmZnWHa8SYHLwGIxSe602llhR29xGBg0AJGdGLgFWNCyfNtNu3dEqMJFu9bTaZf369bhcLs444wymTJnCN7/5TXbu7L7EWOOMxIvapjaywivAIjm53yG8AizPqGFLdWPkzy+yH71KgOXm5jJt2jQeeeQRAJ5++mkKCgoYM2ZMl8c/+OCDnVZ/gXVx4/f7AWsweOaZZ5g6dWqXr3e5XLjd7k43kVhS3eiLyiCRnepip3qAyUFooEvtQauNJXZU1LcyJDymONIiV3oyZmjabjtBqg+YSH8FAgFefvllli9fzpo1axg+fDhXX311t8drnJF4UdfU1rECjAj1ouwknADLN2r5UjtByiDodQnk8uXLWb58OePGjePOO+/koYceAmDhwoWsXLmy47gvvviCtWvXcsEFF3R6/erVq5k6dSqTJ09m2rRp5OXlcdNNN/XzY4gMjupGH7lGvXUnNXKz9bv3ADO9lRE7r8iBpr+l9qDVxhI7KhpaGGKEJ1VSIldONW5oWkdZva+uImLnFTnQ9LTapaioiBNPPJHhw4djGAYXX3wxb7/9drfn1Tgj8aK2OcorwNILAMgzailRAkwGgaO3Lxg/fjxvvfXWXo8/8MADex3n9Xr3Om7+/PkdjYpF4l1DfR0pRriBYwQTYENSXOwMJ8ACnkqc+z5c5ICx+8WHw+GIWKn9Y489xg033NDlOVwuFy6XK/IfRqSXKj2tTOxIgEVu5j071cWntmyghOrtWxh+WMROLXJA2b3aZcGCBd1Wu5x//vk8+OCDeDwe3G43L774IpMnT+72vBpnJF7UN/t3tXeJ4DjUYbcVYFuUAJNBENUm+CIHuoDHmkn325PBlRqx8yY4bDQnWIOOqR5gchAZ6FJ7kViyva6FIeEeYJEuPQmk5AFQU7EloucVOdD0pNqlqKiIH//4x8yYMYNJkybx6quvcv/99w9m2CIR0eBtJM1ose5EsQdYvlHD1ppmTNOM/HuI7EOvV4CJyC7tyam2pNyIr9IKpuRAE9ibq8A0wTAi/A4isWn58uUsWLCAO+64A7fb3eniY968eR3N7ttL7V988cVOr1+9ejU/+clPsNvtBAIBTjrpJJXaS1yor6smwQj3q4vwzHtydhE0QXO1Sq9E9qWn1S6XXHIJl1xyyUCFJTIg/B6rT2TQcGBPTI/8G4R3gcyhgWCgDU9LgPRk1brIwFECTKQfHM3WIBFKiVyz4na21DwrARZsBZ8HojEIicQgldrLwaq53ppU8TtScDqTInrunOGjYCsY3gpM08TQpIqIiOwh1FgFQFtCJknRGCeSs8HmxBbyk0s9O7ytSoDJgFIJpEgfmaaJq9UaJOzuvIifPy09Ha8ZvgBSGaSIyAHPbAzPvCdGvuykqNgqI84KVlNe1xLx84uISPxzNIcnYpIj19u4E5sN3PmA1Qh/h6c1Ou8j0g0lwET6yOsLMMSsAyAhIz/i589JdbHdDF8ENZRG/PwiIhJbbM3V1v9EofGwK2vXzlvvb62N+PlFRCT+tU/uhyK4udde3NZ4lG/UUuXxRe99RLqgBJhIH1V7feQYVrNiRxRWgGWnJrDFDCfWajZH/PwiIhI7WtqCJAesSRV7WuTL6kmzxpM0o4WPNpVH/vwiIhL3Un3WSmSbO/KT+x3CjfDzjBp2eLUCTAaWEmAifbTT6yMX62KFtGgkwFxsMcPnrdkU8fOLiEjsqG70MQQPAI5oJMBcqfidbgDKSjSmiIhIZ22BEBnBGgCcGcOj90YdO0FqBZgMPCXARPqourGtYwUYqZG/WMlOdfFl+wqw6o0RP7+IiMSOKq+PIYaVADOiUAIJYIQvOnx15dQ1tUXlPUREJD7VN7cx1KgHwJUZzQSYde58o4YqrQCTAaYEmEgfVTf6yAkPEqRGYQVYmostofYVYCqBFBE5kFU3+shun1RJyYnKezgydl10rCmri8p7iIhIfKptbmOoYY0NA1ECmW/UskMrwGSAKQEm0kc1DU1kh2fro1MCuasHmNlQBn7t2iUicqDa6d1VAhmtBFj7RcdQ6iipbo7Oe4iISFyqbdqVAIvGtU2H8Aow7QIpg0EJMJE+am2oBCBo2CEpK+Lnz051UYMbj5mMgQm1WyL+HiIiEht27raxCqnRSoC1rwCrpbRWCTAREdml3tu8ayImPGESFRlFAORRh8frwTTN6L2XyB6UABPpo6CnAgBfwhCwRf5HKdFpJ83l5Es1whcROeBVN/rIM2qtO+4o9V4Jl7TkKQEmIiJ7aKmrwGaYBHBEZXK/Q0o2ZnI2NsNkRLCMhhZ/9N5LZA9KgIn0VWMVAP7kKM3UA6NyU/nSDM/AKAEmInLA8jbUkmaES93TotR7RSvARESkG4H67QB4ndGZ3O9gGBhDDwPgEFup+oDJgFICTKSPnM1WAiwaDfDbnXJIrhrhi4gcBEyPdeHhd7rBlRqdN2nvAWbUUlbbTCikshMREbGYXqu6pdkVvcn9Du0JMKNMO0HKgFICTKQPgiGTxNadADjSo7dLyqmHDe1ohB+s3hi19xERkcHlbLIuPPyp0d95a4jhhUArOxs16y4iIhZ7k9XfuC0pN/pv1pEA0wowGVhKgIn0QZW3lSHUA5CUGb2LlfFD02h2FwMQ2KkEmIjIgcg0TZJarASYEa3+XwCJGeBIAmCoUcfWGpVBioiIxdViVbcEU6K4A2S73UsgG7TTvQwcJcBE+mBbXQu5Rj0ANnf0BgnDMBh7yBQAXL5aaKmL2nuJiMjgaGoLkh2sAcCZWRC9NzKMjlVgeagPmIiI7JLss6pbSBuABFjOIYSwMcTw0lJXEf33EwlzDHYAIvFoW30LheEEGKlD+3SOYCjIJ9WfUOYto7a1liRHEkXuIg7JPISMxIyO42ZPHEnlmkzyjDoCVRtwjDi6/x9ARERixk7vrh0gHRlRTIABpBdA7WZG2HYoASYiIh3S/NUAODKG9en1X9R+wXObnmN9zXo2N2wm1ZnK0OShHDvsWL425msMTdntmsmZhDe5iPTmEhJq1gOzIvAJRPav1wmwjRs3cumll1JdXU16ejp/+ctfOOywwzod89prr3Haaacxfvz4jsfeeustkpKsZfcPPvggd955J6FQiJNOOol7770Xp9PZz48iMnDK61o4oiMB1rtZkjJvGX/59C+8XPoyta21ez3vMBzMLJjJuWPPZVbBLKYXZ7LaGEUeH/Deyys45vKjMAwjAp9CRERiwU6vj/xwAqx9hVbU5B4KW15nrLGNz5QAExGRsMxgDRiQmNm7UvwvG77kt+//ltfKX+v0eIOvgW2N2/iw6kPu++g+zhp9Fj+Y/gPcCW4AWjLHk95cgtujNi8ycHpdArl48WKuvPJKNmzYwI033siCBQu6PG78+PGsXbu249ae/NqyZQu33HILq1atYtOmTezYsYM//vGP/foQIgNtR20DeYQvVtJ7NlvvbfNyxzt3MO+5efxtw9+oba3FneDm6LyjOW3kacwqmEVRWhEBM8BrZa9xzavXcMW/r2Bzw0bMCV8DIGfr89z07CcEtXOXHMA2btzIjBkzGDduHNOnT2fdunV7HfPaa6+RlJTElClTOm4tLbt6SDz44IOMHTuW0aNHs2jRIvx+/0B+BJFeqW7ctQJsQBJgwHijTCvARLrQkzGonWmanHTSSWRkZAxcgCJR0OoPkoPVaiUlu7BHrzFNk+c2PceFz1/Ia+WvYWAwp3gOd8y8g6fOfIqHT3uYpTOWcsTQIwiZIZ7d9Cxfe+5r/G/b/wAI5lqLaIa2bIrOhxLpQq9WgFVVVfH+++/z73//G4BzzjmHa665hk2bNjFmzJgenWPFihXMmzePvDxr1cxVV13FHXfcwbe//e29jvX5fPh8u3aF8Hg8vQlXJGoC1ZtxGCHaHKkk9KBOfm3VWm5840a2N1nb3M8YNoNLJ1zK9PzpOG2dVz9uqtvEs5ue5ckvnuS9yve44PkL+O6kxbR97mIM21n73ir+kpvGFTNHRuWziQy29omWBQsWsGLFChYsWMB7772313HtEy17ap9o+fDDDxk6dChnnXUWf/zjH7scZ0RiwU6vj+MMqwdYTydV+ix3AgDjbOVKgIl0oadjEMBvf/tbRo8ezYcffjjAUYpEVp3HQ77RCEBq9v7HoWAoyO3v3M5TG54C4Oj8o7np6JsYmd75+mRq7lTmj53Pmqo1/OR/P6HEU8K3XvkWNx19EycNnwhrYESgBNM0VeEiA6JXK8DKysrIz8/H4bDyZoZhUFRURGlp6V7Hbt68mWnTpjF9+nTuvffejsdLS0sZMWJEx/3i4uIuXw+wbNky0tPTO26FhT3LRotEm6t+MwCt6aOtpsL78Ohnj3LpPy9le9N2hqcO54+n/pHlpy5nxvAZeyW/AMZkjuGH03/IyrNXckrRKQTNIL/56F6uHzmWRsPgTPtb3P3yBuqa2qLy2UQGU/tEy8UXXwxYEy1lZWVs2tTz2cHdJ1oMw+Cqq67i8ccfj1bIIv1WX19HuhFORkV7BVjOIQDkG7X4vDU0twWi+34icaQ3Y9C6det47rnn+NGPfrTf8/p8PjweT6ebSCzx7iwHoJUEjKSMfR7rD/lZsnoJT214Cpth4ztTv8PyU5bvlfza3dTcqTx15lOcPeZsQmaIn7/9cx7zrccERlPOtmpt9CUDIyq7QE6bNo3y8nI+/PBDnn32We6//37+9re/9fo8S5YsoaGhoeNWVlYWhWhFesc0TTKatgBgZI/t9rhgKMid797Jne/eScgMcfqo01lx5gqOHXZsj95nWOowfjP7N9xyzC0k2BJ4PeThsvyhzE58B0+rn7tfUb28HHgGeqIFdGEigy9QZ114+Owp4EqL7psluiHdmlAcZ5RTVqvt50Xa9XQM8vv9LFq0iOXLl2O32/d7Xk3qS6xrrraus2ttWfuc3A+Ggtz4xo28tOUlHIaDX8z6BVdOuhK7bf8/B4mORG6dcStXT74agD9tepLfZeTjMgLsfOfJyHwQkf3oVQKssLCQiooKAgFrttA0TUpLSykqKup0nNvtJj09HYCCggK+/vWvs2rVKgCKiorYunVrx7ElJSV7vb6dy+XC7XZ3uokMtvpmP4XmNgAS8w/t8phAKMCS1Ut49LNHAfjeEd9j2cxlpCak9uq9DMPg/PHn8/BpD5OVmMXnrgS+l+fgKNdbPPL2Vr7c2di/DyMSpyI10QK6MJHBZ3qsMaU1aQC2noddfcBUBinSJ0uXLmX+/PkcemjX/w7ckyb1JdYFqjYAUJ3QffmjaZrc9s5t/Gfrf3DanNx90t3MLZ7bq/cxDINvTfkWPzjyBwD8OdPJY2mp5Hz2SN+DF+mFXiXAcnNzmTZtGo88Yv0FffrppykoKNir/1dFRQWhUAgAr9fL888/z9SpUwFrKfHKlSuprKzENE3uv/9+Lrzwwkh8FpEBsa2+hdGG1cvLOXT8Xs/7Q35+tOpHHTMjv5z1Sy4//PJ+1bUfln0Yj5z2CIW2JLY5HdQVPUuBYz3/+Kiiz+cUiUUDPdECujCRwedosn6XB1LyB+YNwwmwcWqEL9JJT8eg119/nXvuuYfi4mJmzpyJx+OhuLiYnTt3dnleTepLrHPUWAmwuuTuyxjv++g+VmxYgYHBL2b9glkFs/r8fpcedilXTb4KgDuHZLI5tAkqPu7z+UR6qtclkMuXL2f58uWMGzeOO++8k4ceegiAhQsXsnLlSsBKjE2cOJHJkydzzDHHcOqpp3LZZZcBMGrUKJYuXcpxxx3HmDFjyMnJYfHixRH8SCLRVV7b3JEAI3tcp+eCoSA3rbqJf5X8C4fNwW9m/4bTRp4WkfctdBfy8LwVFJt2Kh127EUPUbb9g4icWyRWDMZEiy5MZDCZpomruRIAIz3K/b/ahRvhj7eVU1GvEkiRdj0dg1atWsXWrVspKSlh9erVuN1uSkpKyMnJGYywRfotxbNbf+MuvLTlJe776D4Abj7mZk4dcWq/3/Nbk7/FnKKzMQ2DG3Oz2fjW3f0+p8j+9GoXSLB23Xrrrbf2evyBBx7o+P9rrrmGa665pttzLFq0iEWLFvX2rUViQt2OraQarQSxY88a1fG4aZrc/s7tvFRirfz67ezfMrtwdkTfOzu9iAfPeJIFK8+lzGljXdvt1NcfQ0ZGcUTfR2QwLV++nAULFnDHHXfgdrs7TbTMmzePefPm8fTTT3PffffhcDgIBAKcd955XU60AMyePVsTLRKztje04m7bCQ5w547Y/wsiYbcVYP+nBJhIJz0Zg0QONFktXwIQyt67umVd9Tpu+d8tACw4bAHnjz8/Iu9pGAZ3HH8Lbz74Nt7ESr5b+xaPV39BehcxiERKrxNgIge7wI7PAahPLGCIfdcujvesuYenNjyFgcGy45dFPPnVLjd7PEuPvo8b315MudPGNc+dw58ueJmkpMyovJ/IQNNEixxM1pbWk2fUAuDIHKD+c9njMLGRZTTSVLcdOGJg3lckDvRkDNpdcXEx9fX1UY5KJIp8jQwJVAGQkHdIp6dqW2v57n+/iy/o4/jhx3PdtOsi+tYJjgRGOW9km/97lDnt/PAfF3HvxatwOJMi+j4i7aKyC6TIgcxRZ22F3ZS2a/XXig0r+NMnfwLglmNvYe7I3jWE7K1J44/FVvYN0oIhPjLauOGp0wn4W6P6niIiEnlry+rIDyfAcA8fmDd1JtGWXgxAWsOGgXlPERGJTTXWzvI7TTcZ2bt6UQZDQW544wZ2NO+g2F3ML2b9oke7PfbWUSNG4C//Bokhk7dsPn7znPqDS/QoASbSS2ne8BLhIVY/iP9t+x+3vX0bAFdNvorzxp0X9RhcDjttyTPIKj8dV8jkNdPLbSvmYYZ7IomISHz4qLSWEYbVA4yM7jdr6IkmfxMf7fyI18pe418l/+L1stfZULeBZn8Xje6HHg7AYa1raAto7BAROViZVVZ1y2ZzOEPdro7H/7D2D7xT8Q5JjiR+O/u3pCWkReX9pxRmUN46iYn1MwH4v+YveX7VrVF5LxGVQIr0Uo6vFLCWCH9R+wXff/37BM0gZ446k29N/taAxTEyO4XXN5zA99McPNC4kqfbKsj9+0V862uPD1gMIiLSd/5giPptG0hx+AjZE7Ht1leyJ0zTZH3Nev699d/8t+y/bGnY0uVxDsPBpJxJzBw+kzNHn0leSh4JU8+HDSs5z/4aO2obKMxVGb2IyMGoteIzkoCNoeFMTbMSYG+Uv9FR3fLTY3/KmMwx+zhD/0wuzADg1R1nsjB7O0+GtnDrpr9xSOHxjCk+MWrvKwcnrQAT6QVPq58icxsAvtxhfOuVb9Hkb2J63nSWzliKYRgDFsuonBQrpqSLuWnYKQDc5/mUv7/6owGLQURE+u6LSi+jQyUAGEMPBXvP5iVDZoh/l/ybi1+8mAtfuJA/f/rnjuRXblIuE7MnMi13GodmHYo7wU3ADPBh1Yf8vzX/jzlPz+E7r36HT7MK2WkMYYjhxffxs9H6iCIiEuPa+xtvdxbhctgp95bzo1XW9cSF4y/k9FGnR/X905OcnDnZ2gX5kc8u5wi/kxabwff+ex2NTVVRfW85+GgFmEgvlG9YywSjlgbDzg83/omq5ipGpo/kt7N/i3O3hvgDYVS2lQDbUt3ETZf+joqnz+WBxi/4WenzDP1gJMccoV3vRERi2Zqyeg6xWauKjXBJ4v68V/kev3rvV3xW+xkATpuTk4pO4pQRp3B03tFkJu69kqvMW8Zb29/ipS0v8f6O93mt7DVeK3uN8flF3FXVQMb6/4NTLo/UxxIRkThir7F6QdYnj8QX9HH9a9fjbfMyKXsSP5z+wwGJ4TfnT8ZhM3h2zTbWbbmK3FF3U+KAnzx3AXd9/RUMm9btSGTob5JIL9jWPkoAuDpvFF/UbyIrMYt7T76XdFf6gMcyMjsVgC93NgHwnbOf4DR7FgHD4PqP72Hz5v8MeEwiItJza0vrmWBYCTD2kwCrba3lxjdu5PJ/Xc5ntZ+R6kxl8aTF/Pvcf/PrE37N3OK5XSa/AArTCjl//Pk8NPch/n7235k3eh42w8YXrhrmD8/nb6HNtG3/MNIfT0REYl3AR2KjNQ41pY9h2TvL+Kz2MzJcGdw1+y4S7AkDEobTbuOu8yazcOZIdgaHk7rtqzhMk/8Eqvm//3x3QGKQg4MSYCI9FfQzvPTv3DEkk08SfSTaE/n9Sb+nIK1gUMJpL4EsrW3GHwxhszv4+bkrmWom4LUZfOv166ne+dmgxCYiIvu3tqyOQ21brTt53SfAXil9hbOfO5sXt7yIzbBx4fgLeWH+C1wz9Rqyk7J79Z6j0kdx+8zbefasZxmWMJk2m8F9mel846VL+PIzlUKKiBxUajZjM4N4zCSqUzfz9ManMTD4xaxfkJeSN6Ch2GwGN51+KD867RA+ap7N1J0jAfhNxX/5YN2TAxqLHLiUABPpqU0v81SKn6fcaYDBnbPuZGLOxEELJ8+dSKLTRiBkUlZr7fDlSkzn7nl/Y0QQttvhmue/TnNz9aDFKCIiXWv1B9lZXUWBEf4dPfSwvY5pC7Zx57t3ct1/r6POV8fYzLE8+tVHuemYm8hKzOrX+49KH8Wlo24nsfwM3EH4wmHjgrdv5pEXvqMdhUVEDhbh1b+vOvNZ7/8LAFdPuZoZw2YMSjiGYXDVCaO55sQx/LdmEUc1JRI0DH747m1U124clJjkwKIEmEgP/fP93/PbLKu85Oujr+HkopMHNR6bzegog/zHRxXc88pGyuuaycwazb2n3EdGyGSdLciNK+YRDLQNaqwiItJZWW0zh2CVnZjpBZDUuXyx1FPKxS9ezKOfPQrAgsMW8OTpT3J4ds96hfXE8Mxkdnpnkum5hYn+JFptNn5R/RrXP34SDWo8LCJy4Pv4b3gNg18OtROkjeOGHcfiSYPfR3jR8aNITkjg3bJrGRkw2WmDG/5xEQFd00g/KQEm0gMffvQwP/ZbZSrJtZO5euqCwQ0orL0R/m9f3sBd/9nAtx9bg2maFBXN5J4jf0SCafKa6eVXz5wzyJGKiMjutlQ3ddsA/98l/+b858/v6MPyh5P/wPeP/H7EN1sZlp4IwNa6dL6o+DlTdo7AYZq8HKjhwqdOZVPp6oi+n4iIxJCGbZhb3uAnOUPwJvjISMhh2fHLsBmDnyJIT3Zy8TEj8JpZ5DVfQXIoxHu0cM8/Lhns0CTODf7fbpEYV1LyOtd++Ev8hsGERheBpm+SmTIwDSH35+hRVglMSoIdl8PGR2X1PP9xBQBTJl7M7aPOB+DRlhIeeemqQYtTREQ6K6lp4tA9GuCHzBC/X/N7vv/692nyNzEtdxpPnfkUswpmRSWG/IwkALy+ADVNAd6t/zbFW08jzx+k3Ahx0StX8cp790TlvUVEZJB9uoKH3am8nJKMadq5btJt3W6mMhiumDmSBIeNf28bx7eHnA7Anz3reeXtuwY5MolnSoCJ7ENt7SaufvUaGmwGhwTsfFT+A8blugc7rA4XHT2Cf153PO/ffCrfmj0GgF/+63N8gSAAc2f9hO9lTbce37GaV9/85aDFKiIiu2ypbu7UAL/Z38z1r13P8o+XA3DJhEt4cM6DUW1CnOpy4E50dNw/78gCDpn4TZpKruGwFmi2GVy3/o/c9/xlhELBqMUhIiID74NPHuW3WRkA+HacwbHDpw5uQHvIdSfytSnDAVjvv5hLEosAuPmzhygte3MwQ5M4pgSYSDdaW+r4zt/Pp9wOw4NwxJBltJppjB2aOtihdbDbDA7Jc5OUYGfRrJHkprkoq23h/97a2nHMZac/wDkJwzANgxu+eJhP1j81iBGLiAhAzY7tHGqUAbAtbSgXv3Qxr5S+gtPm5OfH/Zwbpt+Aw+bYz1n6b1h4FRjA2VOG89MzJzC8YAprSn7KcR5rwufemvf5/mMn0tykTVVERA4E1SVv8EOnl6BhQMNh+OuOISfNNdhh7eWsKcMA+Oe6Sq6Z9wRTQw4abQbfe/lqWlrqBjk6iUdKgIl0IRQM8OMVZ/KxzY87ZHLviXezqcHaan5sbuwkwHaXnODg+18ZB8Ddr2ykutFnPWEY1ISWcmiTA5/N4Jq3l1Je/vYgRioiItOrn8Zl+Fmdewhff/NHbKzbyJDEIfx5zp85e8zZAxZHewJseEYS04oySXTaeeCb0xkxNId/blvCiQ0TcZomLwfruOhvJ1OmWXcRkbjW1trAdf+9lp0OB8W48FacT3aqC6c99lIDR43MIjs1gfpmP++WtvDD4+4nMxhigy3Ebc+eq12Lpddi72+5yCAzQyHueOpM/hNqwGma3D31B4waeRIbqxoBGJObNsgRdu/cIwo5fLgbb2uAX/7zcwAeeXsr//ikhnXlP2CED2rtBt/695W898VHvLlJs/kiIgOtpcnL/MCL/C0tlWtSWqnz1XFo1qE8ccYTTMmdMqCxjM+zxrRzjijAZjMAq/nwXy8/iqwUFyu3X8Q5jkvIDppssoX4+stX8vYHywc0RhER6Z1XP9/Bkmc+pskX6PS4GQqx9Jlz+MgWJC1kctm4n4PpIjctcZAi3TeH3cbcw61WAE9/uI0fvOAjY9tXsJkmK/1VPPWf6wY3QIk7SoCJ7OH3f/86T/rKMUyTO0adx5FTFtDSFqS0thkgpkog92S3GSydZzVT/tv75Sx46F1+unIdAOcfO4XqsqvIDoTYYje57bWLWfzQP/mswjOYIYuIHHRq3voz92c7+Hl2FkFCzC2ey19P+2tU+31151uzR3PfRdP4zkljOj2en57EXedNBuBPnx7OFSN/w+EhBw02g6s+uYdHX/qWZt5FRGLQ2rJ6rvq/D3n83TL+9n5Zp+ce/te3Wenfgc00+fWkb9MQOgSAgsykrk4VE06faJVB/uOj7Xyxw8vHTacwqXoEAMsqXuWtD+4fzPAkzvQ6AbZx40ZmzJjBuHHjmD59OuvWrdvrmFdffZWjjjqKCRMmcNhhh3HDDTcQCv8jqaSkBLvdzpQpUzpumzdv7v8nEYmAh1+8kj961gNwc/7JzJ31UwDeK6nFNCE/PZEhMbIDZHeOGJHJOdMKAHjti52ETPj6UYX85IwJHDVhBqHSS0gPhvgyEcYV/Jon314/yBGLiBw86qo3cPOWP/GE21p5de3Ua/nlrF+S5Bici4+0RCenTczvsvTlxENyufy4kQDc/C8/G0pvYZY/g6BhcGfVKpY+ORe/r2mgQxaJqv5e64gMpupGH1c/8gFtQevv47/WVXY898Z79/CbHasA+GH2Mcw44mo2dVS4xO4E/1Ejszr1Jzt7yjBWVV/FlMYUAobB9z/+PV9ueWUQI5R40usE2OLFi7nyyivZsGEDN954IwsWLNjrmMzMTJ544gnWr1/PBx98wJtvvsnDDz/c8XxaWhpr167tuI0ePbpfH0Kkr1ragrzwcQXeVj/PvXIjv9r5FgDXZk7l/Dl3dxz3xoadAMwam4NhGIMSa28s+eohnDg+hwunF/Lv781i2fxJGIbB4hNGsdU3keSyc0gOhdiQHOSLim/T2Nw42CGLdNBEixyovtj4Il9fOZ8PEgySQiZT7VezaNKimB5XbjxtPIuOH0l2qouaFhcvbLqBC+yTsJkmT7dVcMXjs6iu/nywwxSJmEhc64gMllue+5SKhlaGh/s7vrullppGH19ueYUbP11OyDA4x5nLRV/9I0BHAizWK1zOPcKa3P/W7NHcdf4UJg7P5J3yHzChzY7XZvDt/15Hbe2mQY5U4kGvEmBVVVW8//77XHzxxQCcc845lJWVsWlT579sU6dOZdSoUQAkJiYyZcoUSkpKeh2cz+fD4/F0uolE0vI3NvPtxz7kh3+8lp+WvQDAN5NHsfCMv3Q67o2NVgLs+HHZAx1in2SnunjosqO485xJjBu6q2fZYcPSue3sw5k/+1Lunnw9rpDJpylt/PjJ0wgFA/s4o8jA0USLxKNQyOSDrXU0NPu7fP6fq+/g4tU3sM1ukB8wcZZcwtShpwxwlL3ncti56fQJvPPjk/neKeMAG3/97CJ+POybpIVM1hhtfH3luaz//LnBDlWk36J1raNrGhkIpmmyOtzf9/99fSqHDXMTMuGl997gqv9+l0abwTQzgZvO+TuGzUoDdKwAy4ndHscA1586jpe+ezw/nDMeu83gxrmH0GYmUVFxHQVBKLfDdSsvoM3nHexQJcb1KgFWVlZGfn4+Doe1LbdhGBQVFVFaWtrtayorK1mxYgVnnHFGx2NNTU1Mnz6dadOmceuttxIMBrt87bJly0hPT++4FRYW9iZckf367+dVTHc/zdvuVYQMgzMdufzgnGc7BgWAioYWNuxoxGbAzDHxkQDbl4uPGcFVJ4zmmGlXcF7iWThMk//a6rnlyTkEA22DHZ4c5AZ6ogV0YSKR8di7pZxz35tMv/1lvvXoB5TXWX0jgwE/v3vmfH64+XFabQYzzESGtt3GNt/hjMxOGeSoe85uM7j25DF8dWIe/qDJr96dxm+O+BUjglBpN/jmWzfz84ev44WPKzBNc7DDFemTSF3r7EnXNDIQapra8LYGMAw4bJibOYflkWbbyZObr6fCblAchN/OexKny1rtVdvURk2T9W//0bmxPR457TYOzXd3rJg+dvQQctNclDbnsGj00o4JmZufOkOT+rJPUW2C7/F4OPPMM7nhhhs48sgjAcjPz2fbtm289957vPzyy6xatYq77rqry9cvWbKEhoaGjltZWVmXx4n0RUOLH5f3z2wc9i5Bw2CyJ4U1VT+mttlPWyDECx9XsKW6iVUbrJmUSQUZZCTHdv+v3rr4tJsZW3EU9vBOKjf3MAnmbfXrAkeiYqAnWkAXJhIZL31aAUBbMMSLn1Ry3RNr8XjKueaxWTzo/QyABcmj+MNFb/BFrXXxURxHCTCwfh5/de5kDslLo7rRxw//6WJ8wq84tMmBz2bwN/MVnnzlEv7zaflghyoyILq61umKrmlkIHy50+rJODwjiUSnnZPGJjK26LeUOCEnaHL/nAfJytq14Un76q/hGUkkJzgGJea+stsMzpxsNcd/dVsxv5n0HRymyUvBWm576gz8fisJ1tDiZ/nrm3n4rRJduwjQywRYYWEhFRUVBALWXyjTNCktLaWoqGivY71eL3PnzuWss87i+uuv73jc5XKRm5sLQFZWFpdffjmrVq3q8v1cLhdut7vTTSRSnvjXzWzIt5Jfp9my2djwUz7b0cr5y9/iK799nW8/9iFn3rOav75VAsCscTmDG3AUDM9IwpW7mLHbj8ZhmjwfqGbJE6cS8LfudWxbIMSv/vU5J9/1GhN/9m9+tnLvvkwiA62/Ey2gCxPpv5a2IO+V1AFw94VTsNsMair/yzdWnMZqsxFXyGRZ0Vl8/7y/0xx0UOX1ATBySHwlwABSXA4evuIoRgxJpqy2hac/DbKmfClf8Q8HYE3WDv7y5lnqxSJxKRLXOl3RNY0MhC3VVkJrVE4qAX8ry1+7gI1JIVKDIS7Jv4Hhw4/qdHw8NMDfl7OmWAmwlz/bweGHX8GyUedhmCZP+bax6A9zOP/+t5h556sse+lzfvL3dZ02BJCDV68SYLm5uUybNo1HHnkEgKeffpqCggLGjOm8dXZjYyNz585l7ty53HzzzZ2eq6qqwu+3+mP4fD6eeeYZpk6d2p/PINJrL7z2E+6rf4GgYTCzLYNlX/8Xjy8+nqFuF5t3NlFS04zDZtDoC7Buu1UONWts/Jc/duXsKcN5zzOfI+pmdcycXP7ACXxSuqPTcfe9tpk//Hczm8OzS/9QmYtEwUBPtLQfrwsT6Y93S2ppC4QYlp7IvMnD+NqIp/EWP85WO+QFTR4+9uecceJtAHxUVg9YW86nJzsHMeq+y01L5JErjmZ4RhJpiQ4eWHAsdy38Jz8e+lVcIZNPEv2c/9zZrP30scEOVaRXInGtIzJY2leAjcpK4GdPncFrppcE02RI+Wnc834+tU2dqzw6GuDHaQJs4vB0RmWn0OoP8Z/1lcyd9VMucBwLwAeZVbgab8PrC5ARHmt/tnI9jT6VRx7sel0CuXz5cpYvX864ceO48847eeihhwBYuHAhK1euBODuu+/m3Xff5ZlnnunYgev2228HYPXq1UydOpXJkyczbdo08vLyuOmmmyL4kUT27eEXr+RHW58Nlz2mcubRj2B3JDAqJ5UnrzyWUycM5XunjOO9m07htMPzAEhPcjKlMGNwA4+Srxw2FJfDxss7Tuc7Q87BYZqsSW7mzpe+SnNjFQDBkMnf3rdWxVx3ylhcDhu1TW0dyTCRSNFEi8SjVe07BY9K4CePn8q/Et/FZzOY0Ozg/854mgmHfK3j2A+31gMwrShzMEKNmMKsZF75/gm8++NTOCG8Qvrrc3/BzODVDGsz2WE3uOz9O3j0pavZVtvEH/67iZpG3yBHLbJ//b3WERksX1Y3YSNATe13+Lt/BzbT5I7RF+FPm0dtUxu3Pb++0/Ebq6yG8fG6AswwDOaFV4E9+nYppmnySuVFTN45EoC1OaVcN+0Z3vrRyYwYkkylp5Xf/HvDYIYsMcAw42gJh8fjIT09nYaGBs3QS6+FggF+9+x5PNRklWVMrcti9Y7rWXPLV7udhQ+GTB57t5TROSnMGH1grgAD+PZjH/LCxxUkJ9gZ71pJ2bA38NkMDgnYuf+sv/FpbSaX/vld0pOcvPPjk7n0z+/yzpZals2fyNeP2ntljsSPWPy9+sUXX7BgwQJqampwu9089NBDTJw4kYULFzJv3jzmzZvH7bffzs9+9jMOO+ywjtedd9553HTTTTzzzDP85Cc/wW63EwgEOOmkk/j1r3+Ny+Xq0fvH4ncisW3Ob9/AV/8/0ose50uHic00md4wglcqruT/fX16R58SgEv//C6vb9jJz86cwILjRg5i1NGxemM1ix/6F1OGQlvdXAAA/ipJREFU383HqS0ATGp2sa78as6bcSw3nT5hkCOUwaDfq53p+5DeKK9rZuFf32fu4Xlcd8q4bo875df/ZmjizXyc1oLdNPnF6AuYc/wtrC2r52v3/g/ThEcXHs1x4U29Zix7he0NrTx99bEcMSJroD5ORFU0tHDir1+j1R/isuOKeeh/JSQn2Fk8+SEeaLQSfj/IPobisXdw6Z/fxWbAP6+bxbihsb3rpfReT3+vRrUJvkis8PubufmJr3Qkvy50HM4blT/g8OFD9lmCYrcZXHLMiAM6+QVwVvjirLktyBrv6RzV8g3SgyE+dwS5ZOU5/ON/LwBw9pRhJDrtHDXSGiTf21I7aDHLgWv8+PG89dZbbNiwgffff5+JEycC8MADDzBv3jwAbrrpJvx+P2vXru24ta8mnj9/Pp9++ikfffQR69at45577ulx8kuktyrrG8kJ/I7G4kf50mEyJGjyp8nXMeHQ32Di4KkPdjWED4VM1pRavcKmjYjvFWDdOW7MEPKzC/hf2S1M3TkWp2nycbKP9FG/oezLvw52eCIicefX//qCzyu9/OXN7hu5t7Q2kZt0Ex+nteAwTX495iLmHH8LAFMKM7joaGvC+vF3rU2FGn0BtjdYPX/H5MRvMig/PYnFs0YD8ND/SgA4fWI+137tcS5PtZKFv65+m4/XXcOph+YQMuF3L2sV2MFMCTA54NXXbeHqx07gH4Gd2E2Tnxeczrrm7wK2jhmQg93s8bmkJ1mJwK9OzONnl1yPq/wyhvpDlNnhHfNXHJr0Py6Ybg2eRxZbCbB3S5QAE5GDV9WOT/nR07P5KHcjPpvBcSSz4synOGrqQs6aajWFf3tzDU3hniNfVjfiaQ2Q6LS2cz8QGYbB3RdOYVJBJm9UX0FWyXkUtpnUOmz8z/0iv/jbWbT5vIMdpohIXFi/3cPfP9oOQH2zny3Ve7cfaWmu5QdPnsInqa04TJO7xl3KKTOXdDpm/rQCAF77Yie+QJDN4f5f2amuuO1H2e6qE0aTn57Ycf/86YUYNhvfO+dpvpt1BAB/9KxnmOOn2IwAL35SybrtDYMVrgwyJcDkgPbFhue58Nl5vEMrSSGT/3foIpLyruPNzTUkOGx8Q+V7ACQ4bPxgzniOHJHJTadPIDctka/NPIv6LddS7IN6u43KEStZ9+lPAZhWlIHNgPK6FrZUN7HkmY/5wVMf8fzH2/G2+gf504iIRJcZCvHPN5Yy/8UL+cDhwxUymW9O5b5L3iI751AARmWnUJSVTFswxJuba4Bd/b8mDc/AaT9w/wl22LB0/v7t43h04dGcOfMb/Ons/3CkNwOAR1q+5LxHj+P/PXMPy1/fzMqPtqspsYhIN371r8/ZfdHXh6X1nZ7fWbWOy548iTdoJCFkcmTDqZw044d7nWdKQQY5aS4afQHe/rKWT7ZZCaB4bYC/u6QEOz867RDA6md25G4rrBee+RduGjobgGcC5Zwy8pc4aeW3/9EqsIPVgfuvLzmotfqDPPfqT7nkfz9imx0KgvDo8b/mqGnXcPsLnwFw5fGjKMxKHuRIY8clx4xgxdUzGJ6RBMC3TxzDH644l4kZ9zClOZGAYXBrxcv87PGvkEAzE4ZZqxcufuAdHn+3jBUflHPNY2v46v9bhT8YGsyPIiISNZWVa7n2kZn8cMsKGmwGI32QUnIx8078HYZt1z+rDMPgpEOs3Uhf/dzaUOTDcPnj1BEZAx73QDMMg+PGZPPdU8YyPCefpMzfMa78ODKDIb60mzzoWc7/1izkhifeYN7vV9PQoskTEZHdvf1lDf/9YicOm8FXJgwFdo0jYE30f+P5C1hnC5IRDDG07Ks4sy/u8lw2m8Eph1rnePHjCv606ksAZoU3MYl3Z00Zzl8um85DC6ZjGEan5y6cew/LRpyN3TR5y+Xh8OKlrN3wIW+FJ6fk4KIEmBxQ6pvbuOultVx176ncUvYMLTaDqX4XD5zxHKNGzeHOlz6ntLaZoW4XV88ePdjhxjTDMDh61BDuOH82Dy9+h+9mHYHNNHm6rYIFj8/m6LwdAGyrbyHBbuOio4tIdTkoq21h9abqQY5eRKR7wZDJI29v7bKUBMA0TX7690+55rEPO8oXQ8EAT/7rWs5+6WJeM704TJNvJIznsy9/htdxBFMK9+7pNXu8dWHx2hdVmKbZceES7ztA9sURI7L4wHsmh4TuYFpTCiHDYE1mNSNG30ZKy9+57ok1BENxsy+TiEhUBUMmPw/v2njhUYV8LVxWvya8AuyN/8/encfHXdX7H399Z8nMZJlJ2jRt2iTdUwp0hbKUHWQRBZQqboBFsYiiV7kqVq8/Lveq1Ot+RaRXsKKAbAVEQBHZlwItULpB9zZpmzT7zCSzz3x/f3wnaUOSNmkmTSZ5Px+PeTQzc+Y7n0w6c+b7Oed8zhu/5OpXv0ut3WBy0uBcz1I2hc5icnFej8e84DgrAfbgW9XsbgxRnJ/D5xdOHNhf5Cg6e0ZJj5MbPnr2f3PbsddRkDLZ5jEpmPK//Oax2wnHkjS2Rnlla0NHfbVQLMHdr+2iqS12NMOXo0QJMBk2IvEkX7r9Nl6ovoq3Cq0t6ec1jeGVbT/g47/fyRXLV/HH13YB8L2LZ5LncgxitNnFsNm49pI/8rvjrseXMtlgS/BU682c7LsfSPHTT87mRx+fxSdOsOoL/PWdvYc8XjAS5x8banSyIyKDYuVbe/iPxzbw7w+u7fb+VTsauXvVbp5YV8O1d6/h7fUPctWfTuKHtc/TZjOYnXLy0Bm/IFHwX8Rxc/aMMdhtRpfjnDJlNG6njRp/hMff3cfWdM2VkZkAs37nZ7Y7eLHqBxxXexYlSZN9ToNd5f8i2vZVfvTQw932C9FEkpseXscn73iNxtbo0Q5dROSoW/nWHjbuC1DgdvDND1V2bJyyvbaenz10OTe8dxchm8HJuPnzoifY2joNgCnFPS9pXDh1NHk59o4llTecM43cnJFzPnT6SV/jvnN+y5SkQYPDxuZRD7D0riWc+/MXufKuNzpmxd361Pvc/PhGblq5bpAjloGgBJgMC6lkgl8/fC07R/+BXS7wJVP8uOIzXHLG3VSM9lIXjPLW7mbycuz8+tNzuWzuhMEOOSstXPBVHrjgD8xKOWi12dg0fi0frryVsyZaIySXzrV2k/znpv2EYt3XdEmlTL549xq+fM/b/HnVrqMVuohIh6c31gLwTnULDd0kVH73wnYAih3V2KPf5PNv/zfrbHFyUybfLTmDP131OtOmXtCxtLF9WckHuZ12TkvvIvxv96/FNGHBpCLGFIy8XUmPG+/F7bR1nHjNPPZ6HvvE03zaXY7NNFlfEOHx0C18c/llPL9pB398dSf3vVHF5tog1969hgfWVLN6VzO3Pb9tcH8REZEB1hpN8D9Pbwbg386bzuh8F2O9buYU7WTmpJu5O7QV0zD4lKuM3332RQxXKe/VBACYPKbnGWAuh52zZ1hL8ycUevjMySOvFvKkSWdx7yefZmEqj5jN4NncNzl+1A8osNVzx4s7qGoM8cCaagCe2bSfbXVBtuwP8qFfvMh1f17Dlv3axCXbjZyUrwxb1dWv8t/PfZNVhMFmcELcxU8vvZsxJccBcMmc8fzh1Z1s2Ovn3y+YwdQx2V/scTBNmHASf7pyFXc+dS3Lm9fyij3Ixx+9hJuPvYazTr6R8lEeqpvC/Ou9Oi6dM77L4+99Yzdv7rR2j/zbuhoWnza5475UymTDPj+VYwtwO+1H7XcSkZEjFEt0LNM2TWtHrPbZqwDr9/h5a9t2zhxzD5tH7ebddF2vucE8zp5xC587/0IAtte3srOhDafd4IzpPe8ofPYxJTybTpTNKS/k/646caB+tSHNabcxu6yw4/P/cydPpMCbz/c/9RSf2PIE//Xy/2OdI87zuTvZ+NoljGmYy5stV5BKf1XNsduIJVPc+3oVXzpjCuPT9SpFRLJNOJakPhilfJSnS70qgIfWVNPQGmXS6FyuPnUSZirFEy/+gNqSxwjZbHiTKW6pvJIPnb4U0zS56YG3aQ7FKSvycNz4Q+8wvOTMKexoaOOmi2bgcozM79r5BaX87upXWPrHT/AP+zbWeUOMzv0phTXn8Lm77MQSB2oZ/+a5bWyuDbKtrpVtda08s2k/k4rzcNpsfOjYEr594TGD+JvIkdAMMMlaW/bu5frfXszHnr2OVYRxpUzm1lfysyte7kh+gTUC/5Wzp3H7505Q8itDHE43X77sHu45+RZrGrHd4Gub/8jX/3wal06zlp8+sLqKd6qauf/NKq666w0u+OWL/NffNrHs7+93HOet3c3UBSIA7Gpo49O/f51Lb3uVf3/o3UH5vURk+HtpSwPRg77cPp9OTgFEws388ckvMXr6j3inuJqQzcZxSQcn+T/Fy3t+wH8/m+CFzVb7Z9+z6iCeMmU0Be6et5D/8PHjGO9zc+4xJdx77ckU5eUM0G829J00aRQAp0wZxbSDdh6bUflR7rlmDTeVfITiRIo6p42NpeuYOe0/ONn3V7xuO39ZcjInTR5FLJniN89pFpiIZK8b7nubM3/6PB+//bWOGckHay/O/umTKti352W+/OdT+F7V44RsNirDNuamvseHTl8KwN2v7eLvG2px2g1++9n5h01qzSkv5O//dkbHTLCRymZ38JMvPsbdJ36fSUlodNjYXv4ik9w/oMDWxFfPsWpF/3XtPt6vDTI6L4cLjxtLyoQd9W1s3h/kt89vZ/WupkH+TaSvNANMso6ZSvHXF37Kb3f8mdp8AzCYGXJQW/NZio87n2KvRoWPluNmLuKBSedy+1Nf5M/BLbxAkJzAf3NmyXje3P4FPn57591Vtuy36t+cOLGIRMpkbXULT2+sZXJxPtf+aTWRuHVS+tT6GqqbQtqlU0Qy7plNVuLqhIlFvLW7mZe21BNobeCJV27m9/tepMFtADbKkvDVKR/j4jNuxjTsfHflOh56aw8PrdnDWZVjWPmWVeuwp+WP7YrzXbz63XO7HeUfab54+mRCsSRXndq16LJhs3Hlh5exKPQd/vLst7ir4U2qnAaMX8WxqTdpqr6CG8/7Ap++s4mH1lRz8axxnDF9eOxeJiIjx86Gto5ZwWurW7juz291Ks+SSpms3tWExwjQtO9bfHznVhKGQY5p8tncWfz2vU/jsOewfo+fSCLJj56ydrf/3sUzmVNeOFi/Vtaae/xneHDKhfzyb1fzl8hu1voC+PKXUWaey8mTPsEbu6xzl//5xGzOmzmWnQ1t1AUi3PtGFY+/u49bn3qPldcvVB+fRQyzfbuDLBAIBPD5fPj9frzeQ0/vlOFp9Tt38et3fsu7dmu79DGJFBOaFvJy46WAjZXXL+wotCtH146dz7Hspe9aS1Gx/jZTgsfTYPsi58+awsTRufxjQy21/gg/++Qc/rmplh8/9T5zynzs80eoD0Y5ZcooYokUb1e1sOTMKXzv4pmD/FsNf/pc7UqvyfBjmiY7G9oo8bo54yfP0RyKc9+1J/Mf9/+Nstz72Fm4jxa7NSm+JJ5ifuokfnzNb3E6DyThN+0LcPH/vkyO3cavPz2X6+99G4/TzuvfOw+fp+cZYHJkAv5q7n7uW/y5ZSPh9AYDFUmYEZvLk7svIUYeXz5rKh+aOZbJxXmMSs+sM02TdXv8TBydS2HuyJ1tN9Toc7UzvR4j10+ffp/fPr+dkyePoqwol5Vv72HqmDye+eZZ2GwGG/fU8sN7v0Hd6PXUOa1+6XTyWHrOzygvP40v/ekt/vXefiYUeogmkjS0xvjI7FJu+8w8JWH66U9P/YK/7P0De3Ks13FyEly1ZzJv9lf43keP69R2fyDCWT99nkg8xfKrTuDC48YNRshykN5+rioBJlnhnXX38Nt3fs0bWMvlclImJ7SV8h+f/ANJ+yj+7f53qBiVy2/04T+ozFSK51b9D/+z+V72pWdgj02afGnCuXz87B+R4yroaLu7sY2zfvpCx/VpJfk88bXTeWVrA9f+aQ0+j5PXl56HJ6d39Ql++cwWnt9cx++vPpGxXncmf61hTZ+rXek1GV5M0+Q/H9/I3at2YxhgminmeVdz/KTXeDJWSzzdZ0xImoxuOIa3Wj7NE9+4qNMSvXYX//plNtUEyHc5aI0muPKUCn74sVlH+1caUZqatnHfi//BX1o2EEgnwoqSKSb5x7K9+aPsjc3AMOC3n53PxbNKufeN3Xz/0Q047QZnzyihKNdJazTBuceMZdH8CR3fEUzT1PeFo0ifq53p9RiZkimThcueZX8gym8/O58zK4tZuOw5gpEEv/3UdIL7f8Nde5+n1mF9No1Pwk3HXMU5p3wLI12P0h+Oc8lvXqGqKQTAzFIvK68/dUTt5jiQ4vEQK5+9idtrnqc53efMSTm5pvIKzj75RuyOAwMrP3t6M7c9v40pxXn87Wunk+fq+W9gmiZ1wajOUQaQEmCS9eLRNp55/X+4Z/vjrLdbOwo6TJPj/UUYji/z68WfHNG1VIayaMTPIy98nzv3vUCd3eo8SpImnyqex+ULv09xsVUw8sO/fpn3agI4bAaPfuU0ZpX5SKZMzv7Z81Q3hfnCaZM5Zcoo9rWEea8myMzSgk5F89uteHUnt/xtEwBfPWeqClL2gT5Xu9Jrkn12NrRZSfXKMV2SGr/452b+97lt+Oz7mVX4OM2+bVS5DrSZGjFwNi5gc+xyAhH45All/PSTc7p9nj+8spP/emJTx/V/3XhWt4kyybxQax2Pvnwzd9e8TI39wN9vZtiB2TSfoGsRj//bRZz78xfY0xzu9hifOrGcScV53PXKDsqKcnnwulPJcdi45W8b2VHfxh1XntDrQRfpG32udqbX4+ip8YcpznfhtA9e6Wt/KM7+YISqxhDX/mkNhblO3vjeebgcdn722F95d/sd7CmsosFhxTgqkeJsxxy++8nb8OSO6nK8jfv8XHHHKjw5dh79ymkqGTIAAv5q7nzm69zTurVjoKwiCVdPOIdLzvh/5OYWE4jEOe/nL1IfjHL+sWO57bPzeOydvayt9uN22igvyuVzp1SQY7fxzQfW8tjafXzx9Mn8x0dmagBmACgBJlklnkx1dEzbd7/JA6/+D/+MvEdj+jaHaXJ8wMvWus8wd8ZCfvXpudolMAt0lwhzmCbnO0bz6VlfZEPbGfy/xzex9MPHcN1ZUzse9/uXdnTUNPigg9s2tEb5+4Zabv7rBlLpT7KxXhev3nQujkH8opNN9LnalV6T7BJPpjj7py+wtyXMf112HFefOqnjvgdefYtHX/4leN9jS26040usK2XyoZwxfHLWF3l0xxzuf7OaRMokx27juW+dRVlR9ycTja1RTv7xsyRSJmdWjuFPXzjpaPyKcpB4PMRLq3/DQ1sf4TWzDTP9N81LpZgTK6KuYQ57kh/mzmtO56Ut9RgGBCIJ7nx5R0c/0e6/P3Y8k0bnctVdbwLwq0/N5WPzJhztX2lE0OdqZ3o9jo7lL27n1r+/z6L5Zfz8iu4HNvoimTKx2w6fuAjHkpiYeJx2Hn5rD//5+EbaYsmO+xefPJYzxj7LI9se45VUkJRxYLB4kv8YXqm7ghXXnsvCqT3vMNzUFiPHYSP/ELOOpP8a6t/jvpdv5gH/po5ZyLkpkw+5SvhI5SdwjlrE5/7wNrFEiqJcJ82heKfHnzx5FHPLC1n+0o6O2xYvnMTH5k0gkUwxp7xwUJOzw4kSYJI1/u3+d3h5/Rrmj3mGFs9mNrsP7M41KpFikr+cMWOWcPrxJzO7zMfk4jxlzbNMLBrk6dd+wv27nmKd7UDHMCEJ5+VP46NzFnPM9Es6pneHY0l+9NQmdjeGCITjFOe7KHA7eGztPgAumTOeLbVBNu8PdhzrEyeU8ex7+2kOxfnD4hM595iuhanDsWSfRvdr/RECkTiVYwsO3zhL6XO1K70m2eVv7+7ja395BwCHzeCOy100Nz3BC7WvsyoV7Eh6AcxM2bm89AwuPvU7eH3lHbfvbQnz4Opqjhvv5YLD1PH49kPv8sg7e7nniydz6tTRA/NLSa/s2fM6j7z5Cx5r2UT9QbPCvMkUZ7vHckbZWZw65xp8vgpe3FLPNx9Yi9ftYF5FEY++s5cxBS5G5+Xwfq3Vl5wzYwwrrlFScyDoc7UzvR6ZF4zEO+3I+5tnt/LzZ7YAkO9y8M7/O/+IEw3xZIofPrGJB9fs4SefmM2lc8Z32+617Q3c+0YVz2zaTyyRojjfRUNrFIDRzgam5f4LR8H77MgL03pQIu34uAOz4VjWt15OW8KN026w7uYLNSN1CAmFGnjspZu5Z99LVB/0ZxmTNDnJPp7Ne6bxfusZeHKLueLEckxM7n29itZooqPtpXPG8/i7+zodd35FIX9YvKDXNStN0+Rv62rYUd/KdWdO1f+RgygB1pvjReIEwvEeR3q70xpNkOu0Y+tF9n8oiCaS/GNDLS9vbWDxwkkcP8GXkeNWN4V4cUs9l84dj7eb7d9TKZPbnt/G3uYwNpuBzaBjxMQ04dhx+cwbtZ6/vXM/rzdtZLsnQTJ9kmKYJjOiDqbZF3LszK9x8ZwpjM53ZSRuGXyb3n+MB975LX+P1HQUNgaYlIQzC6awcNL5zD/us91O+b71qfc6jaAAHDOugAuOG8fXzp3GrU+9zx9e3cmFx41l+VUnAlZH8cq2Bu56ZScvbK7n3GNKuPXyWYddg98+q6TGH+b+Jady0uSu8QwH+hLelV6Toy8US/Dy1gZe29bA7qYQTW0xLp0zni+ePhnDMGhui/HY2r08tnYfrZE44ws9nDG9mGtPn8KVv3uYaMuzeL3vU+NuYG9O5/65LGby4VHH8eE51zB92kX9jjWeTNESijOmQP3SUFEfaOPa3/wX3vzX2J3fRLPjwEmuzTSZg4tTfJXMKz+bOcd+AkdOUaelkrk5dkKxJHabwZvfO488l4NVOxpJJk0Kc53MryjCZjOIxJOs2t7Igsmjup11kUyZ/Pip97AZ8JWzp3WUaXhjRyO3/v19QrEED123EF/uge9N2+qCPLhmD1edMrHHZUyReBKXw5bVg3/6XO1sqLwe2+paefzdfSw5c0rWzSQ6eDZW+1L32z47j4/OHs/f19dw/b1vA9bASCJl8vCXT+XESX3/LtfcFuP6e9/i9R1NABTn5/DCt8/p8nr9de1e/u3+tR3Xi+w1TMlbTX7uFiL5zWx2HDjXAShOmlzqm8HHT/g6E8rP4Pp73uZf7x3YpXjl9Qv7HKsMPDOVYu2G+3hy0738I1yN/6BzGadpMg8Pp446llllp5HjO5vrH6imNhDhi6dP5gcfPZaH39rDL9OJ2eZQjFAsyYyxBXzlnKnYbQbzK4oYX+gBrPPpJ9fX8LsXttMWS3DxrFLeqwnwwuZ6AE6aNIo7F5/Y7bn4B23Y6+e17Q2s2+PHbjMY53NzwbFjOWHi8Dm/UQKsFz7xu9dYt8fPk18/nem9mOGxansjn//Dm3zixDJ+/PFDF73d1xKmxh9hfkXhoH1hWbenhS/8cTUNrTHAKpL41NdP71M8f3mzijd2NHLzJcdRlJdDIplixau7+Pkzm4nEU5w+rZi7v3BSl+nAz72/ny/8cU3HdQdRJrvXUpK3ATx72ONpo8nReRRmZtLOSbmz+fCCr3Hc1AX9+M0lG4RDTbz01m95etfTvJRoIXrQ/6Ec02S+kcsJhZXMnrCQ46dfgtdXjmma/O7F7ez3RzhlymhOnjK6Y+cvgM21QS781Us4bAb//bHjSaRM/rxqF1v2t3Z6bq/bwY8vn8VHZ48nFEvwh1d2Mq2kgIuOPzDz48l1NXz1PuvL0+TiPP7+b2cMqWW3kXiS372wnVOmjO7XLJSh8iV8KOnPaxKKJfjnxv0dy6gSyRTr9vqZNcE3aFPcTdPk4bf2UFzg4pwZJX167Fu7m/jt89v53sUzB6zW1T821PCNB9YSiae63PfR2aV4PU4efmsPsUSKHCPMRNc6xni2YPNU0ZQboNrZuf+xmSaVcTuTjcm8WX0Sc2Z+mF9/et6AxC5Dxw+f2MSdr+zkqpPGcenktby8/QleDmxnm73z11yHaXKsmcNE2zi27xtNbeQ4PnP2x3lyQz3r9/r59/Mr+du6fZ36jQuPG8v3Lz6Wr9//DmurW6gcm8/dXziJUp8HfzhOvsuB3Wbw8tb6juWURblOzjmmhJ0NbbxT1dJxrJ9/cg6LTigDrM/xi371ErsaQxTnu/jjNQu6DFQ+vbGWb9y/lguPG8uv0v+PE8kUz75fxwOrqynMdfLTT8zp1bKswZRNfc3WrVv5/Oc/T0NDAz6fjz/+8Y8cd9xxXdrdddddLFu2jFQqxbnnnsvtt9+O09m7HWEz+XqsrW7huyvXcVblGJb2YffsVMrkw79+mc37g1xz2iRuvqTr73g4pmly08p11Aai/PpTc49abd7/fHwjj76zl58sms3o/ByuWL4K04Q55YX89aun8dnfv85r2xv54umTqQ1EeHJdDf923nS+eX5ll2O9U9VMIJLgzOnFmCb838s7WL/Xz39echxFuU4++/s3eHNXE3k5drweJzX+CF87dxr/fsEMwKpPuOq9l7nzuSdwOvdgy/dT6wizt5uvjNNSNs7xVXJW5SJmzfwENvuBJFo0keS6P7/FC5vr+ffzK/naedMH7PWTzIhH23jtneW8uOufvBba2+Vvbpgmk1M2ptqLmFk0iSmjZzJp3AlUlC3E6cpjc22Qq+56g7pgtOMxTrvBJ08sp8Dt4J8b97Ozoa3L8+Y4bOTYbbRGExxb6uXea08+5HvvT6t28f/+urHL7fkuB6/cdE7GdkxOJFPYbcag5T6UADuMHfWtnPvzFwE6fYgdLBJP8ubOJhZMGkWOw8ZH/vdl3q8N4rAZvPbdcynpYQbJtrpWPnHHa7SE4lSOzeea0ybz0dmlnablHg2LV7zJC5vrGet14Q/HicRT3HvtyZw2ref15Aerbgpx7s9fIJ40mV3m41efmst3V67nzV1Nndp9/bzp3JjuUMxUipaWndz21IO8v28NeQUNBJx+ttsTRD7w5cyTSjE57CI3MpXvXPp1Zk47IzO/uGSdttZaXn77/1i192VeDdew3971g3Ny0uBY12imFVQwdcwsppWdyoTxJ3f68gDwsd++ytrqlk635ebYueLEcs6bWcJPn97Muj1+wCqIvGZ3E9vrrc7l4Povn/6/VR2jfQDXnTWFpR/u/RfLTEmmTNbvtYpplhS4OxJ+P/nH+/zuhe0UuB08/62zKT7CWZLZdFJytBzpaxJNJPnkHatYt8fPsstnccWJ5Vx/71s8vXE/8ysK+d2VJwzK7j/Pb67jmhWrAbjmtEksmDSKO17cjtNu4/dXn9gpiXywQCTOBb94idpAhMvnTeAXn5rbbbttda2M87mPaPZAfTDKh37xIv5wnPJRHs47ZiwzSwtoaN7L317/B17nbtw5tSRzmvG7Q+x1miS6+WJVEYcFeaXMKDqVW1+eSiA5mhyHjVgixT1fPJnTp/eu35PsFU+meP79Os6sHNNpsGLfvjW8suEe1tS9w9uxxm77l9yUyeSkA0fIgxEbRTg2nrA5nRzfPDbWJIglU+kdRA88ZpzXTWGuk/drg3zihDJ+9sk53PzXDdy9ajdOu0E8eaCxzYBJxXnsqG/jY3PHdySyfvnMFn797NaOdvkuB3/+4knMqygCrOW933hgLcl08bJnvnkm43xuPnnHqo5lm0CX2neZYpomt/79feqDUb774WP69fmVTX3Nueeey9VXX83ixYt5+OGH+clPfsLq1as7tdm5cyennXYab7/9NmPHjuWyyy7jwgsv5Ktf/WqvniNTr8eLW+r58p/fIhy36kv94oo5XD6/rFePPXj5uNtp4+XvnIvDZvD4u/v48PHjejzPOdhLW+q5+g9W0vf4CV7uvfYUfJ6BPd95a3cTi363CrBWl4zKy6H+oATCimsWcM2K1RgGvHLTuby8pZ7vPrKe+RWFPPKV0zoda/0ePx+//VUSKZMPzRyL027wrw278NiCHDc2yaxxSVZtfQ9vToAzKh3UtzawpXE/SUeEpCfBPiNByyGSz1OTBnM945g3dj4nVH6MsrJTDvm7xZMp1la3MKeskByH6kJlEzOVYnfVy7z63gO807iBDbHmbpOgYA3UFadgnJFDsS2XVMQDyXySyVzqgh6iSR+hZCGBxGgMx2g+d9pxTB07iifercFmgxvPrySaSPH5P7xJQ2uMOeWF3HftyR27UD7/fh1fve9tzplRwunTi/n+o+tJmXBm5RhOmTIKh83gL29Ws7OhrcfE8OEEI3EeW7uPU6eMYuqYfO57s4ofP/keH5s3gR8dZqLQwWr9Ef65qZaqxhDXnz21X6u+BiwBlolRkSMdMclk5/m7F7bzk3+8D8D0knyeufGsTvfXB6N86U9rWFvdwuwyHx8+vrSjPcC3LqjkhnO7ZubrghEuv/21LjsQuRw2LjxuHN88v5LJxXmd7vOH4p2mwx8snkxx92u7GOt1c8mc8Zimye9f3sH+QJQbzpnWKdu7s6GN59+v47MnVxCMJDjl1mdJpkye/9bZ/PHVndy9ajdnVY7h7l4W7b3xgbU88s7ejut2I0GBrYFxniYun+MgHt/Pqh2bsDmbcRXEaDAi7CNJqIeOoCBlMtuWxxzfNExzNr96cyox08MPP3Y8V54ysVcxyfBnplLs3P0Cq95/mHVNm1gXbWRPDx2I0zQZlzIYb3dT6vRR6hlDrnMcOxu9NEaKCMRHs/C4OXzmlJkdX8gSyRS//NcWfvv89o7juJ02IvEUDpvB/119AhWjcvnQL17CZsAtlx7HD/66EZsBj37lNOaUF3Y87v43q7j17+8zs7SA06cVc9q0YmZN8PW6AH9rNMEvn9nCnuYQ//GRY7td/vLTp9/vFOunF5Rz5SkT+dhvrS9sQMfJ15EYiiclg9nPQP9ek188s4X/fXYrdpvB+TPH8o+NtR33jSlwcfvn5rPgoCUYgUic/3h0A5OL8/j6edO7ncXx51W7WLfHzy2XHddpm/N1e1p4emMtixdOPuRyvGtWvMnz6enyHzS7zMd9Xzql2+TV0kfW85c3qwBr1uRbP+haP6V9yUfFqFye+Prph52Gn0zECAb30uKvor55Gw+tXkNNYA8eTxsFvgR1iVaqzBhNhzih8KVMjrF5GG8bx6bqMra2LeDeryzqmDnzX3/bxB9e3QnAhEIPL3/nnKwpWyADy0yl2Fezhrc2P8aG+nd5L1zDZjPWaTn+wWymSWkK8mN2XAkXHrOAWeMmsWFvDnv8RQSSxQQSxYQYxSs3ncei219jnz/CHVeeQCAcp8YfYVJxLnPLC9nXEuEzv3+d4nwXb37vPHY2tvHhX71MLJniJ4tm8eg7e3l9RxMzS7088bXTeXVbA4tXvEnKhAKXg2A0wSdPKKPA7eQPr+7E63Zw4qRRPPd+XbcDIeFYkn9uqmVHfRsfmV3aUcsyEk+yZlcza3Y30RZNkExBqc/N9LH5LJxa3Omk++AlXaPzcvjFp+ZyVuWYI3rth2Jf0526ujqmTZtGU1MTDocD0zQpLS3llVdeYdq0aR3tfvrTn7J9+3buuOMOAJ566il+/OMf88orr3R73Gg0SjR6IEkTCAQoLy8/otdjzdo/8vzWx6gPRtkfCGMCTruNeDKFzYCyolziqRQuh806IT7oVC8QjROOJSnMdVLVGCKaTGEDUlizFsOxJJGEteR24ug8bAZ0OlE86FgpTPY0hwnHkmBYt7sddsYXeazHmdZ3Lkc3SWcTk1gyRX0wSoHbSYHb3t1TdHpuM32txh8hlkhisxmkUiYmJg6bDYfdWqbcfrvbaaMo30k0maCuLYJpmOR77CQwSZgp4piEEknrumESsUHIZnQ7yHI4+ckUpXEHxxeMZUbRVKaNnccxUy7AVzipz8eS4aOpaRsbtj7J+/vXsDO4h12xFnYSp+0IvpM4TBOPCW4TXBi4DRsu0yARM8E0yLHZ8Lqd2A0bwXCCeMLEMA0MDDANClxOSgo82A0bNgyC0QQ1LRHsNoPJxXnYbQc++42Of9PliQwD0zSJxFN4cuyYJuxuDFnvfcDjtKeT8Fb7aSX5eNIDUcZBR9vV2EZrNIHHacduM4gmkkQTB2b/u512po3J56xpF3Py/CV9fo0GLAHW31GR/oyY9KfzNFMpGhs3Wz+bKb7xwDtsOaiA9u8+N498l5Pn3q8lGInzytb6jumIRvoD18DkmPEFvL8vyJiCHG773Dxs6ftM0ySWSnHL4xvZXt/KOK+Lmy6cwVu7m3l+Sx01LSEAnDaDi44v5bJ548ix23nsnT08tnYPC6cUc81pE3HYbZgp6z9CIBLndy9uY8v+VgxMPjK7lHA0yfNbrPXhXredz5xUwdwyH23xJLc++R4toSjnHFOIz23yj/XVTCh08NmTxtPY1spf3tiBQYKPzC6hwAXxVJxEKk4kHiacCBNKhAglI4SSUQLxKPXhMAlbioTDpMVIEbAZHbstHU5JPMWYmIsTx0zmmDHHMrP8TCZPOqfTbJ2nN9ZS3RTimtMmD/mp+zK4mpq2sX7L42ypW8u2YBXbY83sNJLEevn/MTdlUmQa+Aw7+YYDj82JkbQTDJnkOdxMHlVITXOS/X5ImTl4nDm0RaGsqIALjyvnufebeH9/mFF5eVx75gw8OR52NUa548VdJFMANlIYgIHb6eCkScWcO3Ms2+pDPL+5kWPH+/jMgonYbDbAquPyfm0b//vcdvYHYpgYFLidfPmsqYzzufG6nZT6cqkNhPnyPW8RT5oUuB0EIlZH47TZiKdSTCspYFt6mc4vPn0CZ846sc+v7VA8KRnMfgb62deYJjc++C6PHjR48O0LZ/C3d/d1zCD+f5ccy1WnTMQwDG56eB0PrKm2fu9jSvjfz8zrlIzasj/IRb96iZQJXz5zMjdddAwpM8n9b+7mv594j3gywYmTRnH3NSfSfvpgkkrHkqKqqZVLbnsVzBTfumAGy1/cBphcPn8CT7y7j5ZwjGPG5nLaVC8zx3mYO8FNMhnjnd0N/Pyf67EbCTyOFIlkjC+eVsak0TnEk1FiiTB7m5v4+4ZdmGYUwxZjTIHBxGIn0WSU1kSYYDJMIBklYMYJmikChtmp6O/hjE6aTLS5qMgpYmL+BKaOmcXMSecxduycjg0z3q1uwR+Oc+ZBJ+Wt0QQf+vmL1AYiPc7wFmmXTMTYufsFtu1dxT/ff5v6+H6inghVRqLXJyl206QgZZKXNPCkbIxz55Jrd5Jrc5HrcOOxu3E7PKza1ko84eLDsybxdlUbVY1xKop9fGrBFOJJJz97ZhdtMTuLTpzK3zc2Uh80OPOYcVw8awL//uAGbHY7SdNGPGnjZ1fM4+QpY1i84i3eq21j3sRifB4Pe/1Rogkbe1oihA7ade60aaPxh+NsqW0lluy63BisejL3LzkFm80gEIlz3s9fpD4Yxedx4g9bG9jc/rn5XDyrtM+v81Dsa7rz1ltv8dnPfpbNmzd33HbSSSexbNkyzj333I7bvva1rzF+/HiWLl0KwKZNm7jooouoqqrq9rj/+Z//yS233NLl9iN5PX77yBe4I7j68A2lX3JSJh7TxJeyMcbhYpTdTZEzHyf5bKhOEY6V8ImTz+CnL0FTrJC7Pn8i583sugGTyMHacxK19RuobdpGbXA3+9v20xwL4k+EaElF8KcS+I0UfoNOdeNGiq/65vHlj/2pz48bkARYJkZF+jJiksnRkmjEz4kPnN6nx0j3ClImo0yDQsNJqbOAZDiX2uYCQrGxnDvrVErGzOa7j+9mXkUhj35gqrFIpiTiEerqN7CvbgM1zVvZF6iiJrSfmlgL+5MRmkdYx1GSSPH04vW9nn3WbqidlBztfgYy29d89U+nsjoZxBqrPvB/z/zgvx8cVU/f17Xd8Pz/m5dKUZgwyE84KHbkUzmqhJLcEsbkT6B8zCwqJpxMfkHfT7Lbrd/j59F39vLN86cf9fIDkt2sGSvWYGRDw3tU1ayhrmUn+4N72B+uY3+kmbpEG3VmjBaDHmePDQU200wPzXRlfOBfzK63mV3amdx16k+ZdczFfY5lqPU1PRmoBFgm+5kf3vsTttQ9jd1mUFbkoSg3BwyIJ0y217eSTJkYBsQSJnkuB5Ul+ewPRtnXYq1OcTnsHbMuyopyGed1s2lfoGMjiIpRuexuDJEyrXpENsPoNEvjAKsjG+dzM7k4n7Zogo37Ah1LdgFMrI2wZk3w4U3PxDcwqA1ErDp7pvU/K99lp2xULtVNIZIpE4fdTr7Lzjifh0JPDgbQEo6xfm+ARDLF5DH5TBmdn34OsBkGKdPk5a0NxBLWe/is6cXkOHJw2pys3xdi6/4wlWOLOHP6eKqaYzz+bj0pnFx16nRmlo4h1zMaj7uIvNxiPLmj2daQ4LXtjXzu5IouNWC/u3Id96+u7lgavWBSEQ9ed2pWb1QhQ4+ZShGJtBCN+olEWohEA0SifiLxViLRIJF4K9F4iPdqWli1o468HINjxuWxdk8jRbl2Fk4tIhiN4XJAykySMpMkUknav2XWByNsq2/FMKylxA6bQUNr9KD3sMnofBclBS7eqw103AbWe2762HxsBjS2xvB5HDjtNjbVWGVmjin14namz0lMkx0NbQTCCYrynBS4HCRNawWO22nHaTMIx1Nsq7M+v8p8Z/LjL/xnn1+v3vYzfSrYUV1dTWlpKQ6H9TDDMKioqKCqqqrTiUlVVRUTJx5Y0jZp0qSODuFQ933Qrbfe2u1oyZFImSbGQbm+D3byvfpyQMcM3x7amAf9bPRwbLPTWU93X0xs6WmGHdcxaJ/4a5hgGNbRzR6OZTPBboIdA4/djsMwcGJgmAaRWAqbaZDrcOA07LRFk7gMJ5OLvOTn5JLryGVPY5IdDUlM08MnTqikfPRYigrKKPJNxFc4Eaez8zKt9sLk//OPzax/w+CYcc0AnNHLWmMiR8LhdDN+/ImMH9/zrKdUMkFraw0t/t00B/bQ0rqPUDRAON5KON5GKN5GOBEmnIgQSkYIJ2O0JWIEY3FMw8TpNEimp8pHUikiySRJA5JGeo6NgfWGxFo+0J7ASKXfrwdfUob1ADPdlvRthxqB6O6+ntobGLRGExkrZDlYjnY/A5nta6JmIn1CnH1fgm2miR1rmr3Vh4ATAxtgpEzsGNgxsKXAbho4UjZyDBsluR4ScYNAWwoj5QTTgZlykUrmEk/mE0vmkzALCcR9BJNFBJOjCOKiFmtJ739/7PiMbxAwq8zHrLLM7HosI0v7IIJhszGm5DjGlBy6MHigrYmP/+oRzHgtefZmLpiZQ3lRilC8lVC8jVA8RDgZIZyIUBdqoykaIWEkSRkmNjvYHAbx9HKsOCZR0yRhQNyAhGF09C0p+p4QT/Wlfa+aGrgc2ffZ1hfl5eXU1NSQSCQ6BmGqqqqoqKjo1K6iooLt2w+UJ9i1a1eXNgdzuVy4XJnZOfbfP/ktlv39I3z13GmUFHRfp2tfS5jzf/EibbEk77XlsqvRWony1XOm8q0LZrBqRyM76tv49IJyHHYba6tbuO25bXz9vGnMLivk7+tr+OaDBzYnyc2x82/nTaesKJcXNtfx9MZaApEELoeNF689h3E+K463djdz1V1vEIolWTCpCJ8nh3+9t5/NETd/WXIKk4vz2NMc4qO/eYWWUJzrzprCQ2v20NQQg73d/iqM9bqYU1bIC5vriSVTnDixiO999uRuNyaqTe8W/tmTK7jmkgN1iIo27efPf1rD2602jjn2OH7zzvs0h+IsOXMKnzyv+/quM0utDcS68+0LZ/DU+hoCkQQAN110jJJfknGGzYYndxSe3EPv1Hh2Isk9y56noSXKm34HrdEES08+hs+dNfWQj0skU3zl3rf556b9nW4f73Nz2rRiHn57D2adtUy+xm/Vg502Np/n36/jGx+q7Lau+FfufYun1teyusmOicmCSaP4xoem85s7rI0q/nXjWT1uqvRudQtLH1nPjz52wmFemf4Z0vvdLl26lBtvvLHjevtoyZHY2Wwjuu2nnUYwfvDRY/nY3PEs+NG/SJmQY7fx0JdP7VTjpzt7mkN87Lev0dAa7XLfZ04q59bLZx/y8fXBKDc+uJaXtzbwhdMm84OPzuTpjfv5+l/eIZZMdRTuLc538dcbTmNCeivUt3Y3YxgwP10cFaz6DN9+eB2xRIpvfqiSy+dP4EO/eJFoIsU5M8aw4prO9b4ef3cfX08XvDxY0Cji9s/N54HV1dyzytqa9eCdig7FMAy+cvY03q8J8vi7+9i4z8oQn3GEdSJEMsVmd+D1leP1ldPz19LeMU2Tbzywlr+u3UdJgYsFk0bx/Y/M7Niq+IMCkTgepx0DuGL5Kt6uaqGsyMPc8kKeWFeDx2nn6W+cScXornW/nli3j2899C6ReOqQxcfb1fjDlPq6j0MOL5N9zY8uuotYLAikT6KN9voJNgzDum1HQ4jfPr+dHfVtjPN5+PWn5+LJcZJIWUseX9/exKNra9K1TWx8bN54Lp9fzhfuXkMskaLAncMPLjmOBRNHgWHwH4+t58UtjR3PCQZXnDSRt3c3s2V/K+MLc3nk+oXY7e31GGxd4nI4PGxrCPPth95lU02Ab184gy+dMQXDMIglUpzww2cIpr/o5+XY+cLpkykpcHHxrFJG57tIpkx+98I2a3fg6cWM93moDUS4f3UVj72zl5QJx5Z6uWh6MU+uq6E2EOG7Fx3DtWdM1kmDZDVv3ig+NO80lr+0A8OAFRd9qMdNSbbVBfnQL14CrJopL3777C6Fxv+1aT9fvuctvnl+JV8950DS3zRNHlxdxcTRHk6s8GKmkqTMBMlUHDOVIJWyRvfN9L+pVKLj5wPHOGgWj2l2ui2aSPHV+96iKb1zuGEzuWROKVefMqnT48aO6X1x42xUUlLC/Pnzueeee1i8eDErV66krKys0wAMwKJFizj99NP5z//8T8aOHcsdd9zBpz/96aMSoyfHzi2XHX/INuMLPXzrwhnc8rdN7GoM4XHaufmSY/n0Sda3oYVTi1k49cDJ69zyQu78/IEBxQ/PKuWMyjHsamhjfyDCrDJfR7LtI7NL+eHHj+e17Y2UFLg6kl8AJ0ws4rGvnsba6hY+NncCsWSKy257he31bVzwyxc595gSXthcTzSR4phxBXzrghnMKy/k+nvfJj/HwZfPnspp04ppCEb513v7+du7+9gfiHacoF9w7Fj+9zPzetyV+5vnV3JMaQEXHDuu0+3nHlPCBceO5Z+b9vO9R9cDVp/07xf0vfg3wOh8F9+56Bj+47ENXHjcWE6cdOgEhchAcjnsXHPaJH769GZao9Z3td4sVXfYbfzf1SeyYa+f+96sIhpP8fF5E1g4dTQ2m4HP4+TOV3ZS44+Q73Kw9OKZjClw8ZWzp/V4zK+fN51/barr2Jjj5a0NvLqtAdOEsyrHHHJH8TnlhTzxtdMHvG7rkF4C+UH9nT69PxDhf5/dygOrq8lx2Hj238+i1OfhC39czXPv1/Gjjx/P507uXTH21miCp9bX8PjafWytC1IXjHLMOC8rrz+1U5HinpimSV0w2mlHnXeqmrn+nrepDUTIsdv4y5JTOGFi0SGOYtm6P8h7tUE+MqsUu83gT6t28T//2Mz/XX1Cp86t3e9f2sGPnnqPfJeD68+eyvIXt3eMYLTrqcj/obSEYpz/y5eoD0bJdzl45/91LZgsks1SKZNgNNHnHY6qGkNc/rtXaUifWAD85yXHsvi0yT0+5r2aAM+9X8eVp0wc0B2VhtqylMHuZ+DovCaJZIoXNtczu9zX7Qj+uj0tfCc9uLHy+oUU5eXwjw21/Ou9/fzbedM7bZgQiiV4an0t4wutZSw/fPK9jvtG5+Vw1+IFzD3MwE470zQJx5Nd+rFvPrCWR9/ZS47Dxh+vWdBt39KTqsYQzaEYs8t8GIZVnLgtltDSRBk2qptCXHrbKyycVsxvPzu/x3amabJw2XPU+CN89ZypfPvCY7ptl0qZg7Jxw4NrqvnOw+sA+Pq50/jm+ZUZS1APtb7mUDZv3szixYtpbGzE6/WyYsUKZs2axbXXXsull17KpZdeCsDvf/97li1bBsDZZ5/NHXfccVQ2W+mtZMrk2w+9S0s4zg8+emyXTbiOlj3NIb7/6AZe3HJgM5YFk4r4n0/M6YhpR30ro/NdXb7vhGNJ1la38HZVMy6HrV91gxPJFN97dD0PrtmDy2Hjya+fzrSSgiP/xbCW208ryceT08NuTSJHSUsoxqm3Pkc4nmROmY+/3tD/0k/hWJIP//oldjWG+M5FMw6Z+DrYvpYw/nCcSDzJjQ++y86GNgD+eM0Czp5R0u+4ejJgRfDPPvtsFi9e3FGceNmyZaxZs6ZTmx07dnD66ad3KkB8wQUXcMMNNxzyvkz9UoezPxAhlkh1nEAEInH2tYQ5ZtyRHzORTGG3Gf3+olAfjHLHi9s5q3JMp6K+mba2uoXxhW5KCty8saORq/7wJrFEisqx+XxqQQVfOG3SEf0uz2+uY8mf1nD5vDJ+8olDz4QTGUkCkTj/2FDL39fXUFro4YeXHT8kdqYbiiclg9nPwNB6TY7kRPi3z2/jp09vZlpJPisWL+h2d9G+2lwb5L+f2MQXz5jMOQP45UUkW/X2e+Azm/bz4pY6vvvhmd3uvjqYkimTO1/ewTifm8vmTsjosYfS5+pQMBJfj+c31/G3d/fx0dmlnDOjZFBm/5qmyd831FJelKtl8jLsLPv7+9zx4vY+Teo5nD3NId7c2cRlcyccUfK5uS3Gfz2xCU+OfcDPfQYsAZaJUZEjHTEZiZ3F0bK3JUwqZWbkRKklFKPA7dTOjiJZYCh+rg5mPwND8zXpq50NbYwvdONyaFRaRAbfcPhczSS9HiKSaamUybb6VqaX5I/I8hIDlgAbTOosREQyS5+rXek1ERHJLH2udqbXQ0Qks3r7uaoCTSIiIiIiIiIiMqwpASYiIiIiIiIiIsOaEmAiIiIiIiIiIjKsKQEmIiIiIiIiIiLDmhJgIiIiIiIiIiIyrCkBJiIiIiIiIiIiw5oSYCIiIiIiIiIiMqw5BjuAvjBNE4BAIDDIkYiIDA/tn6ftn6+ivkZEJNPU13SmfkZEJLN6289kVQIsGAwCUF5ePsiRiIgML8FgEJ/PN9hhDAnqa0REBob6Gov6GRGRgXG4fsYws2goJpVKsW/fPgoKCjAMo8+PDwQClJeXU11djdfrHYAI+y8bYoTsiDMbYoTsiDMbYoTsiHOoxWiaJsFgkPHjx2OzaVU89K+vGWp/355kQ5zZECNkR5zZECNkR5yK8cior+lM5zRDQzbECNkRZzbECNkRZzbECEMvzt72M1k1A8xms1FWVtbv43i93iHxRzqUbIgRsiPObIgRsiPObIgRsiPOoRSjRuM7y0RfM5T+voeSDXFmQ4yQHXFmQ4yQHXEqxr5TX3OAzmmGlmyIEbIjzmyIEbIjzmyIEYZWnL3pZzQEIyIiIiIiIiIiw5oSYCIiIiIiIiIiMqyNqASYy+Xi5ptvxuVyDXYoPcqGGCE74syGGCE74syGGCE74syGGOXIZcvfNxvizIYYITvizIYYITviVIwyFGTD31gxZk42xJkNMUJ2xJkNMUL2xPlBWVUEX0REREREREREpK9G1AwwEREREREREREZeZQAExERERERERGRYU0JMBERERERERERGdZGTAJs69atLFy4kMrKShYsWMDGjRsHOyQikQgf+9jHqKysZM6cOZx//vls27YNgLq6Oi666CKmT5/O8ccfz0svvTTI0cKKFSswDIPHHnsMGHoxRqNRbrjhBqZPn86sWbO48sorgaH1t3/qqaeYP38+c+fO5fjjj+fuu+8GBv+1/PrXv86kSZMwDIO1a9d23H6o1+5ov67dxXio9xAMzuva02vZ7oPvo8GKUwbGUPq8aae+JnOyoZ+BodnXZEM/01OcQ62vUT8zsg21zxtQP5Np2dDXqJ/JbJzqZ44ic4Q455xzzBUrVpimaZoPPfSQeeKJJw5uQKZphsNh88knnzRTqZRpmqb5m9/8xjzrrLNM0zTNa665xrz55ptN0zTNN99805wwYYIZi8UGKVLT3Llzp3nqqaeap5xyivnoo48OyRi/8Y1vmDfccEPH61lTU2Oa5tD526dSKbOoqMh89913TdO0XlOXy2UGAoFBfy1ffPFFs7q62pw4caL5zjvvdNx+qNfuaL+u3cV4qPeQaQ7O/9GeXkvT7P59NFhxysAYKp83B1NfkzlDvZ8xzaHb12RDP9NTnEOtr1E/M7INpc+bdupnMmuo9zXqZzIfp/qZo2dEJMD2799vFhQUmPF43DRN6007duxYc+vWrYMcWWerV682J06caJqmaebl5XV82JmmaS5YsMB85plnBiWuZDJpnnfeeeaaNWvMs846q+M/+lCKsbW11SwoKDD9fn+n24fS3z6VSpmjRo0yX3zxRdM0TfPdd981x48fb0aj0SHzWh78IXeo124wX9fuPojbHfweMs3B/T/6wTh7eh8NdpySOUPp8+ZQ1NccmWzoZ9qffyj3NdnQz3wwzg8aKn2N+pmRZ7DfF72lfubIZUNfo34m83F+kPqZgTMilkBWV1dTWlqKw+EAwDAMKioqqKqqGuTIOvv1r3/NZZddRmNjI/F4nHHjxnXcN2nSpEGL9xe/+AWnnXYaJ5xwQsdtQy3G7du3M2rUKH784x9z4okncsYZZ/Dss88Oqb+9YRg88MADXH755UycOJHTTz+du+++m2AwOKRey3aHeu2G0ut6sPb3EAy9/6PdvY9g6MUpR26ovi8+SH3NkcmGfqb9+bOlr8nGfgaGbl+jfmb4G8rvi4Opnzly2dDXqJ8ZeOpnBo5jsAMQy49//GO2bdvGs88+SzgcHuxwOmzYsIGVK1cO3TW8aYlEgt27d3PssceybNky3nnnHc4//3yefPLJwQ6tQyKR4Ic//CGPPPIIZ555JqtXr+bSSy/tdl219N3B76GhJlveRzL8qa85ctnQz4D6moE2VPuabHgPycigfqZ/sqGvUT8zsNTPDKwRMQOsvLycmpoaEokEAKZpUlVVRUVFxSBHZvnZz37GI488wt///ndyc3MZPXo0DoeD2trajja7du0alHhffvlldu3axfTp05k0aRKvv/46S5Ys4cEHHxwyMQJUVFRgs9n43Oc+B8C8efOYPHkyu3fvHjJ/+7Vr17Jv3z7OPPNMABYsWEBZWRnr1q0bUq9lu0O9b4bae+qD7yEgK95Hv/vd74ZUnNI/Q+198UHqa/onG/oZyK6+Jpv6GRjafY36mZFhKL4vDqZ+pv+yoa9RPzNw1M8cBYOz8vLoO+usszoVuDvhhBMGN6C0n//85+b8+fPNpqamTrd//vOf71REbvz48UOiiNzBa32HWoznn3+++eSTT5qmaZo7duwwR48ebe7Zs2fI/O1ra2vN/Px8c9OmTaZpmubWrVvNoqIic/fu3UPmtfzgOu9DvXaD9bp+MMae3kOmObj/Rw+1rv+Da+aHyt9f+m+ofN58kPqazBjq/YxpDv2+Jhv6me7iHIp9jfqZkWkofd4cTP1M5gz1vkb9zMDEqX7m6BgxCbD333/fPOWUU8zp06ebJ5xwgrlu3brBDsmsrq42AXPKlCnmnDlzzDlz5pgnnXSSaZrWB8v5559vTps2zTz22GPN5557bpCjtRz8H32oxbh9+3bz7LPPNo8//nhz9uzZ5sMPP2ya5tD62993330d8R1//PHmvffea5rm4L+WS5YsMSdMmGDa7XazpKTEnDp1qmmah37tjvbr2l2Mh3oPmebgvK49vZYH+2CHMdh/f8mcofR50059TeZkQz9jmkOzr8mGfqanOIdaX6N+ZmQbap83pql+JtOyoa9RP5PZONXPHD2GaZrmYM5AExERERERERERGUgjogaYiIiIiIiIiIiMXEqAiYiIiIiIiIjIsKYEmIiIiIiIiIiIDGtKgImIiIiIiIiIyLCmBJiIiIiIiIiIiAxrSoCJiIiIiIiIiMiwpgSYiIiIiIiIiIgMa0qAiYiIiIiIiIjIsKYEmIiIiIiIiIiIDGtKgImIiIiIiIiIyLCmBJiIiIiIiIiIiAxrSoCJiIiIiIiIiMiwpgSYiIiIiIiIiIgMa0qAiYiIiIiIiIjIsKYEmIiIiIiIiIiIDGtKgImIiIiIiIiIyLCmBJiIiIiIiIiIiAxrSoCJiIiIiIiIiMiwpgSYiIiIiIiIiIgMa0qAiYiIiIiIiIjIsKYEmIiIiIiIiIiIDGtKgImIiIiIiIiIyLCmBJiIiIiIiIiIiAxrSoCJiIiIiIiIiMiwltEE2NatW1m4cCGVlZUsWLCAjRs3dmmzYsUK5s6d23EpLi7m8ssvz2QYIiIiIiIiIiIiHQzTNM1MHezcc8/l6quvZvHixTz88MP85Cc/YfXq1Yd8zPHHH88tt9zCokWLDnv8VCrFvn37KCgowDCMTIUtIjJimaZJMBhk/Pjx2GyaFAzqa0REMk19TWfqZ0REMqu3/UzGEmB1dXVMmzaNpqYmHA4HpmlSWlrKK6+8wrRp07p9zBtvvMEll1zC3r17cTqdXe6PRqNEo9GO63v37uXYY4/NRLgiInKQ6upqysrKBjuMIWHPnj2Ul5cPdhgiIsOO+hqL+hkRkYFxuH7GkcknKi0txeGwDmkYBhUVFVRVVfWYALvrrru46qqruk1+Adx6663ccsst3T6X1+vNVOgiIiNWIBCgvLycgoKCwQ5lyGh/LdTXiIhkhvqaztTPiIhkVm/7mYwlwPqqra2N+++/n9dff73HNkuXLuXGG2/suN7+S3m9XnUWIiIZpCUYB7S/FuprREQyS32NRf2MiMjAOFw/k7FF+OXl5dTU1JBIJABrDWZVVRUVFRXdtn/ooYc47rjjDrmk0eVydXQM6iBERESbrYiIiIiIyJHIWAKspKSE+fPnc8899wCwcuVKysrKDrn88Ytf/GKmnl5EREaA6667jiVLlrBlyxZuuukmFi9e3KXNNddcw9q1azsu48aN43Of+9zRD1ZERERERIaMjG7Dsnz5cpYvX05lZSXLli1jxYoVAFx77bU8/vjjHe02b97M2rVr+dSnPpXJpxcRkWGsrq6ONWvWcOWVVwKwaNEiqqur2bZtW4+PeeONN6irq+PSSy/tsU00GiUQCHS6iIiIiIjI8JLRGmAzZsxg1apVXW6/8847u7QLBoOZfGoRERnmBmKzFeh5wxURERERERk+MjoDTEREZKho32zlcMvtly5dit/v77hUV1cfpQhFRERERORoGbRdIEVERPri4M1WHA5HRjZbAWvDFZfLNRAhi4iIiIjIEKEZYCIDbMNePxf88kVe3FI/2KGIZDVttiJyaIlkii/9aQ3fe3T9YIciIiLDxPceXc+1d68mlkgNdigi/aYEmMgAe/itPWzZ38ofX9052KGIZD1ttiLSs3V7/TyzaT/3vVFFIBIf7HBERCTLhWIJ7nujin+9V8eqHY2DHY5Iv2kJpMgA21bXCsDa6hZM08QwjEGOSCR7abMVkZ6trWrp+HlbXSvzK4oGLxgREcl6+1oiHT8/vbGWsyrHDGI0Iv2nGWAiA2xrnXUS3hyKU90UHuRoRERkuNq1YwsrnD/hFscKtu1vHexwREQky+1rOXDu8sym/aRS5iBGI9J/SoCJDKBAJE5xcDMP5tzCKbZNvFPdPNghiYjIcLTrFb6540ucY3+XzzueobqmZrAjEhGRLFfjP5AAqw9Geae6ZfCCEckAJcBEBtC2/UH+2/kHTrJtZon9Cdaq0xARkUwL1mLes4gi/B03xfauG8SARERkONh70BJIgH9urB2kSEQyQwkwkQHUuuHvzLdtA2CBbTPrqlQ8UkREMmzPGoxEhO2pUl5JHQ+Aq+n9QQ5KJDtt3bqVhQsXUllZyYIFC9i4cWO37davX8/ZZ5/NzJkzmTlzJo888shRjlRk4LUvgZxZ6gWsOmCmqWWQkr2UABMZKKbJ9I3/23G1wAhj1qzTFsIiIpJZjVsB2GBOprlwNgDjI9sIxRKDGZVIVrruuutYsmQJW7Zs4aabbmLx4sVd2oRCIS677DJ++MMf8t5777FhwwbOOOOMox+syABrT4B99qRychw2djWG2N0YGuSoRI6cEmAiA2Xz3ykNvU+b6aKucC4AJ5gbea8mMLhxiYjI8NJgzTTekSrFO3keAMcYu9lR3zaYUYlknbq6OtasWcOVV14JwKJFi6iurmbbtm2d2t13332ccsopnH766QDY7XbGjOl5d7xoNEogEOh0EckGNf4Ixxk7mc/7lBV5ANgfiBzmUSJDlxJgIgNl85MA/CV5LuFpFwNwsu093t3TMohBiYjIcGM2WDPAdpiljKtcAMAMYw/b9vsP9TAR+YDq6mpKS0txOBwAGIZBRUUFVVVVndpt2rQJl8vFRz/6UebOncvVV19NfX19j8e99dZb8fl8HZfy8vIB/T1EMsE0Tbwt7/FIzs0c+8znmJJj9SnNofggRyZy5JQAExkgycZdAKxPTaZw5rkAnGR7n3dVB0xERDIoXrcZgCpbGVMqjydmc+MxYjRWbRrkyESGp0Qiwb/+9S+WL1/OO++8w4QJE7j++ut7bL906VL8fn/Hpbq6+ihGK3JkGpub+bntf3EZCYxUglMMqx6ePxwb5MhEjpwSYCIDJNm0EwC/ewK+yfOJO/LxGmFs+zcMcmQiIjJcrN28nZxYCwAnzj8Rp9NJS8F0AJL71g9iZCLZp7y8nJqaGhIJq36eaZpUVVVRUVHRqV1FRQXnnHMOEyZMwDAMrrzySl5//fUej+tyufB6vZ0uIkOd8fT3mGbb13F9dvxdQDPAJLspASYyEBJRnK1Wh5FTPAVsdkKlJwFQ7n97MCMTEZFhoqktxq/ut5bbN9rH8N3LTgAgOeY4APJatBOkSF+UlJQwf/587rnnHgBWrlxJWVkZ06ZN69TuiiuuYPXq1R21vJ566inmzJlz1OMVGTBtjYze/BcAVno+CUBleC0ALUqASRZTAkxkILRUY2ASMl2MGVcGgG3SaQBMj20ikdROkCIi0j9v7W5mTMxaSlVYcRxOu/W1Lq9iLmDtBKmdh0X6Zvny5SxfvpzKykqWLVvGihUrALj22mt5/PHHAWsG2Pe+9z0WLlzI7Nmzee6557jjjjsGM2yRzGqwltZXp8bw6vhrwOagMFZLmVGnJZCS1RyDHYDIsNS8C4Aqs4TpYwsAyC2dAUCp0UBdMMr4Qs9gRSciIsNASyjGVMOabWwfU9lxe8HEuQDMMKpoaosxzucejPBEstKMGTNYtWpVl9vvvPPOTtevuuoqrrrqqqMVlsjRddDmKqNHFUHsBKh+g4W2jTS3zR7k4ESOnGaAiQyEZqv+V/VBCTC7bzwA44xmavzhQQtNRESGB384zlSjxroyenrH7ca44wEYbzQRaGkYjNBERCSbNWwBYLs53hq0n3wmAKfaNtGiGWCSxZQAExkAiXQB/CqzhOkl+daNBVYCbAwt7GtqHazQRERkmGgJxZmSngFG8UE1ilwFBMkDINS0r5tHioiIHELjNsCaATa+0AOTzgBgoW0jLW1KgEn2UgJMZACE928HoM4xjjEFLuvG/BKS2LAbJi31ewcxOhERGQ4CoRAVRp11pbiy031++ygAYs1KgImISB8dPAPM54Hyk0jZXYw1WsgPVQ9ycCJHLqMJsK1bt7Jw4UIqKytZsGABGzdu7Lbd+vXrOfvss5k5cyYzZ87kkUceyWQYIoMu1bQLgKRvEoZhWDfa7LTlFAMQblDHISIi/ePw78ZpJInb3B2zjNsFnVYCLBmoHYzQREQkWyVimM27AdieGs/4Qjc4PSQKpwBQGNkzmNGJ9EtGE2DXXXcdS5YsYcuWLdx0000sXry4S5tQKMRll13GD3/4Q9577z02bNjAGWeckckwRAaXaeJutRJc7pKpne6KesYCkPBrRF5ERPonN93XtOVXgK3zV7pwesDFbN1/1OMSEZEs1rwTw0zSaroJuYoZlZcDgK3Q2tm+OFVPJJ4czAhFjljGEmB1dXWsWbOGK6+8EoBFixZRXV3Ntm3bOrW77777OOWUUzj99NMBsNvtjBkzpttjRqNRAoFAp4vIkBdqwpVsA2D0hGmd7jILSgEwgkqAiYhI/7gi1vLHRN64LvdF3VYCzN5Wd1RjEhGRLJde/rjDLKVybEHHahZ7YTkA440GWkLxQQtPpD8ylgCrrq6mtLQUh8MBgGEYVFRUUFVV1andpk2bcLlcfPSjH2Xu3LlcffXV1NfXd3vMW2+9FZ/P13EpLy/PVLgiAye9A2SNOYpJpaM73eUonACAO6wReRER6R93tNH6Ib9rAiyZWwKAM9z9dywREZFuNWwFrPpfM8YVdNxspGeATTAatROkZK2jXgQ/kUjwr3/9i+XLl/POO+8wYcIErr/++m7bLl26FL/f33GprlbdJBn6ko07gA/sAJnmGW0lcX2JBsIxTR0WEZEjlxe3EmC2grFd7jPzrds8sYajGpOIiGS5dAJsR8qaAdbBl54BRiPNbZoBJtkpYwmw8vJyampqSCQSAJimSVVVFRUVFZ3aVVRUcM455zBhwgQMw+DKK6/k9ddf7/aYLpcLr9fb6SIy1LXsszqNfcZYa9eUg7hHWSMn42iixh8+6rGJZDtttiJiSaZMfMkmAJy+0i73273WrLC8WONRjUtERLJcYzoB9oEZYPis85jxRgN+zQCTLJWxBFhJSQnz58/nnnvuAWDlypWUlZUxbVrnGkhXXHEFq1ev7qjn9dRTTzFnzpxMhSEy6ML7twMQyi3DZjM63Wd4rV26xhrN1PgjRz02kWynzVZELMFInBKjBQB3UdcEmNNnJcDak2QiIiKHZZqYBy+BHNs1AVZqNNLSFh2M6ET6LaNLIJcvX87y5cuprKxk2bJlrFixAoBrr72Wxx9/HLBmgH3ve99j4cKFzJ49m+eee4477rgjk2GIDKqkvwYAe7reVyfpBNg4o4m9zaGjGZZI1huIzVZAG65IdmoJxRmDHziQ7DqYe5TVB/nMACQ0Ui8iIr3Q1oARaSFlGgRzyxmd7zpwX0EpKWzkGEkiLapnLNnJkcmDzZgxg1WrVnW5/c477+x0/aqrruKqq67K5FOLDBm2sLXcJH901xF50rtA5hlRGhsbgYqubUSkW4fabOXg2cYHb7ayZ88eZs+ezc9//vMek2C33nort9xyy1H5HUQypSUcZ3p6Bhj5XWuAFRSOIW7acRpJaKsHXzeDMiIiIgfzWzW36yhk4rjizvfZnbQ6i/HG6yBQDZx89OMT6aejXgRfZLjzxK3lJrmFXUfkyckl4rCmEocaqrreLyL91pfNVkAbrkh2CvqbyTPSS1C6SYAV5rlowAdAIlB7NEMTEZFs1VoHQJ1Z2Ln+V1qbxzq/cQT2HtWwRDJFCTCRTDJNCpLWkhR3YdcTEoBouuNI+PcctbBEhoOB2GwFtOGKZKdoi7XcPmK4wZXf5f4Ct5N600qAhZp0oiIiIr3Qai1trDcLO9f/SovkWuVcXKF9RzUskUxRAkwkk2KtuLBqreQWdTMDDEjmWbfnhLR2XqQvtNmKyAHts7oCjlHd3m+3GTTbigCINNcctbhERCSLpWeA1Zs+KruZAZb0Wsvp88KaWSzZKaM1wERGvLZ6AEKmi0JfYbdNUgWlUAv50fqjGJjI8LB8+XIWL17Mj3/8Y7xeb6fNVi699FIuvfTSTput2Gw2JkyYwP/93/8NcuQimZUKWIMoIefoHtsE7KMhCXG/EmAiInJ40ZZ9uIB6CvloNzPADG85AN6YBvIlOykBJpJBsUAdOUCj6aUoN6fbNjafNXXYl1ACTKSvtNmKiMVos0bpI+6edzgN5YyGMJgBnaiIiMjhhZqsBFjMXUy+q2uqwDHKSoCNTtYd5chEMkNLIEUyKNRsTQduooACd/f5ZWehNXV4VLKRVMo8arGJiMjw4QhbJx9xT88JsLDL2sGrPVkmIiJyKMn0gInD230pF3fxRABKUhrIl+ykBJhIBoVbrE4jYCvEZjO6beMeZSXAxhgtBCOJoxabiIgMH+5IAwCpvJIe2yRyrfvak2UiIiKHYg9ZiS1PUWm39+eVTAZgtBEg3NZ61OISyRQlwEQyKOa3TjJaHUU9tnEWWKP1RQQJROJHJS4RERle8mJWAsyW3/2Ow3AgOeaOaKReREQOLzfdtxSWlHV7f553FK2mG4Bg/a6jFZZIxigBJpJBqVbrJCOa03MCDI+1Y1eh0Yo/rASYiIj0XUGiCQCHr/tlKgC2Ais5lhtrBFNL7kVE5BCiQVxmBICS0opumxg2G3WGtbw+XLf7qIUmkilKgIlkUnoXyJi75125yLUSYF4jTLC17WhEJSIiw0xhqhkAV9H4HtvYvVYCzGnGIBo4KnGJiEh2MoNWKZc200V5ac/L6/12a6A/qg1WJAspASaSQfZIIwApT3HPjdw+kum3XijQcDTCEhGRYcRMJigy/QDkjuo5AVZQ4CNoeqwrraoDJtIbW7duZeHChVRWVrJgwQI2btzYpc0LL7yAx+Nh7ty5HZdwODwI0YpkTnPdHgAaKKS8KLfHdmGnlQBLBLS8XrKPEmAiGZQTsZakGHmHSIDZ7IRs+QDEg+o4RESkb8KBehxGipRpUDCq5yWQhR4nzabV3xBqPErRiWS36667jiVLlrBlyxZuuukmFi9e3G27GTNmsHbt2o6Lx+M5uoGKZFhDbTUAfvsochw9pwki6QRYqk3nMZJ9lAATySBP3EqA2Qp6njYMEHIUAhAP6oRERET6prVhLwDNFJDrcffYrjDXSRMF1pVQ09EITSSr1dXVsWbNGq688koAFi1aRHV1Ndu2bevXcaPRKIFAoNNFZKgJNlgzwKKuQwzkA/F0qRcjpJUskn2UABPJFNMkL9ECgMt36ARY1OkDINWmExIREembcNM+AJqMQgzD6LFdYa6TFrOg/UFHIzSRrFZdXU1paSkOhwMAwzCoqKigqqqqS9vt27czf/58FixYwO23337I49566634fL6OS3l5+YDEL9IfkZYaAFKH2F0YIJVrJcAcEfUrkn0cgx2AyLARacFBEgB3Yc9LUgDiOYXQhpakiIhIn8X8tYC1TOVQvB4nzVhLIFNtTRr1FMmQ+fPns2fPHnw+H3v27OHiiy+muLiYK664otv2S5cu5cYbb+y4HggElASTIae9CL7zELsLA5A3BgBXVOcxkn30XUgkU9qsTiBgeigsyD9k04TbOmmxRZoHPCwRERleEkFr2UnYWXjIdj6Pk5Z0DbCYak6KHFZ5eTk1NTUkEgkATNOkqqqKioqKTu28Xi8+nzWbv6ysjM985jO8/PLLPR7X5XLh9Xo7XUSGGmfY6lvyRve8uQqAPd9aIumJ6zxGso8SYCKZki4E2Wh6Kcp1HrKp6bGKRzpi6jhERKRvkul6XrH0cvqeuBx2Wm3WiXZMNSdFDqukpIT58+dzzz33ALBy5UrKysqYNm1ap3Y1NTWkUikAgsEgTzzxBPPmzTvq8YpkSiplkhe3+omiMYeenejyWksk8xL+AY9LJNOUABPJkGR6i/lGfBTl5RyyrS3PWjvvirUMdFgiIjLMGOnl80n3oZdAAiRc6e3q25QAE+mN5cuXs3z5ciorK1m2bBkrVqwA4Nprr+Xxxx8HrMTYrFmzmDNnDqeccgrnn38+11xzzWCGLdIv+/xhimkBYPS4QyfA3EVWAizfbIVEbKBDE8ko1QATyZBISx15QJNZwFzPoWeAHZg6rJETERHpm47l87mHT4CRWwR+MNu0W5dIb8yYMYNVq1Z1uf3OO+/s+PmGG27ghhtuOJphiQyoPU1tnIh1XmL3HroIfp6vmIRpw2GkrHrG3tKjEaJIRmgGmEiGRNNFiQP2Qhz2Q7+1cvKtGWB5SSXARESkbxxRKwHWPpv4UOz5VrFiW1hL7kVEpHttLfVWQgs6itz3pCjfTTPWDsNmW91AhyaSURlNgG3dupWFCxdSWVnJggUL2LhxY5c2L7zwAh6Ph7lz53ZcwuFwJsMQGRTxgNUBhJyHH5F3F5YAUGAGBjQmEREZftzxFgCcBcWHbevyWkkyp5bci4hID+It+wAI2nxgP/RKlkKPk0bTqi8ZDSgBJtklo0sgr7vuOpYsWcLixYt5+OGHWbx4MatXr+7SbsaMGaxduzaTTy0y6NqXl0Rzig7bNtdnjawU0koknsTttA9obCIiMnzkJqzBE4/30KP0AHnpARd33A+mCYYxoLGJiEj2SQatRFaboyg9t6tnuTl2mrESYOHmOtwDHJtIJmVsBlhdXR1r1qzhyiuvBGDRokVUV1ezbdu2TD2FyJDWUZTYc/glKe0JMB9tBNoiAxqXiIgMI6aJNz17OLfo8AmwgiIrAeYgAbHWAQ1NRESyUzK9UUokp/CwbQ3DIGi32kXSJWBEskXGEmDV1dWUlpbicFiTygzDoKKigqqqqi5tt2/fzvz581mwYAG33357j8eMRqMEAoFOF5Ghyh5tsX7wHH4JpJEuXGwzTIItKkwsIiK9FGvFSQIA76hxh21eXFRE1EwvZwk1DWRkIiKSrdL9Q7wXCTCAkMNqlwzWD1BAIgPjqBfBnz9/Pnv27OHtt9/m0Ucf5Y477uDBBx/stu2tt96Kz+fruJSXH3pLVpHB5IxZBe0deb3YlcvuJEguAOEWrZ0X6S3VmpSRLhpIL7c3nRT6fIdtX+J100y+dSWsBJiIiHTVvrtwynP4Ui4AUZd1vpNq1UC+ZJeMJcDKy8upqakhkbBGJU3TpKqqioqKik7tvF4vvvQXtrKyMj7zmc/w8ssvd3vMpUuX4vf7Oy7V1dWZClck41zpmiw5+b1IgJEuMglENXIi0mvttSa3bNnCTTfdxOLFi7tt115rsv3i8XiObqAiAyTQZC03aSafAvehCxVDOgFmWgmwWFAnKiIi0pWjDytZAOJuq+SLEVK/ItklYwmwkpIS5s+fzz333APAypUrKSsrY9q0aZ3a1dTUkEpZW6wGg0GeeOIJ5s2b1+0xXS4XXq+300VkSErGcadCwIEdtw4nZLf+P+uERKR3BqrWpJbbSzZpa7YGTYKGF6MXBe29bgeBdEnjQJNmHIuISFeu9O7Ctrzencek0okyR0QziyW7ZHQJ5PLly1m+fDmVlZUsW7aMFStWAHDttdfy+OOPA1ZibNasWcyZM4dTTjmF888/n2uuuSaTYYgcfRF/x495vt6NnESc1gywVLropIgc2kDUmgQtt5fsEg5YCbA2x+GXP4L1Pgk5C63HtOwfqLBERCSLeRLpUi75vUuAGfnWBiuuqM5jJLs4MnmwGTNmsGrVqi6333nnnR0/33DDDdxwww2ZfFqRwRe21s0HzFyKC3J79ZBYThGEwFRRYpGMaq816fP52LNnDxdffDHFxcVcccUV3bZfunQpN954Y8f1QCCgJJgMWfF0Aqx9EKVXj8kphDBE/ZpxLCIiXeUlrdnvbm9xr9rb8q12nvTMMZFscdSL4IsMS+EWAFrMPIrzc3r1kITbKjJpU1FikV4ZiFqToOX2kl3at6qP5/SuUDFAKt3fJFo1Ui8iIp2lUiYFZhAAt3dMrx7j8lq7EHtSrZCIDlhsIpmmBJhIBsTTJyR+8hid5+rVY9pPSOzpXVdE5NAGotakSNZJzzhu70N6w8i1luabGnAREZEPCEYTFGElwPKKepcAy/WNImGmUwkhDa5I9lACTCQDQullJX7y8XkOvysXgJFrrbHP0dRhkV5TrUkZ6ezpgsNmbu/qTQI4C4rTj9WAi4iIdBZoC+MzrM28cvJ7lwArzHXRnN5ghTYtr5fskdEaYCIjVcjfgA8I2wuw2Q6/KxeALV1kUmvnRXpPtSZlpHOmt6rvbaFiAFe6pktOrGUAIhIRkWwWbD4ogeXp3eziwtwcGkwvYww/tNUPUGQimacZYCIZEA1aI/JxZ+9rB+WkR+RzE4EBiUlERIaf9q3qnfm9K1QMkF9o7dbVvsuXiIhIu7DfSmC1kgf23s2PKcx10mRa5z2mZoBJFlECTCQDEm1WAizhKuz1Y1zp0fu8VHAgQhIRkWEoP2klsdy+kl4/xjt6LEBHkWMREZF20aCVwGq1934gvzDXSTP5AMSCSoBJ9lACTCQDUiGrrorpLuz1Yzw+a/TeawbBNAciLBERGWbak1h5hb2r0wIwurgUgHzCRCLhAYlLRESyUyxozQALO3qfAPM47QQMqwZYNKAEmGQPJcBEMsCIWCPytj4UJc4rtBJgTiNJMto2IHGJiMjwkYqG8GBtN+8dNbbXjysoGk3StOpTNtbXDkhsIiKSnVLplSxRZ2GvH2MYBhGHD4B4q3YYluyhBJhIBjjShYUdeb3flt5bUEjMtAPQ2qLikSIicmjBljoAEqaNwqLe1wAzbHaChrVUpaVRCTARETnADKdrGecU9ulx8RwrAZYKNWY6JJEBowSYSAbkxK1C9u6C3u/KleO040+vnQ+1aOqwiIgcWqBpPwB+Cshx2vv02FabtbQl4ld/IyIiB9jSCbCku/cD+QAJl9XeDGkGmGQPJcBEMsCT3snR4+19AgygNb12Pqy18yIichih9GzhoK2g74/tWKqikXoRETnAEW2xfvD0LQGWSifM7O2PF8kCSoCJ9Jdpkme2ApBf1PuixAAhe7p4pNbOi4jIYYT91hLItnQyqy+i6eLG7bsWi4iIALjSpVxseX0byG9PmDmVAJMsogSYSD+Z8RAu4gAUjur9tvQAYYeVANOIvIiIHE4iaPUVfSlU3K69VouZ3rVYRLq3detWFi5cSGVlJQsWLGDjxo09tjVNk3PPPZfCwsKjF6BIhrkT1mZejvw+JsDSm3+54i0Zjkhk4CgBJtJP4YB1QpIwbYwq6tvU4ZgzXTxSI/IiInIYybYjK1QMkHRbjzEiSoCJHMp1113HkiVL2LJlCzfddBOLFy/use0vf/lLpk6devSCExkAeUmrlEtOQe83VwGw51vtXck2SMYzHpfIQFACTKSf/E1W/S4/+eS6nH16bCKdADPDLZkOS0REhhlbJD3g4h7V58ea7bVaIi2ZDElkWKmrq2PNmjVceeWVACxatIjq6mq2bdvWpe3GjRt57LHH+O53v3vY40ajUQKBQKeLyFBRkAoC4PH1rZSLK6/wwBWdy0iWUAJMpJ/at6Vvs+X3+bEakRcRkd6yp/sKs4+FigFsuelaLTF/RmMSGU6qq6spLS3F4XAAYBgGFRUVVFVVdWoXj8f50pe+xPLly7HbD78j66233orP5+u4lJeXD0j8In2VSCTxYSXA8gr7lgAryPPgN3OtK2GtZpHsoASYSD+F/NaIfMju7fNj209iHCoeKSIih5HTXqg4t+8zwOzp4sauhGaeiPTXLbfcwuWXX87MmTN71X7p0qX4/f6OS3V19QBHKNI7gaAfl5EAIL+PCTCv20mzmd6VOKzBfMkOjsEOQCTbRQPWEsiYs+8JMJunEABnXCckIiJyaO50oeH2uit94ci3kma5Cc0AE+lJeXk5NTU1JBIJHA4HpmlSVVVFRUVFp3YvvvgiVVVV3HbbbSQSCQKBAJMmTWL16tWMGdM1ieByuXC5XEfr1xDptdamOkYBcdOO09O3cxmvx0EL+cB+CGkGmGQHzQAT6ad4mzXikcjp+7b09rz23VOUABMRkUPrKFTs7dsoPYDbayXN8tK1XkSkq5KSEubPn88999wDwMqVKykrK2PatGmd2r388svs3r2bXbt28corr+D1etm1a1e3yS+RoSzkrwfAb3jBMPr0WK/bSYuZLgGjJZCSJZQAE+mnVHrEw0zX8+qLnPR2w7lJJcBEROTQ8lNWX+Hx9n0GWK7PekyBqQSYyKEsX76c5cuXU1lZybJly1ixYgUA1157LY8//vggRyeSWdGAlQBrtRX0+bFet5Nm2hNgWgIp2UFLIEX6yYhYy0mM3L4XJXZ500tSUq0ZjUlERIaZZJwCQgDkFpb0+eHttV3yjCixSJgctyej4YkMFzNmzGDVqlVdbr/zzju7bT9p0iRaWloGOCqRgRFvtWoZhx19X8ni9Tg6ZoAl2xo5/HYQIoMvozPAtm7dysKFC6msrGTBggVs3Lixx7amaXLuuedSWFiYyRBEjjp7uoC9M6/vRYlz08tY8glBMp7JsEREZBiJBa2TlJRp4C3q+zKrfN9oUqa1vCXQUp/R2EREJDsl26y+JeLsewIs33UgARZP91EiQ11GE2DXXXcdS5YsYcuWLdx0000sXry4x7a//OUvmTp1aiafXmRQ5KTrd+UU9D0Bll84uuNnM9ySqZBERGSYaW2pAyBALgW57j4/3m63EzDyAGhrachobCIikp3MNquUSzynsM+PddhthNIzx5JtqgEm2SFjCbC6ujrWrFnDlVdeCcCiRYuorq5m27ZtXdpu3LiRxx57jO9+97uHPGY0GiUQCHS6iAw1nsSR12Tx5nkImLkARDVyIiIiPQilE2Athhe7rW+FitsFDavGSySgBJiIiIARsWp3Jd19L+UCEEvPHDNDOo+R7JCxBFh1dTWlpaU4HFZZMcMwqKiooKqqqlO7eDzOl770JZYvX47dfuiVwrfeeis+n6/jUl5enqlwRTIilTI7dtQqKOx7Aiwvx46f9Ii8XyckIoejpfYyUh0oVNy3beoP1pZ+bCyo/kZERMARtRJgpqfvK1kAEq5CAAwVwZcscdR3gbzlllu4/PLLmTlz5mHbLl26FL/f33Gprq4+ChGK9F5LOI7XaAMg/whqshiGQdCw1s5rRF7k8LTUXkaqWLqPCNuPPAEWdliPTbRqpF5ERCAn1gKAkXuECTB3IQC2qBJgkh0ylgArLy+npqaGRCIBWCPvVVVVVFRUdGr34osv8pvf/IZJkyZx+umnEwgEmDRpEvX1XQuyulwuvF5vp4vIUNIYDOPDSoAdSRF8gFB6RF5LIEUObSCW2oOW20t2SLZZCbCIs/CIj9G+VCUZUq0WEREBT8Lazd6RP/owLXvgts5/nFF/pkISGVAZS4CVlJQwf/587rnnHgBWrlxJWVkZ06ZN69Tu5ZdfZvfu3ezatYtXXnkFr9fLrl27GDOm77NnRAZbc3MTdsO0rqRHQPoq4rBqssRbdUIicigDsdQetNxesoOZTlrF0stNjkQip71Wi0bqRUQEcpPWoJ+r4MjOxY08K3HmSEUgHs5YXCIDJaNLIJcvX87y5cuprKxk2bJlrFixAoBrr72Wxx9/PJNPJTIkBNNbyUdxgbPvu3IBRDtG5HVCIpIJfVlqD1puL9mhvb5K6ggLFVuPLQTAFmnJQEQiIpLt8tO1jN1HsJkXgCvXS9xMDzZqdrFkAUcmDzZjxgxWrVrV5fY777yz2/aTJk2ipaUlkyGIHFUhv7VsMeQowHWEx0jk+KANdRoih3HwUnuHw3HIpfZVVVXcdtttJBKJjqX2q1ev7na2scvlwuU60newyNHhTNdXSR1hoWIAPFbyzB5tyUBEIiKS1ZIJvOlSLrmFJUd0CG9uDi3kMYYAhJvBNyGTEYpk3FEvgi8ynETTRYljjiOvT5ds3z0lorXzIoeipfYykjnThYptuUdYp4UDS1Vy4upvRERGuuhBG6IUjDqy70het5MW0yrnQliD+TL0KQEm0g+xNuuDPp6uq3IkTE8hAPb0yY2I9ExL7WWk8sT7WagYcKQ3a2kveiwiIiNXa3MdAAEzlwLPkZVyKXA7aCHPuqLVLJIFMroEUmSkSaUTYOYRFsAHsOVaS1JyYjohETkcLbWXkSovafURLu+Rz2TMKbCSZ7nJYEZiEhGR7BVqqWc04DcK8NqMIzqG13PwDDDVM5ahTzPARPojvWzRSM/iOhLtI/KuRCATEYmIyHCTSpFntgLg7kcCrL3IcXvRYxERGbkiAWszr1bbkZdy8bqdNJv51hUtgZQsoASYSD840oWE7XlHXpTYmV7O4tGIvIiIdCfSgp0UAHlFPRcqTqQS/PD1H3L72tu7vT/XZ/U3eYQhGc98nCIikjXiwfRmXvZ+JMA8DlpIJ8C0BFKygJZAivSDI12TJafgyBNgbq91QpKfCoJpgnFkU5BFRGR4MkONGEDQ9FBYkNdju4e3PMwDmx8AYF7JPE4df2qn+wt8B7a5T7Q14fCOHZB4RURk6Eu0WQmwiPPIaxlbRfDbZ4C1ZCAqkYGlGWAiRyiaSJKbtJak5PZjSYrHZz3WQRJirRmJTUREho+Q31qm0mLm4/M4u23TEmnhtrW3dVz/2ZqfkUwlO7Xx5rnxm7kAtLY0DFC0IiKSDcz0jK1YTuERH8PrcdKcngGWCjUeprXI4FMCTOQINbXFKCRdk6UfM8C8+QVEzfRkTI2ciIjIB4Ra0gkwowC3095tm9vW3oY/6meqbyoFzgK2NG/hbzv+1qmN027Dj1WsuD2pJiIiI5MtXbMr6So64mMUuB00p4vgp9qUAJOhTwkwkSPU2BrDZ7QBYHiOvOPwepz40yMniTatnRcRkc6ihylUvK91Hw9teQiA75/yfZbMXgLAb97+DfFU51pfrTbrRCUS0AwwEZGRzJ6uZWz24zzGabcRtlv9ihnSLpAy9CkBJnKEGlqjHQkw+pkAazGtmi5hv05IRESks3jQ6hvCju7rtKzZv4aUmWL2mNksGLeAz878LAU5BdSF69javLVT2/Zix+3HFBGRkSkn1gKAkTu6X8dJuAqt40SUAJOhTwkwkSPU2BrDR3sCrPCIj+O02wga1gywcEBTh0VEpLNkq5WsijgLu71/Xf06AOaNmQdAjj2H2cWzO93XLpwudqwEmIjIyOaOtwDgyD/yUi4ASbf1eFukxdrQS2QIUwJM5Ag1BVspMMLWlX7MAAMIpacOx1qVABMRkc7MdJ2WeHqU/YPak1yzx8zuuG3WmFkArG9Y36ltIl3rJalaLSIiI1puMgBATkHxYVoempFr9Ss2MwHRYL/jEhlISoCJHKE2/0H1utxHvn0wQLh9SYoSYCIi8gG2sLWspLtCxaF4iC3NW4DOCbCeZoCZnvRSF+3WJSIycpkm+SkrAebqx272AG5PHmEzx7oSVj1jGdqUABM5QpH0csWoPR9s3e/K1Vvx9JKUZKilv2GJiMgw44imTyi6qdOyqXETSTNJSW4J4/LGddw+q9iaAbYrsAt/1N9xuy3XWqpiV60WkW5t3bqVhQsXUllZyYIFC9i4cWOXNqtWrWLu3LnMnTuX4447juuuu45oNDoI0YocoVgbOSQAyC0s6dehvB4nzekNvQgpASZDmxJgIkconl4+Es/p3+yvTsfQqImIiHyAM71TV66v6yj9u/XvAjBnzJxOtxe6C5nonQh0XgbpSC91caaLH4tIZ9dddx1Llixhy5Yt3HTTTSxevLhLmzlz5rB69WrWrl3L+vXrqaur4/bbbz/6wYocITM9CzhqOvB6+3cuM9brxm+mE2BhDa7I0KYEmMgRSrZZH/Apd2H/j5U+hhFp6fexRERkeHHHrRlc3tFju9zXvsTxgwkwODAL7OBlkO70UhdPuvixiBxQV1fHmjVruPLKKwFYtGgR1dXVbNu2rVO73NxcnE4nALFYjHA4jGEYPR43Go0SCAQ6XUQGUyS9EUoL+fhyc/p1rFKfm2YlwCRLKAEmcqTSH/BGP3aA7JA+hiM9yi8iIgKAaeI1rZPl0WNKP3CXybqGrgXw27Xf1t4GILfIWuqSl9QJuMgHVVdXU1paisPhAMAwDCoqKqiqqurSdteuXcyZM4fi4mJ8Ph9f+cpXejzurbfeis/n67iUl5cP2O8g0huhlnoAWswC8nL6V8ql1OfREkjJGkqAiRwhR8w6ebDl9m8HSAAjvYukM6YTEhEROSDS1oKDJABjx3VOgNW01dAQbsBhOJg5amaXx7YnwNbXr8dMb03vG2XNIvOaQcxUaiBDFxnWJk2axLvvvkttbS3RaJRHHnmkx7ZLly7F7/d3XKqrq49ipCJdRfxWAixoKzjk7MXeGF/opsW0drRXORcZ6pQAEzkCiWSK3KS1za89XVC4Pxx51jHcCSXARETkgNraGgAiphPfB+q0bGrcBMD0oum4He4uj60sqsRldxGIBagOWifchelllE4jSSjYMoCRi2Sf8vJyampqSCSs4uCmaVJVVUVFRUWPj8nPz+fTn/409957b49tXC4XXq+300VkMMXSSyBD9v7XMi71eWghD4BkmxJgMrQpASZyBIKRBD6jDQBnfv9ngOXkWzt7ebQkRUREDtJUbyXAgjZfl1H67S3bASsB1h2nzckU35RObfPyCwiZLgD8jbUDErNItiopKWH+/Pncc889AKxcuZKysjKmTZvWqd22bduIx+OAVQPs0UcfZfbsrsuQRYaqZKtVBD/sLOz3sUbn5RA0rKRuJFDf7+OJDKSMJsC0bbCMFMFIgkKjFcjMDDC3N50AM8OQjPf7eCIiMjz4G/cDEHZ0HaXf4d8B0JHk6s5k32QAtvu3d9wWsFknKv6m/RmLU2S4WL58OcuXL6eyspJly5axYsUKAK699loef/xxAJ577jnmzZvHnDlzmDdvHmPHjuUHP/jBYIYt0idmmzUDLJrT/4F8m83ATJdziacTayJDlSOTB2vfNnjx4sU8/PDDLF68mNWrV3dq075tsNPpJJVKsWjRIm6//Xa++c1vZjIUkQEViMTxYs0AIwNF8D0FByXRwi2Q33WrexERGXnaWuoASLgKu9zXngCbWji1x8e337fTv/PAMe1eSNQTTh9bRA6YMWMGq1at6nL7nXfe2fHzkiVLWLJkydEMSySzQlaiKukZnZHDOfJHQROYKoIvQ1zGZoANxLbB2jJYhqqDZ4Dh6f/IiS/fjd/Mta5o+2CRHmmmsYw0sfRyEvMDs42TqWRHUutQM8A+uAQSIOIotP4NNGQyVBERyRL2sJUAcxYUZ+R4rgJr8N6m8xgZ4jKWABuIbYO1ZbAMVYFIHF/7DDB3Yb+P53U78ZtW8UhTHYdIj9pnGm/ZsoWbbrqJxYsXd2nTPtN47dq1rF+/nrq6Om6//fajH6xIBiTbrJMUe17nUfp9rfuIJqPk2HKYkD+hx8e3J8B2+nd27AQZT88mS7aqVouIyEjkjFnnG25fZlad5BVZx8mJ+zNyPJGBMihF8Hu7bbC2DJahypoBlrklkD6PkxbyAYhq7bxItwZipjFotrEMbe2j6R88SWlf/jjZNxm7zd7j48u95TgMB6FEiP0hq+ZXymPNJtNSFRGRkSk3YSWq8orGZeR43qISADzJIKSSGTmmyEDIWAJsILYN1pbBMlQFwzF8tC+B7H8R/NwcO4F0Aizi15IUke4MxExj0GxjGbpiiRSueAsA+UVjO93XXtT+UMsfwdoJssJrfRdrXwZppPstI6wEmIjIiGOaeFNWAqywODMJsOIxB/VR4ZaMHFNkIGQsAaZtg2UkiYSCuAwr2UsGdoE0DIOQvQCAaFAzwET6q7czjUGzjWXoqvVHKCQIQF5h5xlg7cmsKYWHToDBgUL47bPGHOmaL86oltyLiIw0ibAfJ9Z5zOgxpRk5ZumoAgId9Yw1uCJDV0aXQGrbYBkpEkFrllbCyAFnbkaOGbZbMxwTbTohEenOQMw0Bs02lqFrT0uIovSGK0Zu5xpgO1oOvwNku8m+ycCBpJkrnQBzq1aLiMiI01RfA0DIdDG6qP+beQGU+jw0m+lyLtpgRYYwRyYPpm2DZaRIpeumRJ1eHIeoLdQXMacXEpBs06iJSHcOnmm8ePHiQ840njhxIk6nUzONJavtaQ4zybBmgB0829g0zY7ZXFN9h0+AHVwIH8BTaNVqyU0qASYiMtI01ddQAgSMAsbZMnMe43U7qDbygTqaGmspPfzkZJFBMShF8EWyXXvdlFhOYcaOmcjxWT9oF0iRHmmmsYwke5vDFHVTb3J/aD+hRAiH4aDce/iade2zxLb7t2OaJgWjrFotPjNAPJnKfOAiIjJktTZZG6K0OgozdkzDMAg7rHOZYFNdxo4rkmkZnQEmMlLY03VTEq7MTBsGSLoLwQ9GpCVjxxQZbjTTWEaShuZmPEbMunLQDLD2pYwV3gqcNudhjzPJOwkDA3/UT1OkicL0bl2FtNLcGqXE58l88CIiMiSF/VYCLJqTufMYgLirEEIQ0oZeMoRpBpjIEXBEWwBIuTPXcZge61iOmJakiIgIxFutTVFShgNcB2rTdSx/7EX9LwC3w82E/Akdj7XnWzXAXEaCpmbNOhYRGUli6RpdyQyexwCY6ePFAvUZPa5IJikBJnIEcmItABgZ2AGynS2dAHMqASYiIoAZOmi5/UH1JttngLUXt++N9t0id7TsAGcuMayZY/70UhgRERkZzLb0DK3c4owe11Fg7VacaNUMMBm6lAATOQKueAAAW97ow7TsPUeelUxzJQIZO6aIiGQvW7omZNJd2On2vhTAb9deCH+HfwcYBq12q1ZLqEUJMBGRkcQWtmYXOwsymwDLHzXO+iGkBJgMXUqAiRyBvPTOWY78zCXAnAVWAiw3GQDTzNhxRUQkOzkj1gww03OgrzFNs2MGWG+XQMIHEmDQUaw47NdSFRGRkaR9JYvbV5LR444qsZbau6JNmDqXkSFKCTCRPoomknhNa1v6nAyOnLi91rRhOymIaBmkiMhIlxNvAcB20HL7xkgjgVgAm2Fjondir4/VaQkkEHe112rRSL2IyEhhmia5CWt2cV7RuIwee8zY8QAUmgFq/JGMHlskU5QAE+mjYCRBkWFtS+/yZi4BVpCfT9BM78TVphMSEZGRLJZIkZe0lsQfPNu4PYE1IX8Cboe718drnwFWF64jGAuScltJtVSrZoCJiIwU/nCcwvRAvq84swkwR4E1o6zY8LO9vjWjxxbJFCXARPooGElQiPWhbs9gEXyv20mjmd7lq00nJCIiI5k/HGeUYZ2kONOFhQG2+9PLH/tQ/wugIKeAEo91crLDvwPyrWPawupvRERGihp/hNGGNbji8mZ2CSR5Vr/iM0LsqNUOwzI0KQEm0kfBSJyi9EkJGUyA+TxOGrBqsigBJiIysvnDsY6+5uAdh9vrf7UvaeyLyYXWrpE7Wnbg8Foj/65IY39DFRGRLLG/JYjPCFlXcjNXyxgAdyEp7ADU1O7N7LFFMkQJMJE+CoYiBzoOTwZngHkOzABLBrUrl4jISOYPxxlNelfg/AOj9Dv9O4EDSxr7on3W2E7/TtxFpQDkxZv6GamIiGSL5gbrHCOFAZ6izB7cZiOWU2g9T92+zB5bJEOUABPpo0jgoNHyDHYchR4nTekZYG3NtRk7roiIZB9/OE6xkd4QJe+gJZBHsANku/ak2Xb/dvJHW8WKi8xmQrFEP6MVEZFs0NpknWOE7V6w2TN+fDOvuNPziAw1SoCJ9FEsaCXAQkYe2B0ZO67NZhDNsWaURVo0A0xEZCTrLgHmj/ppTC9ZnOyb3OdjHrwTpCc9A6zYCFAXiGYgYhERGeoSQWujrYizcECO316z0h5uJBCJD8hziPSHEmAifRRvtTqOkMOX8WMncq1Rk2SwLuPHFhGR7BFoizCKdL3J/IOK1wOleaXkOfP6fMz2GWB7W/cS9Vh9WDF+6gLhDEQsIiJDnRmyBlHirgwvf0xr3wlytBFge512gpShRwkwkT4yQ1a9lMgAJMCM9K5chorgi4iMaJFAA3bDtK6kCxV3FMA/gvpfAKPco/C5fJiY7Eq0AeA0kjQ3ataxiMhIYAtbCbCkJ8MF8Null0COMoJsr28bmOcQ6QclwET6KmRt6xtNF3k8HNM0eWnPS/zqrV/xtee+xkt7XuqxbU7BWAAckYZ+hykiItkr2WrNBA45fGB3Av3bARLAMIyOQvjbW6tpsxUA0NaoYsUi7bZu3crChQuprKxkwYIFbNy4sUub5557jpNOOoljjz2W4447ju985zukUqlBiFakbxwRayDfyOBO9p2kV7OMxs82zQCTIUgJMJE+sqU7jqSrsFftf/POb/jqs1/lrg138UL1C9z4wo1sbOj6ZQrAM8ralt4Ta85EqCIikqWMVmsmcCTnwCh9+xLI9iTWkWhPnm1v2U4ofeyo6k6KdLjuuutYsmQJW7Zs4aabbmLx4sVd2hQVFXH//fezadMm3nrrLV577TX+9Kc/Hf1gRfooL2YNshve0gF6gnQCzAiyr0XL62XoUQJMpI8cUSs5lezFDpCbmzbzhw1/AOCSKZdw4tgTiSajfP25r1MX6lrnq2B0elv6VBASsQxGLSIi2cQethJgcXfXBNiRzgCDA8mzHf4dxNzWiUoioN26RADq6upYs2YNV155JQCLFi2iurqabdu2dWo3b948pkyx3odut5u5c+eya9euHo8bjUYJBAKdLiKDwZewlkDmFI4fmCfoSIAFaAmrCL4MPUqAifRRTszalcs4TAIsmUpy82s3kzSTnD/xfH58xo/5zbm/YapvKnXhOm5+7eYujykeM5aEmX5bhrQMUkRkpHKmd3tM5lq1IVtjrdS2WYmqI60BBjC1ML0EsmU7qdz2upPaeEUEoLq6mtLSUhwOa5dvwzCoqKigqqqqx8fU1tby8MMP89GPfrTHNrfeeis+n6/jUl5envHYRQ4nmkgy2rRWsriLJhy2vT/qxx/19+1J0ksgRxHAH9Jgvgw9SoCJ9JE7kU6AHWbt/ENbHmJj40YKnAUsPWkpAPk5+fzynF9iM2y8sveVjnou7cb6cmnEC0BKO0GKiIxY7qiVAGsfTd/p3wlAsacYn+vIN2FpT4BVBatIpDdeUd1JkSMTCAS45JJL+M53vsOJJ57YY7ulS5fi9/s7LtXV1UcxShFLSyjOWMNayeIZXXbItv/a/S8uXHkhZz1wFkv+uYRnq57t3ZPkWf3KaCNAc0gzwGToyWgCTEUjZSTITSfAnPnFPbYxTZN737sXgK/O+ypj0qPsAJN9kzmn/ByAjjbtSgrcNJrWiU2wqSajcYuISPbIi1snKfb05ijb/daASX/qfwGM8YyhwFlAykxRV5ALQG5UCTARgPLycmpqakgkEoD1fa6qqoqKiooubYPBIBdddBGXXXYZN9544yGP63K58Hq9nS4iR1tTMMwYWgCw9VADzDRNfv32r/nmC9+kLd5G0kyyqmYV33j+G7xQ/cLhnyQ9aOMzQrSGQpkJXCSDMpoAU9FIGQnyUkEAnAU9J8De2v8WuwK78Dg8fGzax7rc/7mZnwPgb9v/1mlqcY7DRsBeCECwQbtyiYiMVAVJKwHm9FoJsPb6X5N9k/t1XMMwOmaB1bgMALzJFqKJZL+OKzIclJSUMH/+fO655x4AVq5cSVlZGdOmTevUrrW1lYsuuoiLLrqI//iP/xiMUEX6rLWpBrthksTWMVPrg57Z/Qx3rr8TgKuPvZq/fuyvfHSKtbz3B6/+oNsaxp24CzENOwCOSDOJpCa6yNCSsQTYQBWNFBlKTNPEa1oJMLe35wTYI1sfAeDDkz9MnjOvy/0njj2RGUUziCQjrNy6stN9YadVWyzUrF25RD5IM41lJIjEk4zCGhxxF6UTYC3pHSAL+zcD7OBj7LFFARhjtFAfjPb7uCLDwfLly1m+fDmVlZUsW7aMFStWAHDttdfy+OOPA/DrX/+aN998k0ceeYS5c+cyd+5cfvSjHw1m2CKHFW3eC4DfVgh2R5f7I4kIP1/zcwC+NOtLfHvBt5nim8ItC29h5qiZtERb+N7L3yNlHuI7lc0GudbmLcWGn0AkkfHfQ6Q/MpYAG4iikdoxRYaacDxJIVYCLK+wpNs2/qiff+7+JwCLpi/qto1hGB2zwB7c/CCmaXbcF/dYibV4UAkwkQ/STGMZCQLhOKMN6zuP22ctU2mvGZmJBFh7Ef3t8RbAOkmpUwJMBIAZM2awatUqtmzZwpo1a5g1axYAd955J5deeikA3//+94nH46xdu7bj8v3vf38wwxY5rHiLtbok4Oh+EH/FxhXsa9vHuLxxfGn2lzpuz7Hn8D9n/g8eh4c3at84bD0wI70McpQRpFmF8GWIGbQi+L0pGqkdU2SoaW5uwm1YBR09PSTAntzxJNFklOlF05lVPKvHY100+SI8Dg97W/eyoWHDgTvSU5LN1vrMBS4yDGh7ehkpWkIxxqRngNkKxhBJRNjbao3c93cJJMC0Qms51/aQNdAymgB1/nC/jysiIkNYwKovHHJ1TYDVher4w/o/APDvJ/w7Hoen0/2TfJO46tirALhr/V2dBu+7yDuwE2SLCuHLEJOxBNhAFI3Ujiky1LQ1WiMnrXgwXPndtnlq51MAXD7tcgzD6PFYHoeHs8vOBuAfu/7Rcbu9wEqs2UMqSixyMG1PLyNFMNCMKz3YQl4JuwK7MDHxuXyMdo/u9/GnFFoJ4qq2fcQBh5HC31Tb7+OKiMjQZW+zBj0i7rFd7rv//fuJJCPMHjObCydd2O3jPzfzc7jtbjY2buSN2jd6fqJcKwFWbARo0QwwGWIylgAbiKKR2jFFhppwkzUC32Ir6vb+ulAd79a/C8AFky447PEunGx1ME/verpjPb27cJz1b6yx3/GKjGTanl6yVaTZSkaFDQ/k5B5Y/uibesiBld4amzuWfGc+STPJe26rPwsrASYiMqzlhK0EWCJ/XKfbo8loR03ixcct7rGfGeUexeXTLwesWWA96lgCqRlgMvRkdAmkikbKcBf3WycIAUf3I/DPVT0HwJwxcyjJ7X6J5MFOn3A6+c589of2dyTO8kdbnVJeojkTIYsMG9qeXkaKjr7GVggcqP+VieWPYM2ebJ8FttljPUe0pSYjxxYRkaHJE02XV/lAAuwfO/9BU6SJcXnjOKf8nEMe4/PHfR67Yef1mtd5r/G97huly7kU46clrASYDC0ZTYCpaKQMd6mgdVISyuk+Afavqn8B8KGKD/XqeC67q6Oj+cdOaxlk0ZgJABSm/HCo9fUiI4y2p5eRIpmuAdnmHAXA1uatAEwvmp6x5+ioA+ax6ryktPGKiMiwVhC3yqvY05urgDWYeN/79wHwqRmfwmHrujvkwcbnj+f8iecDB3a97/pEVoJtnNGsJZAy5AxaEXyRbGRrtU4Qou4xXe5ribSwpnYNAOdVnNfrY7avs39m9zOkzBRjxpYBkGMkCPi1DFLkYJppLCOB2VoHQCTHSoBtbt4MwIyiGRl7jsqiSgB25FhfBY22uowdW0REhp7ChHVe4Ro1oeO2d+vfZVPjJlx2V4+713/Qx6d/HIAnd1obf3XhtY4/zmjSEkgZcg6d4hWRThwha1Q+4emaAHthzwskzSQzimZQ7u19Ee2F4xeS78ynPlzPuvp1zC2Zi598fLRSW7UDb2H3WxWLjETtM40/6M477+z4+fvf/75mFktWs4etUfqYezT+qJ+aNmt5YuWoyow9R3sybYfNGp3PjSgBJiIybCXjjErvLpw7uqzj5ke3PQpYA/JF7u5rHH/QyeNOpjSvlJq2Gp6reo4PT/5w5wY+6/jjjUaaNQNMhhjNABPpA1d67byZ33X3lGd3PwvAeRN7P/sLwGl3ckbZGcCBGmJNTuv4DdWbjzhWERHJTs50AiyZO4YtzVsAGJ83Hm9O5urTtSfT9psR/DaDklQdbdFExo4vIiJDR8JvDaTETDu+UdZ5Rige6ijB8vFpH+/1sew2O5dNuwyAR7c+2rWBd7z1jxEi2ubvT9giGacEmEgf5KV3ZrQVdC4e2RZv47V9rwG9r/91sPYlk89WPYtpmoRyrZGTtv3b+xOuiIhkoY5dgPOKOxJg7UsWM8Wb42V8nnWSsiUnhzKjntpAJKPPISIiQ0Nb4x4A6ijCl+sCrNrFoUSI8oJyThh7Qp+Od9lUKwH2es3r7Gvd1/lOVwH/v737Do+juho4/Jtt6r13WVaxLfeOu8HGppneIZiElkBogRDykQApQEIJJRB6x3SbZmPAvXfLXV2yeu9t63x/zO5oJUu2bEvWSr7v8/BgSbM7V6OduTPnnnuuWe8DgLZJLLAiuBYRABOEk+DrmDsfENHh+xuLN2KymYjzjVMLC5+MGVEzMGgMFDQWkF2XDQFxANhqj55+owVBEIQBxdesZBtrfMLbA2C9OP3RwfGemQY90VIl5fUiACYIgjAYtdgDYNVSADqtEgL4NvtbQAlmSZJ0Uu8X7RPN5PDJyMh8m/PtMT+32AdYPFrLTqfZgtDrRABMEHrKasZXbgDAPSCyw4/U6Y+x5510BwLgpfdiauRU5b0KVuMVpgTRPJqLTqfFgiAIwgAUaFECYNqAWDJqer8AvoPjPTMMBvylZqqqK3t9H4IgCEL/M9UqWVp1WmUl+6LGInaU7UBCUqcznqzLEi8DlECaTbZ1+JlsnwbpbRQrDAuuRQTABKGnmivRIGORNfgEttcAM1qNbCjaAJza9EcHxzTINQVrCI5RlroPsZTRJGqyCIIgnD0sJgLlWgC0gVFKVjCQEtgHATD7ex4xuAPQWpnX6/sQBEEQ+p/VXgOsSa8s5PVdjrJy9tSIqYR7hXf7uuOZFzcPb703xU3F7Czb2eFnGn+lnEugpRKz1dbVywWhX4gAmCD0kLleSeGtwo8AL3f1+1tLttJiaSHMM4zU4NRTfv85MXPQSBqO1ByhwVcpdBwtVZJV1nB6DRcEQRAGDLmxBA0yRllHvcGM0WrEQ+dBjE/PVxfuKUcGWI5BhwWwVotp94IgCIORtqEAgGb3MGyyTZ3+6MjiOhUeOg91Bchvsr/p8DNDoNJnRUjV1LeaT3kfgtDbRABMEHpILR4p++ProVe/v+roKkDJ4NJIp35KBboHMi50HABr6rMA8JFaOVokpkEKgiCcLUz2vqZUDqLCpASkkgKSTqt/6U60TzSeOk/MEhzV69QHJEEQBGFw8WzIBaDRJ4GdZTspaS7BR+/DubHnntb7OlaP/OXoLzSaGtXva/yiAIiQaqhrMZ3WPgShN4kAmCD0UFutkjpcpwlAq1HqfJltZtYVrQOUNODTdW6M0gmtLt5Aoz4YgOqizNN+X0EQBGFgaK3KB6CMIPIblMGQvqj/BaCRNCQFKFPuMwwGPJqL+2Q/giAIQj+y2fBryQegzW+omq21cMhC3HXu3b+uB0YGjyTRPxGj1ciPeT+2/8DXEQCrpq5FZIAJrkMEwAShh8z2ufONuiD1e7vLd1NvrCfALUDN3jod58UpdcD2VOyhzFspHtlSkXva7ysIgiAMDObaQgAqtSGk16QDMCxwWJ/tzxFcSzcY8DWK5eoFQRAGG1t9EQZbGyZZiyEkQp29cjrTHx0kSVLfZ1nWsvYf+Ck1wCKkGmpFAExwISIAJgg9ZGtUVjFpMbQHwBwdyNzYueg0utPeR5R3FMMCh2GTbWzzV+qAaepETRZBEISzhc0eAKvVhXCg6gCgjLD3Fcd7H3AzEGItxyKKFQuCIAwq+9N2AFBABO5B6bRZ20jwS2BU8Kheef+LEy5GJ+k4WH2QzFr7zBX7KpA+UitN9TW9sh9B6A0iACYIPaRpUgJgRndl9RSbbGNNwRqgfQXH3uCYi7/VTRkt8TeWiuKRgiAIZwlNo7JUfZGHDw2mBgwagzpNsS84AmCH3AxESJVUNYlaLYIgCIPJ3j3KCo2WwER+LvgBULK/JEnqlfcP8ghiTswcwCkLzOBFs8YHAGutqGcsuA4RABOEHtK3VgJg9gwDYH/lfipbK/HSezE1Ymqv7ccRTNtuqqBZkoiRKsiuaOq19xcEQRBcl75JqcNV7CUDMCxoGHqN/ngvOS0Jfgl46jxp1WioNpiprCzvs30JgiAIZ9buo7Xoa5V6ktYhCaRVpqGVtFwy9JJe3c/lSUox/O9zv8dkVQZSGg3KM5PcKOpLCq5DBMAEoYfc25QAGN6hAKwuWA3ArOhZGLSGXttPkn8SsT6xmGQrGzw9iJEqKKhp7rX3FwRBEFyXe2sZAGVuLQC9NkWlO1qNltTgVAAOuhloKMvr0/0JgiAIZ86nOwpI1CiZxb/olX5lRtQMgj2Ce3U/0yOnE+oZSr2xnjWFygyZFo9wAHT2zGZBcAUiACYIPSHLeJmrAdD6RSDLslr/a17s6a/+6EySJM6PPx+An7w8iZKqOFrZeIJXCYIgCAOesQl3SwMA1Vpl0KUv6385ONcBM1aJAJggCMJgcbS6maFSCVbg+/rDAFyaeGmv70er0XLpUOV9v8n6BgCTpxIAc2sRC6wIrkMEwAShJ9rq0MtKOq+bXziHqg9R1FSEh86DGVEzen13C+IXALDJwwOzxkZ9RWGv70MQBEFwMQ3KNJEa2ZNaWwHQ9xlgzvs46OaGrVYsvCIIgjBYNNVVESLVs8XDnQpjHf5u/syJntMn+7o8UZkGuaVkC6VNpUj2lSANLWV9sj9BOBUiACYIPVGTC0CF7I+vjw8r81YCMDt6Np56z17fXUpACrE+sRg1Eus9PdBVHuz1fQiCIAgupl4Z7NimD8KGGR+DD7E+sX2+W0cALNOgx1yb2+f7EwRXlpWVxbRp00hOTmbSpEkcOnTomG3y8/OZM2cOfn5+jB079sw3UhB6QJZlfJqUrN6vA5QpjxclXIRe2zd1JWN8Y5gUPgkZmW9yvsEzNB6AgDZRBF9wHSIAJgg9UZUNQK4cga+HjpX5SgBsYfzCPtmdJElqFtjPXp5ENaT1yX4EQRAEF1KvZIDtcvMClMBUb63SdTxhnmEEaDyxShKN5ow+358guLI777yTO+64g8zMTB555BEWL158zDa+vr784x//YMmSJWe+gYLQQzXNJuLkIiq0Wta5KY/9VyZd2af7dGSBfZv9LQEJYwFIkvOpbxErDAuuQQTABKEnqjIByLFFUmnOoLylHC+9FzOie3/6o4MjALbRw4NE2yEa28x9ti9BEATBBdQro+TpbjoAUoNSz8huJUkiNXCY0gRdBfUtxjOyX0FwNRUVFezatYubbroJgCuvvJLCwkKys7M7bBcYGMiMGTPw8vLq0fsajUYaGho6/CcIfa2soY2hUglLfbywAuNDx5MUkNSn+5wfNx8fvQ/FTcUckJowo8NXaqHkaGaf7lcQekoEwAShB+QqZfngXDmCXVVrATgv9jzctG59ts/kgGTivaIwaSQqvcsoKK/us30JgiAILsBeAyzfQxkpHxMy5oztenz0NACOeGjIzRTT7oWzU2FhIREREeh0ShBakiRiY2MpKCg4rfd9+umn8fPzU/+LiYnpjeYKwnGVN7QxQsrlKx9vAK5JuabP9+muc+fChAsB+CrnG4p0yjT+xvy9fb5vQeiJXg2AiTnzwmBlq1RGLbLlcDaVrAbaM7T6iiRJXJR0GQDLfTxpzNrap/sThIFA9DPCoFZfSJlWS6OhDQkN48PGn7FdT4yYDMBOdzeqs3acsf0Kwtng0Ucfpb6+Xv2vsFAsbiT0veqqSkzeRynX6Qgw+DI/bv4Z2e/VyVcDsLpgNZk+CQDYSvefkX0Lwon0agBMzJkXBiWbFakmB4CKIKhuqybALYBzIs7p811fnHAxADvc3agvXNPn+xMEVyf6GWEwk6uy2emuZBYn+afgY/A5Y/seGTQSN1lDnVZLWcWWM7ZfQXAlMTExlJaWYrFYAKWIeEFBAbGxp7cYhZubG76+vh3+E4S+5lmwli99lcW6Lku6EoPWcEb2mxKYwsSwiVhlK7/4K+EGr9rDZ2TfgnAivRYA64s582K+vOAS6grQ2EwYZT2mEGUllb5cQcVZtE80CYQgSxL7WsSIvHB2E7VZhEGtpQapsYRdHu4ATAqffEZ3r9fqSdFHAFBkFrVahLNTaGgo48eP5+OPPwbg66+/Jjo6msTExH5umSCcPFvVSrZ4eiDJZ2b6o7Mbh98IwCZNAW2SRGhz1hndvyB0p9cCYH0xZ17Mlxdcgr3+134pnGqU+euXJl56xnY/MWgeAFsM9chmUZhYOHuJ2izCoFahjI5vcVdG66dFndkAGMCkiCkAFBjqMJmtZ3z/guAK3njjDd544w2Sk5N55plneO+99wC47bbb+O677wBoaWkhOjqaq6++msOHDxMdHc2jjz7an80WhI4sJrZqlMGM0R4jifaJPqO7nxMzhwivCJptLfzo5UmYrRxa685oGwShKy5dBF/Mlxdcgc2+AuS3Xn5YZQspASkMs6+WdSbMGXYjeptMjkHP4fSvz9h+BeFsIfoawSWUH6ZUq6VMrwFZw4SwCWe8CXOHXwLAPnctuTliuopwdkpJSWHr1q1kZmaya9cuRo0aBcDbb7/NokWLAPD09KSoqIjKykpMJhNFRUU8/fTT/dlsQeigKutHVnorU+rPG3rHGd+/TqPj2pRrAXjXLwAb0FS474y3QxA667UAWF/MmRfz5QVXUF+oPARs9VU+22cy+wtgRHg4yc3KVK4vD7x7RvctCK5E1GYRBjO5/CA77dMfdZZYvPQ9m8Lbm1LDxuJhgwatlr1HVpzx/QuCIAi94/OD72GWJKJa3ZgWPbFf2nBV8lV46b3IN2jY4OFBfe6efmmHIDjrtQCYmDMvDFamsgwyDHoq3FvQSTouHHLhGd1/oJeBtsa5AKwwltLUUHxG9y8IrkL0M8Jgdd9nezm4d6taAN9bTumXdug0OpJtSuH99Kpt/dIGQRAE4fQ0NZawpEkp4eJWM4FwX/d+aYefm59ae+wtf18sJSIDTOh/vToFUsyZFwYjj4ZclvgqDwTz4uYR5BF0RvcvSRKyz0VEmWRaNRr+/tkfaWgzn9E2CIKrEP2MMNjIssyqw6XE2QrYYs8AC9GN6Lf2DPdSgm85trx+a4MgCIJw6paseYQGjYYok0xm68X4euj6rS2/GvErtLKW/e5u5NbtAJut39oiCAC9ejY45sx39vbbb6v/dsyZF4QBobUOWa5juVckADcMv6FfmvHUFaN589uRFBsOcZB9fLuniJunDemXtghCfxL9jDDY1LeaCTSXUeBjo0KnQ7YaiPYY2W/tOXfUTXy2axeH3SxUVeUTHBzfb20RBEEQTk5zYykf1uwBjQa/qgmE+XojSVK/tSfYI5jh3nM52LyKTzzNzM3fCAmz+609guDSRfAFob/VZW1mqY8XRo2GJP8UxoaM7Zd2pEb68fcbnsXdJlPgJpGV9Vm/tEMQBEHoXUW1rQyTClnj5QGApXkYAZ6e/daeqSPOJdIEZklixdbX+q0dgiAIwsn7dO2fqNdoiLXAzvorCOun6Y/OLor/FRoZtnu4s2Hri/3dHOEsJwJggnAcNbu+4HMfZfrjzSNu7NcRFF+/GGZLoQDktYrVIAVBEAaDkrpWUqRC1njaA2CNI/Dz0PdbeyRJIskWA8C28o391g5BEAThxL7ZW8wXu5TVq+tq83ivejcAsz1mY0NHuF//B8AuGzWKkJaxAPy3+TBtdWX92yDhrCYCYILQHauZg7UbKNbrcMedC4Zc0N8t4prxDyPJMmkeRtKzfu7v5giCIAinqaSulWC3XHIMBiRZwtKUgm8/BsAAkkMvAmCPtgFzW2O/tkUQBEHoWkVjGw98kcYfv9pPcV0rr/9yLw0aiWSrhlav2wH6rQC+M283HU9f/A/cbXDEzcDLX/+pv5sknMVEAEwQumHNXcd7vgYAzou6Bndd/3cgk0YtZFSLkiXwztan+7k1giAIwukqqW+j2qsUAO+WULB59GsGGMA5Y68l0GKjWaNh+/73+rUtgiAIg019i5l9hXWn9Nq8qmaqm4wArMuoRJaV76/fs4LPW5TFS2b6XMPWvHoAl5gCCTApNo6LPMcD8Iu8k5bmmn5ukXC2EgEwQejGil1vkW0w4GbV8ODU2/q7OYAyNSVAcwUAq2yVlJbs7ucWCYIgCKfDXJ5BmrcVANk0CYAgb0N/NonRMQHENQcAsDLrh35tiyAIwmDzmw92cumrmzlYXH9Srzta3cyC/2zgmje2YrXJrMuosP/Exs85z2CRJEa3Gnhx91jSy5Ts3big/qsp2dn9F/yLYIuNMr2G15bf2d/NEc5SIgAmCF2QLWY+aDoIwFDLOEK9A/q5Re2iYi8jpUWLRZJ4Y/2j/d0cQRAE4TQE1PxAmrsbGhkePvcmbp4ax4zEkH5tk5tOi7dmOgBrTcW0tdb2a3sEQRAGi32Fdew6qlxTD5c0nNRr16RXYLLayKlsZuXBMjZmVgEw2W8puw1t6GSZotKrMWg1LJ4WzxOXjGB2cv/2J878fcMZ1jIHgCUtR8jLX9fttmarjYY285lpmHBWEQEwQejCqq3/IsOgxcMmM3nI7/q7OR2kRvnRUrkAgGXGEnJyfunnFgmCIAinqky3A4BJHvFcMTqVv182EoOu/2/PouNvJNRso0Gj4S8fPcLqI+X93SRBEJyUN7Rx2aub+dJeAP1sUtdiYvfRgRmY/3jbUfXfZQ1tJ/XazdlV6r+f+P4QjUYLEe4VlIQp/cgFtiSOGkcxdWgQTyxKZfH0Iei0/d+fOPOLuJ0RzXrMksTf1z2EzWrpcrv/W3aACX//hewKUYdS6F2udUYIggswttXxXNbnAKTURnLesOR+blFHIyN9Odwyi1FNbtgkif9s/mt/N0kQBEE4CRUNbVQ0ttFYlsEmH+Xm/7LUW/u5VR3NSokksj4WgBzbdh75ej82m9zPrRIEweH7fSWkFdbx+vqc/m7KGffQl/u48n9b2JU/sOpI1beY+X5/ifp1aX3PA2Bmq41tue2/b2WjEbCRGvkm9VoNsUaZFQWLAThvWGhvNbnXpUYHUFj2K9xsMjslIx/+eNcx25gsNr7fV4rZKrM1p7ofWikMZiIAJgidfPjzvZRoIdhiI73xDkZF+fV3kzqID/LCy6ClqOIatLLMermJHXvf7u9mCYIgCD3QYrJw4cubuPjlTSzf9jK1Wi0BFokFwy/p76Z1MD0xiMVz/w+tLJPlYcPbvIuDJSdXr0YQhL7jqPGUU9lMbbOpn1tz5siyrE4hPNkaWv3tqz1FtJlt6tflJ5EBtq+wjiajhQBPPQtSwwCYFvgR292a0Mgy5tIrqGvTAXCuKwfAIn0pMSUxqnYUAC9VbePQka87bLOvqI5Ws1IbM7eq+Yy3sTuyLPPe5jy25bpmUC69rIF7P91LSV1rfzfFpYkAmDCgfbW7qFdHf8rL9/NW9R4AQiomcNG44Wg1Uq+9f2/QaCRSI/0oMKYyTw4H4O97XxI1WgRBEAaAHXk1VDUZqWg08kPlZgCGtCag1/bvyo+dSZLEeeNnMFurDALFBqxkXUZlP7dKEASH9LL2+lF7Cs6ee8DKJiN1LUptqMLagfWg75iuOn+EEsAqO4kMsI1ZyvTHaYnB/Hr6EJI9tpMeehiAKzSpZLZOASAlzIeYQNcpfN/Z8HBfNBKsrbiBcyU/LJLEw1ufoK42T91mS3Z7gCm30nUCYJuzq3ny+8Pc/sEu6ltcrz7Z2xvz+G5fCW+chVmhJ0MEwIQB61BJPQ99uY9r3tjKu5vykOWTn5qxr7COS/+7ic3ZVcg2G4+vvJ1WjURim0SO5SYemO9a0x8dZiUHA7ClcDHBVpl8LfxvRd+sVJlT2cRtH+w6q26uBEEQ+oqjhstwj03sM1jRyDJu+qv6uVXduzrlOgAy/KrYnr6nn1sjCAKAxWojs7xJ/XpXL9fDkmWZg8X1tNmzcE71PU7l3vxEspx+74KaFkCZDjrpn6v4Nq241/fXWxrazGrW3q3T4oGTywBz9B0zE4OJ9ypBjl6KWZKYK/ly6ez/qdudO9x1s78APAxaEkK8AQ0XjnyFSCsUauG+b6/CZFSOz5ac9lpneS6UAbbJ/jdoNFp4d3PeCbY+84rtAeEd+eKZ7XjOqgBYXYuJfYV1/d0MoZdkVygdoE2Gv/1wmH+tzDjp93h7Ux77iup5+Mt9LPnpXjbTgptNpqbkBv56SSp+Hq41Iu9wx6yhjIv1p6QlgJSmuQC835jBrv2f89KqLHVVmTazld9/updX12af8r4+3naUVUfK+f2SvbSYui5UOVhVNLaJ4puCIBxXVnkjD3yextHqnt2kb8quBmx4hf4IwKgGXwKDR/dhC0/P9Il3M9yqpUWjQWt+7ayaaiUIriqvqhmTpX0q3e6jtdQ2m7jo5Y088tX+bl9n6eHKer8cLufiVzbxl28OnnDbuz/Zw9Wvb+nQHoBnf8pg2F9W9vo0xYyy9vuyQnsA7Nu0Eiobjfzhi30dCsV3Z3tuNb/9eDf/Xpneq207HsdxiA7wYHiELwDVzSaMlhMHGRvbzOy1P8OODWvhruU3UqaTiLPCPy/7gtRofzwNWgDmuXgADJRpkABZdd68Ovt5vG0yeyQTj3x2Ec1tRvYW1KnbFtW29OgYnQlbnaY+vrs5j/pW18oCK61XAmDpZQ0u1zZXctYEwDLKGpn/nw3c9uEucfM2SDg6vSh/DwDe2JBzUie7zSazKUuZzmFo28GLZesAGFaVTHTMHBaNiezdBvcig07DazeOJ9DLwMqShUw1emOTJP688++8u3YjD325D4CVB8v4fl8Jz/6UwcqDpR3e47t9Jby2LvuEo3OOG43iulZeWpXVN7+Qi7rxre1c+NKmk0pRF4Szza78mpMaxR5s3t2cz7K9xTz+3aETblvVZORIaQOjvVeR4WlFL8tkV1xPpL0fc0WSRsP9o+8A4KB/NT/tWnXMNk98d4gr/7eFZuPZNUgiCP3liP3eLNjbACgzGl5bl82hkgY+31XY7eDdfZ+lcc5Tq8mpbOry5w6OTJdv95Ucd6pXZaOR5QdK2Zlf26FGYGWjkbc35mG02Phqd9FJ/W4nklXRMQAmy7L6PYtN5q6PdpNV3vXvb7ba+NW7O7j2zW38eLCM19blnLF7vP1FyvEZHe2Hv6deXe23osF4wteuOFCK1SYzPKiZv6+5nmytTKhV5vXz38LHNwq9VsOL147l8UtGMD42oE9/j97gCIAdKmkgIGw2C7RXopNlVlHLAx+ei9XaRoSfO14GLTa5/Zmvt9S3mE94DnTW2GZWg5iRfu40tll4f3N+r7brdMiyrC6qIMuwxykrVJZlvk0rVj/rTUYLN7+znX8uP9wvbe3OvsI6vthZSE0fx2rOmgBYXJAnvu46KhuNPPH9iW9Shf63LqOCGf9aw6asrkdyHGnP106KYUiwF7LMSdUDO1TSQG2LmQBtKbqYj2nTSAxr0ZFhvIMXrhmLJLlW7a/OIvw8ePm6cUgSbM+/k0iLTKlOIjn6ZTJKqzhS2sA3Tqngjy49QEWjcuFrNlp46It9/HtlBnucRlm6kul0E/H2pjw1u2ywazNbyapowmS1nfT0z+omIx9tzT/pzrUnTBYbb27I4c6PdjH3uXX8c/lhsTKb0G8yyhq56vWt3PXx7v5uSr8pqlX6onUZlRwpPf71cUtONRosaEPXAjCyLogyS4I6kOOqzhl/F6PNyrL1azOe6vCzVpOVj7YdZffRWrFalyCcIY5rzfwR4fh76jFabLyzqX1K1qc7Co95jSzLrM+spNlk5dPtBcd9/0P2ez2TxcYPB0qOs1170Ms50+ujbUcxWZWMsFVHynt1KqTz1M9mk5XS+jb1mSA10pdGo4UPtx7t8rUHiuvZkFmJTiPh664UjN+e17Pr1u6jtdzw1rYTXue7s7+oDoDR0f5IkkS4rzsAZScYQDJZbLy8OptIQzbawL+zX2PBzybzxuwXiI6eqm53fmo4t04f4vLPLwCpkUptyR8PljHhH6t4//Bkkkono5Nltro1MDnmH8yI1zMkxAvo/Tpg93y6hwX/2XBSf8td+bVYbTKxgZ786cLhAHywNR+ri9yD17aYMTplYe5weiZel1nJfZ+lccNb2zBZbLy9MZeNWVW8uzn/pKc522wy+wrrsFhtJ974JH26o4A/fr2fF345+VldJ+OsCYC567U8f81YNJKSJvvfNVn89uPd3PreDjFiifJh7ml66Zk60b/fV0pRbWuHII4zR2cXG+jJ1IRAgJNalWNDViVuUjOJ8a9QrtcQZraRX3IP/7tpMmH2TsnVzUgK5sF5yTTYQjAXXoe7TSbd08q0iOd5c322WjAzLsiT2hYzj359AFCOk+PGZGNW90WNq5qMVDWZkCSYmxKC1SZzy3s7OFA0sFbdORXFTiuo9DR932qTeebHdGb8ay1/+fYQt3+wq9eDU+9tzuOpFen8dKicvKpm3tqYx8Nf7e+TjkgQTuSA/dw4WFx/1n4Gi5yKML+1Ife4227OqmJ68Jtku8l42mwcqrwJwKUzwEDJArs68W4AtrjVs37bi+rPDhTXq/cFaaLMxKBjttpOqw6U0DfS7Q/uIyJ9mWDP+LHJqEGdr/cUUdlo5Ma3t3HDW9uw2mQqm4w02Z95vkkrwdzNNdtqkzsMdh4vg+uQ03aOe8M2s5WPt7UHoIpqWzsErcxWGz8fKmNNejnpZQ09Co4t31/KWxtysdlkMu3Zb441qtZlVCLL4O+p55Zz4gHI72ZKer69ntTE+ACumRgDwPa8Ew+e22wyf156gC051bzeRYHxg8X1VDYeP5PLOQMMINxPedYoPUEG2he7CgmyfIsu7k2O6iDMKvPuzGdJHHr+CdvtqsbE+BPkZVC/Tgr15v6r/80F1gsw2GQOepvIbLmHEb7KzJPeXAmyzWxla041FpvML4fLe/w6x/THcxKCuHBkOD5uOmqaTX26Eul7m/P4Zm/3de1eXp3Fec+vo7yh7ZiVH3c6fa6z7edfblUzz/+SwdsblWC51SZz+CQDun9aup9LX93cbZD5VFmsNn62/z0uGBnRq+/d2VkTAAMYG+PPnbOHAvDcz5n8eLCMtRmVrEmv6LV9GC3WY+bAu7pWk5W5z69j2F9WMv2ZNTzx3aEuOyObTeb/lh0g9fGV7O7lYptdyatSTlbnVW6cFdYoJ3pMoCdTE4IA2JZ7/E5sX2Ed//jhMNVNRrZmZDMm9mnSDTa8bTJRzXfy5ysWMDE+sBd/i75399xE5qaEkNs2jvENMwFI86+nqvx+rDYro6P9eOtXE9FqJFanV5Bd0cj6zPag18ZuMuwA9SYjNtCTf181hmHhPlQ2Grnmja1syBwcq4EdrW7m+je38a9OdSCcH2oP9TDrbcmOAl5fn9Nh6eZVR3reuZ5Im9nK2/YR3lvOieOxi5RVSr/eU8R9n6d1ezMrCH3F8TBhtsouvxpXX/TNNpusFp0FZWp5cTfLj8uyTH7eNxwMVm4aH4y8gEaiAYgNct0VuxwunHEr4+uU/vEvh9+mskLJpt/rlCHbHwGwqiYjS7YX9Mlg5te7i7jx7W29Pv1moJBlmcte3cz8/6w/62qAujpHMfXh4T6Mj2uf8vbMlaOJ9HOnrsXMhS9vZHN2NVtyqsmpbOqQRVPVZOz2Pi6vqolWsxU3nQatRmJvQV23Ge3OgTLHgMiyvcXUNJuI8vdgVnIIAKvT2++Fvt5dxB0f7ebX7+9i4YsbefL740/DajNbeeCLNP654gif7iyg0WhBp5EYFe0PwBr7eyeFequrH3Z3zjr6rCHBXkweolzPtnczeH64pIHX1+fQ2Gbm58PlZNhnRKzLqOww4LM9t5qLX9nE7GfX8sb6nA59TU5lEwXVLVQ3GdX7ypFR9gCYfbC9/DgBsJr6UtbsvIW8mDXU6jQk2zR8ctESkhMvOM4Rc33ebjo2PjKXzX86lyN/W8gvD85mWmIwTy7+F/Ns1xFotZGrk1lve54ZQW+TV97zGT4nkl7WiMU+aLOpB/XiHBwZzucMDUKn1XDOUOXZ83iJBKcjr6qZJ78/zINfpFFhzxJ8dOkBrn59CxUNbezIq+GFXzLJqWxm9ZEKNZAaaA8s7i9qX8SipL79vuSN9blqIBx6PsgPsPJgKV/sUgLiW3o543tnfi01zSb8PfXqudlXzqoAGMD985IYG+OPh15Lgj2tsqepryditclc9uoWzn1+nUuPlpmtNj7Ykq+O1Ow+WsvR6hZkWcl6eX9LfoeHf1Bu8h/5ej+fbC+gzWzjuzOwykp+tdJ5ZZU3HZNZYLLY1JM5JtCDKUOUi9Chkvpj6oA5gnlGi5W7l+zh7U153PXuDzRLf+SIpwV3m8zLYx/gg/vu5fJx0X39a/U6jUbi5evH8dhFw3n8lhf4a8QCJFkmzb+WGZFPc8kof5LDfJibotyEfLW7uMNS9mmFdR0Kon6bVsxFL28kt7JJ7exTwnwI8XHjy7vOYVZyCK1mK3/99mCfrO5zJu3Kr+Hy17awNbeaNzfkdvjsOKY1gfK56snvusYe7PrtnKHcZQ+2v7Xx+BkhJ+Or3cqIbqSfO/930Qhum5nAqzeMR6+VOFzSQIMoeOkyZFk+4WiwKzJbbd0GcLqS5zTK7liYpLNX12bz6/d3qlOw+8PKg2UkP/Yjn+/sftrPJ9uPnnRgv7LJiMlqQyPBlCGBWGwyH2zJ73LbHelp1Pp/jkWSmK/x55r5/+a1G8fz7FWjXX4KJCi1JzXeTxBnhFqtxKM/LsZkbOxQrHhfYV2XWa/pZQ3c9sHObusSybLM/9blsC7j5Ackn/85kz8vO8C9n+496T7pSGmDOi2ps7c25PKHL/exObuaZccZgR8sDhbXU9XU8ZpVUt/GoZIGCmtaTyrDXuhbdS0m9WE3JdyH2ckhSBKMifZjYWo4106KBejQB6WXNR6zmt7Xe7rO7DpYrAS1Rkb5MSfZce/YzbZOUyCzKppoM1vVa+Ct0+M5f0QYAKuPtJ/bjmlnPvZstR8Plh733N1XWKcGlZ75URmsHBLsxdBg5TnOEcRICvNRBxOK61q7nLGSZ3+2iA9qD4DlVDYf89nPrmji2je38syP6dz0zg5eXJWp/qy+tb0gPaBmEbWYrDz9YzrnPr+O9zfn8Ycv9nHe8+tZ+NIGftiv1OFNCPHC111ZYMuRAdbVFEizsZmPV9zL5V/PY6evcu5d4xbNx9euJSzMdRdNORmeBh1R/h542Iv3A+i1Gv71m8f46uIvmCC70aLRsC80myP1v2bdtueRbV0PZFU0tLHiQCn/WpneZUDzo635vL4+B1mWOeB0zd9bUNujwZP6VrM63dcR+JppPzc2HCeRoCdaTVae/znjmECUI6Bsk5XBtcMlDXy6o4Cd+bXc9M52/vR1+2IXmeWNagH8SfEBhPi4YbLa1MX/HNlhWk379NixMf7KfuzxgMKaluOWbqlobOPRpQfUrw+X9G7mm6NW9fzhYei1fRuiOusCYG46LV//dhoHnjifPy5IAWBHD1Jfe2JPQS1HShsoqm1VC4cfKKrnk+1Hu72wy7JMSV3rGQ0kvLo2m8e/O8S9n+0FYKd9jvCC1DASQ72BjiusHCyu55b3dvClU+fXk3RhUNIZt2RXdXi/nqhrMakF8IwWmxoMc1COGbjrNYR4uxHu586QYC9sneqAPfhFGlOfXs3B4no+2VZAUW0rIzw3UOP5V7LdZXysNt6a9GcmjfvNSbXP1fi467ltZgKR/h5cff5zXCqfgyTL7PNrZE3uzZSW7OaqCUpw75NtRymoaUGvlYjy98Bqk9VRDVmWee7nDA6VNPDOpjz175YS7qPu5383jsdDryW/uqXb0f6tOdWs7sXMJ1AuvL25osmeglpueHu7+jmz2uQOKwc5B4GrmkxUnCCYYbRY1QzERWMiuXV6PHqtxM782g4ZEqfKYrXxxgYl7f72WQlq8dSFI8N5d/EkPrltCkHebqe9H6F3PPNjOpP+uYq1nR7o28xW/rsmi9w+qA/XGx75aj/Tn1nDg1+kHbNgTFcZhs4rH3Z149RmtvLSqizWpFdw41vbj3nIOF0F1S28vTGX+z7byx++2NdtloojE/P19bld9reHSur5v2UHuevj3SeV6eIIlEf4efDrGUMAZRCh84NXdVUmf9/8K0oNGsIsMo8v+gRJo2HeiDCutk/DGQgmD42lqfgG3Gwy22nj/s/nc+Bo+71Bo9FCbtWxn4MXfs5k1ZEKXl7d9YrEG7Kq+NfKdH6/ZO9JDyA6+vzV6RXqtI6eaDVZueb1rVz1+lZ1dB2UfvCFXzL554oj6vcyuymoPVisOFDKxa9s4nef7Onw/QynDPzjZYsLZ9aRUuXzGBPogY+7npFRfvx0/yw+/M0UNBqJayZF46bT4KHXMsGeHZZe2qD2O46yIasOV1DXcmyxaceD/shIX66eqNw7frqjoEPWCEBDm5mj9vtzbzcdVpvMN3uLSS9rxKDVcPWEGM6zr0i4p6CWavv13zHIct95SRi0GsobjOr7dMX5Oa2xTWlDcpiPmu3VZlb6pqRQb8J93dFrJcxWucvAkiMDLD7YC39PA8Ps97fO+6htNvGbD3aq+9pXWEd6WSNeBq2a0eY8e8iRCXPFuCiCvQ0U1bbyxPeH1QBji8nK339QstzG2LPWALXcinM78/PX899l1zH/kyn8q3ItNVoNEWaZR0Jv4C/X/YiH58CapXKqQkJTeeemLfzebxY+Vht5Bvh9xvtc8cE4Pvnxd1RXZVLR0MYjX+1n1r/XMvmp1fzukz38b13OMf14QXULf/n2EM/8mM6R0kZ1Kioo2es7elA/etXhcmwyJAR7qX+3mYnBgBJE63xunIzX1+fwypps+2eu/TnHub7et2klfLK9fcphZnlTh2mh2RVNlNQpn6MIPw8m22czOZ7xHT+799wkPO2f49/OUQbqDxTX02qyctmrm1n0yqYOi144ElBkWeaRr/ZT22ImOUyJFZTUt/VoYcGGNjMfbzvKigOl3W5js8msPFQGwAWjwk/4nqfrrAuAgRL91Gk1TLZnDWWWN/XKagOrnOYRO26W/vBlGv+37CArDpR1+Zrv9pUw7Zk1/P2HI13+vCstJkuPljDuypHSBv67RrkBzatqJq+qWT05ZiaFMNK+Kocj8+fVtdlc/MomNmZVoddKPLkoFVBGko73oZdlmXc25THz32u54e3tLHhxA3cv2dPjZeI7j1J1DqA51/9yFHvsXAcsp7KJpXuKKW8wcsu7O3h37RZmhT9LcexyKvRKhzLf7T7GjryhR20aSG6+8AVSSufia7VxUGPh8p9uoTT/rwR72Gi0X6QnxgWqSyU70nf3F9WrU0tXHixT54Unh/mo7+3lpmNBqjKi19W89MY2M4vf28FtH+464UP+6iPlzH527THBsorGNv687ICa1l5U28J5z63nmte3HvMeB4rqWbqn6KRqbdW3mPn9kr2YLDbmpoRwwxRltHSt0w1N5yzIE6UI78qvpdVsJdTHjWHhPoT5unPp2CgAXvglE5PFhizLbMmuOulpQtkVTdyzZC+FNa0Eehm4zj666zAzKcTlawidTcrq23jPvjLQyk7X/m/Tinnu50x++/Eel8ugdBRIBli6p5h5L6xXr8W/HC5n2F9WdqhxJcsy+VXtDy1dZYAdLK5X6w1mVTRx41vbT7r/KqtvY+5z6/jjV/s6fN9mk7nmja38Y/kRvk0r4es9Rfx7ZdeFUx3Bubyq5i4XtXBMc24xWVl1pOsspMzyxmOCW47rRHSAB3NSQvB111HeYGR7XjUmi433NuexctvX3PrdVRzVQ5DFxl/GPYufX2yX+3B104YGkW8czZDyBbjbZDbKzUQEPU6IvoSRUcr9w95OC6u0ma1q8GRdRkWXgVRH5l2j0dLhOnwiTUYL2U79TOfR/7oWU7d9w66jNTQaLZgsNn6x90E2m8zffjjMy6uVujPnDlP6yMEcAKtuMvKXbw4CkFZQ1+Hvk+5079XdgkSDUVZWFtOmTSM5OZlJkyZx6FDXi2e98847JCUlMXToUG6//XbM5jOThe0oDTIs3Ff9XnKYD34eSmZRhJ8HP/x+Bj/dP4tLx0baX9OeAXbRqAiGhftgstq6LAPjyABLjfJj/ohwEoK9qGsx8+HW/A7bHbFfNyP93NVA2wu/KJlSc1JC8PPUE+HnwYgIX2QZtX8ptj+MDw3xZkyMMh3weLNxHAEKHzed+r2ksPbpjs7HQKuR1IzaztMglT6rfQokKJm70B4AazFZuP3DXRytbiE6wIMlt08h2D64+Ktp8VwxTrmvc1ynaptN6r3yoxcOZ+Mfz+XJRanEB3kyMS6AV28Yj7teo065G2Wf/ggQ7mMgXJcLNe/x7y8v5fL3xnDJ+nt4o+EQ1VqJIIuNc+pS+M/CVdx0waPdHp/BSqszcP3CF2nNeYBxNSF42WSyNTaeqdjIeT9cwW8/nULp0YcJMC3DX1vOiAhfgr3dqG0x85nTIhDfOs1a+uVwuZpZ5ZiCuvkE1zaz1cbLa5Q+4coJ7TOF4oI8iQn0wGyV1X6noqGNXw6X88LPGdzy7g4Wv7ejQ1CrM+d6eeUNRp7/uT3TsPP0Ykciyt8uTSXAUznX75ydACgrozoywCL83NXsLkew3JEBNn9EGNv/fB7v3DJRrUWXVdHE9/tLqG420Wyysr+4DoBHl+5n3N9+YcWBUj7dUcjajEoMOg2vXD+eOHumZecSMQ1t5g5Bsxd+zuCcp1bz2DcH+d0ne9jSzZTTtKI6yhuMeLvpmG4PLPYl3Yk3GbwCvQwkh3mTWd7EjrwaFo48vYjjL04P8VkVTTS2mdWij0v3FHHR6GMLujmioe9uzmPhyPATznk1Wqws+u9mqpuM/HT/LEJPoli72Wrj4a/2qRdhUIJ2jpvVyUMC7aMdJaSXNWK1KVMSAC4ZE8kf5icTH+zFR9uOkl3RxI78GhakhmO22o5JVfw2rUQd7fDz0NPQZmb5/lLWplfw4rVjOT/1+Me6c/HK9LKGDsfPOQDmMDUhiE93FKpZOEvsK9yE6AoY7vkt2QGF7NVqAIn5ciB18p+4ef7MHh69gSU5zIf3H/wPVeU7+fPqu9mvMfNC9TaioreSUp3CntqrmJ0yjKEh3nyw9ah6Y/vD/vaVfqqbTVTbg5yOETKHy8ZF8U1aCd/vL+Wxi0d0+PtvzKpSVyH5YX8p956X1GUb28xWHvvmIKX1bTzweRor759FpL8H5Q1tXP/WNnIrm/lmbzHrHp7D/9bl0Gi0kFGuBF4D7PPbbTaZ2z/cRVlDG1kVTTyycBg2m0xpQxteBi0+7no13beioY0nvz9MgJeevKpmiutaiQvy5OXrx5FWWMeS7QWsz6xElmUkSVJvnHzcdTS2WThU0sB5w8M6/A5rMyr45/IjPH7JCPUYzkwKUYOyd85K4Nu0YjZmVfGbD3bi465jxYEy9FqJ1Q/OOWHdH1mWeW1dDs//nIHjtH3o/JQO6eKC63lrY64a9NndKdji6BMyyhtZl1HJXPsDdlfu/XQvB0vq+e3soVwxPlr9LC/ZXsCra7OZPyKMxdPiibffyJ+u4rpWqptN6DQSsUGe5FY2s2T7Uf7vohF8uasQq03mXyvTmZEUzPAIX6qaTB1GPbsKgO3MV37/sTH+lNS1klHeyAs/Z/KEfTClJ579KYO8qmbyq5t5aEEKoT5Kv3eopIGyhjY8DVqumRjD+1vyeX9LPheOiujQl8qyTI5T277aXcSEuI59babTg/73+0pYNCaSzdlV1LeauWBkOOlljVz1vy00m6wU1bZy99xEwDkA5ombTsuFoyL4bGch36WVsCk9lwNHnuRQ8FHMWolgi41h1geYPX7g1m5JjfTFx13HzrpzeXHKEP6Z/zoZnlZ8h7zIJO0cDhefT1phXYestk1ZVWpdxIY2C7vya9UpJA7OU0+/SSvmglE9K4B7oKgeWVYewMfHBfDD/lIWv7eTF68by9acat7fks8NU2J56vJRx7zWuX7JL4fLuXFKHE+tOKIGr59clMr8EWFMe2YNuZXNmCw2NfO2p23TaNpXOztc0kBxXSvzR3TsR2w2mYKaFuKClAG9nMomHl16gDtmJjCv07Z94fHvDql9vclqI7+qmST7oJfz4GNWRRNl9W3qtK3B7M477+SOO+5g8eLFfPXVVyxevJidO3d22CYvL4+//OUv7Nmzh7CwMC699FLefPNN7r777j5vX4hHGxcktTEuvJ6qqnToYjDFX7KBFWLcGwjWFVJeXoFeByG6NsIMvsyKrqG6qoR9WUamRyn3zbJsQ0amrDyNUJ2VKDdfKsuruH2ikRdX5bFs01EWDqnBQ6/cg6RlFBOhy2diaCCxAfVk6oqQjDKRBpgfr6G4eAeybGNaRDF11WWk5zZRGBKLpXEvkQYL7mZ3poRWU1JSxN4j1UwLH2pvR/vvY7HJlJbsJMZg5Y6ZQ3nTngkfqTPhY9ETa7AnEEgyniY9efkGhvtmIDfVkZHTRKgUYn8nmfpWM4GkEeQOtgY9OU0SI3xriXfLITM7k+37c3lvcz5VZY2M8NHyx/OSCZF38crFJg4W1zFtiITRbCXRfR+mOti6r5ajVU0Mdc8lws+dmjKokWXG+7UyfF49rcYGWutWsXhYKQeKK9Bqm8nKs/C73CYqrK0UY6U5SWIDQAugAZ0sk9yqR64bh9HrRp65baZa0+ls5OOuR+cZz4byP+BTVc0Y/2U0+maT6y6R6W4D9xKgBFhLg00m1ltDUpuezXt9MFfH4uvmy4GMFsb7GDDLHuzZvxVNk5VkDz2Xjozjy93lHM7Ko7CwHp3WgCR1usZLEj8dKqO1PodkXz0XJ0VQXt4+9XBOXAMrG0r5elMj76yydFjsAVm5Z1uxs5nzhoVDp9U5JTQsP1iK3JZPjKeOZqOFH3aUcP7QVpLDfCguTSdQayLU142KBiPIEB3swYVJRqZFRVLR2EZ0gMyXm0owN0NRaQWB2maC9H546rUEaksoq6inpNwDuS2fQC142YowNekwAXpkEnyqqGsx8e6qSgK1Sj9wIGc/w/yjWX9gF3qLlcc+K0Cv0xCotXHnrKEE60oZG1pHY10V+3P2MTxA6e8Pl9Xz0Jf7mTokkL9enMqW3Go+Xn8QNyDQ/vv9c9mPvHnzRNpMVmpbzcQFetJmsfLe6nQCtdXMHRpKU10OVs9APD37LhDWqwGwrKwsbrnlFqqqqvDz8+P9998nNfXYm9x33nmHZ555BpvNxrnnnstrr72GXq/vzab02OQhgaccAKtobOOv3xwiIcSLK8ZHdygumVHWqEZdQVl+tKrJqI4igHLT45xy+6ev97Pivpm467t/uP1iZ6H6kPH6+lz+esmIHrf30x0FHCxuwM9DzzUTo3lrYx5vb8ql1WzFz0NPYoi3Wsw3o6yB9LIGmowWfNx0vHjtWPXha8qQQLIrmtiWW02b2cqjSw9w8zlx/GnhMCRJwmy1qSNAv5kxhIcXpJBX1czj3x5iR34Nd368m0cWDlNrJHUlz34sDVoNJqutwygktI/qOI/+OOqAHSypZdnG78nJ+JgpsVlkeprYK0mAhgSLxEOjbmPm5Ht7fNwGKi83HV6x5/DRr3bw7dpHebHwR4p1EsVhmfiG/IP0/EAirHMJ10eQXx3LnoJalttrFMQEeqiZYHqtdMwD9ozEYIK93dQiqs6BIec6Dz/sL+He85Iob2gjvayRWUnBanDow635ag2LhjYLD3yexrWTYnh5dZY65bXFZOWxZQc71CzLq25WA2BpRXVq6vj/1uXQ1GZhc06Vei56GbS8s3gSUxOCWLKjgOVO6bd6rcR/rx+Pj7tSbNFDr6Wi0cjh0gZSI/3UB9t5w8NYtreYg/YU4YKaFnVK6FsbcsmuaOK+z9LUlZdmJbdfsJPCfHjrVxP53Sd7OkwfMVtlXl6TxXNXj0GWZfYW1vHpdmWK7kMLkpkQF4jNJvPPFUfUZc3njwjjgXnJjIhsH/E9G7l6P1PTbFKD76AEhepaTPh7Kp/ZfKfs1v+tz1EDYLIs88n2AiL83DlveBjlDW18t08JSD/81X4+3VHAktun4q7X8uHWfLVe44db83nz5om98qDsqAOREu7DXbOH8vtP97Ihs4pHFtrUadIWm8wfv9rPst9NUwcqdBoJi00mp7IJq03m95/uQa/V8OK1Y9l9VOnjLh4dwbBwX256Zzsfbs3nqgnRaiFgB1mW2Z5Xw9gYf7UfPFhcr04jkWX4+VA5N02NA2BjtnJdmDY0mCcWpdJqsvL5rkIe+Xo/Pzr1pdXNJhra2gN1P+wr5fFLUjv0tRlOGT7rMypZm17Bbz7YiU2GmUnB5FQ00WxSgjgv/JLJtKFBjIsNUK8TUQFKxsElo8PZeeAbygtfYpNvMfUhyqDLiGY9OSV3cPPiy07nT9TvdFoNU4YEsupIBWWaC7jcw8DWhlfId9PwFRtITFxPbfEwCgv/QEzMOQD8fFjJgpQk5W+4+kh5hwBYSV0rWU4ByrXpldS3mPHzPPH5us9ey2VsrD//vmo09a1mNmZVcedHu9Vtvt9Xwt8WpWK2Kp/N5DAf/rhwWIcA2Jbsag4U1fPuZuV6+9zVY7hqQjSyLOPjpqPRaCGvqpmkUG+25VUzPjYAd70Ws9XGK6uzmJ0SqmbAgHIuXfbaZjz1WnY+Ng93vZbffrKbo9UtfHP3dHV0vqHNzF0f7WZLTjX/uXYMl4+L5s31uezIq+FQcT0/3DtTzVRxJssysqzUAD0d23Or+WF/KVqNRIi3G2X2vrpzAMxxjm/KrlLLKQxWFRUV7Nq1i59//hmAK6+8knvuuYfs7GwSExPV7b766isWLVpEeLjy7HDXXXfx1FNPdRsAMxqNGI3tU8AbGk5u5TVnNWX/YZNuK5tK4ZXlPXhBEqi9UjD84WD795e2wdKVnba3J6je5TwjNkmJ0Vy67tj3XgvQoPzb4W95gPOM5KHwaTN8ugawx8fv2NP+s+UyLF/TTfvt7fl3sbItwN8ds8GcHiV+tfMj5R/uQAI8V6L814GSMMPVWz7p8L1q4La9gGf717/vlPj3suM2boi9/Wmfq19XAFdt6ab9APYueq8jwVIDIKGTZSJNEGkJoqE+nsONc9luC2FSfAAfLZ6k1gs7mw0J9qKy0UijNYgS6T5y85qJNGQzImA7vkFFZFhqKdBCvUaiXiODtwmoZked/Rrvb/8PyAewdz+v16L+rS/s7rPnkAStwMWru/7ZRgAD0MUt+j9ylf+6lQx1Tl/eucv+D/t5UgxgD1HkAXM7n/PJyv8yAQLhyaz272cCC1a2b3Px6pc7vjbaaR/2caf/lcP/VgDx7Zs5ctj+Wwr/dew/2b6tc3sSYA2wxmkbaP/9CoCFP3EsjbLtzzL8vBzuCxjPbYs+6GLD3tGrATBXHzHpypQhQXy8reCkC+EfrW7m5nd2qJlIjof+QC8DNc0mssobO0yZstpkvt9Xwq3Th6jfy6xopLbFjIdei4+7jtyqZt5Yn8t987rPmPnv2vb6GZ9sP8pdcxLU0fDO6lpMLD9QysLUcDwNOl6xT3186PxkpiYE8dbGPMoblM54UnwAGo1Esv3BPreyWc2kGhvr36Fo3tSEID7ZXsDa9AqW7immxWTljfW5IMOfLhjGl7uKKKhpIdjbwB/OT8Zdr2V4hC+f3D6Fv31/mI+2HeWZH9OxWG3cPTeR7/aV8P2+UjLLGzFZbHx82xS1SOWMpGDWpFeQXlqPsa2eNmM9xrYGKst2kuKRjV/bdpatbqO2pYri5hKmDa3gqNbIX3M1oMYhJMba9MwPPZ8bF/wNre7sGknRaHVcPu9ZFjQ9zDebnuTD4vUU6zSspo7VhcsgEYZYbDy1Qs9QL0+S3YKYPjSV7w+00mb1I9g3nIbabAwGL3Q6D/R6T7RaA4vGRPLu5jze3ZzHtKHBeBi02GxyhyLGmeVN7Mqv4fef7qW0vo2LRkXw7NWjMVtkXl2rjOLdMzeRdzfnsT2vRq0tFx3gwR/OT+aBz/epS+I65Fc1M96+5PfPh5SfOc67j+xpxFqNhNUm02yy8sP+EqYmBKlpulOGBKLTSlwzMYZR9vRfN52W6YlBrDpSwbqMSoaGeKu1ihakKgGwPQW1XPDSBvKrW/jw15MZF+uvBrBrmpWadZKkBAedzUkJZcntU7nro934e+r51Tnx/HnZAZbuKeKqCdG8tCpLXVoZ4KrXtzJveJhaTxDgsYuGc9vMhNP9KAwKrt7PvLvhMDZLA2MifWk1Wjla08yunEJmJCoZR8VV5bhJyvVtX34z27MiGB3ly8pDZfzj2/0YdBrWPzSXbVlVuEuNBHrqMVqsHClsYNX+AKYkBFJQUYynJDMm2p99RXU8u2Irk6OnotMoI5cy3a922H09Shv7c3Pw0dQwNtydseEmfLQ1lFTWsGK3N5jLifDUokEiv7Sat9dI+Hro8dFUMjbGn/1FddhM8NWWHWw8dAQJWDMM0gvS8dVYSQ2OZUSIhktHwLqMcp5a9gv/vX58hwf4ZWnFvLQqg8vHRXHvuUnIwHPfpeGvrcPbTUuz0cK6/W1cmKzciu3OSCNAW8e0KE+qqzL53Tk69mRVUV1bwgdrbVw1PhoZG/uL6gjSlhDm54YsQ0WDkXdXrWbR2EjcdUoQrKz8MMFaE256LUaLhUeXFBCoVY7VkTxlKsXYEA/iAnSkHS3k2S9289vZobSWH2J6YAk1JW387sMqjliaqBoioVwFlXpfCzxn82bmBUxNCDkm82kgOmdoMKuOVPDjwTJaTSnklj/J4pGf8aP5MKV6iVJ9BhvX3EG0FYbp/Wio8WR6oA8JIVGkFWs5lBFJ3sgKdFo39Dp31qbX4actJyU8hFYLZFc08MOeQ1w+/thAi9SpcsfBowW4S42MCgtHY23kv9cM5bFlbfx8pJxwHzeazFaa2prZkVNISV0LG9Pz2JgOs4Z6kFFcjJsEgZ4Gqlss3P3hRnS0MWdYMItG+mEyKsGfYWEa9hW2cqSojPXpbTz3Uwa/nj6EB+cn8+3eEl5fe4DlaZ6suHcGkiRhsth49MttaOUWjCZILy4lwteD0ppqDBKsOZjLiFBlYOi3H+8hs6IRgwRLth7h/BQfVh/KwyCZMZvhgSWb+fg3UzpknrWarFz9+lZ8PXV8cOvk0yoWvDH9KAaplYtSw3HTa1m6t5aM4jIWDPPBbLVRWFWJQZK5KDWc5QfL2JyezxVjw9FoB+8EksLCQiIiItDplN9RkiRiY2MpKCjoEAArKCggLi5O/To+Pp6Cgu4X2Xj66ad58skne6WNEhJSF9fyzuHQrsKjPQmZdvs+8vHf17lFzp9KWd1G7rClpL5T+xbHvnf7uzp+6ryNo0+TwCnDRga54/ckZeP2PUlOe+90LCUk9a26+l1lWXl/5+ZrnLJ7DIAHGjwkDe6SDg9Jh4dGj6/OgzCPYEK9Igj1iyMkIJlF7zZzSHbnEMqg7R8vHkaYrxtzh4XiphPZ/gC3nBOPxWrjtpkJXDAynEMlDaxJT+bKCXeo012bm8ooLttLadURNmbtJ7OqAEnfBnoLzTYTNp0NkyRjlmVskoxNApskYUHGAlgkCWunP3ZPilR0tU3n73W5jdSTM1HoK5LcS0VIKioqSExMpKamBp1OhyzLREREsGnTpg4dxrPPPktOTg6vv/46ACtWrOCpp55i06ZNx7xnV6MlMTEx1NfX4+t7clkQJmMj85ecc8z3ZcBmPwSOi1ePPsxOF9EOpPZM5M6dAVL7xVsG5A4XddRHFucOQe54me+iLV2fQHKn7Y5pS+d3PXY3jszNY7ftgZ4cw26/1wsXBb0sE9emYZTHMG6ZcTtDh84/7fccLGSbjYNHvubnI0vY3phHhmTBdgrHXCfL6GTQON3IKJ8zGcnpHsfx2XPs4Zj/29MCHNs4blUkqf3cdCY5XkP7z51vodQbHqdzVCNJTttKnbOQldc63xghqeenJEldBg26O6c03RzL9vfu+vfqjvPvezyhaPny1n0n3K6zhoYG/Pz8Tum6eqb1RT8DvdfXWG0yN7w5nsMep14MVRj43G0yCa0G9E3j+NdvnicqyJ8WkwWdRnNSU+hc1ZHSBi54aWOH7619aA6hHi38/o27qffMINfdikXc4A9KX017hpSki076dQOlr9m9ezc33HADGRnt9QQnT57MM888w7nnnqt+7/e//z2RkZE8+qhSm+nw4cMsXLiw2yBYbz7TnKxfv79TrfU1PMKXH+9Tyn+c8/RqSuvb+PT2qWpw/nef7GbFgTKunxzL01e0Tx1uMVkY8+TPmK0y6x+eQ6iPOyOf+AmrTWbLn84lws+dKU+tpqLRyCe3TelQx6ekrpVpz6xBp5F49cbx3PnRbkZE+LLC3o7LX9vM3oI6nrt6DPNHhFHZaKS+1YS7XstzP2WwNqOSP13Q9cyRc59fR25lM9dPjuHpK5TVEZfvL+XuJXsYH+vP0t9NV7d99qd0Xl2b0+206BaTBVlWZlAcT5vZyo1vb2f3UWWKv0aCvX89X63BdjIm/XOVulrnA/OSu02CEHqu2Wjh6te3qrXZAN68eQKFta1qeZ775yVx/7xk/vb9Yd7dnMfNU+N4clEqY/72M41tFqL8Pdj8p3N58Is0lu4p5u65Q3l4wbAu95ddoWS/p3QqF7O3oJbLX9tCsLcbux6bx6NL9/OpvTaZI6vWuS0At763g7UZlfi662hos3D5uCj+c+1YqpqM2GS5y6QXx+8Aymcx8x8XoNNqmP/CerIqmrhodATL95cyKzmED389ucNrfzpUpmZM3zV7KK+vV5ITFqaGs/JQGffMTeQh+6KBzioa25j8z9VIEqT99Xwue3UzeVXN3HJOHN+klaiLlt05K4FHLxyuvu6tDbnkVDZx3eRYhkf4sDm7ioZWCwtHhh93BlxP9bSf6bUhnL4YMenN0RKAmm5TxU/lJq03buxO9B49GcvpAy5+z6qRZdxkGW8bBEk6grTuBOq8CHMPJD4gkbCAcfz5Fx9yW3W88eCsbjPkzlaSRsOo1KsZlXo1AE2NpaRl/MSHm9fTZi0mMLCNWpqptZhokmy0aKBZc+xDm0WSsCjRps57OJVWneT3e/Lzk23X8bbv7ZOi908yg/XkVk4biFx9ZF6rkfB21wEiAOZqusqWgJO/8mgAT5uMmw3c0aC3SnhYDAwLCGFYUBJJ4RMJjljAEysKuH5OLFFB/oCy3PtgMSzchxunxHKopIEgLwNTE4Ls0/S8CIl9jDW7CrlylBtXpmSyfP9GChoL0XuYsRmsVFqMNEo2zBqwImGWEIGyAaa4tpVjH4cGj5iYGEpLS7FYLOpAS0FBAbGxHReuiI2NJScnR/06Pz//mG2cubm54ebWPys1p4T7qAGwBKcpteNi/Sk9UMbeQqUu3468GlYcKEMjwS3T4jq8h6dBx7jYAHbk1bApu4ogLzesNpnoAA8i/NyRJInXbhxPXlUz0zpluob7uuOu19BmtrHdPrvEMW0clNk4ewvqeOybAzz0ZdcDed3VSI4P8iK3srnDYk2O+sCFnRYzcpTXGBLUdd3Mnl6n3fVa3rh5Ape9upmi2lZGRvmdUvALlGNT2WgkxMeN22YOOfELhBPyctOx7O5pvLomm9fW5RDh787slBAqGoxqAMxRAH7ykEDe3ZzHjrwasiub1JU/i+taqWhoU2d6OMrsdCUx1LvL76eE+yBJUNVkpLLRyNp0pWyD1h78Sgjx4uHzUzqUYLpqQgxrMyrVsg0jIpQgTvBxVnl3rMoIEOrjjs6eFTw0xJusiia18HyU/7HPw2Oi/dWkgFumxfFtWjGl9W3qytnj4/y73GeojzshPm5UNhq59b0d5FU1E+Rl4OGFw4gN8uLvPxzGXa85ZvbK7bM6fn3usL6vc9kVl74je/TRR3nwwQfVrx2jJadCp/Ng2Yznu/zZnoJ63nYqWgzg427gt7MTGBbhHD2USCuo46U1mWgliScWpRIT6I3VauOrPUV4u+u4aFQkz/6Uoa6gAvCf68by/uZ80grruGpCDJeNjUJG5nef7KWhzcLjl4wgJcyH+z5Po6LRxKMLh3GgpJ4f7PWYnG/bhwR58/fLRqLXSjy69AC5VS38akocF4+JQJI02GSZNzfksjq9Ap1G4ndzE/loawE1TSYiA9x58dpx6jSZHfk1PL0iHb1Ow8e3TcbNntL+2vpsfjqofPA1Gg1LbpvSoei2JGl4Y30u3+8v4bxhoTwwPxkJDRVNbRwuaSC/uplzEoI7rE7j/Frld5L5Nq2E3MpmbpgSR7ifOyaLjeve3Eqz0YaMEsX+/t4Z/PXbQ+zOr8Xf25+Cei2J4cGklzVSASz/28IuC4IvT7VistpOuUM6m3j7RDBj4mLGjbqJvKpmtS6P2Wpjz9FaJsYHIslWLJZWLOZWzJYWzJY2LJY2zOZWaluMvLImkyOljUj2PMa75gxlfIw/9yzZg9lmY9GYSK4YF0lDq5nMikZCvAyE+7lh0GrUTCtZ7nraltlmQytpOFBcz6trs4kN9OCxi0aw8lAZS/cUMyLCRx05cSYDD36RRrPRyhXjo1i6p5gQHzf+ednIbo/FUyuOkF/dQpS/B8V1rYyJ8efuOUPJqWwmt7KJ2SkhPP9zZodVSh+Yl8TwCF/aLDbcdJoeh7Y2Z1dR02Li/BHhuPVCVohOJwK9p6o3+5pXrvkRm1UZ+cqrauL6t7bjptOw6g+z2XO0jns/SyM+2JMv7jiHwyUN3PtZGvWtyo3OojERfLevlMgAd8rrjVhtMsvvm4kkSVzw4kYkCSbEBrLraA33z0vhV+fE02q2cPErm6hpNhHgaSDI243fn5vE7OQQmkxWnluZQaC3ngUjwnl+VZa6UtGfFgzjBnstLUnSkFfdxCWvbMag07D90fPQazXsKajj5nd2qL/bTw/MIsbfk4e+2sdyp9Ut/3fjeHbl1/LO5jxkJOKCvAj1cVNXGP7tnKE8MK995LTVZOW8F9ZR2WTiLxcN45ZpQ1mWVtThwWfe8DDWZlRhscn8eO9MhoX78uKqTF5ak8WMxFCSwrx5b3M+V0+I5tmrx3T4G7yxPoenf0wnIcSLVQ/M5tcf7GRdRiVPXT5KXfHVaLEy8R+raGizcOGocFYcKGPe8DDevmUia9LLMWi1zEjqugBrXlUzc59bp36tkeDDuy7oMBXt3cX9c1N3JkiSxD+7yJ4AuH5KLJ/vKuT7I2Z+O/9mln6bQKvZyruLJ3LusDC+2FnIH79WCgjfMCWWFqOFb9KK8HXXsPWP09Ag89LqLN7fkkeQtxu/nh7Pf37JxGKTMegkwn3cKaxVHmIj/DworW8lIdiLL++c2mV7qluMLHxxg/p1Uqg3Xm46dSXef1w6ivOGB3Pl61sobzDyzq8mMjyi473LrqM13LNk7zHv/eD8JF74JUv9OszXnaQwLzZlVXPO0EBmJoXw75UZTE4IJMrPg2VOqybHB3uRX9XMpCGBvHLdOH46VMbj37UXHHr5+nFMjg/kuZ8z+Gp3EYGeej76zVSCvA3c/uEuDhTXo9NKWKwy10yK4cF5yXybVszTP6YD4OWm5cNfT0FGZl9BPT4eesJ8DSSH+aizDI6UNnDr+zvxdtPy8wOzqW+1cMFLyrFa/YfZfLglnw+2HuXSsVE8esEwnlpxBJssExUzrstjPViEhoYyfvx4Pv74YxYvXszXX39NdHR0h0EWUGqDzZgxgyeeeIKwsDBef/11rrvuun5q9fE5L2SUENIe/BkfG8CKA2XsOVqHzSarwYFrJ8V2eQ8/IzGYHXk1bM6uUqfnLUgNV7PUJ8YHMjH+2ECVRiMRH+RFelkjm9WH8fYA2JyUEF5fn0ObWbkP9HXX4eepp9lopabZREKIFyMj/Y55X4D7zksiOsCDK8a1T5mOCVTeu7LRSKvJqj4nOGpw9sbCMcHebrx/6yT+sfwIN0+NO/ELujEyyo8DxfU8fH7KCTPPhJ5z02l58PwUbpkWj0aScNNpiQn05MJRyqI2k+yf00nxSkmVjPJGNejj8MP+UopqW9FIMN6pxmNPeRp0xAd5kVfVzIoDpZQ1tGHQadjx5/OoaDSSEOylBqsczhseip+HXs2gSu1B3d8kpwBYhFOQa2ioFxyC2hblvSL8jl0tPtzPnf9cMxY3nYYIPw9SI/0orW9Ts9PGxnT/e4+M9GVtRiV7CurQaST+eflIvN10/OqcOOpbTIyI9CPEp3+C/ifSa2daX4yY9OZoiUarI3Ho+V3+LHEozBjXyj+WH+bHg2XKFEYjfJYewofT2lMFm40Wnv98A8XGUdw5O4FZ49tT+v7klJUbERXKijwlFTHQy8D44fPIairk+5wDrC70475LZ5BV3sjhhkbc9Rpmj1uAQachPtabvXuLyWxOZENxOcUmX85JCGJrbjWSBLfNGMIfzk9RUwQvmBLJ/y07yFcZ3tx54RSs9uLES/f7opF8+e8N47lwVARTU5v579psbpoaR0y0v9rOC8NsbCsLZ0SkL3HR7RfvxLgAPkxTbsRGRvkyJHbCMcfsvkuGMyqpnAtGRqjtCQ2Dkd3XtT/GbfOPLeA/cZiJpXuUm8TYQE8iQoczJAp+ycmlxl5SzVEQP9THrdvV8DwMWjwQc+dPhpebrkNRar1Ww5QEx4iHDoPWB4ObzzGviwFeHTqLR77ez7K9xWg1EhdMmUegl4F7L00hvayRe+clq1N/xvZ83YYOtH5N5K1cT3m1lsShC1j78xbyjCH8ekwqSYnxXb4mICyAg1lVLM3yIs8YwrCkcJISj/08O8wYn8LaHw6TZ+8DZ4fGk5SYSpLTfe95dan83zKlgqyXQcvCc84/pWlNSYkn3kboaCCMzDuvWpPqJaMx5FLdZqGo0ZuSZjPNNn8igkLx8g5nUnI4790RzkNf7mNSfCD3n5fMF/t+JrsGwI0ofw+GhCuBuLDAcPKrW9iYbwF8GT80Hg/PQDyA358/kUeXHqC0GUqb4YkVhawdMZT3N2Tz2d46AF7bqIw86rXemK0yf/+pEKPkhdUmE+hlQK/VYJI9SI3wx8tTuQ5MSPDC3c2bRqOF2EBPEsKU1bQuGTeUbw+0r26ZEB5MrVGLBaXa8KXjhpAY6s22fKXC8aSEiA61F711cO/8EfzfsoP8d10BV08eypr0GmR0jI/1Z09BHb8cqQYkxsYEMDzSH4ALR0fx0pocNmVXscn+ENVVkOqGKbG8ujab3Mpmfj5cri6KMdTpwc9Np2VBajhf7S5ihT2Y53hIPNGI5JBgL3UFaVBuKk+nDtNgMibajxERvhwubeDmd3bQarYyJsafuSnKYg9XT4ymvKGN53/JdFosQsOvZyTh5ancaN+/cCK/ZLaSU9nM31eWAN5cOCqcv16cSqiPGz8fLufBL9LIrbMCeobFROPp3fVqqp7eMDQyjv32BR4WjB1Gcpg3v/lAqTI8Y0QKvj5uvH/HRdS3mLtcZGRkfCBNtnz1a0dR/De3NtFkCyAx1JvSulZy6qzk1NnQagJ55JJZ1LeaaLJVcLjCjUaLG022AHVw5WAFgIGrpozD2yeCC8eH8tcV5TSbrAR46pk1Yjg6rYY/LQplW+Fm0ssaeWpVJf+5diw7i7VYbAE8deko/rzsAO/taGJIhIlXN9bTZAvAx11HeauFa9/Lpq7F3OF3+deVo7h2knItPLi/jSZbABNjQ/D1jcTXFzy8wqlsNFLS7E1GjTtNtgCSo4fg7RPBU9f2bGXOweCNN95g8eLFPPXUU/j6+vLee+8BcNttt7Fo0SIWLVpEQkICTz75JNOnK1Ps5syZw5133tmfze6Wc1B3SKcMMIC0wlre3pTLgeJ6vN10PDj/2EFFgOmJwbzwSyZbcqqx2R+Qe7qAWEKIEgBzLDgS7ZQBNjUhiI9/MwVJgpGRfh0WwGgyWvDQazvUInY2JsafMfZFJRz8PPTqCt5FtS0khfkgy7IaABsSfPwVuHsqMdSH92+dfOINj+Oxi4Zz45TYYxaFEXpHUKfMqddunHDMz5NClUwpxwrAGglsMuoiVCOj/PA+xeDk8Agf8qqa1SmKE2ID8Pc0qAsjdeau17JoTKRa07gnC18lhrQ/m0U6BbkSgjtmpkX6HxsAA7hsXJT675FRvmogMD7I87grkI6K8mNtRiUeei2v3TRe7ef1Wg0Pnu/aecK9dsfmPGICHHfE5LvvvqOsrAxZll1mxCTS34PXbpxAxt8vYMW9ypz0jVmV6mqDZquNe5bsobiulSh/D+47r/s52s6piKmRvkiSxHnDw5Ak2F9UT1l9m1r0ekJcgPrw7Igu/3yojCP2ecuv3DCOz++Yyop7Z/J/F43oMD920ZhIPPRasiua2FNQyyNfH2CpPQDx0nXjuNC+jHh8sBfPXT1GXXXIQa/V8PQVo44ZuUhxSiOeGNd1yrGfh57Lx0X3ynxdZxePbr/BcozQ3DA5lslDArltxhC+v2cG8+wrDorOwnUYdBpeuGYMT18xileuH6deMC8dG8UjC4f1St2b2EBPNJKyMuTh0gb22kfwj7f6nSPF2ZGxNSLi+B3JJaMjOtQHc75BU7cZE6lmbM1ICh4UNX0GioHWz2g0knpd35lfQ16V0p/EO02/GBbuyw+/n8njl6Ti56nvcJ2eGN8+8uacfq/VSB1Gw6+fHMuux+ax/N4ZhPu6U1rfxmtrs9UbrpFRyuc+3Nedb+6ezvWTY7DJ8MyP6Tz7UwaPLj3A/y07ACjp8A56rYZpicp+nQNNs5JD1OxajQQxAZ4MDWnv9y4fF8X5qWGkhPkQ5uvWYXU8h2smxjAk2IvqZhN3f7KHDZlKgO7PFw7vcMN1w+T2wGVKuA//unIUofYRRb1WYtrQYwNgPu7KYhMAL6/OUjOGEkI63gxeNLrjA33n+h3HsyC1/aEvqovrxNlKkiQ1y86xyu/D56eoGSKSJPH785J4/aYJxAR6cOGocL65e3qHLF53vZZ/XzVGvRbfMzeR/14/nnA/dzQaiYUjw/noN5PVB5Lupmg4zElpD45dPDqCuSmh/G7OUB67aLg6Oh3l79Htg0awtxtBTp/J381VrjeOFYhnJAYz36kfumFyLImh3uqUrLKGNg7YF0X6zYz2KU6BXgb1dR4GrXrPtnBkuJoV4K7X8tJ145Ak+OlQOZ/uKMRik4n0c+f6yTHcPDUOWYa/fHOQsoY2ovw9+P6eGQR46qlrMStZo3EB6rS37/e1r4TsqF800en8dASBM8oa1cFG56llZ4uUlBS2bt1KZmYmu3btYtQoJePx7bffZtGiRep2t99+Ozk5OeTk5PDOO+/024r2JzIk2AuD/TPlHABLjfRDr5WoajLx1Aole/C+85K6zdoYE60EAupazDS0WQj2NqiLEp1IfKdph1GdHsZnJAUzPTH4mNVfvd103Qa/uiNJEjEBSpDLsVhZZZORZpNV6bMCeycA1hs6Dz4LZ55jeq2jFtsFI5VrcXGdMoV2chdZjT013J5JedQ+/XZ64okXwrl2UgwaSbkedxcoc+bnqVfviyL8nDPAOgfATjxTJNXp3nLcCc7tm86J49bp8Xx+51Q1+DVQ9OqT2xtvvMEbb7xBcnIyzzzzTIcRk++++w6gw4hJYmIiISEhLjViYtBpGBHpy/TEIGQZvtxdhCzLPLr0AGszKnHXa3j5+nHHnSee5HSz4Liohfi4Mc7+YLPyYCnvb8kHYEZiiLqt4ybEcdMxIsKXYG83piQEHZOSD8pNvuMG/u5P9vL1niK0GolXbxjPJWMiT/kYOD8EdPXg0pdmJIbg464cW8cNW3ywF1/ceQ6PXTyCUdF+vPWrCXx793T+c+3YM9o24fgkSeL6ybHqTXxvM+g06k3L2xvzkGUlwNVVSq/DqCj/Dl+nRh0/ABbq696hdkV0wLE3Sb7uenUZ+MvGRh3zc6FvDbR+xvF5+ulQGfnVJ55+MSvZqU9wuulyrn8yLNznmOzXYG83UiP9uOdc5eH85TXZtJisjIn24/t7ZrDlT+ey6g+zSY3042+XjuS6STFMiAvgsrGR+LjrMFqUqSejOt2IP3R+CpeNjeTuue1BRoNOwwX2Uf/oAE8MOg1jov24YGQ4d85OIDbIE71Wwzd3T2fdQ3O7HDl1DMB46LWsz6yk0Wgh2NuN8bEBLEhVggLebjouHtPxenLtpFg2PjKXl64by3uLJ3f7oLZ4ejxuOg2HSxuQZWVKTbB3xxvJGYnB+Ds9bJ1MAOz8Ee0BsK4C5WezS8dG4mn/fE5NCOzyhn/hyHA2/vFcXrtxwjGDc6Dce3x2+1SW3DaFhxakdFgtVPl5IF//dhoPL0jhyi5Wi3R28egIDFoNc1NCiAn0RKOR+OPCYSe1sq4jCJQc5s21kzpOj54yJJCLRyv3XD5uOu63F7H2cderD/ltZhtajcQ1k2LUY3Pl+KgOAyh/vnA4f5ifzB87FVpOCffhQvsD2b9WKkGKKQlBSJLE3y5NZfG0eHXbB+YnEx/sxZLbp/LnC4ex4eG5fP3babx9y0QAtudV02RUplw7AmDOU3scv+eSHQXqKsTDTuK8EFyTXqvh/vlJLBoTyWinQQ53vbbDA+9D5ycftw6VTqthakJ7XzR/RHiPg1NDOvV73WWj9BZHHTBHAGydvf5SpL+HWF1R6KBzfbnfdDoHJnVTf64nhnV6fp+W2HVpBWcjo/z49u4ZvLt4Uo/345gG6XxeOU93hmODzl3vu7294+0Zot0J9XHn8UtSO1xTBopenWzsGDHp7O233+7w9e23387tt9/em7vudddOimVzdjVf7iokt7KJH/aXqsGlEwWFkpwirs6j9PNGhLGnoI5nf8qg2WQl0MvAjVPbR7eTw3zU1HqAmd3UH+nYzhi+2l2kjkQ+uSi1x+nI3fH3NDA2xp+8quYzvmS7QafhinFRfLD1aLfHWZKkY9KdhbNDfJAXR6tb+H6fMtXq/ONkf0F7BphDajc1JJxdOiaKzdlKhmZ3D7aPX5LKLdPiz8qR8f420PqZi0ZH8tSKdHbk1xBgH8nr/CDgbGZSCC+uUuoKOWdmON+gdRUwcLhmYgyvr89RH14fWqBk3zjfFOm1Gp65crT6dVFtCw9/uZ+siiZmJnfsd5LCfHjxumNr/twwJZale4uZZd9ep9Xwv5s6Ti3oboq6w9SEID6+bQq/fn8n9a1mzh0WgkYjceOUOH7YX8odMxO6HGxy02m59ATB52BvN66dFMOHW5VpBENDvY9ZTVWv1bAwNZzPdhai10rH/bt0NjLKl0g/d0rq24ju4we5gcbHXc8dsxL4cOtR/u/CET1axbYr7VPwu5YS7tOjoGVymA8bH5mLr/upZ+dMiAtga241F4+OJNDLQEqYjzqVa2J8IMHeBv5+aSrDInw7TLlJCfdRswiGBHvh7abj1unxLN9fyi1OgSuAAC8Dv+9mdsFds4ey/EApJnugeor9eiBJEo9fMoKkMG+qm0xcbp/KMjzCt8PAaUKIN0OClVo0m7IqGR3tT2l9G1qN1OF64jiejimjV4yLIuA4U2CEgeN3c7quu3Dz1DjqW808vCClRwOY0xODWXVEKajvGKzoiWMexvt44MBRByytsI7M8kae+F4p7XLtxFOr7ykMXs73V4mh3oyL8SfAU6/Wzpp0OhlgEe19lLebjtE9zPYbFX1yWYG/nZ2It5uuQ2a7r7teLVQPSr2vEwn3dVfvbU4n8OfqRLW9bpw/Igx/Tz2l9W38sL8UnUbiX1eO5rzhJ77Y+7jrGRfrT1Z5k1pcz/Ge/16pBL9AGalzviHTaiTGxvqzMav72iadTYxT6k9kVzRx6/R4bjqNQozOPrltCiaLrV9ufP7vohFcNi7quA95wtlpSLAX6zMr1eKM80ccP9gb4edOsLeBqiYTQV4GNUX4eBaMDOdvPxzGJsvEBXWdJm/QaUTwS+iRKH8PJsUHsDO/lppmE3D8DLAx0X5MTQhEI0kdPmMxgZ5q/aDjXRsNOg0Pzk/mwS/2MT0xiBk9GG2MDvDk0zumYrPJx2TadGd0tD+7HpuH12mubjghLoCvf3sOS7YXqqOuI6P8OPDEgtN6X4DbZybwyfYCrDa5wxRNZ5ePi+KznYWMiwk4qTpekiTx6xlDeObHdGYPsNT/M+H+ecldLk7SX8J8T2+RkN/NHcroaD/OHab8racmBJJR3khCiJeahXizfdqtM+fV9xzBpYcXDOPhTlleJzIq2o8ZicFq7bupTsFBSVKCxicyNyWUvKo81qRXqA92IyJ8OwSZncsELJ4Wz18uPsWincKAceWEaK6ccPwsSmezkkPQSEoplK6moHdniFM9Ine9psO04r6gFO/O49u0EpbvL8Vik5k2NEidwiwIDhF+HsQGelJQ08KE2AAkSWJcbABr0itIDvM+bh2sE4ny98DXXUdDm4UpQwKPKXrfW2YkBXcZN0gI9qKy0Uiwt1uPMh8lSeLNX02krL6ty4UwBgsRAOuGu17L1ROieWtjHmG+brx243gmdFMPqysf/HoyrSYroU43XUOdRuASQ725ftKxoxAT4gLYmFWFQafpUcRZkiTevHkC+4rqWDSm96Zjebnp8OqnhRsMOs0J5x0LZyfnDI3YQM8O9fa6IkkSo6P9WZNewQh7Pb4T8fPQ8/Vvp2G22vA5jYwBQXBYNDaKnfnKdCODTkPEcR7GdVoNn91xTpc/e+yi4fxypFydbtWdK8ZHExekFGo/meybnga/HE4no8ZZYqgPf72k9x+0YwI9uXxcFF/tLuo2aDglIYivf3sOUf4nXxPmNzOG8OvpQ076uAkDj6dBx/lOdd8uHx/NpzsKuXrC8bNJnGuqppzmoMnv5gxlU3YVsYGe3Q7OHM+5w0J5d3Meq45U8NMhpchx5xkDqZG+PLwghXBfd64YH3XK2XvC4DU0xJuPfjOFQC/DSdVADfDUq6vbRfp79Pln68JR4Tx20XBeWp1FY5uFEB83Xrxu7EnXExPODheMCueN9blqXcZZScGsSa847dpWkiQxItKXbbk1PZr+2NuGhnqzPa+GqB7U/3IYGeU36OvSiQDYcTy8YBijo/2ZNjTomFUkTsTXXX/Mw4EkSdw2cwgv/JzJ3y8d2WUUeN7wMP67JpuFqeE9LjCfEOJ9THFfQRiMnANg548I69EN1OzkENakV/RoSrHDydQCEoQTuXBkOE98dwirTSbOXoPoVFwwKoILelhj70zXb3RV/7x8JIvGRHao7dfZyQxuOZMkCREfODuNjfEn858XnHA7577kdPuVaYnBfPjryUT6u59S8GDykEC8DFo1E3V0tB93zOpYB02SpA71/gShK9NP4UFekpRp5mmFdT2qRXS6lGeuBK4cH82yvcXMSg4h1Of0MkGFweuh81O4YXIscfbFGm4+J56hod6nNf3R4bGLRrD8QCk3Tul+NfK+4hh4iQ3qeYmHs4EIgB2HQac5rWLyXblxStxxU9VHRvmx+U/nqitsCYLQzjkANv8E9b8cbp4ax4S4gC4XkhCEMyHI242ZScGsy6g87vRHofe56bQdFhYQhDNpaIg3bjoNRotNXQ3sdJzOZ9mg0zAzKYSVh8rw0Gt58dqxJzXtVxBOV8IZDIA5BHgZ+PWM7gv7CwIoNUHjnIJEWo3EzKTeuXfoz4yqKydE09BqPmbV67OdCIC5oNOtVSEIg1WUvwczk4KxWOUeZ7hoNNKgT+UVXN9ds4dysLi+1wdVBEFwXQadhldvGE9dq5nYU5i22NsWT4/nUGk9f1wwTMwcEM64BSPDWZ1ewbwe1FMWBOH0ebvpul1c5WwmybIs93cjeqqhoQE/Pz/q6+vx9RXZHIIgCKdLXFePJY6JIAhC7xLX1Y7O1uMhy7KoLScIQp/o6XVV5D4LgiAIgiAIgiAIfUoEvwRB6G8iACYIgiAIgiAIgiAIgiAMaiIAJgiCIAiCIAiCIAiCIAxqIgAmCIIgCIIgCIIgCIIgDGoiACYIgiAIgiAIgiAIgiAMaiIAJgiCIAiCIAiCIAiCIAxqIgAmCIIgCIIgCIIgCIIgDGq6/m7AyZBlGYCGhoZ+bokgCMLg4LieOq6vguhrBEEQepvoazoS/YwgCELv6mk/M6ACYI2NjQDExMT0c0sEQRAGl8bGRvz8/Pq7GS5B9DWCIAh9Q/Q1CtHPCIIg9I0T9TOSPICGYmw2GyUlJfj4+CBJ0km/vqGhgZiYGAoLC/H19e2DFp6+gdBGGBjtHAhthIHRzoHQRhgY7XS1NsqyTGNjI5GRkWg0YlY8nF5f42p/3+4MhHYOhDbCwGjnQGgjDIx2ijaeGtHXdCSeaVzDQGgjDIx2DoQ2wsBo50BoI7heO3vazwyoDDCNRkN0dPRpv4+vr69L/JGOZyC0EQZGOwdCG2FgtHMgtBEGRjtdqY1iNL6j3uhrXOnvezwDoZ0DoY0wMNo5ENoIA6Odoo0nT/Q17cQzjWsZCG2EgdHOgdBGGBjtHAhtBNdqZ0/6GTEEIwiCIAiCIAiCIAiCIAxqIgAmCIIgCIIgCIIgCIIgDGpnVQDMzc2Nxx9/HDc3t/5uSrcGQhthYLRzILQRBkY7B0IbYWC0cyC0UTh1A+XvOxDaORDaCAOjnQOhjTAw2inaKLiCgfA3Fm3sPQOhnQOhjTAw2jkQ2ggDp52dDagi+IIgCIIgCIIgCIIgCIJwss6qDDBBEARBEARBEARBEATh7CMCYIIgCIIgCIIgCIIgCMKgJgJggiAIgiAIgiAIgiAIwqAmAmCCIAiCIAiCIAiCIAjCoHbWBMCysrKYNm0aycnJTJo0iUOHDvV3k2hra+Oyyy4jOTmZMWPGMH/+fLKzswGoqKhg4cKFJCUlMXLkSDZs2NDPrYX33nsPSZL45ptvANdro9Fo5J577iEpKYlRo0Zx0003Aa71t1+xYgXjx49n7NixjBw5kg8++ADo/2N57733Eh8fjyRJpKWlqd8/3rE708e1qzYe7xyC/jmu3R1Lh87nUX+1U+gbrnS9cRB9Te8ZCP0MuGZfMxD6me7a6Wp9jehnzm6udr0B0c/0toHQ14h+pnfbKfqZM0g+S8ydO1d+7733ZFmW5S+//FKeOHFi/zZIluXW1lZ5+fLlss1mk2VZll955RV59uzZsizL8q233io//vjjsizL8o4dO+SoqCjZZDL1U0tlOS8vTz7nnHPkqVOnysuWLXPJNt5///3yPffcox7P0tJSWZZd529vs9nkgIAAed++fbIsK8fUzc1Nbmho6PdjuX79ermwsFCOi4uT9+7dq37/eMfuTB/Xrtp4vHNIlvvnM9rdsZTlrs+j/mqn0Ddc5XrjTPQ1vcfV+xlZdt2+ZiD0M92109X6GtHPnN1c6XrjIPqZ3uXqfY3oZ3q/naKfOXPOigBYeXm57OPjI5vNZlmWlZM2LCxMzsrK6ueWdbRz5045Li5OlmVZ9vLyUi92sizLkyZNkn/55Zd+aZfVapXPO+88edeuXfLs2bPVD7ortbGpqUn28fGR6+vrO3zflf72NptNDgwMlNevXy/Lsizv27dPjoyMlI1Go8scS+eL3PGOXX8e164uxA7O55As9+9ntHM7uzuP+rudQu9xpevN8Yi+5tQMhH7GsX9X7msGQj/TuZ2duUpfI/qZs09/nxc9JfqZUzcQ+hrRz/R+OzsT/UzfOSumQBYWFhIREYFOpwNAkiRiY2MpKCjo55Z19NJLL3HppZdSXV2N2WwmPDxc/Vl8fHy/tfeFF15g+vTpTJgwQf2eq7UxJyeHwMBAnnrqKSZOnMjMmTNZvXq1S/3tJUni888/54orriAuLo4ZM2bwwQcf0NjY6FLH0uF4x86VjqszxzkErvcZ7eo8Atdrp3DqXPW86Ez0NadmIPQzjv0PlL5mIPYz4Lp9jehnBj9XPi+ciX7m1A2Evkb0M31P9DN9R9ffDRAUTz31FNnZ2axevZrW1tb+bo7q4MGDfP311647h9fOYrFw9OhRRowYwTPPPMPevXuZP38+y5cv7++mqSwWC//4xz9YunQps2bNYufOnSxatKjLedXCyXM+h1zNQDmPhMFP9DWnbiD0MyD6mr7mqn3NQDiHhLOD6GdOz0Doa0Q/07dEP9O3zooMsJiYGEpLS7FYLADIskxBQQGxsbH93DLFc889x9KlS/nxxx/x9PQkKCgInU5HWVmZuk1+fn6/tHfjxo3k5+eTlJREfHw827Zt44477uCLL75wmTYCxMbGotFouPHGGwEYN24cQ4YM4ejRoy7zt09LS6OkpIRZs2YBMGnSJKKjo9m/f79LHUuH4503rnZOdT6HgAFxHv3vf/9zqXYKp8fVzovORF9zegZCPwMDq68ZSP0MuHZfI/qZs4MrnhfORD9z+gZCXyP6mb4j+pkzoH9mXp55s2fP7lDgbsKECf3bILvnn39eHj9+vFxTU9Ph+7fcckuHInKRkZEuUUTOea6vq7Vx/vz58vLly2VZluXc3Fw5KChILioqcpm/fVlZmezt7S0fPnxYlmVZzsrKkgMCAuSjR4+6zLHsPM/7eMeuv45r5zZ2dw7Jcv9+Ro83r7/znHlX+fsLp89Vrjedib6md7h6PyPLrt/XDIR+pqt2umJfI/qZs5MrXW+ciX6m97h6XyP6mb5pp+hnzoyzJgCWnp4uT506VU5KSpInTJgg79+/v7+bJBcWFsqAnJCQII8ZM0YeM2aMPHnyZFmWlQvL/Pnz5cTERHnEiBHymjVr+rm1CucPuqu1MScnR54zZ448cuRIefTo0fJXX30ly7Jr/e2XLFmitm/kyJHyJ598Isty/x/LO+64Q46KipK1Wq0cGhoqDx06VJbl4x+7M31cu2rj8c4hWe6f49rdsXTWucPo77+/0Htc6XrjIPqa3jMQ+hlZds2+ZiD0M92109X6GtHPnN1c7Xojy6Kf6W0Doa8R/UzvtlP0M2eOJMuy3J8ZaIIgCIIgCIIgCIIgCILQl86KGmCCIAiCIAiCIAiCIAjC2UsEwARBEARBEARBEARBEIRBTQTABEEQBEEQBEEQBEEQhEFNBMAEQRAEQRAEQRAEQRCEQU0EwARBEARBEARBEARBEIRBTQTABEEQBEEQBEEQBEEQhEFNBMAEQRAEQRAEQRAEQRCEQU0EwARBEARBEARBEARBEIRBTQTABEEQBEEQBEEQBEEQhEFNBMAEQRAEQRAEQRAEQRCEQe3/AUsbr4W/jMXdAAAAAElFTkSuQmCC" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(shape[0],shape[1],figsize=fsize)\n", "for i in range(0, shape[0]):\n", " for j in range(0, shape[1]):\n", " #lab = f\"A$_{{BEC}}$ = {popt[i,j,0]:.1f} \\n A$_{{th}}$ = {popt[i,j,1]:.1f} \"\n", " bval = result_x[i][j].best_values\n", " ax[i,j].plot(x, X_guess_og[i,j])\n", " ax[i,j].plot(x, density_1d(x, **result_x[i][j].best_values), label = lab)\n", " ax[i,j].plot(x, thermal(x, bval['x0_th'], bval['amp_th'], bval['sigma_th']))\n", "\n", "\n", "plt.show()" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T14:18:20.304971600Z", "start_time": "2023-07-20T14:18:18.697965900Z" } } }, { "cell_type": "code", "execution_count": 84, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[1. 1. 1. 1. 1. 1.]\n", "[0. 0. 0. 0. 0. 0.]\n" ] }, { "data": { "text/plain": "
", "image/png": 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" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "print(p0[0,0])\n", "print(popt[0,0])\n", "\n", "data = cropOD[0,0]\n", "plt.pcolormesh(data,cmap='jet')\n", "plt.show()" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T14:24:36.509831700Z", "start_time": "2023-07-20T14:24:36.334599Z" } } }, { "cell_type": "code", "execution_count": 90, "outputs": [], "source": [ "\n", "def polylog(power, numerator):\n", "\n", " order = 10\n", "\n", " dataShape = numerator.shape\n", " numerator = np.tile(numerator, (order, 1))\n", " numerator = np.power(numerator.T, np.arange(1, order+1)).T\n", "\n", " denominator = np.arange(1, order+1)\n", " denominator = np.tile(denominator, (dataShape[0], 1))\n", " denominator = denominator.T\n", "\n", " data = numerator/ np.power(denominator, power)\n", "\n", " return np.sum(data, axis=0)\n", "\n", "def ThomasFermi_2d(x, y=0.0, centerx=0.0, centery=0.0, amplitude=1.0, sigmax=1.0, sigmay=1.0):\n", " res = (1- ((x-centerx)/(sigmax))**2 - ((y-centery)/(sigmay))**2)**(3 / 2)\n", " return amplitude * np.where(res > 0, res, 0)\n", " # return amplitude * 5 / 2 / np.pi / max(tiny, sigmax * sigmay) * np.where(res > 0, res, 0)\n", "\n", "def polylog2_2d(x, y=0.0, centerx=0.0, centery=0.0, amplitude=1.0, sigmax=1.0, sigmay=1.0):\n", " ## Approximation of the polylog function with 2D gaussian as argument. -> discribes the thermal part of the cloud\n", " return amplitude * polylog(2, np.exp( -((x-centerx)**2/(2 * (sigmax)**2))-((y-centery)**2/( 2 * (sigmay)**2)) ))\n", " # return amplitude / 2 / np.pi / 1.20206 / max(tiny, sigmax * sigmay) * polylog(2, np.exp( -((x-centerx)**2/(2 * (sigmax)**2))-((y-centery)**2/( 2 * (sigmay)**2)) ))\n", "\n", "\n", "def density_profile_BEC_2d(x, y=0.0, amp_bec=1.0, amp_th=1.0, x0_bec=0.0, y0_bec=0.0, x0_th=0.0, y0_th=0.0,\n", " sigmax_bec=1.0, sigmay_bec=1.0, sigmax_th=1.0, sigmay_th=1.0):\n", " return ThomasFermi_2d(x=x, y=y, centerx=x0_bec, centery=y0_bec,\n", " amplitude=amp_bec, sigmax=sigmax_bec, sigmay=sigmay_bec\n", " ) + polylog2_2d(x=x, y=y, centerx=x0_th, centery=y0_th,\n", " amplitude=amp_th, sigmax=sigmax_th, sigmay=sigmay_th)\n", "\n", "\n" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T14:33:17.937309200Z", "start_time": "2023-07-20T14:33:17.885650600Z" } } }, { "cell_type": "code", "execution_count": 37, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[75.41570333 77.33388115 2.36427288 0.29873033 9.02534473 21.78913789]\n", "[75.41570333 77.33388115 2.36427288 0.29873033 9.02534473 21.78913789]\n", "[75.69178082 75.69178082 1.28576093 0.5510404 8. 24. ]\n", "2.66300321392503\n" ] } ], "source": [ "popt_0 = popt[0,0]\n", "print(popt_0)\n", "S = np.max(blurred[0,0])/(popt_0[2] + popt_0[3])\n", "popt_0[2] *= S\n", "popt_0[3] *= S\n", "print(popt_0)\n", "print(p0[0,0])\n", "print(np.max(blurred[0,0]))" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T12:16:22.598036600Z", "start_time": "2023-07-20T12:16:22.566024700Z" } } }, { "cell_type": "code", "execution_count": 91, "outputs": [], "source": [ "fitModel = lmfit.Model(density_profile_BEC_2d, independent_vars=['x','y'])\n", "#fitModel.set_param_hint('deltax', value=5)\n", "\n", "bval = result_x[0][0].best_values\n", "S = np.max(blurred[0,0])/(bval['amp_bec'] + bval['amp_th'])\n", "\n", "params = lmfit.Parameters()\n", "#print(bval['sigma_th'])\n", "params.add_many(\n", " ('amp_bec', S * bval['amp_bec'], True, 0, 1.3 * np.max(data)),\n", " ('amp_th',S * bval['amp_th'], True, 0, 1.3 * np.max(data)),\n", " ('x0_bec',center[0,0,0], True, 0, 150),\n", " ('y0_bec',center[0,0,1], True, 0, 200),\n", " ('x0_th',center[0,0,0], True, 0, 150),\n", " ('y0_th',center[0,0,1], True, 0, 200),\n", " ('sigmax_bec',bval['sigma_bec'], True, 0, 50),\n", " ('sigmay_bec',BEC_width_guess[0,0,1], True, 0, 50),\n", " ('sigmax_th',bval['sigma_th'], True, 0, 50),\n", " ('sigmay_th',bval['sigma_th'], True, 0, 50)\n", ")\n", "\n", "X,Y = np.meshgrid(x, y)\n", "X_1d = X.flatten()\n", "Y_1d = Y.flatten()\n", "\n", "data1d = data.flatten()\n", "\n", "result = fitModel.fit(data1d, x=X_1d, y=Y_1d, params=params)\n", "\n", "\n" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T14:33:22.499517400Z", "start_time": "2023-07-20T14:33:20.802857800Z" } } }, { "cell_type": "code", "execution_count": 92, "outputs": [ { "data": { "text/plain": "", "text/html": "

Model

Model(density_profile_BEC_2d)

Fit Statistics

fitting methodleastsq
# function evals100
# data points22500
# variables10
chi-square 142.279826
reduced chi-square 0.00632636
Akaike info crit.-113908.185
Bayesian info crit.-113827.972
R-squared 0.84849949

Variables

name value standard error relative error initial value min max vary
amp_bec 1.36015474 0.00982217 (0.72%) 2.3177242655279193 0.00000000 3.66861092 True
amp_th 0.39877493 0.00413246 (1.04%) 0.33991000464208837 0.00000000 3.66861092 True
x0_bec 75.8839398 0.02102227 (0.03%) 75.6689655172414 0.00000000 150.000000 True
y0_bec 64.2566209 0.08568536 (0.13%) 63.53103448275861 0.00000000 200.000000 True
x0_th 77.5639125 0.11996776 (0.15%) 75.6689655172414 0.00000000 150.000000 True
y0_th 63.2611524 0.12707327 (0.20%) 63.53103448275861 0.00000000 200.000000 True
sigmax_bec 7.29956469 0.04255796 (0.58%) 9.046333505508725 0.00000000 50.0000000 True
sigmay_bec 25.6881035 0.14446069 (0.56%) 25.0 0.00000000 50.0000000 True
sigmax_th 19.7527225 0.16378744 (0.83%) 20.287472864718893 0.00000000 50.0000000 True
sigmay_th 18.2433266 0.14078251 (0.77%) 20.287472864718893 0.00000000 50.0000000 True

Correlations (unreported correlations are < 0.100)

amp_thsigmax_th-0.6954
amp_becamp_th-0.5655
amp_thsigmay_th-0.5404
y0_becy0_th-0.5396
amp_thsigmax_bec-0.4387
amp_becsigmax_th+0.3938
sigmay_becsigmay_th-0.3383
amp_becsigmay_bec-0.3311
amp_becsigmay_th+0.3007
sigmax_becsigmax_th+0.2814
x0_becx0_th-0.2249
sigmax_becsigmay_th+0.2018
sigmax_thsigmay_th+0.1620
sigmax_becsigmay_bec-0.1376
amp_becx0_th+0.1086
" }, "execution_count": 92, "metadata": {}, "output_type": "execute_result" } ], "source": [ "result" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T14:33:25.858457Z", "start_time": "2023-07-20T14:33:25.823674300Z" } } }, { "cell_type": "markdown", "source": [ "## Fitting class" ], "metadata": { "collapsed": false } }, { "cell_type": "code", "execution_count": 93, "outputs": [ { "ename": "type", "evalue": "operands could not be broadcast together with shapes (150,1500) (10,) ", "output_type": "error", "traceback": [ "\u001B[1;31m---------------------------------------------------------------------------\u001B[0m", "\u001B[1;31mValueError\u001B[0m Traceback (most recent call last)", "Cell \u001B[1;32mIn[93], line 1\u001B[0m\n\u001B[1;32m----> 1\u001B[0m fit \u001B[38;5;241m=\u001B[39m fitModel\u001B[38;5;241m.\u001B[39mfunc(X,Y, \u001B[38;5;241m*\u001B[39m\u001B[38;5;241m*\u001B[39mresult\u001B[38;5;241m.\u001B[39mbest_values)\n\u001B[0;32m 3\u001B[0m fig, axs \u001B[38;5;241m=\u001B[39m plt\u001B[38;5;241m.\u001B[39msubplots(\u001B[38;5;241m2\u001B[39m, \u001B[38;5;241m2\u001B[39m, figsize\u001B[38;5;241m=\u001B[39m(\u001B[38;5;241m12\u001B[39m, \u001B[38;5;241m10\u001B[39m))\n\u001B[0;32m 5\u001B[0m ax \u001B[38;5;241m=\u001B[39m axs[\u001B[38;5;241m0\u001B[39m, \u001B[38;5;241m0\u001B[39m]\n", "Cell \u001B[1;32mIn[90], line 32\u001B[0m, in \u001B[0;36mdensity_profile_BEC_2d\u001B[1;34m(x, y, amp_bec, amp_th, x0_bec, y0_bec, x0_th, y0_th, sigmax_bec, sigmay_bec, sigmax_th, sigmay_th)\u001B[0m\n\u001B[0;32m 28\u001B[0m \u001B[38;5;28;01mdef\u001B[39;00m \u001B[38;5;21mdensity_profile_BEC_2d\u001B[39m(x, y\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m0.0\u001B[39m, amp_bec\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m1.0\u001B[39m, amp_th\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m1.0\u001B[39m, x0_bec\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m0.0\u001B[39m, y0_bec\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m0.0\u001B[39m, x0_th\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m0.0\u001B[39m, y0_th\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m0.0\u001B[39m,\n\u001B[0;32m 29\u001B[0m sigmax_bec\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m1.0\u001B[39m, sigmay_bec\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m1.0\u001B[39m, sigmax_th\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m1.0\u001B[39m, sigmay_th\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m1.0\u001B[39m):\n\u001B[0;32m 30\u001B[0m \u001B[38;5;28;01mreturn\u001B[39;00m ThomasFermi_2d(x\u001B[38;5;241m=\u001B[39mx, y\u001B[38;5;241m=\u001B[39my, centerx\u001B[38;5;241m=\u001B[39mx0_bec, centery\u001B[38;5;241m=\u001B[39my0_bec,\n\u001B[0;32m 31\u001B[0m amplitude\u001B[38;5;241m=\u001B[39mamp_bec, sigmax\u001B[38;5;241m=\u001B[39msigmax_bec, sigmay\u001B[38;5;241m=\u001B[39msigmay_bec\n\u001B[1;32m---> 32\u001B[0m ) \u001B[38;5;241m+\u001B[39m \u001B[43mpolylog2_2d\u001B[49m\u001B[43m(\u001B[49m\u001B[43mx\u001B[49m\u001B[38;5;241;43m=\u001B[39;49m\u001B[43mx\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43my\u001B[49m\u001B[38;5;241;43m=\u001B[39;49m\u001B[43my\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mcenterx\u001B[49m\u001B[38;5;241;43m=\u001B[39;49m\u001B[43mx0_th\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mcentery\u001B[49m\u001B[38;5;241;43m=\u001B[39;49m\u001B[43my0_th\u001B[49m\u001B[43m,\u001B[49m\n\u001B[0;32m 33\u001B[0m \u001B[43m \u001B[49m\u001B[43mamplitude\u001B[49m\u001B[38;5;241;43m=\u001B[39;49m\u001B[43mamp_th\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43msigmax\u001B[49m\u001B[38;5;241;43m=\u001B[39;49m\u001B[43msigmax_th\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43msigmay\u001B[49m\u001B[38;5;241;43m=\u001B[39;49m\u001B[43msigmay_th\u001B[49m\u001B[43m)\u001B[49m\n", "Cell \u001B[1;32mIn[90], line 24\u001B[0m, in \u001B[0;36mpolylog2_2d\u001B[1;34m(x, y, centerx, centery, amplitude, sigmax, sigmay)\u001B[0m\n\u001B[0;32m 22\u001B[0m \u001B[38;5;28;01mdef\u001B[39;00m \u001B[38;5;21mpolylog2_2d\u001B[39m(x, y\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m0.0\u001B[39m, centerx\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m0.0\u001B[39m, centery\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m0.0\u001B[39m, amplitude\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m1.0\u001B[39m, sigmax\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m1.0\u001B[39m, sigmay\u001B[38;5;241m=\u001B[39m\u001B[38;5;241m1.0\u001B[39m):\n\u001B[0;32m 23\u001B[0m \u001B[38;5;66;03m## Approximation of the polylog function with 2D gaussian as argument. -> discribes the thermal part of the cloud\u001B[39;00m\n\u001B[1;32m---> 24\u001B[0m \u001B[38;5;28;01mreturn\u001B[39;00m amplitude \u001B[38;5;241m*\u001B[39m \u001B[43mpolylog\u001B[49m\u001B[43m(\u001B[49m\u001B[38;5;241;43m2\u001B[39;49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mnp\u001B[49m\u001B[38;5;241;43m.\u001B[39;49m\u001B[43mexp\u001B[49m\u001B[43m(\u001B[49m\u001B[43m \u001B[49m\u001B[38;5;241;43m-\u001B[39;49m\u001B[43m(\u001B[49m\u001B[43m(\u001B[49m\u001B[43mx\u001B[49m\u001B[38;5;241;43m-\u001B[39;49m\u001B[43mcenterx\u001B[49m\u001B[43m)\u001B[49m\u001B[38;5;241;43m*\u001B[39;49m\u001B[38;5;241;43m*\u001B[39;49m\u001B[38;5;241;43m2\u001B[39;49m\u001B[38;5;241;43m/\u001B[39;49m\u001B[43m(\u001B[49m\u001B[38;5;241;43m2\u001B[39;49m\u001B[43m \u001B[49m\u001B[38;5;241;43m*\u001B[39;49m\u001B[43m \u001B[49m\u001B[43m(\u001B[49m\u001B[43msigmax\u001B[49m\u001B[43m)\u001B[49m\u001B[38;5;241;43m*\u001B[39;49m\u001B[38;5;241;43m*\u001B[39;49m\u001B[38;5;241;43m2\u001B[39;49m\u001B[43m)\u001B[49m\u001B[43m)\u001B[49m\u001B[38;5;241;43m-\u001B[39;49m\u001B[43m(\u001B[49m\u001B[43m(\u001B[49m\u001B[43my\u001B[49m\u001B[38;5;241;43m-\u001B[39;49m\u001B[43mcentery\u001B[49m\u001B[43m)\u001B[49m\u001B[38;5;241;43m*\u001B[39;49m\u001B[38;5;241;43m*\u001B[39;49m\u001B[38;5;241;43m2\u001B[39;49m\u001B[38;5;241;43m/\u001B[39;49m\u001B[43m(\u001B[49m\u001B[43m \u001B[49m\u001B[38;5;241;43m2\u001B[39;49m\u001B[43m \u001B[49m\u001B[38;5;241;43m*\u001B[39;49m\u001B[43m \u001B[49m\u001B[43m(\u001B[49m\u001B[43msigmay\u001B[49m\u001B[43m)\u001B[49m\u001B[38;5;241;43m*\u001B[39;49m\u001B[38;5;241;43m*\u001B[39;49m\u001B[38;5;241;43m2\u001B[39;49m\u001B[43m)\u001B[49m\u001B[43m)\u001B[49m\u001B[43m \u001B[49m\u001B[43m)\u001B[49m\u001B[43m)\u001B[49m\n", "Cell \u001B[1;32mIn[90], line 7\u001B[0m, in \u001B[0;36mpolylog\u001B[1;34m(power, numerator)\u001B[0m\n\u001B[0;32m 5\u001B[0m dataShape \u001B[38;5;241m=\u001B[39m numerator\u001B[38;5;241m.\u001B[39mshape\n\u001B[0;32m 6\u001B[0m numerator \u001B[38;5;241m=\u001B[39m np\u001B[38;5;241m.\u001B[39mtile(numerator, (order, \u001B[38;5;241m1\u001B[39m))\n\u001B[1;32m----> 7\u001B[0m numerator \u001B[38;5;241m=\u001B[39m \u001B[43mnp\u001B[49m\u001B[38;5;241;43m.\u001B[39;49m\u001B[43mpower\u001B[49m\u001B[43m(\u001B[49m\u001B[43mnumerator\u001B[49m\u001B[38;5;241;43m.\u001B[39;49m\u001B[43mT\u001B[49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43mnp\u001B[49m\u001B[38;5;241;43m.\u001B[39;49m\u001B[43marange\u001B[49m\u001B[43m(\u001B[49m\u001B[38;5;241;43m1\u001B[39;49m\u001B[43m,\u001B[49m\u001B[43m \u001B[49m\u001B[43morder\u001B[49m\u001B[38;5;241;43m+\u001B[39;49m\u001B[38;5;241;43m1\u001B[39;49m\u001B[43m)\u001B[49m\u001B[43m)\u001B[49m\u001B[38;5;241m.\u001B[39mT\n\u001B[0;32m 9\u001B[0m denominator \u001B[38;5;241m=\u001B[39m np\u001B[38;5;241m.\u001B[39marange(\u001B[38;5;241m1\u001B[39m, order\u001B[38;5;241m+\u001B[39m\u001B[38;5;241m1\u001B[39m)\n\u001B[0;32m 10\u001B[0m denominator \u001B[38;5;241m=\u001B[39m np\u001B[38;5;241m.\u001B[39mtile(denominator, (dataShape[\u001B[38;5;241m0\u001B[39m], \u001B[38;5;241m1\u001B[39m))\n", "\u001B[1;31mValueError\u001B[0m: operands could not be broadcast together with shapes (150,1500) (10,) " ] } ], "source": [ "fit = fitModel.func(X,Y, **result.best_values)\n", "\n", "fig, axs = plt.subplots(2, 2, figsize=(12, 10))\n", "\n", "ax = axs[0, 0]\n", "art = ax.pcolormesh(X, Y, data, vmin=0, vmax=vmax, shading='auto')\n", "plt.colorbar(art, ax=ax, label='z')\n", "ax.set_title('Data')\n", "\n", "# Plot gaussian 2d Fit + legend including Width parameters\n", "ax = axs[0, 1]\n", "\n", "art = ax.pcolormesh(X, Y, fit, vmin=0, vmax=vmax, shading='auto')\n", "plt.colorbar(art, ax=ax, label='z')" ], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T14:33:36.731593500Z", "start_time": "2023-07-20T14:33:36.607896800Z" } } }, { "cell_type": "code", "execution_count": 18, "outputs": [], "source": [], "metadata": { "collapsed": false, "ExecuteTime": { "end_time": "2023-07-20T08:27:55.535706600Z", "start_time": "2023-07-20T08:27:55.523609400Z" } } }, { "cell_type": "code", "execution_count": null, "outputs": [], "source": [], "metadata": { "collapsed": false } } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.6" } }, "nbformat": 4, "nbformat_minor": 0 }