{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Code for Fig. 5 and fig. S5 of\n", "#### Yeager et al., 2021: An Outsized Role for the Labrador Sea in the Multidecadal Variability of the Atlantic Overturning Circulation, *Science Advances*." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import xarray as xr \n", "import numpy as np \n", "import cftime\n", "import copy\n", "import scipy.stats\n", "from scipy import signal\n", "import matplotlib.pyplot as plt\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "def open_POPdataset(x):\n", " ds = xr.open_dataset(x,decode_times=False)\n", " attrs=ds.time.attrs.copy()\n", " ds = ds.assign_coords(time=ds.time.values - 15)\n", " ds.time.attrs = attrs\n", " ds = xr.decode_cf(ds)\n", " return ds" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "datadir = '/glade/scratch/yeager/YeagerEA_ScienceAdvances_2021/'\n", "f2_hr = f'{datadir}/B.E.13.B1850C5.ne120_t12.sehires38.003.sunway_02.pop.h.020001_050012.MOCsig.nc'\n", "f3_hr = f'{datadir}/B.E.13.B1850C5.ne120_t12.sehires38.003.sunway_02.pop.h.020001_050012.WMF.nc'\n", "\n", "ds2_hr = open_POPdataset(f2_hr) \n", "ds3_hr = open_POPdataset(f3_hr) " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Add additional regions to WMF datasets\n", "ds3_hr1 = ds3_hr.isel(wmf_region=[1,2,3,5,6]).sum('wmf_region')\n", "ds3_hr1 = ds3_hr1.assign_coords({'wmf_region':'ALL minus LAB (7)'})\n", "ds3_hr2 = ds3_hr.isel(wmf_region=[1,2,3]).sum('wmf_region')\n", "ds3_hr2 = ds3_hr2.assign_coords({'wmf_region':'IRM+SPG (8)'})\n", "ds3_hr3 = ds3_hr.isel(wmf_region=[1,4]).sum('wmf_region')\n", "ds3_hr3 = ds3_hr3.assign_coords({'wmf_region':'LAB+SPG-west (9)'})\n", "ds3_hr4 = ds3_hr.isel(wmf_region=[2,3]).sum('wmf_region')\n", "ds3_hr4 = ds3_hr4.assign_coords({'wmf_region':'IRM+SPG-east (10)'})\n", "ds3_hr = xr.concat([ds3_hr,ds3_hr1,ds3_hr2,ds3_hr3,ds3_hr4],dim='wmf_region')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Compute Anomalies and Std Dev (years 200-500)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "ds2_hr_ann = ds2_hr.groupby('time.year').mean('time')\n", "ds3_hr_ann = ds3_hr.groupby('time.year').mean('time')\n", "\n", "ds2_hr_ann=ds2_hr_ann.rename({'year':'time'}).sel(time=slice(200,501))\n", "ds3_hr_ann=ds3_hr_ann.rename({'year':'time'}).sel(time=slice(200,501))" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# Annual Anomalies\n", "ds2_hr_mean = ds2_hr_ann.mean('time')\n", "ds2_hr_annanom = ds2_hr_ann - ds2_hr_mean\n", "ds3_hr_mean = ds3_hr_ann.mean('time')\n", "ds3_hr_annanom = ds3_hr_ann - ds3_hr_mean" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# Annual Detrended Anomalies\n", "ds2_hr_annanom_dt = xr.apply_ufunc(signal.detrend, ds2_hr_annanom.fillna(0), kwargs={'axis': 0}).where(ds2_hr_annanom.notnull())\n", "ds3_hr_annanom_dt = xr.apply_ufunc(signal.detrend, ds3_hr_annanom.fillna(0), kwargs={'axis': 0}).where(ds3_hr_annanom.notnull())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Temporal Filtering" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "cutoff= 10.0 years\n" ] } ], "source": [ "# 10-year butterworth low-pass filter\n", "fs=1/(365*24*3600) # 1 year in Hz (sampling frequency)\n", "nyquist = fs / 2 # 0.5 times the sampling frequency\n", "cutoff = fs/10 # 10-year cutoff frequency\n", "cutoff = cutoff/nyquist # as fraction of nyquist \n", "print('cutoff= ',(1/(cutoff*nyquist))/(365*24*3600),' years') \n", "filtsos = signal.butter(4, cutoff, 'lowpass', output='sos') #low pass filter\n", "filtb, filta = signal.butter(4, cutoff, 'lowpass')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Now Apply Filter Using Xarray apply_ufunc" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "# Low-Pass (lp) anomalies:\n", "ds2_hr_lpanom_dt = xr.apply_ufunc(signal.sosfiltfilt, filtsos, ds2_hr_annanom_dt.fillna(0), kwargs={'padtype':'even','axis':0}).where(ds2_hr_annanom_dt.notnull())\n", "ds3_hr_lpanom_dt = xr.apply_ufunc(signal.sosfiltfilt, filtsos, ds3_hr_annanom_dt.fillna(0), kwargs={'padtype':'even','axis':0}).where(ds3_hr_annanom_dt.notnull())" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "# Detrended, filtered Std Dev:\n", "ds2_hr_anndtstd = ds2_hr_annanom_dt.std('time')\n", "ds2_hr_lpdtstd = ds2_hr_lpanom_dt.std('time')\n", "\n", "ds3_hr_anndtstd = ds3_hr_annanom_dt.std('time')\n", "ds3_hr_lpdtstd = ds3_hr_lpanom_dt.std('time')" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "# First, create low-pass-filtered, detrended AMOC that includes the mean\n", "ds2_hr_lpann_dt = ds2_hr_lpanom_dt + ds2_hr_mean\n", "ds3_hr_lpann_dt = ds3_hr_lpanom_dt + ds3_hr_mean" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### LSW density range determined here:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(array([-0.15392032, 0.37033764, 1.42853378, 1.93606328, 0.55137143,\n", " 0.01353341]),\n", " array([36.925, 36.975, 37.025, 37.075, 37.125, 37.175]))" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds3_hr_lpann_dt.isel(wmf_region=4).mean('time').WMF.sel(sigma_wmf=slice(36.9,37.2)).values,ds3_hr_lpann_dt.sel(sigma_wmf=slice(36.9,37.2)).sigma_wmf.values" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "hr_lsw = [36.95, 37.175]\n", "hr_dlsw = [37.0625, 37.175]" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray 'wmf_region' (wmf_region: 11)>\n",
       "array(['All (>0)', 'SPG_west (1)', 'SPG_east (2)', 'Irminger Sea (3)',\n",
       "       'Labrador Sea (4)', 'Norwegian Sea (5)', 'Arctic (6)',\n",
       "       'ALL minus LAB (7)', 'IRM+SPG (8)', 'LAB+SPG-west (9)',\n",
       "       'IRM+SPG-east (10)'], dtype=object)\n",
       "Coordinates:\n",
       "  * wmf_region  (wmf_region) object 'All (>0)' ... 'IRM+SPG-east (10)'
" ], "text/plain": [ "\n", "array(['All (>0)', 'SPG_west (1)', 'SPG_east (2)', 'Irminger Sea (3)',\n", " 'Labrador Sea (4)', 'Norwegian Sea (5)', 'Arctic (6)',\n", " 'ALL minus LAB (7)', 'IRM+SPG (8)', 'LAB+SPG-west (9)',\n", " 'IRM+SPG-east (10)'], dtype=object)\n", "Coordinates:\n", " * wmf_region (wmf_region) object 'All (>0)' ... 'IRM+SPG-east (10)'" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds3_hr_lpann_dt.wmf_region" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### deep LSW (dLSW) is defined here:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "hr_dlsw = [(hr_lsw[1]-hr_lsw[0])*0.5 +hr_lsw[0], hr_lsw[1]]" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[37.0625, 37.175]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hr_dlsw" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# fig. S5" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/ncar/usr/jupyterhub/envs/cmip6-201910/lib/python3.7/site-packages/ipykernel_launcher.py:238: MatplotlibDeprecationWarning: The 'extend' parameter to Colorbar has no effect because it is overridden by the mappable; it is deprecated since 3.3 and will be removed two minor releases later.\n" ] }, { "data": { "image/png": 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ovMirH3p4TFTYBCIJn/df9jcqoiow4K/UZhsSogoqKuTziIqo4bcqshHCfTwHYdeNGkqozw19PYuqwOkhZfo9RFmf5F7j8/xcntVcremm98PX+JOLEgNkKDG2d0heS18Ls0HUPUQ1Hpm+k/BRYvRx1I1FKtR5EcVjZvOcgt17ajo+13lVXFzM/fffz/777891113H7bffntP1Ynxx0SEUmSAI5gK7Gz4/zXL8amCq8v8/gH9k275pkddfQpP3pE/1yIzQL2jdYPQFQ1VidAVmzZx1AAwY18/YR3WhMAlJ6oKYrfLQVp6YXODyAPgqL2GfqchHaIutDSmwZyOw5tpveb5LiXj7o5rU8VJAMCkT8plIZcbHO6KHmGUrPIfBllMWRYnJVpl0xcOHhcJkq8TYhAUfhcI33M+W82ZTYNTPwvKVfMNeogpcputLuNY5+Zzk84hi7AoLKwvzsOtwCYL6XqPDlr/YlvAVvm3INp8uW6ihedsbvnkxKrLx+tnWj6hhoL57aZhyExX77rsvF1xwAb/61a844ogj+NrXvpbzNWN88dAhFJn2grppmeJUGxbPDfWcAPRJ/pb5L1JgkzB5YnTYFBgV+sKhbshR42x9khBzge6VgewFRF9vSjYJ3XqfwtpyWZltC7dqkQvzwtjaDVNqouRM2DBxeC9rqEbY/JLj4hKgfQRPqUzpfcg1xl0ibJ6b2tDH1Uf4j6LE+CKNwSiCsCi/c1lvVdiErKKaZYmKX0r7uQqpKlzP2CeXw5X345MbZvvOtD8U1SxLY3hS13W5V/Qbp6ZutsLmjXFBf69U75otZNME32T/XODjrZVQ52aYscM3z9AG29zyCclVYVtrs807y3Zdi0JqAtGMdFHIHqKGs0fFzTffzMsvv8zxxx/Pa6+9xpgxY/LeRowdG19qRcYFucDKTUl6TGzQvTOma9mUojVz1qUpMnID7FM9MkMY1K1UErnkV7SVJ0a3ZvoqNLZNwneRzIeFTVVodIHDJVDZ+mhTAkysbmECm80K66vMuLwyYfHmUthUvTJqn33C7Gz9Vz1C6t+QPn5RBCXZZzDPc1VA9VEo1e985qMueJm8XvI41QugzxfT/NCVCJuRRCcO8YVL6FXbdrEuqoiab+FCWygxPs9Gh8vYZVJowlgoTfPOFM6auh52ZUaFroSBXYnxMTiYYMu78fHYphQa2cfk9RJzMN0QFKaAmt4j33db3oc8R84l3XMYxWgWFq7ogj6OtmPaCrmSguQDXbp04W9/+xt77bUXRx55JG+88QZ9+/Ztl77E6Jj4Uisy6sZl2qjCQgVUBUTms0QVFsIUJB2qEGr6TkeY0OVy25vGRGfH0WFiwFKPlSF8tv7a4AqDiUpxGaVdU0xwvjYOn9hy+Zlvm/nKBZJQaZChbXJ4dCxatpHRlT2s3/sqMW1hHVQRlYlNV85075dPTpDt3nMlDvGJp5dwKTEqTJ6HsLBYV7s+cfs+TFEu5VL/TFfs8zH/Td4peV2pDIRROqvPM1vFIwpcoaCm/kN0ZUaH6plRlZlcYJpXeu6Yumea7ttXoM+Guj3KvNdhW4uiljCIMpe2x34AMHToUJ566ikmT57Msccey/PPP09JSW51oGJ8cfClVmRcKBlVnQoZs4WV+YSDyWs1LJ5Ln+qRrJ+7hH7jhqSuqV9DD0dQvTzyYQ2KIDz5UEKGKTEmQUP9TF2wwwQxn5CzbD0vYQmVPlY5H2rrMGu9yaKn9s9FhKB7ONTPfProc4zLQ2FC1BoUNoSFP8jQNqnEuLxDNqHIZkjQQ73C5mmYdyvqe2USltXP9ZwkPW8v0d7yyN4oHS5Di0uosrUZNe9DfSeyqcejI6oSA5lWfTnvdMhnos8VqWioBTBdpC2Q6V23ead8lBj5WdSxV9tWc9x02ATZtsprU+EqN+BLUuJLEqLfu0mhceXzZaNYtQXVso8Ck48Qwu2ltNiw99578+CDD3LiiSfy7W9/m4ceeggh/JgcY3yxESsynpAKR1hSvg0mZQbcuTe6l0cuRvpDiyr4h8Xv61Z4MC9iukCSrcUs6uYYpS6HTQi3IaqV3fcaej6T7JseqiXRVhZW01jbhAJZHRuiJXmbBGXf+zGxEKlFMV0kHD6CnbxXUwiKrlhGZcAyvVe6gLxo2ca0/6XSpnpndGUmH9AF37D6Pi4hyMe67vJK27w/prZdyEaJkQhTZvR5KOegDp+6MSpMzFIS6n37Egjkwpoo++MScrNZD32pnaMgjOnw7Y9qOKhzU+o9chkEwuaXibjHZpRS4ZO/43qvs80BDbuOTz6dqR6avFaU59/Wtd9OOOEEFi1axHXXXcfw4cO58cYb27S9GDsGYkUmBHLzt3lQokBXZkzQ46p9QtbCFptcvDD5tsLYBDO12J8LYdWsIRpLj42SNlfoG6Apbj2bTTZXJUu3iKuJwfr41W0xx9bnApsl2mRllUqMjighKmo7+vVNllsfUgFfdrIwJUb9bHRlDyvRguxTUGQOpYiSaC6R63w3KTPZKLDZkjjkosRIqM9+3rrNaWOvr4U2Rd6FsGcA+SOxkHCtNyp0ZQP8rPY+fXURpfi8uzbDXWskQvqakHp2axNGRpsy01bw8bxmW+smn+GxPoQgkE68ANGUmXyQzoThmmuuYenSpdx000307duX3XbbrU3bi9HxURB+yBcbJnakpl6ViIqqtI3Ztim5NqtcCkupnhpd6TFtOEU1y0IXkLBwC0hs2nLjllZw9Seba0vkYzNRN1Lb9dSNxdUvdRxtm/jq2qbUj0TUzUX2WY6tCz6hbblCPlu9T2P7dU0T4EoKC1LH5wLfd0C2rfdDzkMTpKFBr8+hwodud+mG+tRx+vOWMH3uura+trjyfiSkIGQyNKisZSaLvbpm6J5e2/jkMqdKRlWn/aT1VVv7XEnD+jsmiT1cP7ZruSDnuvojIeecOvfUtRCiK/Imb7tpnVHvG0jbe8K8jNl6Y3SPm2stjFrbRoc6D0xzxQRVsJb9k3uQunZB67pRXtK6TpneoyhzpS3Y3CB9vdH75JrnOkz7knodF9bPXWL9gdaxV8cgyhzw6X8uEEJw7733cswxx3DxxRfz3HPPtUk7MXYcfKkVGVsMtA65mfQbNyTjRz/GlOCaD2UG8l9R3rRx6wqMDtNnLmHOJDTkCh/BWhcE9QU/m43KJGy5YFv8TWNh29B8rudq36WIupTCXJ6XPk9NG6IujEiE5WaZECWk7O2PatJ+5He6gAHpwkK+YuRtMHlrwtqwKTG2z1w1dvLFJGZSYKIoHq7xDkPYOmT73PYD/kq8zaAln8H6uUvSBET1PTCFM+rKjDrH9f+3B3zWHtcx+h6oK8Em5aZh8dwMhUZie+Zr6GsWkKEES2TjeclmruejsKcJUqGRY5+tMtPWKCoq4pFHHmHy5MlMnz6dl156qb27FKMd8aUPLdOVGJf1FzKFAz0EzIYoxQP1a4dVgw6DienMxBiUreVRD2OImsSrUlxG3aBsNVr0vvhcV88biMrSoyOMKU7+7Ur+19FWm4kp7E3CRLmsU4K6KGKhlVYV0qlV9TG21XZyjbP67vnmDEhmNDXZPmooij7vXWxYNkVFwuat0fuh1qSScOXZqbCNTdici5oUnk09J1d/XO+XWtTQFU4VldhCh8sjGJbHsm7OSvqNG5KYp8nPSkjffG1EIup+oe8vLlY4nzBW2Z4eWmZ7rmH1lMLCitTrtpXHQ8JkpFTnlSvPz1RvyZQrY9p79BBFW6gZRF/7dbiO9w3xMq0dqbkqQ9ppW4rnbFFaWspf//pXqqur+cY3vsGbb77J8OHD27tbMdoBX2pFJhvrrw65SUn4ClJ60r/pWmEKTFiSrvq9bsGxJfJnKyhnU6lYZfdarPTNdA0dtg2lreCikPZNCncJWblsaFGgxjuHCZYNzS1pAhC0xqnLHrroVdMS8ZO/VQY+nY1IVQTSlYLW8B5RUUUJ5hoqYVZqKVRIpcInPwXcRBeudtQ2fBEmgEnotUtMNO4DxvVLF6IjWPF9ySd8wkeyLQ7oSlpWiw67ctHCErB140db5VNkhPoBKHuF6Y1XjV82qN41fZ2x33urcceUKwNmRcNUz0pCzgNfL3U2JAA+wrTpHc4oZBpSzNVUpFOea1KegTSFRieR0GGrdWNb+7Mhv5D/q4YnfY22GUD0NUNVZqLsH9sDPXr04Cc/+QkXX3wxRx11FG+88Qbl5eXt3a0Y2xlfakUGcisk6YLO7e9iW5LwUWJcG4W+4OWDgcvWjouWMkphQdm/ToWZNIph9WbSP7cLH9k+V5OyFFXI8WGKy3dCqou62QRb3wY2tVBGuvfOttn6ehl9FH1dqUi0X8qgLBNJ1XF1WUghe8YwnaVMV2DWrthI/6E9jOf65M50JLiop9sCttpKkC5c+SS6m+iuJaKQhOQbYfuFDj18T11nfJLPE0gqNHmuPaVCX8NNnoJsQqY7ghBtohJXyVPAvz6bCb71X1xJ+SYvuq8XUcKmzGwPOm4fVFRU8Oijj3LooYdy6aWXcu+997Z3l2JsZ3ypFRmboKIutjbaZB2mZFob7aGtEjREqwLtA31xsyUx24R9W5V522JmU2LCrhMFpg1Xr62TzQJrEvpNm1WYoua6Hx+Kzlxgqo1gS7rW4eqbeu96HZmwAomqJ6BkVDWioiqtH7rwFRZnLr0ysm39+ir0+ekTw26ibtXholo2KTHqb1+0FpM1U/+6oLMrhnljTEaDqPTTUWCrdh7mkbSxK9mUGVvNERPVsvrcZZ+iMArmimzCrVzPyFSAVUdYuFm2fbDNDXXtiLJumGCr1+SzfoSFefuSKLgiHXzgExkRNi/CCqKqyozqzVbr2UmoRb6hVUZRlRlIDw+G9lcsDznkEK644gp+9rOfMXXqVI455ph27U+M7YsvtSKjwrR56gueXFhdVZZt8FFiTDCFDoT1O1/wrTLvcofbFmHdZS+v41oQw7w7EuoCa0NYXLhe2NK3H/q5Kra3EuOCfxiKnxJjs/CZlBi1D75MehKmcAkdpk3dJmDYKrjrQq0OX6u3SXmpWfyO9skE6/m+1tsB4/oZa1yZDCNgp8EOC+20vZ+mnDvbMbbvwoRAUx5WVGXGVPxSz5OC/HtJXfeUSx0YFb7htSo9cSvSw83Az0MTRYmR8IlOkJ/rpQeyMea5cu18acQlXIY3UwK+q8aaz9wKq9kl+xtWF0pXZvpARnFuuX7o60iGMqMV6O4o3pmbbrqJ5557jnPPPZfJkyfTvXv3du1PjO2HWJFJwmYJ1AUm3QLc1giztuQrp8JkeTTFMftY6nwtl2H3BnZFzeVmt+UJ2Y63Qd0UTPfkOzamTcxVANGXTEBHvorPhcFXiVGhC9GuOjKuekZhCrL8Tp0Hg5Lt2QRbG9pC8cxUYhKf9RqVUGbUEDRV4B5U3iXtHFN4iO6F8alj4kJUamOVwjoMppAuW2FSG0zeb1vNET0x2/VsTQr0jgB9fpuUNh0276NP7p8O3/niu065KNUh837BnzXM1QddudSNXT7kLrkI9i6Pt6u/JmVGf55qpIlUZiRUYwike2dsyoy657W3MlNcXMx9993HxIkTmT59Oj/5yU/arS8xti9iRcaC7RFKEAZ9QbUtFKbQAAl9M3ItNjZlxgaT9SeKS9wEW9VvHwFW/T5s0/GFb5yy/M5H0ZPCRZgyA+EChd6/KMqM7o1xVTbXEUWJUfvmgu598FVi9HAj9Ri5sbuK6eUKH4HRBanEuLC6tomgqARRMSwVHqIaVHw8vOp6YrPc+nhWbHDlprjG2VSYFPy8bzp0hWYo6hrof0+2ueeCKVRH/z4fiBL2Jd9jn3dbTzzPFqawQRNZiAxT6oMdvkydY/t1pWaju182BdnklXGtKRIuL35U2NY4J4FKFgbVpl6VFCnX1wt+69BDzUxesrbKxc0Ge+yxB6eeeiq33XYb5513HkOHDm3vLsXYDogVGQXqQmfauMIsI/kIEbCxDIUtFroVX55josx0cdC7lCITbN9vD8/A9kZb3JNNmYF0AUCFnscQVXlUr2lSYrKFzrqnQ1X0dEpwmwDtu8FLqIxD2xOqMiOT9xcta/WuyBCzMKXFRgiwdEM9Lc1BShBxCYFSKJG/XXSqquFApwWX8KVTt1G8u+ZYmFfSlKzsA1sI7PZkOmwLhOW7qV4KINRTYWJtyzesOUfJ70vsp4ZCfY5lRQVeoZg2GvmopAOmsGSdSQ/Cc2d8vc1RjEY6dCXOli+je2VUmNZ3U1inbK+98OMf/5gnnniCCy+8kKeeegohMomEYnyx8KVWZFybtYSPe9cWp2+LBfalTFX7YLJI6cKfSxHTLZUSpiT5bEOb9LbCYLondQE0eSXU/vuEdmVbtDKfMIV82GCj5jTBV4Hx9RSpePujGo7q2SoIqf1QN0E1xMmlxJhiq9PnXjQFxrWp2yyVak5OmAJnekYmIclEUuCj0NggQ8v0Ojey7dW1TQn2NszPPKwwpqrMqBTYNrhYHTMKrGZcKzzUyVXHx1eZyUZ5jVo80xRyK0rKKBlcnaZMhjFC2Ygpor6fLk+7jUFLwuYBa0uEeVfDku5teVDy2j45KK7QcbWtfMCUY2lj4fRdx309MK78NxNxhT5n9RBViTCPoiuvdHti2LBh3HTTTVx++eXMmDGDE088sd36EmP7oEMoMkKIUuAlWuuEPR4EwQ+EEDcA5wKfJg+9JgiCfxjOXwZsBpqBpiAIJvq0G5bY6SOQ64ufaUMycbfbrB6qK1cWUDOFl9mKKuowsVipfVUtSOr1VfgoM7l4KxJtrzFahnWvRJqwpPQrW9e2et72UGrC4vMhU5mBzE3ZZL3zSQaNgtqG1nE3USDrjH6+0HNYbOQMYUqMs5gbre+NzMlR2dFMDGMuGmSb4KdbviE3hcbmkZm3bjMjmlvSPtOtqj4GEshUZvQcIomotabMhBut19CVGb2Ojw6ffBl1zoclzudqJdaVGbFpOaJiGKWagjXYYt137RX5CM3RBWaTdwy2P810tkqM/M5XmVlcWGDcB8MU8LbKLdSjKML64QqZtcGmDPvOddUTFRYaqcOWK9MRcMkll/Doo49y0UUXMXXqVLp2bT9q9Rhtjw6hyAANwEFBEGwRQnQCXhFC/DP53W1BENzicY0pQRCsj9Koyt6SZvFUiu+FLXAua6CJ5jHMhasm16UJZUBhcsEY1KsylfzryifxhY15JopVRWcB8zlWbXtbcwDYK8zb6FmzpaTOBmHzwbWYR0k2BrvVVK9O7eWhSP6Wc2hoiv641ElTW76xhiE25rBk+2GMfrkgrKCbvvFKi2HUwpgS0gsij/FNHIbsFRoTVIVKLZDZUleQdlw2wpeqzMhrSGUmgfwkuJsYxKIizTNj8cpkY0XPJXxKXW+CojVpc1SFrtxI2JQXX8HTZ002GaNc7Fm5IhdShDAKZkgPn1TpfyE9B2p5ocjaE2Dbv7aXgJ7Nu2xSYsLy3vTQPr22jFxDdYXG5I3xzV9qDxQVFXHnnXey1157cdddd3HVVVe1d5ditCE6hCITBEEAbEn+2yn5E7R1u6aq2zaaRgkb9bLNOiH/LqHVUqcuGi4LiKrMkIxxVxUaSCzkAE3l5v6G8ctDfuNZfRc1vW1ZRT4M2W5U+VDuAAjJHXIpVj6F+iR0KlgVRTXLUkpMFDpvVaEpolUIGFTexWiRr9tSkOq3CSYFIx+Mfq6QQvU9ku2ZEmBtAq4cy7c/qmF0ZQ/jGpALoio0KmwKjBz/5atEigLbZM32iXOXkAYSaJ0PYAoPy4RvuKnKGpdAbkqSrjS4hE6TkuCiGs/FS+E7HrkKfFHWPhupi/4u+6y5NqNKFAVG77uLgllfy9JCrWXuqJpsnjxONDWE9iPsOeVLKM9HSLOvkp5Ln9WaXHI9MNXLM4VE5qqUtzX23HNPDj/8cG655Ra++93v0qVLl/CTYuyQEAkdov0hhCgEZgGjgDuDILgqGVp2JrAJeBu4LAiCDYZzPwI2kFB+7g2C4D5LG9OAaQB9+/bd48bbfwNASUkhAOUlRZQVFVBSWECnQoFoaiBoTCz0QUMdAE11mYtlUVlruqIoKUv8LrYv8kFjvfF6TVsbrecUdS5Oa8unHWPbRa19lV6QBi1kpaQwIcB2KkwkyflsEPq1JfRzbe23NNRRUFJGXVOiL2VFrdbnKP0x9UE/Rz7TtO+1cTT10wTZJxtM56rjLe9XDeNSIeckkDEvg4Y6muoaUvNmW13mNTqVKZ46ZQ6p80feqz4f5DOxjb86jnI+uyDblO2mztWemWnM1HHW29fb1ttR76+huSVjzBsamlPHy7UAEmMvoc5HX8h2VJiec0NDs7Fd9bkDNNTV0rW0E5B5777riERR52LrWmJ7h0yIujboc8w0RpB57xD+/oetbba2wtqT0NvdUt9Il9Ji6zX1dca2xqjzXe2v2hdTf8LgWrdU6Ou/jrqmloz57xqnMLj2VZ89EMz7oPo8fPaBbBDl3XAhbD+KdC2PeaUj6lrus3ab5vHRhx0yyxXqr8tkM2bMsPbZhi1btliVlPnz5/Pd736XU089lW9/+9ve52XbXhimTJniHI8Y2aHDKDISQogewF+Bi0jkxqwnoaDcBAwMguBswzmDgiBYLYToB/wHuCgIgpdc7VRVVQUX/Pafqf/V2gGmWN4ojGUuN6/pmr5W9X7jhmRYnH2sMTZriStBMgrtaLbx3WnsWbPeoGzEOK+++IR32foUxTOTTbG3qLBVp5bQLfOqRd7kkdEt8abiiOocEqkws0zLdd3SOYzdY+/U+a6CmGHwSWyOMo986bj1+WDLldGhhpVFsda7QgZtbdnydNRnD9Cy/D1Gjd/T+hyieOfUuaCvJdk8hzDoa1BYIVa9lot6zz7tRCn4amoL7DkMcpxemb+cSWOGhfbJp59qX1W4yBbCEFa8NFvo4yRhej5heyD4F4tWvQSmfVA+j7YieMk3xXCupQpM8PGS2J5btmHh+vWhdY4dslM/b8G9qqoqWLAg+jjMnDmTyZMnW78/88wz+dOf/sTs2bMZO3as93nZtueCECJWZNoAHSK0TEUQBBuFEDOBw9TcGCHE/cAzlnNWJ3+vE0L8FdiLBHmAE6bCZzZmEx87TNTkTTUkJyxRV0LncTcl2oUJ4LaNLKoS4xOa5rv5qhY+/XlEYbhxFQUDc+iMb/Ky7I/pfk21E0zQqa/148JYzXT4Ms6Amdpb5kiEzVc9NweiJ6NCeF0iHT4FTX2LY8pryTH3KRroq8SE5Tz50lurSo3OXHZUzyb+tuDTpFJbAcCg6kRYk6zWLRElaTdbhFGv67S06rN05Wapx4B5DTDBVdncBpfCZGtLfh40mo8JMy7ZlC0gI5xUr+3iu57aBMtcYVrXXPuEiYzFlvum52nY4Apf9Xn2vqUF2hq2em25KDV6/SzZjs+8ySUHVEdHoje/5ZZbeOaZZ5g2bRovv/wyBQXRvesxOjY6hCIjhOgLbEsqMWXAwcB0IcTAIAg+SR52LPC+4dxyoCAIgs3Jv78G3OjTri8rj8705UKYFURdvFQrKtiZzEyweWSy8SLk4oUxKUjquEYlDbAhjH7Xptzp/Vu6IfO557qxmRbssMKCuXh21FoiNsYZOZdcik0YpHKpzgvdO2lK0M1HnoyESRDKF+tQlAroLpgEcZ0sQFdObe3pbGby//5De1BT2MDbG2pS104Iu6UpOma9UOb2UGZMiBqz70N+EbWeTC4kA2GQ8z8oG03D4kVAusLuk7sT5jEy5aVku452BIHSxi6pFztV8zRyRdQaXGBXIkwMn/mA2odsWMsgPJcmrHC1qW0dYe+0aW5KQqL2Rp8+fbjllls466yz+O1vf5sRYhZjx0eHUGSAgcCDyTyZAmBGEATPCCH+IIQYTyK0bBnwHUiEkgEPBEEwFegP/DVZ9KgIeDgIgn/5NBrG9GV6uW1Ug67k0jAa0XVzVqYEz3c2tm46E3pkbsK5hoLI/qjIhfHMB/q9m6yFDc0tlCn/mwQQF0OXqeIw2D0oOvJ931EUGFd4mS4A+yiGqkKsV2aGdEVDDS3T+794uV2JcQkaqsdHfx5RwxckXM8nl1BDCZsyEyZgS5jIGrJpz4a1KzbCyJI0ZrVcoc8DiLaWRKkx5SreaEL6uCcNLYZaUq52XAUJXYaGbIpw+tAtRwl7s4W7uWDy8JiurytItrXKZqDRPURRDEG+AnSYMcRkyJP5GjZvlErlH7VOmu7p0OdzFMOUab+NUicL0scnjHZcbUdFmOKkr9s+Bor29nLZcMYZZ/D73/+eK6+8kmOOOYa+ffu2d5di5BEdQpEJgmAusLvh89Msx68Gpib/XgqMMx0Xhmyr0usvtf8GVZqxIalWU1WJkf9LZUbNj4FMAdQVA2tTIqLw2ufCjBKmxEAioXSpR6E2Wxy1HjLVnsjVCqwKuKplP6xApg0mZUbf+GxCELQqMRKuZ6AeY1NmwpCvugS2a9iEZ5VdzKRI5uK1Uee1Wm1dZU9TvTE1i99J/d1r1ISs2zUhLHRHwlbAT4WPEOujHJm8MmqBzASSc7+kIjKDF6SvPS5Dg6sIpy7s2VgsbWgLJcZ1TdM89i2IaaNstikGUWtymfZZnWJd/05F5h68xhghYP6/dWzls7Y9Z9PaZQtdNrWrwmTUDFNi5Dqrr6+QyZrqC5/6Y9kqSPr1OwKEENx9992MGzeOSy+9lD/84Q/t3aUYeUSHUGTaC7ZN2McSZ4pFtdGM6vHXeqK2LaTM5JGxJWjL64chTChRxyIsKTuM3tPsbs7MEVm6oZ6yogKvzdUVRy29VXphMNvGonsbXJC91guxhcHl7WrNu+livJ4qOOdajVsqM6k6IuReydomEOvCnKkdHwt2vqGPsS5EmhSVMOVFLepog+9z6z+0R0qZ6TVqQpoyA7Ct0db/zPAywFoTIip8vIBRPDm6p8Ql+NmKFqt98smtCkt8N4XDmuiedUHbx3Ci5mnpxUdVum51nkTxxLjC6HItfumT+2fqo4+C6+vxstVo09tSESWcTu+jvjaZBHpfsoZ8wHedNRUPbSvI+9dlho6mwKjYZZdd+H//7/9x4403cuqpp1Jamv+w0xjtgy+1IiNhsiT5Jt+ZXM6tC3tm7omqxOgCxoQepSmvjFRiBozrl/LG6EK6Ch8GGf1eXd/bhG6JsNwYn3wbVfFbrFGN6lCrmJuEBzXUIFXJfVWiNJErgdZWkyPj+mQ+4zBlJoxtrVCZO4OSBSol1NwN3SujC6598IspN3lmfKEKHXrxSx/FRUVUC6CL+cgF383cpayEeWSyqUWjeh/0ELMwZQZalSe11pA+J2StHZ/kaR/ko2BjlER8W2il3o6LqCOKgKt+nuZpUNZDtSYYgFgPhLOOZ0BVPNQiubJt9Tj1fkxQSUhaES6gqfdr8vSGKTC+HrGw3AwTVGWxLYwbJiUxbA8I8074KDFhuai+xYVdynNbKTM+REY+Xp72xjXXXMNjjz3Gd77zHe6555727k6MPOFLrciYLI0mQT6Kh0a9mixWSUPi+4DMBH8dqhdGKjE6dGuQrxITBS6Bw9cTY7PUyEVRVQoW48d0YttMdC+VSrEr4fJq+Cy8uWwMoR4fxVoL6YnoErl6ZaJAfQ6q1c1W/DKMXjlbS12Y4OsSQHTiB1X5jEK/bPtML3CpH+N6VroyI7Fo2cYMZUbF2hWJ783KU0KZoVcmk1mYomua21E8jxI2742cP2HKjE/4XrY0xCZ2MBUuprAmg0LD+gVp895kyYfWeQimwqO5WYVNCeim8dGfo77WhoVDma6djbFM31/DQvdseRtt7XHIN7IJCc42TDpMmYmicOgKnI8hoqMqMQAlJSU88MAD7L///vzpT3/i8MMPb+8uxcgDvtSKDGQu8GoSoAp9oMKoOSVsMdWqN0avxC2t5nrdGJOgoSMbJSbb8DR5XtRFOixxEtSNtbQ1Jt6RmKlfw0RrrAuWq2ubUlbsUk/qSR/KaSkIqUJdFLYlMFPTbi8lRoXpHuTGZrNSqptnFAXG1/rqmyCrV6739Qb4KCMummyfZGo9rEjPl+k/tEfqWKnUdCouov9Qe38SSM/Dc+UcmGB7H3NlHrR5dF01ffQ6Oq7EfFcbsh0JlxKjH696ZyCdvl0UL0dUJOrIqO8FpK/7PgqNaT1R372w/JOwHCVTnpAPsmG01BHG3inhSnT3yQWRBRl9agclUGpc2/ItiNv2R1MelksxNkEdq1zyQ13en4bFczMiElSY6LQ7Mvbbbz9OO+00HnnkEW688UZGjBjR3l2KkSO+9IqMDttCP0jbSKImgaowxaz7FC4MQ66bjPq/S0nSwxlsYxbGCKMKvLbq0Hqir14HxnR9PWZcFRrV66aUjYhsSD5x0fr1o7Ig6TH06ucuuCi8c6FiDtt0ddju0yeR14dBy4flx1QvRw3hCxN0wjwqpmuY8hxMMHkfVWUGWkPIWpUa/zgmSdGthgPa1iSdtlwVVqIYS8IURdN7M2/dZqMXxqbEuPIxbG1IZGMUyEwYb+1Loyhu9TAkv3e937pCYwpHNq3HpqiBKGu9Xk/EV5mJWpBY97TL/quw7S9hbF1qGKtJmbERHoR7+EpT67MPcvUE2QwCJsNPmFKjj1VUghXTmKuyiUqgE0WZkejI+TI333wzjz32GNdccw2PPPJIe3cnRo74UisyYYK4i51FXfiiKDGQWfND/Vy/jlxEUBamfD00V56LK+zO57q+BbhyQa4hdKqyATjZkHyKYLpgShyG3MdAh+7d84Upbt8H+bJeRmXdybZ2jA4XDXKuoXwuljkf5jSdQKCkpDHjM5NXKJfaTaqArX+e+ttyrtqiywMD6UqFfAYmT1hU5i5bGypcHh4TTOxXptCzXNejsLonkP2aZ6O/ltBzhFwIe/dcXmuTUuQjUIdBhif7QM41U36ZzSuTi5fBVdTURbBjUmp8iSZ8+2tjoJSfRVVmwJxn3NEwaNAgjj76aP7yl7/wySefMHDgwPbuUowc8KVWZCSiut1tm4lPcp48xrY4OxmGpMVFE/p8FgxXnRsVLs79KNCTZW1hYbJfMixAhy+BgC28JEyoyRRWoyXKhh0Xljgs4VNnI0yokwqySZlRwxV16JuSbGfxcsfNEV2Bt8HHiqiH2eg5Oz4eBxXyHk0FMVWhWrfih3lxTMQSYceaYFJQyjfWMLG/XzibClMSsYnxSB4bFkNvJXlI/tYFHZ91tbXAp8UT0JB+vGs9c43r2H5dIzGCJWBfE/Idcme6dj6VFxtcykvGWg4Qwfsm4aPE5Mqwp3qy1fBP3VjhUmagdS7boM7vsLBFvX9RDH26wuiroITJBOp7bSqkDKSxXIJfmBnkt2BoW+Koo45ixowZ/OY3v+G6665r7+7EyAFfakVG3SBM7n0fi12YRVrf7PX/bVYo02cZ1hGPxEcfGlJTeIzLihQFtvhyV38kwqicw+ATZqBuZuk1K+zP31ZfwdUHk0KTT+iCvFRmXOFk+qZkite3jbs676MoMLb6P/IeIHM+y/7o8zDMMmyyWLpIFWzKjIRvccyox8p+hKFui5vZzwTTGIWxHplgC90Lu54Ntvv1zcmwCVFh+Ta2a+mwFdZUP1uuhMPaGKh0mAo56tdW24wKHyHS99q2sLCocBWA9IH0DOjQ1wkZnqwrM2D2vNqUGfALFdRhC5M0I7OmXFh7UTwcNrY41/V141dUlsts50d7oaKigq997Wv8+te/5tJLL6Vz587t3aUYWeJLrcioL7VeJwTCcz8kJTCE0wKb4LIkmyzqRlevR8EqfVP2UdRyUSJs1J1hC12uPPymhH+TdU6FK6chLMzMFpqhw4f1x0cAMeULSbpdaE1uB1KeGRWmgpVSmYHMBGRfQS2MLtRlZdWLvelzOjNkSLl35R0M8zhApuCje7xMykw+EDbv1P6oMM0pk1dIv5aJVtYX+npiYqhznRdGipFtOJMJav0uWx0VE3QyDl8Lsr4eiKaGSDU0bGMU1k4YwoxVUcPT1PyosLBrCZ/6MqZ2dY+qT80UmzKo98dHmVGRora31BDyoSAOa0P2TSKKYhd2jNq/bLx4NtIhH+xoSozE9ddfzwEHHMBdd93F5Zdf3t7diZElslJkhBDlQH0QBM157s92RVr13uTvsMKHGWFCyc9LI4R3pcJikp/rdUBMOQ7qZyZlxuWVMSkz6v3kWok+LIHUZ9NraG6hzHGMicHHRxGwJc2b2slQMhoyj0+vE5Sp1LgUmqihcbZQmdZwODvdrg9Mcwha57RoMgwAdoYfk0KjKzGmuZ1WqNMgMJtpYkuNyoztGjrUORtF2AGcdWNchTFlWxJh751N6PeZyy5EqUbvE8piE/DChBtbf22CvC7IqcnlpkKTJq+YfHcy8uMc7UqY3luXcBlWyNGEKEpHlLHWr2XqtylZX0cYuYmEi6bZFC5lMwTK7039NEE31LnmAqR7ZVo98unKTFibYQYRnbhC9tPGvugLfVxMJQ6iwqS8qMqlSjwUJXS0o2LSpEl87WtfY/r06UybNo1u3bq1d5diZAEvRUYIUQCcBJwK7ElCxCsRQnwK/AO4LwiCRW3WyzaCzoQC6QqNi+UlSphQ6nyDEqQuPjYSgC8afEOyXIKZvjmaGNWiLLC5xqOD+b6iKIlRY4vVTVdCVy5s8ylKkcQwQWR7wCyI2JUZsL/f6rtto7pWEVbw0paAH0VpcSHsfck1BNPGdhQ19w7aV6jRCStszHIStiKY6vVUmBL6o5JOqAYnFzucj9IRpcBoPpDPWjM6XPXBTIh6366cmTBlRsKWh6m2AWZq9qgEE2HIJ8WxS+7QGVRNyKbeVEfCT37yE/bcc09uuOEGbr311vbuTows4LvrvQA8B/w/4P0gCFoAhBC9gCnAzUKIvwZB8Me26WbbwPTy6rUngLSYeh3ZvMBpTDekV+IGP1YzlZoZoltg2nLhicp8NW/dZgY2tbDUInC4Fn+d/SvK5q7G49uEdde4Zlss0NejZBLIdOHYRGOqJ85GCVNMY80pykx5dVkPTaFl2SrnTcl3zlVnJAEzfaralwzqVszKTBSYimCaFJcobFsqbP2JKgj51sewheNJmObn6tqmlHFGRZgRIgy2nDxbmA+0vvc+1OsmmPpsq3/SiuVp/ZJ9C4NeRyvsODAUhkz+LkyOhasejUQ+mNV05KrAmOBDhGKDq/CnTdF4+6MaqzIjYQpBVNsytRPWTz2qI4xgwBe28VND5dRwXBnSZ8pfNMGXpn1HwR577MG5557LHXfcwTnnnMPYsWPbu0sxIsJ39h0cBME2/cMgCGqAvwB/EUJ0ymvPtiPUZEK99oSpKriE74ZtCq1SPTrqQjY4xM0ukYtFxkYlnC9rEfiFWqmW0tqGJmdIjxrTboorNhXZ9LEU6QuwLoj41g3w8cZkS2ctYbPwF9UsS2MAArsSIz9TlRkXTJbhbGsm2WihTUmlRTXLoKQi9f/bH9WkPCOjK3toc6WUocm/XAK7nhekKzNgZjFzhYuF1TsJE+h8BNAUi1yhO9k/V2HCFq7qy3ioQqdzzxY2L4gJpvc+ilHFlbNjUmqCopLIlerBrzp9WLiRzjLniiAwKYZhniTbWNqQixKTC1GNChfzpR6aafLSZSb/qwifx2F7nqswJpiFsVy93+oY6gqNKbfSBtvasL29gm2FH//4xzz++ONMmzaNl156icLCwvbuUowI8Nr5TEpMNsfsCFAVCBNzkqmmAETbsHUmK5tlxqd4oN5PG0zWE5tFKRvhw6Y0uBLiVQtZeUmRlVo2CsIWWN2rodeBcNV5ySX+P2yj99kM1L6bFM+oVan12OfMvqzJiBPPtvq1rsS8s7F1LkzoUZr2fR8S78DQCqBnBT7wLQBpUmYgvVCmCVFYsGwwCSXSoi4VsdZ3tEvacT7eP13YNlXcDqOqNhGJyHfJtAaGEQ/4GEhM646LKdFVkDHMiOEqium77snrqoKzq1K9DhPVdS6FBMP2KV8KeB1hxTqzhd6uLbfDxioq4dMfV1FUMNMyg5nN0nd+2JRnU602CZPHx/aMwuaHyainwlTcWMLHe94Hc1HXHRl9+vThjjvu4Fvf+ha33norV1xxRXt3KUYEhCoyQojzgD2A54FvAX8PguDutu7Y9oQeBypDbNRktlwZtUxIS1w2FFXLRmB0wYdueumG+oxF25d+OWzDs7Eyje3XlbotBV6MTNlA31hMCb9RkjvD2lLha6k0bQamZH+9TolUhG35VjbmGXXO2xI4tzUH6Yq2QSiW1zAJxqZNUVVg9M8meCgzdlax0jQWN58wKp2xbVCvSgaVd8mqMGgYnBZ2RbAttIQ0DupVyfJCYSSaMEEv8qoaSSIpM6TTc0cdm2wNPPIe9PfS5u3QySr0d8mV+G+DjwBvq7UVVqk+LW9Lq93jC7PxIXPdSL/PVtY/CPee2MKHcqkxJmG6Z9s46K3YlNUwxQX82Ah1hcakzGSjWJn6aMrPAnP+rcnYZoNO3uJSNtbPXeL04uuQyowJO2q+zCmnnMITTzzBddddxxFHHMGYMWPau0sxPOGzCh0EnAi8HATBJCHEPW3cp+0KPbRGzxPQlRhTngK4qXrVjd9WsyVNmSFzkUrbELV4djW2NtdqujZlJgp8k/9MrniblVQN1XHGjjsY3EwKQSvSkzttzGL2mGB3GFlUuGrgSG+A7Rm54p7BrcTYiC3Cqpe7BONcMai8iKUbEn+bWMXUOhBqiJnOBpgLwhLHXchGSPUNaZRwKxbp9TF8lBlf5MqgZoJtXrveexsVvT4uqoAKdmXG9f7KazY0t6R93hY5KFGgvrvZzFMbTEaW7Z0TYcuFtCmb6v27FBcTkYcMJQ0LG40C2/PQa5dJ2Mgn9PAwl4FED2GMStpi8ppLw9j6uUtSxqZcZY6OAiEEd999Ny+88AKXXnop//rXv9q7SzE84fNGfhYEQSCEmJ7838zJugPClDwPmbkxUkhVE0dzWdRUqBup7vkwJW5LpNXfUBQbtbq2ioywqIz6HOmImsRp2uiytcyY2valqtQFmrB+2MbfJpTY7j/XIpcuKktb+EOaEqx5I6LUZVBhGi/ffA9dMJZtq56hCR7WPh1qf+S9W5nEelYwqNqPjlolyvClErUpNOlJwqAbJoCUJwuiU62qyKyt09oHvZ8qTN5e9Znpc8JHyYXslRZfr46r/oj8W0LP6QGzMcBU8FRFVBKGtkIUr7xOdCDhWk/BTmudDaIoclEZ38BMlCAVmsVket/VZx7GPqhi4vBeaXu9aQ/0DadyKZW2CARTvpYtMiKbEEbbPiq9Mbrn/J2N9WkhwPq+ohv5dlSvTL9+/bjuuuu47LLL+M9//sMhhxzS3l2K4QEfKfx2gCAI/pb8/4l8d0IIUQq8RCtZ2ONBEPwg+d1FwIVAE4mwtisN5x+W7Gch8EAQBDfnu4+QXd6D7aXWN1KXByQbl6+qjOlCWpTNOEpolNqWPNfXM7O4sMCpPOkLr8mSrAtitthdk1VW9sNHmTHBJ+8lbOPTn49rA1SVGXmuTZkJgx7rrD63MDIEHVGqvJvY1EyQxgQ5HlIgWbtio+XKrYpdqUNYyqUegikMUo+pzwjjSR6nKjRR4ZOnIj/zDcs0KTDgLtwYpQaMjVzEBBtZgukZunIFw8KBTUxzYYiybvrkI+UC/d5trG1gXsNd77Epbyeq8O6LbJQZMNNYd1IK+OrvZ9ia0X9oDyDhjbEpMWGU/xJh76YLtoiNMA+lhDrXTJTqbUGd/0VjMfvud7/Lr3/9a3784x/HiswOgtDZFgTBh9pH/2uDfjQABwVBsCXJfvaKEOKfQBlwDFAdBEGDECJD0hFCFAJ3AocAq4C3hBBPB0Ew37dxfSOPapHyFXZ1y6BO+RgGtfKuSegzERXYknRlf1wJr1GZaHKpVK3H/+swJSwDVmuyqT96LQH5GbjZpnwW/3y41011MEwsWipUJQxak95N1e4l1LEy1U8CGErimdjGIYpHIYpyI6GGLsj8laOq+ibGJDkeoyt7sGjZxlQoiClnRr2nKAgTWsOsrLp3BswKTVTocwTsLEw6TDl4YA7LylbJ882nc1WCV4vRhoWR6lDfedN7JNFWCowJuRYcNXlldOHUxxBhU2Js42pTaLZHYrcv0Y0KlXzBpMSYoCowYPfEZBMy6CrC6QNTfo76fpmUQNN6HwVSxpjQozQjtEx+70J7hlbmCyUlJRx22GE8+uij7d2VGJ6ItMcLIR4AjhNC1AKrgbnA3CAIfpVLJ4IgCIAtyX87JX8C4Hzg5iAIGpLHmVwSewGLgyBYmuzjIySUn1BFRq/FAuYwE1dl+rZ+cdVNUE/ettWV8QkHATdrT1SLiq3OhG+latHUYN0kdUYxNSdIDR1ybXJ6TRb9O8heiZHH2WpbmGCrIeNSZsBeyC2BVoFZKjOQrtDYoNJqSoim0tS96cdmC9VC7Vu7QNLLhjGL6R5OG4mGDS4PYphQoocpmYwEGXWEQnvUiqKaZYimhlQ/E8gMedXzwGw5eND6XPX1T0Kfl/IewuCr9GQI2Q2JPklxNGyemRQwl2fChqhU8RAeugdmBcQ21iZkU2hTzx0Jg2mM9ZA9fW1zrWtR84Siri2mZ24iOgCzwiAVFwlXPkw+vQq+yot+jpkOOjPnDdLHztd4pBsGbWHA8jOfAplfBIwcOZKamho2btxIjx492rs7MUIgEjqE58FCLAB2DYJgmxBiMDCOhLck51CupGdlFjAKuDMIgquEELOBp4DDgHrg8iAI3tLO+yZwWBAE307+fxqwdxAEFxramAZMA+jbt+8ej/7uvtbvipNCW1FJyrIjkznrmhK/y4oSdRxKkvUcOhWKlHBhgiwouK05oKG5JXWd2obWjb68pCh17ZLCgrRrBo31BA11ADTVmdspKku0IUrKMu5DQrVU6QmqEiVajQrVTQ943aeKbc1BpGtsqW+kS2mx9Xq26wSNmcKHHAP1WvozlVDvW/ZXHX8d8nlA65jb2pbtu+5b76etr6a5A63zB1rnkLwX0zwKg3pPW5qgi2Ev972WCeo8btramPF9Uefi1r+VuS2KS1Pvpv5e1jY0ZYwDkHqfJGzPQZ9vrvdFtumCbF9Cf7cg8/1y9U9CviNhc8UEdV74tGd7B221OqLC1A/1fTPNsaa6htScSJ2rzFd97culr6Z3T0VZUQEtDXWUdS63rhvyHvR1wrRGp31vWd9s751pDNTrR71elGsbz/FZ70LWVp8+6Xt2fV0torjMuFY2NDSn/i4pSa8Rou7BkPmu+O7xkCkz6P2ICnVdk320rfHgN0cgMXamuWBbn23rsno9FfLaBx157KwgCCba7k+XyWbMmGE71IotW7bQpUuX8AMjnPfmm29y1VVXceONN3LAAQfkpT2AKVOmOMcjRnaIanJ4HegJrAuC4GPgY+Af+ehIEATNwHghRA/gr0KIXZP96wnsA+wJzBBCjAjSta9MiQCMO1gQBPcB9wFUVVUFe25UrTv1KW+M7olZqsS+g7/LWb/WUi20DGBi/0xXthoC0LB4kfX6ACWD7RY+V92TbAo4ht2rD2zXeGX+cvaZdGDqf5tV189rkrg3nxyhqImwiWjHdJgsqyb2s6i5Gi7mMglZeycsRC6MJAEyPVqvbipl0phhhr6XRfLKqGEOugfGFCppYlWT79LSDfWUkT4mE4f3YlPy3LH9uhqJOPIxd8HvPZJwhU+5YOvrywvXsM8++2T0RY6Jqw+5hom2RfKuO+zJMsc0OU2uf6Z8nrA1xAV9bE0embqlcxg1fk/Dmq31W+lz4h2rd+Yfgfu9zQinrTNfW4fPGpDezwTC+mqCaY7Z1r8oa4kpf0s+q3mz3mBplxFpxxs9IVsz/zeFHQ7zJPQxkW+Y9npfqH3ZRLr3T32fI63tFjmh9dyEnBEWktanemTrfEu75jDneTboMtnkyZMjX2PmzJnk+7xJkyZxxx138Oqrr3L99dfnpb0YbYeoisx9wItCiN8Ab5AIK/s8nx0KgmCjEGImCS/MKuCJpOLyphCihUQ00afKKasANR6lgkTYmxdMzDd6iImtoroLPu5un6J6NpYjn6KYriKYpnCKsPox+aAX1QV8+X9QtCatfy5KSt9wIVvseFgoSdR6Mr7CCGTWvlD7qcJHifGBqSiiD0RFFcxfnv4/5nAkCX2OmhQYG2GFSu0JdiUGEmNiGo98KDFhc2qo8neTUnfGhXyEaSawJvVXlIKsucT5+7SlIkp9GTWPQw+38ym86prLPkqMi4HRFuLpgqrEWOvHyL5jL1iow3ZNPe9NDw811RsJUxpcCoxrHoTNcZMS41ovwE1CYarxZvKc2fZYn0KYEks3+O37YXPfRfUsYcvjypeByraf+ZJTrNdKP7iuuSOjqKiIc889lx/+8Ie899577Lbbbu3dpRgORFVk/gg8lDzvAqBaCFEaBEFOAZNCiL7AtqQSUwYcDEwnkTdzEDBTCLETUAys105/CxgthBhOwkN0EnBKLv2R0KkcXbkUvrAtrK6F0sdiFbXuhN5uypJkqT6sMnlJ5MJko58jiy+qfbALDvmJX86F2ADc9+3DDhQG2/2HbXY2hBVS85k/vsXY2gr6mGTDPiXhM29N92mqZRFWNNE0X32pzPVr6VDXKZtX1TfvS783eQ0b5XO2SL9G67pqUryzycnaHhSwppDBjgLTu2xSiNbNWZmea5n8LYVfH8ZLXSl1weRZkv2wQRo1wK7EQGZIpwv6PqwS8JgQRoxj+h/sRBxSqVHJStoapjmRLWucDduDCGJ74YILLuCuu+7i1FNP5Y033qCszOb3jtHeiCoNrpK0yBJCCHdCgx8GAg8m82QKgBlBEDwjhCgGfiuEeB9oBM5I1rQZRIJmeWoQBE1CiAuBZ0nQL/82CIJ5Po36WCqiCgbmgl12q566OKqbgE+9FP0eslVmIFNpsyk0al9zXbRsYTp6MTNT8boU3bBWGCwb2JSYsPoKNmuqDzuQbe7pnkA5Fr7Ki0mQ0L1Xrjmi3k9QtMbo+fKxroK5SKbKvJcLwryZOo22L2xV5FXotSx8lBkV2XpGXDkfoSxgSfhWAzfRqareXF9lJgr9rLR86+xuPhuMjQI2qjITFt4J9jU7DCZymXwIfvp1Xe+3qYK7Gt4pFRuVMTCsjyZ6YNN7pCtSLi+t2pcUg6Eybrbn6mPQMM1Jk2Kjl0jQlRlXyYSoSo3KvBhWrNWEKAyEKkxGgyiU4blQ2Hd09O3blwcffJDDDz+cyy+/nDvvvLO9uxTDgqiKzGwhxCVBENwuP5CMYrkgCIK5wO6GzxuBbxk+Xw1MVf7/Bznk6vgK/6ZNSxcMbMqEKURBz2vIBiaGGUhXqIC0zV2FuvCo/dA9NPq95GvBUqtk2+KKdWYofQPJl0UpTODzURRtQqpvJfIwRFViJHLJAwkL43NZzNXCnC6rqy98qYYh+qbqY03Otv5LFORas8NHMXdVAtf7EqUfPs/G9H6nM85lKjT5eMfDnu/2tCbr64ivR8MGW+0fm6HHpDyYKreXJpXDQSEMmCZ6YBd8Q011j5G8J9kfH8Y5HbaitipshhKbcmG7Z72PJkp9E428qX2fSJCooYH5eMdMecVR6+d0VBx22GFcdtll/OIXv2Do0KFcddVV7d2lGAZEXTX7AwcLIa4C3gHmALODIHgs7z3bDnAlx5tgWqT1xDmboOtaaF2WHV/YFBoJ04PWaTptSo0NvsXvXDDVw3DVTZHnyGRHV1x6n+qRkBQ+ZU8HaYt6vgt3RckjUmPa8xFnrI591PsyPTcZ7peWw6DQYNvyZcJCgUxeGZ3e04awDdL1LoUVYQwTwvKhxLi8W2FzwMR0JhEldA3c92KiYPYNLbNZkNXnZqMSz4SdMjoqfIhL9ErxLiruNM+wcm2bVbut6WqjKtm+nlHb2uQq3KjnMZoUKWnYCOuHuh40LJ6bllukruVqUeV8hD7qcOWruODrFXSFl0WVDcLeX9kvsEcP2LwypjIP8nq+dOc7Gm6++WY++eQTrr76alpaWth3333bu0sxNESSdoIgOAFS4WRjgd1I1HHZIRUZFb7WOJNgJ+GzgKjQrTtpGwB+Ca86rIXEDJ+pD19VaoyWG0/BOJtwDrkJuaBaqHQlRg2XUKGHSUBrqEQ+YujD5ky+448hfc64hPZ8uvhNSdmQuXioio0tjETCVFit37ghGRulmujvU4QS/IpZfvbJKu6+8CQ2bdzAMd86m5tvjsYgH5URT4fN46deO8wbor+Tb775Jocedhh7jtuV//7lodTnlROn8NmGjSx96j769OgWek9gZ//KVkhU1zk1XNJlsDDVAjK9U2EKYJgSYyr8KOFK9tcpr/W+mZSXKMqGvNZTb87nnLse57DRQ/nlUQewbs5KGpqbOWTmq+zStyePnHwogyfslDpHf45FNctobm7mO/f+lcG9unHBuMq8eEdVqGNjI2VRlby3Zr7L4c+/RGWPrjy0R2swxqmvvsnKrXX8cb89rUYNW82cxUr7EK0ukA02NkgIDxHVQxx9laywvD9fMhqTDOJiCgyTM0yhkSr08NMvCoqKinjwwQcBuOaaa5g2bVrMWtbB4CWdCiH2BV6XtMfJcLJ3kj9fOIQJgab4+2zj3n0q92ab8KoizGJnYjjLFr5Kgo1JzQaVlSoqTPefzX2qgoquCKp/ZzMffEI4dNiSvPPh5dOR0a+SivSNMfk7G+VNKjF6Uq8tZ8iEKOEMvQdWcP6vH+Hu751GU1N2Sp/NWJFPxrAoaAkC6uvrady2Le3z+oYG6hvMEcAu6nDwV2KymWumQq9qEUDd66EXxrXBtJb55Am5WA5NxXRLCgsiryG6F9Ynx6olCGhoaqaxJV1xamhqpq6pidWbahkc0u7vXn6fh1+ezbe+0qo0dB/bm+LCAj6dmyABlcaFjNwUsBak1cOkwRxmtr6sL7f87OecceRXGdG8gR5VQ2hoaqahuTlNYWl+cxYNLS30rBqQ+mxzQ2Na4WMVqhetU6HQnkfmmrg9YTNE+EYe5AJTkeWo8PUi5lN26KgoKirioYceIggC7rvvPvbcc0++/e1vt3e3YiThO+vOAO4UQiwE/gX8KwiCNSHn7PCw5YcsW7qE5959gxEjRjBp0iQAGhoaWbxsOWOrRm/vbjrxnzmLWLNxC1OPPopByc/eX7KcWR8sZszeDey1e0Jw/HzTZv766K2UDxzBsV//eur8J598kk2bNnH00UenKty++9+/8d6qDUyYMIFdd901rb1sqnoPKi9ieWoTMm+UYVi0eQsfbtrMqC7l7NI93epsoozU+xpG6WyivzYpNXJBt9Ee2xL+VYQRRJgSj+VcfeGZv9LQUM9Zp5yoXc8fUTY9XamX9yw9YH0glSMDmZ6ZsFCyMGFSh2m+2ISFluZirnzonxQUFLB0Qz2Dy+C+v/6d3UYN44CdBiAqqtiyaA6PP/8qZSUlnHBI4l0XFVU8/ezzrN/WiSOOOAJKuyfanjuHD95/j7pdd+OQffdItROVMUzCxOynQn9Og3cZz7wVaxnctZimklYf7KLFSyiqWU5paQlCCFZ8vJqHZjzJ979zJuWGfvgm+XfbtomZz/2b3n36MOJrh6XmwYwHfkXjtm2c/PUjKSlJFNJ7+fW3WbJ8Bft+7RgmjRyZ1nddqNMrmkelXZf3kLr+gkW89cJ/2Ld6Z3YamhD5F73+Ei/O+4hJuwxjeL+EMmVTMBLIVNSWr0qE+jWtXsAfn/o7xVs+47iRPVLfP/rEi9TU1TNlxGD6lLcyHukUzCrkuNRvbOGtDz9n39EDOeHy6znmG8ex7aN5lHQqok/1SIIgYMHRezKwZ1dKR48DMr2EEk29KjnzxGNZsOQjvrZrJX16F7C0ZhPnPzmTPbt05eJxowCobWriv2s/pXNhIV+l9d187M+PsrVrH4456VSG9uhOU69KPvlwAa++8x67jhvPzmMTe8D6devS5oO8n0G9Knnoj09z65+eYsHaz3ny93cxZsUHfD5zf4QQiJUfpvr65i8uJgBKigpZ93ktp/1qBus2buHdPaoo22l85oNOoqhmGaKpISM8UB1Xl0dEXSMaNm+k64ZFVB94aEqh/sOMJyhr2srBh09lTEVC4Zs1dx7vfbCA3Xcbw7gxOwPw6Wc1/P25mQwe0J+Dv7Kftb8umJT5qNCVKPke29brKAZTE8131Fy6HRGFhYX8/ve/Z8mSJXznO9+hT58+fF2RlWK0H7wknCAIzgMQQuwMHA78XgjRHXiBhGLzarKg5Q4F1Q2vv4i2BW/phnpmv/UGV1x4HqeccgqTJk2iqGYZm+vq2ONrx/GfR3/HAftMTB2vW0O2dxLcHf+dzcxZ7/PsuN0Z1DexYT/3xmyuvOP3XHLu5pQis279Z5x72XWMqhyapsj84IYbWLhwIfvtXEGfUYliY4//7V/ceu/vuPnay9IUmTDrrW/ejal+g76gv/Dq63y+bCETuyWslK9++hl3L1rK6cOHphSZuqZmnlu8koNHuYVl2XdbCItpcdcVElUAkjBZkG0MTCbWJVNYi16HSLeI3nPz/1Gzbi3fOPIwRvZNV+h866lEteCFbY5ScFMVGh1S0VQ9Z7b6P2B/P01jpdZvWLsi8Xf/oT0AKChMWuw7FTPzree57drvc8rJJ7Hvr35FUc0yPu8ygHN/9GsG9e3FCYdMSj3Lm267i9nvf8D/Xn2V/jslagz855/P8KtbpnPdtdemFJkoBVElohajfHfJx5R37UZRp06AYHX9NmCbMl6dGDR4Z5qBDz/8kEMOP571NRs488TjKO/c2XhNm2CiPoO335jNVZdcwD777MOpxx6ZOu971/+YDZ9v4qhdh1LcPTEvf/vb3/LHf8zkN7cVMHLk99KUdRNyVWbkWG+tb+CoUy5k5dr13HvNdxnW+BkAsz/6hAvuf5I+3cp5/9bvUV5abPSWQKZQLLE8eb+f19Vx7mXX0atbF4676wogMdfvev093ln9KY+feliaIqMaVoJVC4zhrn9+8hl+dN3VnPCtM3jwvrsp7juSzlr+4/Dk9bxyIvqP5pYfXJU6v2H+Ryz+7HP2Hdrq+djYuI0fvf8hg8pK+eqA1qT/mx5/ng8//pSJY0bTY8RQioAnH/49t9z9G2666SYO2ms8q2ubWLZ0CVddcgF77LUPU5KKDMDatWuZfOCBnH3WWRx11FGJPvaqpLN8hiN3S/VLXR8rmpv5+PPfU7N5KytK+qK+Ja5wQCBjHXbVBdINHbMe/iVr5r/Flr67sN+Yocxbt5mH7vgZSxfM55nqV1OKzFP/eo6f3nEvP7zi4pQis3T5Ss697Dp6du/Gi0/+iV2EcHrcfLwyUYkU1DHIlzKjF2FVc3JN78sXFcXFxdxwww388Ic/5NRTT2XdunWUl5vMQTG2J6LmyHwIfAjclqz3MgU4HrgVmOg6tyNCJg9CplVBtd7owuLQyhF846RT2X+/RNJXU69K5v5vBs3Nzdx02538+9HfZSwiLmtQFMuLixaxT/VIGrY10djUTNeyEkpGVXPI3osZOqAfA3r3TN3n2L324/QTNjJxXKsS0nnILpz2rW/Rt1967sLRRx/N2jVrKB+yC029BlJUs4w9xu3Kad/6FjtPTFiogyBg+fLlFPetsPYtrAaPtKbZFn01BA9K+cEv7+e1117j+bt/xF7V5eyxeBVH1G5l526JcWxobuacN2bxUe1WHjrhYI5RPDI+4RyuitrqeMtjTIXowmiLXcqQysqjzhvdci0/k+MzeerXEfVbKC1NbHz9SwXvvPMOe+65p/E+1TGB9Lju5Y7kcoCWlhaampooLi5m5qz3+Gju25x11lnOcyScdSMglKTBpdTooRuSFQgSCsyy/73I7Kcfo8tOU+Br3wCgeVsj69+dzaTDjmKn8RNTluRi0Z3TT/g6Pbp1S7N4H3H0sew2fg+2lbYqi7vsWs03TjqV6upMT5vLE6PnNdiYBqXXUp+zd/34Wt7530tc9fM7mThpimVcEuM1YsQILvn+pSxcsIDOZW7Dgv6eLF64gLtu+zln/b+fUN61G7379OEbJ53KsOGt1dSbelVy0tePpLZuKyWVuyCSm/ykyQdR0KUHI4a1KrItWqhUmFAXlqBsQufSEl797c+48Gf3MmrIQEpGjaVh8VyG9OnOV8YM55bTp1JeWpw6PiWgJf83CWg1NTVcfMklnHDCCbDTAEqKO3H6CV+nvCU9fG/KyMGM6NWNXso4B0GAECKDUljfL4p6DmDfrx7GiPF7t+aoabTUEhs2fs7iZSvYc3xm0b7P1q+nR8+erK5NP//go4/hsW1NbKyto1+XxDMqqK3jiCXLGFzRO83gcOQeO7PHiMH06FKemqfj9pvMaZsb2HXs2FT/evdNzIfKEYl1saWlhV9O/zG/u+cuHv/nc1z7swTZqZ5nmrpnre9FwOPTr2bUkEF0VRRBFeocCBrDFRwX5Bqx/uOP2VqzjpqlH/B2WRcmDu/Fvgcfxqix1XTv0SPV/+p9DuT0NWvZbZedUtfo06snx039GjdccRG7jB6ZcY8mRUqd9z5Fsm0w3btJmfGFSdZwFWH1ze3b0VFWVsbll1/O8ccfz6JFixg/fnx7d+lLD5FMe/E7WIhFwHsk2cqAOUEQLGuTnrUxqqqqgq5NtQC88MNzU+75K37zJK+88z5X/ODH7LnvfizdUM+fH3ucv93zc8648Q4O3X9vwJD8t24xP7/rAS465zS6lJdTX9/A5BO/TUlJCX946l+AuVq7Xh9EMnIBqYR2gJ/fcTfrl6/l4v0T/Vz69kdc9PZsyouK+PWe41MbzylPzmT95q08/L2TGHfgVwF7Eq9ELsn9tbW1fOXAA/lo2TJee38hXbt2S7tXU77AytmvcMr5lzGsT1f+/OOEBfPVTaXcfusvWPXJWh5+7C8U9hxgpXIc268rT9w5nZWLP2T6Vd9ldHFDKulfxS9efpd/LljBI1d9i50H92Nd10Gc+P+mUzG0kp/fcRcVFZmKly4kvf6ff3HVH/5J7aZaph++Hzv3TSiEM+Yu4k+zF3L8bqP43hkJJvAVxX0444bbGFkxkD/+9t7UNY858XTWbdjIEz+/hp4bEgL8bc+8wlNvzueSI/bn2L3HAvDGopVc/dhM+nTvxu23/JShux+QlkRusyDu1K2Z8u49qR7UM/XZiJ6lNDY2cvEZJ/Gf555j/rx5jO6eUExuu/d3zHj6X3xv2hmceEyi72++O5dLrvsxE8fvyq9+fD1NvSp57fXX2XeffazK3isz/8v3zzuHY088hUce/B2lpSUs+PBDujckYu6P/9bZrFyxkj9cfAJlqxOW8Nuf+h///mQtJw6r4LBBCWvwB59v5mfzF1DVrStXj61KzeVvPf0i9Y1NPP/bX1CeFPiuu+P3PPf881x45bV85aCDAXjx+f8w/cc/YuIBUzjze1cDULe1lgtPPoZOJWVc9OuH07wzK/51H5+8+hjdxx9Lzz1PSXlnJHOQnmxr8iSGeRwHlRexceNGTj3hOL5++CGc99UJACxe+Qmn/+BWRgwewB9vuix1/HFX/IQ1n23gLw89wKCkNfzWe37LY397lu9/50yOO/N8Xnv9dQoKCrjsssvYc889ueKmn9HS0sLXD5nM/Pfm8NDzbzGgYihgDj80JSwXfvYR9/7hUX5y+928+rdHGDJoIAC/vP9BHn3yH3z3e5dy0oknsrq2iQfvv4cbr7mSb559Pt+5+ofOe3fhlTkf8JP/u4amwmL+747fZNSNgsxnsHXFh9x41ffZfecR3D39h6n386tnfZ+tDdt45poz6FKaUD9+8vz7/OeNd/nBuSdz6L4TjH3Qrc6vL1zB1X/8F3uNquBnp6eY/Tn45j/R3NLCYV87hB9cfhFNvSo54cQT+dvf/sZee+3FizNnAvbEaXVNemLeEm547k3+cMIhjBvYx0hsAZmFHvWxVQ0k8xcuZq/Dv0lxp0589sGbiKQH4PuXXsrF193Exd8+gzmzZ3PNrfdw9CGTM66hsj7aYKN2DvMUBkHAFReex1OPP8pNt/ySk04703icLxnD2TfezofLVvHA9RczZnhijfjNk//mN0//h7OPPoSdJ32NSX3gw2WrOPvG29lp51148I7pxj6b1lOpyAQtzTQ31lM1qj8FRUXW9cAn/+2Dz7Zx1tln07NnT2687U76DxiYah/cERqVZQFXnXk8nbt04fGn/55q8/zzz+f92e9wz89/mPIEPXjP3dzzxD85beoUzv/m1EiMrPpc+PZdf+GDpR9z6xGT6LpqEwDbWlpYW99ARedWhVKu032qR/Loq3O558U5nPS1r3DJ5ZcDsOLj1Yzc++BZQRB4GbmrqqqCBQui51fOnDkzq+T7XM7r2bMn48eP59FHH00YNDwhhPAejxj+iJqZdS8wAviMRIjZn4QQHwF/BW4KgmCb6+SOhllLP079LS0Liz9azqxZsyhqaF1gujVv5dOVH/HAVdPo/+fnGT+kT6a7t98orrjh5tZFIQiYNWsWpaWlVre2rcghpCsxjz78Z659+N8cvUslkLBmNwcB8zdtplun9EfYsKWO1TWbqK1vBLIvWGWja9RRXl5Or169WL9+PZtWLqFqzz3TwoBMm1R9QwNvz3mPzcNaU1SDxnre+2ABS5avpLGhAd3+pgvvx333qpTSJ2qWUQIMTrrFpfDwvf3Hcd7euzJscEIwbGjcxtvzF9O1Z286b11LUU2TkaxBFUbGDRvAxN49+NXCFdRtax2TdbV1zF3zGZMqB6U+q2to5O35i6lvSH8N3lu8jJVr19OonL9y/UZmLf2YTzdtSX22aWs9b89fzBWnH8eQYLOxXoIJd17yLdYtX8pNd/+eXca15mYUFxez8y678J/nnks7fsXHn/D2nPdYu3g+waqEMLV5yxbenvMe3bqWp8ZDNCUszDaK7pdn/peazz6ja7dufPu7F/GPvz6ecLMnFZn3lyxn8cpPqN/WlHqe6+obmL9pM581JubnmjnrWNVQy/xNmyktLEwck0w2nv3RJ9Q2NNLS0pKy+C1b8D6zZs1C1G1K9ePzjRtY8N67DBo2PPVZ0BKw4oO5lJQl7mfi8F78b94K1v7jFqoPPp6uw6sp7TWITXWt4WZrV2yk/9BW741KieqylJpY5LZu3crUqVN5d/bsNEu5nCN1DY1p13hv0TKWr/mUhhULCJo2ICqqWL5qNW/PeY916z9Lzc/NmzYxa9YsevTokVpXnnruRRYt+JCi/plKjPzfRijy4eKlXP7Dm2loaKRB6dPK5BxZt66VGndU1c7sMnY3Tr/oirRr65B1YHTINrt06cpL/32OTsXF9Ou0DQzeaF1oXPJRHbNmzaJzUbqXcPZHn7C5voGWllaD3JIFH/L2/MV89rldSNRDaDbVNTBr6cf06pK+8rw1fzHfO/kojhiX8DoVfvZRIkTqyCMpLe+ayWJJOtukpLHd1NDILS+9y+aGbdQ2JtaHDbV1zHh1Lgc0lTPBERGgE3eooXU7jxrBqMqhDBrQHyESY9PY2MgDDzxAzeatLFm0kA3r1zG4ckT681f6W6qxrZmKLbv2EV2pl30VQnDTz2/jpNPOZOI+dspanQpfX5Nl2NP8pSt558Ml1NW3er5Wr9/A2/MXc+i+E9g5+VldfQNvz19MU0Gn1HEbN27k17/+NVdffTXrkqfbPLeioJCi0nKWrNrC6MoeGTkrJppptb8qtm7dyqxZszjhhBMob67LGCMV89ZtTnnsAJqbm1nw3rt07d4j7bgPFyzg7TnvsaV2a+qzTz5LjMOUia3hh1vrG2juP4JuXbtkhNrp/VWf/3uLVzJ/3QZWz/+Yqm5d2djYyCWvvMP65iZu6zOCnXZP7HkqKcTazzfz9vzFTBo3JnWdem2N+yJh1apVQCJvJkb7I6pHZnYQBOOV/8cDZwErgWFBEFyU7w62FaqqqoLpeyeSHL/6tb0QQlAyqpqFKz7m87I+DJ9wAHXFic101uKVrF21ktpuAygt75rBKW+iNGxpaeHtOe8jhGD3g44C4NW5H7Jly2Z2G7d7avFftWwpPQsaqBw+gqqBvQHYsOgdVrz7Or27d2VA7RrqGrfx/d89w65D+3PS4P4AbGtuYd66GoqEYNcBvVPWvQ8/XkfF+L3o3b1bxuYjkS01r02ZWbVqFf3796dTp06sm/8mn6z7lIH9+qYsy1vr6nh91mwm7bUHxcXF1NXV896HCyktKaF6TKKPr8xfTlfq2FrSm912242a5iKnF2Li8F5pHixV8bNZGIMhO/O/uR+yz25VdC4tYVu/4bz34SI6FRWxm5JOMufF56hrbKJqUB+2LljJp1vq+HhzLaN7d6e8OLE5rt28lU+2bGXniTtT0TuR7N1cUcW8JcspG1qVFm4we94HNDZuo7p7ASXJ8xe+9iKfbqplaJ8e9OveBYCNtXUs/GQ9u3/lILp0LmNLjwoWLl1G2aDRdBmcEKSWbqhn8fz3aGlpoaH3MJq2NfKrc7/O2tWrePTV9+jSrXuqXblZblq5mMrKSkpLSymqWcbyVR+z9tPPGDp4IAP69QUSZA8LlnxEt65d2DmZC3X/E/9mv7HDUwQWTb0qmTNnDs3NzVRXV1NYWMiz/3uLQYMq6NOvH6s/XsXEnSqBxHswd/4C6lcuZNeRwyhIPps5r8zh09p6BnXtDEsSXpotTU0s37KVzkWF7L3/zqn+r+hSSksQsM/Bh1I0LLFBLtjQTE1NDZ0HDKVnr94s3VDPpg01rF6xjK49ejB4WKLv732ykZUL3kcUCIbunNjcn75rOv99+D76jNyVQ3/wWxYv/zzxLJOKjA7pqQFznQeTIUJV4FetWsW6Be8wsH9fKloSitfW+gbmLVlOaUkJu40a1jpHFn7Etm3bqB49PDVHlgddWLf+M4ZVDKJ/3z68Mn85u+w2noULF9KtWzeqqqqsAqVJwbBZlNeuXcvH779B9S5VlCa9GstXfczqhmKGDBnCgAEDWF3bxJYtmykpKWXllvB0yDAPzZNPPsl+++1Hv379eHvBR3z22XoGDqqgT9++LN1QT9/CBmY+/x8OO/IYOnXqRJfmrSxYsIAeLZvYZfTI1Ls+64PF1K9YyO7DB1FYkKBwX1Xal5rPNzN88AAn3bS6TmysrWPxms/oVlbKToNaObLeXrKK8uG7MH6n4Rnr6Wuvv86w3SZm3KPJ27F+7hLqtjWxYP1GRvbqRteSYn71wVJu/dsrnHHkQdx/3UUpr8xnn33Ghx9/yrDhI1j2eaN1PGU7mzZv4ZN1n1I1MqHIz/mklkkHHMC5557LRdfeyOIFH1I1ZmzavbtoeE0w7SVtVcXdRnH83ov/pq6+gTEjhlKeDNf7eN1nrP70Mwb27cWygj5M6gO1dfXMX7qCzsN2ZtedRxMEAQd983ReeWMW/+/qq/n2ZdcA8Pzr79Clew/WFSTeC32PUYtUgpkWOWye19bWMm/ePMaOHZuWS2Eau/dXrue6aafwre9exoT9D2Tu6g0Uf/oRBYWF7LTruFRbn69YxJYtW9i1f2e6JsMCP373NT5et54BfXoxpH8fln68hhOuns6oIQP584+vQAhBQ59K5i1cTElxMbvunFjTg1ULePfDJRQXd2JUy0YAXn3+beqamum5egtlRYWsnL2Ga2uWsb55G//XcxiVnUqpad6GGNmNIZ3LGDFxOE1D+rGuc1/69+7JsGTI+eay/vTq3fsL55F54YUXuPbaa1m9ejWLFi2iU6dO4SclEXtk2gZRFZkXgYuCIJirfPZGEAR7CyHeCYLA7MfvgKiqqgqe/fo+qf993Pw+4Ro2N/Om0n6c8+1v8+STT7Lk01Zr8jknf5OZz/2bJ/7yFw4//HCKapZx7x23c+HP7uXsgyZy+9lHpV1HT7qTMFnPIPvEO59wM9O9/ui2u/jhL37NtZeczw1XJPTad9+fz16HfZNDJ0/ioV/9jF49e2Sc98r85ewz6cBU20tq6qirreWjrYn5qW8yu/YvZveh/SkoKPBSZkwMYSvXrmfkMedS0a83S59+IHXOftfczXsr1vD3M45kTH93zLLOre8a+yi8/SWjqnlx1vsc8t3r+co+e/Lsf18EEmNTXTmI2totPPXOUjp36UIQBHy8bCkVw9PnhG71C6uBoAoyjz//Kmf+8A6qRw3lf7/9eeq++ozZm883bebTea/TZXj6mJqKjLru2Zbvpc5ttfCaLfQG/Eg0GuvreHT6NVQcehZd+yfCCqX3xabMQLpCA5lKjSn0JArtrw16eIj6jkjo72mYMqP3E/zCSF3t6HAJd/q8k2FQ99xzD7/4xS+44PzzWV3bxEv/fY6zTjyOPffZj3/+7amUEGgTuk3vkk/NFh+WJptnQg+9jFqjY9En67n8wX9wzlf35PiTT0xd/54nnuOiiy/mmyd/i+l33AWke2XC3uOmXpUsX7GCYUOHpn1uKwIcpsj41BfKFjZvDkSr2QKJ92PSmGHG715+/W2uvOnnPPTwIwwfPpzVtU0csPtYPvl4Fff//SW2dGv1rN92+fkIIdjnnOsoKklfQ3XPrB5J4VpzXVhd28S9d9zGz276AcOrduHuJ/9rtPa75A31+S1e+Qn7nnU5p02dws8uPouiokIWr/yEMcdfwMiKAXzw+N2pY3f+xnnUbPicBy86gYN2G5lWl00WK/2seRtFQrBkUxMTepQyY8unPF77KbdNHMfhU6qNhTKbelVS1rnzF06Rueaaa/jpT3/KnXfeyQUXXBDp3FiRaRtEDS07D/ijEGI2iRyZKkBmbBZbztkhYGOSscHlZjYtuk//8QGWL1vG7uPHpy1uY3Yaxefr19G1W6vlsM+Indm9agSVO2UmLOpCnoSPAK3CV8GxLcS2jWVAv77svtsYBvTvm/qsrLSU3XcbQ/duXWnRFGfZj6Colc174Vuv8N0LL2Tifgfw09t+lUa7O2/dZnbpU86hOw9ACMHCNRvSrueiO9bRqaiQ3atG0L9Xj7TPqwb1IWhopKTI7TZ28ezrIRh6+Am0JhTb+tilcym7V41g9IjKtM932XU36urqEAWJEAQhRIYSA5khKTbWG5MAUzmwH2N3rmLXYf3SjqkeOYQtTQmXuokZSIftngFrbQgJdX7bQiOjsAAWl5Zx2g9uM7KZuaAznemWWhOi0gWbYKuqboOPEqMfL9cucAtdOsmAjbzEFQJpG4eKigp2Hz+ePn1aZ0SXrl0ZWz2eA796CJ0NzGphrIKmz3XFxrc210N//y8r165n2gUXUFCzgb/8/VkGjNqNXr17p42J/q7b2KCkAt8T+M3U/dP6UgK0bFrHoP79MpL3Tc8rjSBAGV9diZHHu5SPbBLkc4Fp/qi5lSZ2LR22ZH8VoqKKA/aZyKt/+zMFBYImkmOxaiWHHnE0/UpgWHJ/eX/tJla8+RxBSwsX/fR23l2Z/h7ZWCOBNHkA0pWNIAiYNXceb81+j/PPODmjj4N6VfJ/V15K47ZGjjjmOEgqMTrRkEveUN+JUUMG8vj0/8eC5asoSu5jJcWd2L1qBIP79U5re9dBvdjcs5y+3cqtxqXehQmvw4QeiXvqWVBERWEJDy5dzv777pyxln9Rk/3/9Kc/MX36dA488EDOOeec9u5OjCQieWQAhBCFwHFANYlcmT8A9cD3gyD4Ud572EaoqqoK/jC8NUdDTVwzVRWHaOEa4E93qyKM6UoiLJkvivAUZdHxuW4YoYBJYHr9lRdT1rQPFi2hespR7DxqBHP++zQtfUakXaN2yxb23XUnhBDM+ehjIzkCRLPS+ngKdNi8MSarZVRrrU98eliBN5t10NdL8Mp6mBSibYQVVJSwtWkTJsMSjH2SZU1QBRGbN6Zm8Tv0GpXuXM7GKwN+TFuu2kLq+L68cA377pPwIvuGlOmEImof1X6qfXUhihXex4MbJezVNJZh761vUT8T5LPY6/TLmL1wKa//4zGam5vZ/6iTmDBhAj+d/nNGjTezAZrWJDV/T2ftm7F8FSs7BVx84sGMqxxIyahqWgaOIug70uiBjOr1UmEb43w//zBE9eqF7Y2u9crHq7R0Qz0tLS28/t9nqdtay4B9Ds24jinEWcLmkQ1WLeCzzzcxZOrZDOndjedvOJe+3cr5dFMtN/5zFr27d+Pmm3+c6luYzOFqyzQuUYppm+an9MrokAVU1WLG+nr9RfLIPPTQQ5x11lmMGzeOl19+OSva5dgj0zaI5JERQvwoCILrgMeSPwghCpM1ZHYYJcYXMtlar3eg095KROF691U0orCPuKAvbi66VxvC+mzaIMyblVvI27kMXrjnx+yzWxVi9SKKkrHvMkGV8h7MXbaaAWUFFCS/8x1PtU6JL9RFPayAow2ueeFbiEyHi9Jbh68So/YjKBtNw+JFzvGyUX6COalUh+neozwfU8FQH9i8MSYlJgpcifWQbjU1wTY/E2OZ8Fq6lDkTfbFJmckW8l7CBFpfg45t7TEJ7q53yGZ8sBXDDYP6DE4/YgqHH3YIfXv3pLFxG+ecfXYa46FtjZN91Z+5iXr8zc828PKn6/nqqArGVSaYrQoLC7GNss1zERVq35duMB+jG0RsjGoSYX2xFVg1wdeDHAV6wVfZJ3kvo44/1mockO+RiXEU0sdDnfe9u3fj6Ik70797F/p0TXgYt9Q38Pu/Pc/wQf35qUa9byqIbKcmT+6nnjXQbPA14KnIdj/ckdDY2MiVV17J7bffzle/+lUuv/zyuHZMB0PU1W+wEOKUIAgeBhBC9AVmkKgn84WCT1iHSaHxZTPJNl5e52gP83TY4BJAJUwVosOsqmEWc939nlJiGuvTFt2JXaDpo3n86tnXmbl0Hd875RimHPPNVHvZbty5KDHq/5KtBTIrdesbpS70mYpuRu0XZJ+nIGESqtM8QeuhZHB4v3yK0rlgu3cfT5RpfulwKTqm3JgwZSYsrMyozChrgT7uUZ697f0KK6qnCl6+datc60HUoqng9i6bip/a5re6DqnsYGHI5h0DuPDERLFPMTiRR3HPjZencmSg9V3TKeflc9fHsd+4IRnryvFDB3PEHqMZ0y87hVMPw3Idp/ZVwpT/KeFDNS5RVLMMGjIOT4NaE8r0nE3KUZTaQSpcHuPm5ma2bNmCEIJBSmi3qtToyoSEyzBgW29vO+tIlq3bkGIl692lM7/+9tF0TRJsqDKHWjDWxHKqQt1PfQtcqtAVGH1uDhjXL80ro3pioDWK5YuIZcuWccIJJ/DWW29xySWXMH36dF577bX27lYMDVGlwe8AzwohFgMB8Dvgqrz3ajvDx6ogFwqVrlHCVYVahyusRi82pcJWuFOFK6bYZgm2xRSDWZAJCxvLJuQnWLWAoCFBTakvqu+vWMs/Xn2Hw3YexOQ9dgutIJyNcmALT9EX9DVz1qUWcV2hSRUHw0+ZMfXX9j1ECyuLEi6kbvS6cis2LUdUmJNntzd8Qspswrmt+JyOmsXvZPydi3dG9tcU0x723CHz2W9rDlLXtCkwJk+TVLxMyoyeRyVhUkJthTpdCo1JADUVggWMFe4ljOMor2FtvRU++R9hz0N9PyQ9ucmib0PJqGr6kFhj9D3nKMyhzfmAiyrZ9B6FKbq2ujbBqgXIQHWXl1V/zqoy4wop81VifKMYbr/jDq699louueQSbv7pTwH49NNP+fff/87gwYMZu9+UtJIJ4Bdebutzry6d6dWlNd+rW+dSzpjcSpevnttqrLO3rz8j2xrjyhd17Xcq5L4noSoxJmSbF9iR8Nxzz3H88ccTBAF/+ctfOO6449q7SzEs8FJkhBAPAe8A7wLfBR4GmoCvB0GwuO2617bQN5Nc4qkl0he60pwTfqMiSkJ3W8JkxdLjen3G5NsH78nUCVVUDxuQ+uyd9+ZzxQ+ns9ekA7npxhvz2m8X9MU8CrL1IKlwKTE+bDlh4x012ddXEM8GpnyjbPNidNgsm/2HHpSR2C8R5oXR4ev1iIqwUBxXP8PoosFPAGnryt02xcilFIbBJ2xWXkef1+tqNrLms43079WD0pJO1K39lB7dwp9t1Hc+6v7jY7AI85q1xRz1gckDpyLKfJQQxaUpw4vP/OzRvTvdunVLeUgAFi9ZwvkXXMDee+/Nw8/s+IEmumEvmxBmFarM5GLs3NHx+OOPc8opp7Dzzjvz5JNPMmLEiPbuUgwHfFfaB4FxwNnJ35XAW8C3hBDvB0HweNt0r+PCZdlVYdt0TW5f00bmW5RMIlsrlnp9G2wCjK9V0ofuVRaQk9h9+CB2Hz4obRw+WbuOl15/i87dWwUznb0F3N4mFWpBuMERFnvfZP+wZFy9v6bEVJtAkgtdaTaIMp9seVk+3ggTwmLqTYqzTemxKTNh9WIk9Hffloeiznlf+m05n0zhra6iuj7wUWB8CUbATMucxqylsdapFmL9ulGVo2yIR7IJxZ3+4F/41aPP8PNLzqK5pYWrf/Ug35t2Bsd886S0a5murfYxFyHS5rVQ2zLBxDYH4QqxC7YCnTahWX/ecl6nex5yg6iogvnLU/2RcClyZ599NmeffXbaZ02l3Tj+lNOoGJpQiKIwAbpCvMCuSNgiB3wZGqPQqJtkDrnfmkIeJWxGX5sSsyOzlt1///2cd9557LPPPjzzzDP07NmzvbsUIwReK0gQBM8Dz8v/hRBFwBgSSs0+QE6KjBCiFHiJRJRAEfB4EAQ/SH53EXAhCQ/Q34MguNJw/jJgM9AMNOWDFcIm1OthKqbvbTBRJdrcvlFZq8LCGvIFU4VgCb0CfJQ+iZIySBY+DrNM7rPHeP7z6O8oGzQq7XNTOJ0JRlYt5W8ZqmJTalzPBvxCbUwIY9axxZK3tQITlpxug02AAbuy6WPV803w9zkmTBHQ32fTuy+VGlWZUc9Tn49PEq6e8G8zIEQhOvC1vLuetStvMD1pPDMRPYr3xIYoAhuEv5MmI4MpBG5g4TbGVPSje5fObN5ax4DePenTyy7cuK4ZJaFaf+7ZJNbLY/T7912bo1JsqwgjCQkLE9ZhM4BkWzfNNCdGjt6JaTf8AohOZ65e1xZG6uMV8fFCu95nk6FMz8mz9SEszN5U/uGLpMT85S9/Ydq0aRx22GE8/vjjcVL/DgLf0DIRKDzNQRA0AXOTP38wHRMRDcBBQRBsEUJ0Al4RQvwTKAOOAaqDIGgQQrhie6YEQbA+y/YzLAxR4UvD7EuNqFqzTBYsNbY4H0pMNgJGvpOBTVj+6Qb++/4SBs1eyNHf/CbBqgX0rqhi8v57GxdMH0ICCWONF4PXLArycc++7G8mZqy2CGN0ebhscNEI+3wO/huiyTOaC0uXS0gwKTZhbanPxycJ1+XhyxZtFeqWDWzzSK6Y0oszqLyL831yzfUwT2bi+mbvtf5cLpq6HxdN3S/1XC468ShERRWvJD0A2ULNs4PMWmZq4rd+H/nwYvjAtbeY+uDrbc1W+YjizY3CrJeO1nuW62427Ii2qIgwchNw991En7495kOYErMjKzAACxcu5KyzzmLvvffmySefpKTEJ/suRkeA7+x/QQjxF+CpIAhWyA+FEMXAJOAM4AXg99l0IqkAbUn+2yn5EwDnAzcHQdCQPM5MaJ4lfGOSdcVBTbyzLSo+CZA+kNZZlzKjIpekYhOiCMa+sfNRigXOXb6Gi3/zN6ZOqOLob37Tqx++fYgCV60PyIz51tvKp6KhFklrVXBa554P7bHsiwtqkVLIFCLCBHF5jk9bYTC9g64Efp+wT3muCluNFRPCkoDlMS5GIRt8xi2MdlkiKltZFOjrkB7+ZKunYkRyrStUhXhNIdEFNv198vWM+ioxKrKhbvfBujkr0yzhajv5CL8yjYMPU5gJPrl3vgQmYA79U9vQn6+NsMbXEKdee/ny5Uw763T69enFn++5DYCaol50amige/fuFBcXI9dVG3uZCpNS4SK5UKG+7zZiE/3dtT2zfBuzslFg8llvaHugrq6Ob37zmxQXFzNjxoxYidnB4FUQMxn6dTZwKjAc2EjiDS8E/g3cGQTB7Jw6kii0OQsYlbzeVUKI2cBTwGEkim5eHgTBW4ZzPwI2kFB+7g2C4D5LG9OAaQB9+/bd45F7bm/9rqQs/djixCIRFCUmtGQMamhusd5DSWEBnQqT1dabEhyUQWPrhiGZuVQ01Zm5KovKWl8k2Tdbn1S42rdBXleFbCPtuKYQXk3tXL1/Dc0tlBQWpPVVXnPz1nq6FGWO0UcrVvL43/7JTiOH8/VjjgZg7oeLWLhoMbuN352qKvsGpvfXdE+uc1zPTp0vUZ6LqV861H5uaw7S5lxdU/r8KytqHU85tj5tmcYi43nV1dKlS5e064TNZ9u4mMZE76veX72P+juojwVAbYN9Ay0vsQuD6jhKqHPVBltfXM8l6nsEiXuvr6tFFJeltafeb0NDc3r/SwpTf5eXFKX65OpP2HqhrhWu+W66vry2ad6krm9Z66LC1qdc+qb3b0t9I+VdWoVLtU31+uq11fW+aWtj6u+izsWJ38l1X5SU5TwGpn5JhO1jJujvqoR1jdHmUtg+Yxo//fq2+SmfR5fS4ozr2vq8Zs1aTj79TPr368cjf3wQgD/9+VEe+N3vOemkk5g2bZrXmmN6r7JdL33lDf0ZudZRtR9qH2yyhwofOUTCNM8OPeSrzgKQukw2Y8aM0D7p2LJlS2qfyva8u+++mxkzZjB9+nT22muvNmkPYMqUKXFBzDaAb45MPXAXcFcy9KsPUBcEwcZ8dSRZVHO8EKIH8FchxK7J/vUkkYezJzBDCDHCEMK2fxAEq5OhZ/8RQnwYBMFLhjbuA+6DRBXZAwaX6Yc4E62Xbqgn84xWuBJ7ARoWL0r9Hal6fB1JSs50RhZbsn/UpGKoj+QizrYwphw7k7X25dkLmNQnfYwA9uoLJ56dYI8pSRZs+ceSBdx172/48dXfZ98zzrD2K9N6V2+03Nk8GOnnl1ktsiamnLBQkLCQGPUapjjpXKqz67BZzxbPfitVSV7vc2JszG9DGClF1JweW25YGdFi1zclf/t6JVxW6rA+mChZs5kD0Hrf82a9QdmIcYn2DfTLOvWyJC6YOLwXm5J9Mq1REJ2BzjeJPmwd1CHrFqm031G9eTYPRBgzlm1OP/fGbM7/6V0cMGEsXfoO5K3Z73HLD66ivMdg9t1nn1DSldZ1eJGV7lansy0ZHL7e+7zrUSzjUfNhfOczyLF1r78uhM/Vel6llElj/OniG0YO5LkZv6dHj26MS573v1Gj6d27N2PGjGHYbgl5U927llrWG52RU/Y5dN4n9YrEvlKPHCNfz6KE61mY5IAouVrqnEyg3rnGRyGS0GWyyZMne58rMXPmTHI573//+x+PPfYY5513HldemZGCnbf2YrQdIks9QRBsAz5pg77I628UQswk4YVZBTyRVFzeFEK0kFCiPtXOWZ38vU4I8VdgLxLkAU74xOdn6yKNEtqVL+SaVAx2AcXl7s8WabkDxaVAvRezy/57TaChsZE9d98tVHnJIFFQ/rbVy7HBrMSY55AaYmYSOHyK1oF5U4gS/uTThg26lc+UR2SCaRO2bbS+ISjZIExhiTJ2ts05Sj0bHb5zwAU1rG50ZY+UMqOzr+nkA/lUYuQ1deSyRqjhQlFCVrNBKBHBkvUsX/MpozY30LRhCbPmvE9dSS8Km4Os2zQV2jUlWrv2Idf6YjvHBRMroFsoTVfSfUJaTWFgPs/XRJSTce3GeiPzow0lJcUcuF+69f3S73+fS7//fa/iuzaYcuJ06DXj9JxY+UTVsMJs5lpY2xJ6vpYJPqGV2RIktBcaGxs555xzGDJkCD/72c/auzsxssT2yRgMgRCiL7AtqcSUAQcD00nkzRwEzBRC7AQUA+u1c8uBgiAINif//hqQU3ERW9K6jf41H0W8TAgjIMi38KBDXTj1TdO2aflYkqR11MeiGAQBm/tUsmnVJ4ysGAjAkYdM4chDpqTacxX+bOuKwy6BKxfviE/hOh1h7fluhPI6MpXZlzzBp62wAokSPiQX4K5X5EKYpdnF8qQ+G719H0+Zj0fT9CwXFxZEUr50BjXTOxdFiQkjzPCFyVjhIofw9ci4BL6wcXMJ4Xt97evMn7cf3bt3Z9OmTXywcg2DRo1m7dKFzn7o1MtSgHQVHtQT/l1FQiXaOh/B9n5FIZrJB6mH7XpRCz2H9SMXJcYXvvm5bV2zScKnKHgYdjQlBuC2227jww8/5O9//ztdu3YMMpQY0dEhFBlgIPBgMk+mAJgRBMEzSTKB3woh3gcagTOCIAiEEIOAB4IgmAr0JxGKBon7eTgIgn/5NGqjfnUtHraFOyycAtI38LCFLJtaC6ZNOAq9sw8ywhscISYQHq6QGqtkDK/ez6bmFgYffiYFBQXUvfo4BUN2bv0u2bY6Jq7CdhK+4WXZeNOy2XhcY+aTXApuQdJ1fVe4jWhqsArdNtpUV5iNhCvUQb4XNpILE6ImsPvU4XBZufXE9rD2bcX9wti7dHQqFKlrhTF6SfhWHTchjA5cRZhC42NgyBeNq04Db/vOBFOb5cDw4cMBqC/pxri+FQCsdbStjrE6z1UlZs2cVu6aAeP6pbwy6+cuoQ9kJPznA1HCfsK8jbkyZvkkieuRAGCvwyU2LScRnmWGyVtz/x9n8MnadVxwxXX0IDslxsZYaiL3iEJXr8OmzLrCykzUz3KN9QkvcyX627yFO4oSs27dOm688UaOOeYYpk6d2t7diZEDslZkhBCHACeQTPQXQkyzJdmHIQiCucDuhs8bgW8ZPl8NTE3+vZREPZu8Qt08wqiEo1hbwxYrn6KUNrgEEx/Kx2zgo7jkwpbUqaiQIf37UFRYSF1DI+XAkmUraO5RweDyhgx2EVNhTBf0zdRWiyZKfQ2f2ghhTEL52Ax8no1qVfUpjuga0zDB2lQcUN9M00Iukr9Lku0W1SxjUJLVJx+F/bKBj4dWfmdDmAJhVcCbStPGsNWI4LaKZyNw+hRlNVnkTbVZfNtR21KvpyKq0JwPWtq28HioSoz8X1VmTMiF0j6b90T1NvoyZrmQTSilLbQZ8hN9cNtv/sSiRYv4xunnsrVTF/7vyu/zzruzOf/aH7HLuD28lRgTohgWddiY2PJV1gAIVWh8vUY7Kv71r39RV1fHbbfd1t5diZEjclnlLwDOAq4TQvQCxuelRx0EUZPtTHBZ9KMqEPkqSmhrP0yAyGYjVDcBnTJYp6R1YclT96f1+fRL/48333yTF154gaG77pF2rBqrDe7NLp8ue5O1z6XQ5BL37APf5+dUYjwY70zt6RS8NuHWFWojLdOQUGikulpEOiWvLeTLBVP/IP/J01ERKtz0qE5bB/S6Kwm4PcY+wl+YEmMrfqnDt0Ct2o6ES7DNV80MX8KNuq1b+fmPbiAIAlpKulBYVMQJ515Ic3OL8/4lVEu8rJ4+YFy/lDIzYFxreTRdiTGFV/pCHcNsFA+VXjysHZOiEQVheT6m554PL/rZZ5/N5k2bqO/Uha7A3Pfm8cHsWWxrbHQqMTbFznQfpv5ka9D0KezqCrc2eYV0hSZMgfHxku8ImD9/PrvsskvK2xpjx0UuO8KnSdayy4UQN5NgFdth4RNG4bNpua5rg74YuEJQ9EXI5R7WkwhNfXIpbG1h7Va9M7Zkf8DYb4kBAwYwbNgwGoszKRBtuTy5IMrG6FJoTP2xWfhtNQtsgkU2Al42XgPVUuiKKZf/h70reqiNFOrU5FMZagMJhcYkwGej1OghdmFhG7bci6g1OXzr8egIGurSmI9U5S7VX8/QU585bXp3bONqe9Y+hop8GI2iIKw/uoBWUFDAg/ffQ6dOxTS3NNPS3Ez1sWdR0dTC0uR6llHPyUD20qd6JOvnLklTZlSE5SlEYfiD3K33UfY5G2tdrlANPrY2wvIkVeh73/cuuSRt/br0x7fx+YbPqO9ZQaHxCn7eqWy9RdmGV9qUSRNBgs0rFKbA2JL9XTW+OjIWLFjA17/+9fbuRow8INKKI4T4QRAEP0z++3f5eRAEVwshLsprzzoAfCgFo1LJSrgWqHywgtkWpSjWVolskqnV42zhCS64coQefeSR0A06n5bbtoa6WWfLQibPl9fTPT5Rcrtc0DdamxJjg8wZ0BVwaZ02WalN15AWQTAz+5hCz2yba7ogmj5WbSFYhykxJuOES8iIUhAwCrK1uIZZiOVn2SJf77ZLmZNFOQf1qiToXM51P7qZ2qATn2+oYVXN5xQWdUod6+NtVvMTpDJjQy4hPblYycOUdl/Yzs3lmeUjpCqMQCLx3EZSMbx1/LPd+7KBD7FG1DE0hVq7vDPZwlaguyOjpKSE2tra9u5GjDwg6sryAyFEZ6AX8I4QomcQBBsAgiD4Vd57t50QRbjPlolIv76ELQZcp7q1WVN8Nj2TFcVFZhAmlEZVTKK44U244pe/5T/vzOf2m65j0lGVzmPzIeBEJQ9QkW2dBMgUJLIJm9LvP2w8oijMUZmk9JoltsRnPV9ARVoCdNLDKEkAZJ9MeSM+eSwS+nz29bxG8U74sLVFqe1gg0uQdQk1EmF04q7xVMctW8+or8AaRah1EbE4w3JpVWiuvfTiDKW9ZqO7fzoFryvZOqx6OuS/YrtEGNlFPpT5qAybvhTfpuv4rNPyPVm7di3rPvkE0a0vffv3z5jf20txgXDyg1xIFWx5n1FZPV0Gk3wZ5LYXdt11V1599VWCICBJFhVjB0XUNyMgQQvyLDAB+J8Q4qQgCObkvWfbAVGtmC6aZR/4hFCYBACTMK0uQGF1V0zwJTNwuYizSeK3CniOfIxPtjYxf+ES1ny63noMRF/ofQgcfIQ/9TsVuVidfTwMUeE7V8OEW58aSy5lNVeBXQ1x0EP5dKrmKNDnsys0Luw5hIXVRVVi1s9dAnuPtn7vW3clSt6K7VphyqF67yYrchidd1vlj9mUGJsHTJ1nOtHE0g31qYruYBd4XcxVJuUFsqOe1u/TZ233XS/zmWDuCx/PUoYCo9SR8cXN06dzzz33cN2Pbuas71zA7T/7CcXFJRx86ncoLMqPRz9qza2ocIUu659Hefd92zaFS+8IqK6u5vnnn2f27NnsvnsG11SMHQhRZ9yHQRD8IPn340KI3wP3kKj1ssPDl3I5G3anKAuWKanRJUyblBqbpVHl+NKLbuVjszIJbz4JwTJHRoeoqOLGKy/h/118HoN324fGxkZ2q66mvGt3npn5KpC7AmPKcVAVSlO8ca7wSTQ2IRdLly8Jgi/0/B5fyPCafCFXwc8GXyWmrcNPpMC7NK9XzR62+/e57yh03lEUGpvi6LM22JKd1XX11cXrWLrkNVrKulE5YgT0yr7uRrYELNlCfU/bQsjMlX45bE7YEFVpMYVgVlZWUr3bbnTt1p2Wlhbu+PnNABxy2vmRrp0NfEK7XeuqaXzC9pVc5pTrOe2ISf9Tpkzhvvvu4xe/+AV//OMf27s7MXJA1BVovRBijyAIZgEEQbAwWcxyh4UPl72ELZTMVpArn3HrNmHatZjrwqKpgrCLfUQV0GT1cFlkT4drwc21aNrIyqGp/tXU1LBixQq6de+RkwKTjUU5amhHNsqCqahmFAXTN47adi8+c1m3+Mp2dZgUfhuDkw3ZFmqLmrsD9mKWLpg8lvOUBHA9X8JWU2J7Up3mM0QpLKk3avity8Lr4wHMpW1beFdTr0ouu+w0Zs2aBcAu4/fgjhn/BNo29EhFrvmXUUK7sgmFzQW29nxCxtR3KCgbnUaGIeGKTrjk4ou55OJE2OC2bdv43tXXsu7zrRQUFGQcm0thUB95IIweX13bw8ZGb8v0XkUxqEYlyPC5fnuja9euTJs2jTvuuIMf/ehHVFZWtneXYmSJqCvRxcAjQohZwHtANfBR3nu1nZCPFy+qVSgMvgXbTGwkYVAtjnrBQRekEiP/tikz2SJxT8vDDgOge/fufPjBB9TX50YNDO6Cb2HhMTrUZxA2ntlsOlHgG1cdRaANq5WjC5th46UzONmg1tVQq56bkO2YtYUwamPnyxeixra7kE0VdIhW6yiK4LW9LLxhDIlqn/bff38+Xv0JWzZvZvhOY6zXtNGZhxE86Hlf6rnbG201/lEjEfIF3XgH6bl1rREJcNFlVwF+JCG51EeLAh9FSUfYvu6TA/xlwPe//33uvvturrzySmbMmNHe3YmRJSKtHEEQzBFCjAcOBnYFXgD+3Ab92mEQNWnWhSgLuY0MwAd64rTavlzg8kGfGMWbEBSVWL975735PPH329htlypOPGYqI7tC07Do45ttwUlfK1jY5zaYKJslcrVqhXkXo3j6fGrlyGeepkzJNpL/yyfdh3TYFBqTMmOjAgX7PbsK/ElESfD38Vi6aiZlyxpku2/fPBkfGmabIOTycPkIdmHvjK3/YQVkVUT1pvoohdNvvplLrv+Rs10f2J63+rl8P7LZQ1zGuSj7i48yE6VYqS+BQ1vmV9jGWM4LvT5VGBU+mPaR0lQ4clg+ip7PZ8qDjBLN4DKmud6lXL2Z25s+PZ8YMmQI1157Lddffz3PPfccBx98cHt3KUYWiLxqBEHQQIJ6+e9hx+5oCGNqcW2MUTYdU6hElGJ8JmpTW8hKrlC9Mb5Q+2cbU/1+RVOD9XofLFzM9F/fz0nHHMGJx0wFwhOG9TajKjFRC5xlO+ZRLOv5tJzZSCUkREUVYtNyTHlLpg3TJfiknntJRaK9ZFuqQhPmnXFVPLfBJHC6BG3XmLryYrL1WObzPd3eyIehw6SMZhuCo3/v8qZGNfzosJEd2OaPD7kAtIa2RfGWqwiLMPChxc4F+RZio9SH0eFbX+2Nd97nrB/ezt577sG9P7+Jeevq6NOnDyX9hjhJLXTDhRpOalNmwKywg73Ir4owGcF3rtgMjD6kHCpc860tatC1FS6//HJ+//vfc+mllzJnzpyYwWwHxI5BL9FGKJz7LGC2XtjisnVlBqK/8LbrQuZiYlOo1GN1ZSYbRAknCBPWTMKDa5MLC78Y368nP/zOKVSPrmTey89x/7/foHrMzpx98jdSx4SNsW5hA3uSskmJ8Q0R8YUvq5wpoX7phvpI4QauBFKXcu5ikksdYxC21D6bik7qtLQSPnTMElFzSnwS8rPdfCcO7xWaQwbp60SYUCuh32c+Q8p06CFWueb5ucKr1HZUhHklfZ+RTgVtEyyjMD62tLTQ3NzMyi3N1jY7emhOvpQZH0UuX1T4LmXGZLjzYQCU71VBQQEr165nyNpPmf3+B3z1+DPYb7/9+MNT/zLeo27YU9/7sHBStd82L7wriiGf+ZpDMZC/2G2JGbB5YXYkBUaitLSUa665hnPOOYf//e9/7L///u3dpRgR8aVWZFILoLaBh7F5ZbjUNSE6jA7RJdRHTewG0jZpUVFFCaQVX8sXFi3byOjKHkCrMpNuiUoP6/CBTr9sEvBGVo/k0gMSC/6/Vqzmzt/9iaO+NiWlyPjmOoXVCLAJIaYNQ908TaQKKnyEz7DQAzBTMWdT66StBK6oVL1qccx1c1amFJh3NpqPnzBnXYoYYP3cJfShdWx1BqAwD5wrP8oHeriJLwmGWktHzhubF0qtn+OCTxhJmFCpzmfdU+Jr5JDjp96zr7AVVssLwsPa1D64EFZDxuQpuv7//o9bbrkFgLMvvZaTz7vEeK58t8LqyGSzLoexDtrCPHVEqfHj+wxs9dVsfVURNrfCwl9VZUYdV5/3ao+dR7Lor/fSs2o876+rY8KECQwdVZW6T5vn1RdhCoeJcEd/brqHUR7jy0JpM24WqoqV9p3NgPFF8cLoOPHEE/ne977HvffeGysyOyC+1IqMLiSEufRtVqhsi7/pyDbGWLc45kOZscUFL1q2EYDRlT3SFvYoDC422KzU6nMaO2Iot37/HIaOHQdEj8/1jUN2hZS5lBi9vzpcFm7TvHNtcNnWOFER5nUCB5V3BMu975xQlZgb3l3CDbunj6NUdvQws2wSlE3hISrChGLdsxflXJMSI+9NKmt6MVAdNtrpMOE13yFFJvha433vIWxO28Y72/WoYfHcVOhjEVBSXJz6rrk50be6phaWKs/etAZGGWud/llFLnuKb80y/fMw+Kybvkx14K/QyHMyCjt+XJf63pdApGDVAoaNqkZ068relbvx2LMzgcQzlO+1rsDIPRBIGfZUZDvnTGuYnPeZ8z9dcczwpntEDrgMbKY1PZf3s6OjvLyc0047jd/85jfccsst9OtnZ9KM0fHwpVZkbAgTylTrn6uatQ2+FYrBbV0zhU/kA6oVXQ2bMS3a2TKYZShfxaUZla8ltjU189biVTRsa+KrR1Vz4YlH5hTyErbohiU62oramY6TMPXXlVCvnqez64A/Fa1vXQKTEhM01BnpTCWiUHmbNnepcKtJ/xMUr4xUYib0aD1vwLh+9Bs3xDrupsRZm8Jhm7u+njpXMrBP4rstlE5VaFRlhr1HG70F+Ui21UN0TEadxNyze9jC8gTCEpJd8BEMXe+1y0MikeFZpXVuX3vuiVx++eUsWruR1XUB89ZtZqDWRua+oIwBme+2SdiWAraLzAL8FRvfJHtfRMnfyIeybCMUMJHdiJKyNDZEcI8xZBeqadoHw5BvdlMd+vrtk4/lw9YH4REPO7oSI3HxxRdz1113cffdd/ODH/wg/IQYHQaxIqPAtKitrm0yuplN/4O/QuNTw8NMEemuj5GNtVUXVmQbUkBTlZl8QA2/gERoXlC0BlExLK1gp1xoaxsaOeiG++nauYzPjjo67Vouj4Wp3ShwjWO24WISvhubjYnKt1igSwAMpYgtG+2Vw+HyZKpjnhZ2o81TXTGZoAj3ap0ZlxBiCsXzUWhURKklo1/bdN0w66wtnG5Cj1LWJEPppDLTVBchiD3PsCmo7nUhmWumKTO5wuZBMHlb5f/6vNOVKqtnlcQ869SpE6K0lN59+vD5hnrYarbWy89aleTSjP663ikpeJsUdde7btpr8pF870vWosK3PhW454PLsyj7oEYhsD6hnErDiKrQ6JDjGwQB3//FA2wWxdz7+z/lZf+LGlqpr5s+NbDknFafgylsFTKVuZRhhMx5JvvhG67tE+65o6CqqoojjjiCO++8k8svv5zy8vL27lIMT3ypFRmfhGHVCqkLK3qinwrdS+JL3ZsNsnFlm2hsVWHFlduQC3RXuarQSMslkGYx7VpWwh4jBtO9cylzXnyeTzZsYuy+BzCkf5/Q+GIVNkHHBl/WnHwWPgVz0rVsR8+/ymdCba5sTipszyEj7AbSwiBtUAUSn/e2LWK3XQK0S5lxYcC4fqyZs44JPUpTyozqgVKVGZJ6m644RgmrM4Wh5uOZy/w5NXcOsCqukLkGqqOrJyO7YAq59FFmoiBYtYAiZD5k4vnUbGz1WKvhRpkoTbQJKQ+klzKTPN5kZNJh8sjnQ7nJht0qH/MpbO1Qj5E5qqJ4ecoYpq4nNiUVEmP826f+Tf22JoZ1O5v7n36O7192Bcefc0HW73S+Mc8QvugLV4idjxKTT8PgjoCrr76aAw44gF/96ldcffXV7d2dGJ74UisyYaw56RbedEVBWmpMUFmvorJdqX0Ks9TYQhnUa7naSlNmaBWUB/WqzLBKqXAl/UeFvJeWZj3dkFQiOMDj3/wqAD967Hl+8/YH/PiUNVw8df+0fvt6ZsKUPhczXS50qPp1wmic0+oe5Klgnk04NNF483GdUxjIFqawGz2nyxUaokLffG3viC+izGOdUU4XfNLbLk3QT1dXUlpRxeBRC+hTPTdtXCeEsLU1bW1k/eIloV4wFaZcMFsYqk94mQlSiFeFeV2ZgXTDgE9YZaE233WoczlKzSoVrgR8VdB798Ml7L3PsQC8M2sWI4aOpq6otfr76MoeafefqdhkKjPgrp0ErcpMEXbyGXCHdunjJJEPj002bI6mfdc3/8JktJPzWdYikyGrsi+uPNH1c5fwfwdNpFNBAR+tWs7aTz+jeeNaZxil/mxVBV7vY77z0bZXEU7IXYnZXv3MJyZNmsQRRxzB9OnT+c53vkPPnj3bu0sxPNAhFBkhRCnwEq1r9uNBEPxACPEoIHexHsDGIAjGG84/DLgdKAQeCILgZq92PYRSU9Eq20usvri6EhOWIC4hNzh1sVcXeZOAlkH7aInJNsGlzKgLue5eV5P+fWETLsf260pDc4vVWqpu9j1rm5jYqwdF81ezvmJJmtUynxWpXQQOubDwuHIGXHHNah6JXjrUVcRSP8Y1RimlTZ6zfgElg6ud1k11/si+yfNV67XJQq4q3ipBhQpbaIj+fphCQH3CQVw5XqpAYvN86WFsJivuvHWblXc0XaAdPKo6Q6GB9LwZ+XfRN9JDj0zeVFf4qS4E6sqrSQBVlRndI2FTEuXaoI6tSXnyoS9XFXgwG5okTIqlC/r7pwu86txev/Cj1OcbP5rHLrvswuLCggxhzaTMSCH3qKq+kZQZCbk225SZsJw+/TOfvEsVvnl1uexxElHCqvTztjUHGWuYifRGH++vUka/3YZQv62J7x85iR67jE/bAyVsnjfVGwnZCfCqd1UaEnPx9Lqgk4hErVv0RfTEqLjyyis58MADefbZZznppJPauzsxPNAhFBkSDOYHBUGwRQjRCXhFCPHPIAhOlAcIIX4BfK6fKIQoBO4EDgFWAW8JIZ4OgmB+PjpmsvTq4WUuYUilmAX3ppUWuwrGkC+wC2q6sFS4qjVm2LWx6MoMkCG0qPerWx9tVMw69H6rytBRPVtSwu1Qw7lSmJsUdOKA4sGwJjCGYJgEOomoYVira5syFBqIxiBkEjhs9Sxcc0Rl2klTajRBLypc/RPFpUC9l2cvheRcKhlVrcwhMFk3U8qMxranxrjrUK3kYZuuT2y7+r1e3M4EmxLbGgqV6bnN/LvVOyMLg6pCra2Ozra61mflQ8scGmKVfN76/DElvUOrkmpaF0wCnjq2Li+o6zmHJb1HgR5eBqR5A2W7ujIDMLCuntN2r6JTz66MLmumcO6zFAel7FPRJXWsujauXbHR2AdVmcFDkYPEO27yzOtwebvSjkv+tjFk6TBR67vWUtc6liFAY36Pw8KATZ83NLfwyqotiXOTxXfl8wV34d3U+rpyHaU9lxB0KQfHOm96vjqTZxjZA6TPb/l9Eeb1RPX0ZhuFkRaqqty3/o4DaZEZEE2Bae9wvFywevVqIJEzE2PHQIdQZIIgCIAtyX87JX9SsUYiUWr1BOAgw+l7AYuDIFiaPPYR4BggJ0XG5Op2UTJKyAS8opplGXUywK/YX2qxB+tCr1uH1HCvBEoZqlgcw2iYTdYZH2VGt0aZoCoucgOoWfxO6vu1oyaw/5QSPkmO7aCKylRYiRTsrlj3EQtbtnLTxXDd+XDD7iPTQnFcYxWFEtRm4c1HGIaNAtc2R97ZWG/Nl7ApNbn2L90Dtdx6rE4brCbkJ/rXqtCIiqoMD1/GZuxBHR5GS2uyYJqUGZPQrc5hm2EiTFDUBRCbd0b2NQw6AcDuZNJPu4TBKHAp0qqwE6bMrF2xkf5De1jWhdIMj6spKdm3fk4UZAqBybVa8ZBAuldBH4cL+w0CoOnFF2ioHknQo5qimmVMqkgIfKa5pgu80tA0FFJGpjCPjESTIljqXgmT99/07piY6FRvpjpWNrjCpqLsdaoyY/M26e+JLkyrfe1W28h/31ieen/H9uvKiJ6ZBgN9H/zg8838c/UanvzPi3x4+bdSn6tembAxsSmuaYQXmEPwdMUj05jYeh2rMqNc32S8NHl4TdCNgroyo2JHVlZsqKmp4eGHH6asrIzddtutvbsTwxMioUO0P5KelVnAKODOIAiuUr77CnBrEAQTDed9EzgsCIJvJ/8/Ddg7CIILDcdOA6YB9O3bd48Zf3rI2BcZawuwLZm70dDcQl1TCwC1DZkvdnlJEWVFBXQpLkQ0NRA01rNt40aatjayra6JrclzTeicjLXuVJYkBuicqFlQVFaCKClDFJcSFJWwrTlI9aO2oYmGhma2Nbb2pVNxESUlham+lBQWUBw0EjTWEzQkOPYl81HT1kZrf6L2QUVJSWFivJTPZR+bG7bSvNNgY3tD1tewtlbQpWsJg7uVUhw00rJ5A/WfbWZbXRN//Oc/ePxff+enPzyHffbaJXXeJ/NL6FxUQKeyIoo6F9OpR4+kJyH9OQKIplbWJ1PVenmeeu42Q+6OCQ3N9ueroqQw+awLRWqeBA11NNU1pJ6JtLyb5kxnJS5fzhdofV6p/8ta712UlCV+a+Niu7dOhQKA2i2bKS9oSZs7YX1U53JR5+LU/KFz97S5o0LOVTkmQNqc1aHej34v8jmobajvqz5ftzU20alYsWgm56/6DskxUfsGZPRP75d+v7UNTZSXFBnvuWXzhtT42sa2ZHB/Gj5em5rvQNoYu56vHBf1fgDjHFQ9Pypkm6W9u6atCVsamzPWJDmm+npkmvcScm6pc9k0j00w3bs+1+Q8sD0DfRw+35zoz8Ax6Wxxn8xPtFE+dAClDVtSa87mliLqmlqo2dTAtsYmmhu2ps4pLOlMl64llJcU0aOkKDH+Wz/PePdVmN4fSF9r9P4DGeOqj6X67NSxAqx7nDpmpnb1+bO1qSVj3NTxU9dsW79k31So9y7nHCTe694lLXzWkOyf8h7L8battzP++S8e/OtfKSst5fE7bs94pxpFsXHfVZ8vJJ4xtO7Dsn3TPJPPyQXbcwpbP/V3y/VOS5jWE0hfy0zjH4YTjzx0lkluS92jLpPNmBF6TR1btmyhS5cu4Qc6zvv88895/PHHeeKJJ9i6dSsnn3wy06ZNy2t7AFOmTHGOR4zs0CE8MgBBEDQD44UQPYC/CiF2DYLg/eTXJwN/tpwqTJeztHEfcB9AVVVVsH+3VmHWlDS8dEM9BSQsD6oHZO2KxALWf2gPIGHNndi/F2P7dWXfii4Uzn2Wj5/4K+vmrOQfL67ghnftnhC1VkafpFU7VSejDkoGVyMqhqXlASxV+rN2xUZqFr9Dr1ETgGb6D+2R6M/wRH/2qehi9A6FVVGXfVLrdkjr+oqSCpZuqOcTbVxUqBYq6X3Z9N+fWNu6ZeZMbrzr3+xy0EGcPKWSo6r6MmTJ83z8xr+Y+9Asxm6s5w+zoVPRbygsVE6sTPx6espY+mT0dVhGO66kVOnRUOeCb/K4Lz1nurXQ7r1bM2cdC7RnYyoQCYnnJLcpE1WxHA+oR1RUWSunQzol88uzP2fPja3WXdkvOWds8/qG3Uem5nO/cUMYfNyxiIoBqXkj5686JmP7dWWYNh5QZgyTKBksn9OwjPe1DHs1bnWepltQ05Ub+Q65+0aqxo5OZSrnnvrOyjUERfaR15bzoHDuszQsnsv8v8xkzZx1lJP+fk7+6/lMHnd5xpqhznnTuJjgmnfvOp6vfLYDxvVjzGmTKRlVTfM+h7K6tom/Lfg0sR6sbPW8pq2RyfudlLYmpY+hDXI9dEGf46+s2pIqWGlap0x9qp/5GPP/kBj/k1+Ylzp22zY4bBoUCPjX/VBYCDOX3cLM0+5m6oFDGXPaZIqOu4JXVm3hb28s55VXl1GzeF7amtftoGvY5aCDGF3ZjTP2HpbWJp0NIX3VI5Prf5VxLQJ7BIBrHBPvT719jmJOaIfW9euoqr4ADG1YlXqOctze3Vjv3PPkmq3OJdO6bSMA0CMj5D546f6FXPfgG6njeo2akHyXE+M9omdpWn/XL07M+QuAcw7+CgFQ+pdHANL601x9YPr8Tu278zL2tG4HXaO13cN7fTM+f8NaslSLCpHXbwZtLVmU5mVVPTEmuncgtZ7Y2lefgd2s4A9dJps8eXLka8ycOZNszxs7diy//OUvueOOO9iyZQvHH388119/vdMbk217MdoOHUaRkQiCYKMQYiZwGPC+EKIIOA7Yw3LKKkDNCK4AVufSB31hVxUGaBXIaw66hl6jJqQW+RE9SxMb0+K5qYXDuaBjF07BL1QoIShMSP2vCmhj+3VNxYMXGsJh3gnbcIAbdq9nwpx1DBjXGi40dPLxDKqoTDuuVclL/FZDx1wKjIpN//0JHxx0DX9O9n1oRRV9qkcyYNxKeHEFpXqWu4KjX5jH01MSf/uEpIQlNquhOqoSY9ro7WEFmVDzgloF2QqGVqQnAKuUvOozsgmXEjLcTi+mqOZchcEWLuKjxMjv1NC/PtVzKa2oYlB5EUs3ZI4FmBOifXN/1A3Wpxq3DnWuJv5PhDtKIbwVpRl9M+VT6CFY+j3L+SL7dPKUEQlhuvpQSoAxpwHMTBM8bnh3CTOXtf59w+4jE6GHenilI/lfwidXzKqkpj3bmYw5LXGvg6oPTQm3EmtX2HNFZMhPaTL81ZUX5fpcQic/SLRRal3DIfGMFy3byMlTRiSEXOV6RytKDIAQ8N/XM9tNjNMSnp6yjoOAScddAQxj0bKN1CxOP3bTf3/CG8DaaY8DMG9dL46qqmDo5OPTxsAXYeGJpvohEJ53ZMrxkSGDkBCcZWhbU3Jvkc/HZ0+RkMeZ9hiZYwdutjYVzQ1b0/aaTST2aPU5j+3Xh0nVlRl5aSWFhRmFaCFBxlFUswxKKhjbr2uowUq2r7edrjSnh4HZlE81vNxFtPH2RzWZtYuSa4kplM5kvJRhzHroKujU45n1uXYUtLS08MEHH/Daa6/x2muv8fzzz7N8+XKEECkFZtddd23vbsbIAh1CkRFC9AW2JZWYMuBgYHry64OBD4MgWGU5/S1gtBBiOPAxcBJwinfbisCqW6dUqApDr+RG1P+gg9IWqEHlRQnaggjQlZhM62pVhjUE0uP4TcxhKhWkzJcxVVGX7bsE5EyB6TFKRlUzqfpQRvQsTeQBJOPDZe5M/6GJdKa1KzamxgvMCk63g66h8KSxVD78OP0POoiTp4wAYEVJBUNGVdNv3JJQatobdh/J1AP7WVmusoWJejsb6M9IzhmJFcnkb/mMqk9PbLAT5qzj6SljQz1nKgYonj0IV+xsbFYS6vkTksrMDbuP9BJYZB+CVQugV6VR+FK9VDrCkldtkNeUgoc+/vJ/fa7q8KXRdSFM4JSCCAxjUvWhlFZUMQboN24JPDQrNd5VPy7hhmOVZ6FYs6MgrZaMch++uRoq1s9dkhL2BvWqTHuGOimIhEp6oOeoRBXmVZiE88w5NSG1BtUsfof+Qw/i7Y9qEuu3ZpxRUVQEv/9pwv2f5hFO4ugX5nHD7g8x9Q8zOfCHF/PweV/lb1NG8OcfPZehQJEUbiWOqkpX6nKFTmGuQycPMK1x6rOT74Xp/RhU3gWRNDitm7MyYy3yga7QVJ/uznmE9LIA8l0u7VpHpbLXAKB4RiRW1zalCfo6bOvmiJ6lnLH3sNRet2hoD9ZOezzDwCm9MirU563mZoF7HZHPSpcBXMxoqbyZ5FrSh8dS9yX3FBtUj74OV8HhzPbbHxs3buSNN95IKS5vvPEGn3+e4Ivq3bs3o0eP5txzz+XYY49lzJgx7dzbGLmgQygywEDgwWSeTAEwIwiCZ5LfnYQWViaEGESCZnlqEARNQogLgWdJ0C//NgiCdHOaBc3VhwKKRVdLepSQi6BJGIXWMCE17ETCJfCprnWAMadNBtIXL7V/sm9yEfOlZVy6oT6xSfdKr2HRb9wSBiQt7WHCstH6CwytqGJQRWWrQqNVQs5Qsr5S2fr3H99O/D77OLp3Xsf3ztg57f6WbqhnUPWhDCaxqSz73ZIMF7kcuzMv1t3h5g0wrU6KBTpVsUq9rSaUg7uekArTxmPaBERFVdozSljnoTqLOi7qRuwaE1A3n9bkVDqvoXR8urW437ghXnNGndcSOqWpPiZ6pepsoL8TYc9GVXjUuaoL4Kakdfk+6e+8qbCc+qxtbGqy35MqKimdfHxyDoykOukRW9+1mKkHpnP6ZYYPumF6zlKRGHMaqTXh6SmJ703PVxdW1YTtSY61wNyX1rEsqllGqSdpgatSvM7GZVJmbEiM4Uzjd2d83d2nNO/MLXP57uTjOeq8vZMhSZVWr6BpHCRsIYL62tHkqRDa1gFVmQl7dvp9yPkqle+np0TzzEjI45+eQso7M/i4Y61EAOpznTi8FyVrP2SSur8o36nQBf3BoxJzafBx6d6qtPfY0O5ERaEBIKm0Mioxv1SPrrq2LN1QnySbaGVWc817G0tmGM2zjMaQawmQ2lO8QjkxF9+VfVIVGhXt6a156623uPfee3nttdeYPz/B91RQUMCuu+7KSSedxL777su+++7L6NGjefHFF+MQsS8IOoQiEwTBXBKkPKbvzjR8thqYqvz/D+AfUdt9ZdUW63fqYu46BhQBTPHGSAFDej3SwoOUGHdTDopNgXH1IQxpVZANCg2QElDBnjuzRlNm1AVY3VyjcunXLd3IEINgK61nRdWHUjF5GYM9LJZhDE6uaua2c9MF7Nb79KlXYVJYbAJ7atPqVUlRUtEGGHBc4reJcS1bK66qoOlQ6zLIjXbwqAUpNrF+4xLC9VQyWXB0j5CpXZOXS83PURFWuFav8RQ290wbraqYgl0Bkt9L1itJo+yCaZxNRgi9FpT+nr5Z1jVjTG3eNpPwoxcWTKD1HsLWBBUuy61+P7b/VTpfAEoqQq+Zem886jqZ5pkqnOtMj6trmzDP2Gh4Z2M91XOXMHjUAgZVJ/L9VK+17Aekj4leqV7/XMJWEFK+q9C6LtuUbBNs76Xu3VQ/g8Q+qirfADw0y9trq+OdjfWpzb1hcSIsVS1BoL6/6vjVbSlmYn+7d1c9F5Ljqr2/RdWHahlzmefr7dqMIfr3pn7JPkjo+8Lq2qY0JUq9B1OxWxOakmsJJO6vqGYZFZOjFTGFzALdap9NYX8+zIz5wubNm7n++uu544476NatG/vvvz8nn3wy++67L3vttRddu0aTR2LsWOgQikx7IexFswmp+nkqZa1au0ViKqQsnAPG9WPqgYnPU0n92L0wPv30hb5ISqrbwUr4jhSUBlhqAABGpSvXvi4uLAg9V92oJfRq97bzVEiaX1+YCu+lI/yeo1BAg90KtyJZHyENBhpUsG886v24Kn1LZiu1yJxq8ZVzVwq9OmxzW7ZrqtGj3odL4bTBZ/7J9gaVJ5hnTO9aFGui6T5sbepKsA/keyrW2xUX3YqsP2Obwqr2TbXqyzVBKq0muJ6v2pbrPl1jZhKOotZ1Usdd9iMlTO49LKNmUHP1oYw5bS7LfjeE39/xalaCuOo1U72Q0lMloY6L39xJh2l89MK9UdbF9LZK0/poMxBkhKQCg487NpHb+IeZPD2l1CuvDlojFGSIsO5lbB1Lc1jTPFqjI0zI1tvr8jioY+JrQInSH1duUBQDmWl/UOeGLazRNH/yVXQ6X3jttdc4/fTTWbVqFeeffz4/+clP6N69e3t3K8Z2RIehX97eqKqqCubMnm393pVY6FqAXNWOdRhd2CFt+/RBvYbPwuYrLOr5RGo7Ufpmwkuvvsao8XuGXitMAVCR64Lr25ZvO/r1fDYOG3OPjlzGSW9H4rXXX2ffffaxXtdn3pjCrExw9ddW2d1nbMLeVVe/sqkdlGtonA51XF6evYBJIUkktvEB/zGKOk9tzyGfY+GjLEY1DpiK/eksYJJ9UhJdqML4zGW3MLnyciCTzQ3Sw7j09dJ0Hz7vrG2+hhWpDIMpnM3WjgrXfdhq2kB6PpbNy6jvj6a+qf1ZPPut1B4SNhZt8e7b4Pusw9ZIX9KOqGt/1H74QPZ1ZN9u3nTDVVVVwYIF0QxXt99+O9/73vcYO3Ys9913H/vtt5/3ubmwnWUbkiaEiOmX2wBfao9MW0IuvmEx39ksGvkWlmxWO6cglIXg2N4I25zau+9RixqqSfq6AKlbZsOgxj67kHZdz37mujHm0yqoj4VLgPNhStKRq0DpQqJWit1T5Jo/Ue4jY2wjjHVbvkO5KDHyGJtX0BRyxMgKuOKrVJcXMaFmGVOBbYpw3lI2iGW/Ox2AMy/OzEmTcHtz84dsjW+5tqlf2xQeq4fG6kGEUUN98wGXMpPNux+l3ajwMRDYrmszBKkwjUMu82l77aX3338/Y8aM4Z133qG4uDj8hBhfSHRcqXMHhanacVTYkujU71xoiwU4H16iXK5tg8tarAvnbbk56XCFwMh+5bpJ+4QmRZ2LUZSefEIfm/ZAmJXWFz7eg46EKN5bE9o61CRMOYwyZ2xhomHrglzXZZgfJEL9Bh93bEqx0XO5ooavZot8rGk+718+25GIshZGmWeuOaPeo8uA4zs3XMjVU+7TfpS8SZtSYxoH2/13lHVtyZIlzJs3j+9+97uxEvMlR8eYkV8wRBHKfBbSKMiXoB5VONmeFj8J12KtL9J6TkhbLs7qtU2WtCjKrk/f2wqykr3en7aEz9jkyxvT1mhL70wYXMUEJWxJ4yry6c3LBm0x16MqrHoSvhwhsWk5omJYSrGRaEsvQlvAJ6zM9Rxymee5zhmXcSpKv9rLO+OCjyEzF/IXWw5lWJsubM81dsaMGQDsv//+263NGB0TBe3dgR0RbbW55mqVa4/FNgzyvtQfHYPKi1KJ5VHgWoT1xVxvd1B5UdqPqd/ZIGzDl2jqVRkpt0YdO1ufbe1ki6AoswJplH5nC598GtPzzPW6JoRdN0Gl2vqjY3u+l1GIEXwShX1zNrbHnOgIkM9Rv19RUZX2ExXt5Y0xvUft6RHdHnDdn2sPbmuDREd5fzpCfo0PWlpauP/++5k8eTIDBw7cLm3G6Lj4UisyrpfWN5k+32gL13NU+CYJh8F2LzalxoedJ8pCGaxakCbc+SqLbUkooAu2pvNlv9UftW+qQuNqJ9s++pzjc822FnB95o8+d119itpXk+JiU2rkc1d/9O/yCdsclrWQdEQV1HZk5SWXfqvPKSgqcV7LZ4zaIvQz3/CZm9nMX995n6uRT71OLse5DF+24/OJ7eXdzYcy09brw3PPPcdHH33EtGnT2qyNGDsOvtSKTLYvWpTFbHvA5l3Ynn3siN6g7YGObMHMl2fGBteGtb2E3GyUGUjvezabrg89s81Lo/YrTKGJ2i9d6YXs1gHXvN5ebE/QNmttth49CZtynMt86kjIZWx84ctCZ8pnaW9sr70uLGogH7B5cXMd63wpnzbceuut9O/fn2OPPbbN2oix4+BLrci4YMqhiLqgtIUl3Ac+/TRttvnegDviZt7WfdoeymO29xDlvPbayGznmbxT6jlhyFb4MJ0XpcZMNnWVchWUbMqMaW7mW0hqDwNPtuuWj8Du8rDlA1H7ne27H7W/+nvoSzITxXvjSsZvT6XFlScUZRyjHJvtPZvmftQwR9e6GpVIY3s8u7lz5/Lss89y0UUXUVq6/Ypuxui46DhuhQ4GmeCX68bsm/jfXkJ/VO76HQ3ZxKzng3kun8gleXh7JJyHxZ3nOrf1TTasCKotOTcfY6ELtPPWbU77P6woni/Uvqrz0bdIqKsKd3uiLdfBbN5b1/zUn7VaawZgW3N+arDle4/Q+ymhz/+o4+Wb9N6WDJfZtNWR2ggb82yJM2x0+3INyGXNyBebY75w22230blzZ84///z27kqMDoLYI+NAPjf9sJCD9rZCtRU60gIYBdvTe6FD3UzyzYAU5b5EU0PovbXXnNXHxbcf+RRKdCVmeyBKQr9EtpbeKJ/net18XDtf1wiDquDkW8jNB9TK8zpy7W8+FZBs+rI9wt7aErnm6fjANI9y2Uc60h6+bt06Hn74Yc4880x69erV3t2J0UGwY60CeYa+WHSEF7YtqUw7GvJFKpCv9kyF3bLZUKLSdZrayacCk6sl1mSRaysFxjYW2Qjw+YDrWY7t1zUrZUZ9FrZr+wposoYJZNYxyRVttQbtKGvbiJ6lRmUgm3BBH7TFO6UWzTXBx0OgPy+f+esLW72tKH3KNz2yrwci6txwUSXvCJ6QMGyPSIZ7772XxsZGLr744jZtJ8aOhdgjo2B7WJejWGQ6goemrRIN23uBtoUe5ZpsnUv7PmivcVPnY1vPS5tFMReK23xBF1TUULJswsp83q2OsA7sSMjlHdGfh/689f/D8jzaOm/Atj5LdjqTYJ3PNU5PSM92v/Bhc1TR1p6ZsPwgW55clPw51TjTXoaafKMt96eWlhYeeOABDjnkEKqqdqxaTTHaFrEis53QURQTE3w23Gw3ChcFcxTkQsFsajOfpA35SMDN1wYQxpSVK6JaCbeX4tWW7YTNlbH9ukZSYmw0zPoxEnrNEhUlo6pTPzHaBjalQK99FbaGhu0B+VTAohybC0Od7ScfiDoeYbXIwqjudbj2i3x45bZ3CPH2MgC1FXPfzJkzWbFiBWeffXZerxtjx0esyHRwtKXyY9tYs1W6smHGUZGNstQWi7ONrtcE0+fby9uit6MqMC5lJiormAm+dWTaA67xD6N79UEUISYXpdKlzITN+2xziGJkh6ihmjaYhEBfodDHG9JRkuxdBWR9ke85bVr/tocyY3uX2yIfrT292bnigQceoHv37hxzzDHt3ZUYHQxf2hyZhQsX0qliTHt3I0aMGDFixIgRI4YFy5cvZ8aMGVx00UWUlZW1d3didDB8aRWZnXbaiXn/fdL6fVtYk7O1ILWlZdvWp1w8DVFCFyReXriGfffZJ7Qt9drqdW2eBN0CFTXhX2/HhbBr22hRo45X1GeTzfMAeGX+ciaNGRbatuma+Ziz+Rp3HdlapXOpKZOL9Vb297XXX+eAnQakPg/znoXN/fZAW4VWhV3bB1Hn0fL33k5bs6K235bPI6pXMso+kC2ieFuyeUdfevU1Ro3fM/RaYftG1D3DJ+nftm/ZkK9xd7Wl33tbeIbKOnfO+lwVt956K0IILr300rxcL8YXC+2qyAghbgC2ALsCzwRB8LjyXQHwS+AgIADqgROAo4HhQRB8L3ncvcDIIAgOTv5/ETA6CAI3rUVLC2LDalp6V0JBAWuKehOIAv6xaD1NLQF/vP9ltjW3sOCFZ2lpbqbuuZ9BeeviNPCchyio38a00/ejuLiIC3cppqRQsOT6ywgaGnjg4Xlsa2rhZ28sp7RLZr2BuyaPZNvWQvbYvR+FhQUM3nckBUWF9Jo4joLCQorG7IMoLOLTLpUEDS38e8lnNAfwx5eWsq05YPn7KwhaArZt/RyAnkMqKSgo4NADKikqKuDcvYZQXFTAoDVvURC0sOrPDxM0NbHob/NoaWrhrVWbaAngqleWUlLe2r9LJg6hobaAyX06U1QgmHjGnhQWFzLgjPMYVlzMXDGEFlHAna8sYVtzwNtvfUxLS8Cni+YQtLSw8clroKwk/WYH7xI6F3757/c48Y67+dutp9G5tJgev7kWsa2BQd98kIJO21oPXJ/4dfP+w2ncWsDJ5+1Np+IiKk47k4LiYrb12wkKCiFoQQAF65cggoD6d1+ClmbWz10ELQGNm2sB6DZ8IKKggB5fOQRRVETN0L2hoIjH5q+jqSXg4f8soqk5YOX78whaWtiydjkEAYXFpQghKO05AFFQQFnPgYiCuRR2KkIIwbb6xOa2rfbztPvsOXgwoqCASXtWUFRUwHf3H5ZgFVv0bwpamnn3pvtoadzGn15aQVNzwC/fWpExf4oMRFn/O2Q0TVsL2ePQERQWFTD85KMo6NQJ9jwKmlt4v6aFFuC9tZtoCTqzrSVxzcoeZRQIQXW/zhQWJGLMe9YsooAWmjdtoPZfr7D4qTcImlqY/9YntLQEvFlTRwtk9O32r4ykcWsBh0wdSVGnAna6/GIKS0pY2GMcLaKQ219aQmNzwNz5a2lpCSgoEAgh2G3nvhQWFnDGnok5O65bE4UCWj5ZgghaaN6wHggo7NkPUVBAMHhnKCjks+LeIApY/MlWAmDR+i20AB+u2UxLAHOW1dASwJplGwgCWPvBLIKWFj5/+nroXKIPYQpDLvwLBfVNHHbIThQVFXLxpEpKigoYvOwlCoJmlv/hYYJtTax4dQU0BxR0StzHyMPHUtCpkP/P3nlGyVFcC/ir2aycs0B5JQESGZFFjibnbPMQmGQwyQQDBmMbm2CMMSbZ5BxMziBAgEAESUhCQjkghFBC2hym3o/umu2prY4zszsr9XfOnt2d6e66XflW3Xur1y8vIFFcwkurOtCA4G9PT6euIcncD99ANjam0hmy6/4kCgu5+sSxlBQVcHDZcoqEZPaNN5Gsq+OzNxfQ2ChZU2fdM+ovF/PO//2WYYeOoqCogD777kGisJCCYdsgCgpo7NATRAKZKAIhQCathOqqEEDhyu8QQMOCb0Am+emDScjGRr59ZirJhiT7PjOdwnZJ13z54LRtaawpYIdrT6SwtJifdz4JCou58+PF1DdKXnt/Pg2Nkp/mfoNMJknYbaTfqFEkCgo4du+hFBUWcfyWvSkqSNDjx6kkZJL1H74BjY2s/nYhJCX1lVbbKSgpQghBQTvrOU3/lyCEoNOgfohEgpJt90IUFLKk4zCkKODWDxZQ1yh5+an3aGhoZNUTF6aVd+Gu5yKqajjhorMpKinm7+OKKCsUPDF8F+orqznjnbkUt08yxDUnLBatfYyG5//Gm6NPo7GgmPMueZia2noqXv9j2lihc8zjX1LUkOT6A+soLSyg7/r5JJDItT8CEnoMhESCnzsOBJFg4dpaJFBVb9WDzTqXkBCCvrXLSSCpfv8ZaGxgwatWO127cB1IKOtWhkgIBuxRTqKwgJ5HnECiqIglciRSFPDo18tpSEpe/3QxjY2SFXMXIaWkzh5TrD7tC/oP70uiIMHxuw2iqDDBsaN7UlSQoOi9BxCN9Xx0xaM01jaw3/MzPOuPnp8f/d8ONNYUsM15+1FQXEjpLociCouo7TaUJIJV1ZbCsKqyAQl8s9Ias16easn9zWfzSTZKlt19ArKsiFsKExzQo8lXrXjP3yCqatnphOMoLCri70dvRWlRAQMXzSCRbGTuA08g6xtYNXsVMgndhnclUZBg6AkHkigqonLnE6GwmH9+ZNXvJ1+cQUNDkiV3HoUsK2p6kR7p/nGl+1yGqKpl4A7jSRQUsue4zSgsTHCG3b+NKCilQED9R89CYwM/fDIN2ZikoaYOgO5bDSVRkKDzgccjior4rmhzkiLB/Z9Zcnw+YwXJpKSm0hoXu/XtQCIhOGqHgRQVJjhkeHerff3wJUImWfnSc8iGBha/9y2yMcmquWusGZVN18FdSCQE/XceQqIwQc89dyFRWIgYtQuioNCqdyLBT1VWOaypttKtqrfKur6xeZln6YglAFasWMF9993HSSedxMCBA7P34JiNhnzekTke6AeMkVImhRADgErgE+Bkx3VbAwkhRIGUshHYBfif79OVX2DCchOSwvrdYE/wVONMqomHNjAlaqzGXFxsZWGJ7Wgoa2ut+xus+01KDEB9VQEABQVWuolC6/9EgfVbFBSmyaU6BnUIm0ymPzdhv0dhofW72P6dsCczssEaFJK2XOp2pxIDUFtpP8ee1BYU23IVF1v32fIoOZJJJY/dmXlMED2xn9Ou1EpH1Fv5mKbEOKirsuQosvNfyUfCzj/7OiHt90s2pqWjEHa+iUK7KSTsQwjt6xoatfeznyeESL9f/RbeDqdCK6cSVU62fMm6+rR03eqPToOqT+p5RfZAW2D9VkON9vokbHmVEgOQIP1dpaoz9s3qWbpsqkwKi6zfBSVWXUgKS7Y6rc6ovFJtQNVZ5bMr1ETcHnVV3qkyxq6LSgr9HdVvVQWC1tFEjdVWCu02mSojaZWRrLe+l43p75EoUm3Fen6DXQvr7PxzKjEACbvOldj3FQk7f+qsCU2jNhtI5ZdKx75fFKTnB1odFNpvpeAoeVSf4DUJBWissdIptNsohdZv1RfobSWVL7Z8RXY+FhWk9000urRN1cbcfqs2l+or0+tZQ4P9XK28RZWlKBWVWPKXFVrPq6+sBqC4vXc+OJ5kiV9gPaem1u6rPJQYgCI1Nqg+P1WD7d+qnmv1W6HabOq+Rrs+Nqh2q263r1Pp2H2CyifVx6l6JqW5b0zY5aWXn2i03rex1m4vPvVHR9WnArsPF4V2n6Xen7TXSVUPJXdSye1UKpzyV1ljSKH93qWq3SS1dmyLrd4z1Xfq9Vu1Y5f09HQTdr3Ux+RUTAJVbpoioOQQthxuY27qeruc3dqXGvtT6ehjQKqeqLmI6lfsMdGlHrYUN998M3V1dVxzzTWtJEFMvtPizv5CiKuFEHOEEO8AXp5nfYEfpLRao5RymZRyLfA1MEIIUSaE6AxUAVOBrez7dsFSdmJiYmJiYmJiYtogy5Yt4+677+a0005j+PDhrS1OTJ4i9FWYnCYmxHbAg8BOWLtBXwH/xmxaNgCYBKwD3gUelVJ+bX83EbgWKAP2AuYCJVg7MZOllJu5pD8BmADQs2fP7Z5++AFkobVaVy+s1Yef7dXYVT9bq3Y1661t9uTI9C3NooWWjVMve1u5d5m1qlG7bAkAP622VvcGblFnzIuV31qrdu1t29niDtb/hR0sm1JR1sGSK2HJt95e9Vq1wVrtqauynivt1SW1+t2lo/W7ZwdrNam43jKhqlu92nqftZZclba5St/RtWlyLZlp3dfRXp3p0NOSo6hHLwCqhPX9j7YcVZWWHPU1VQA0Du9nfF8/Bq5ayw8/1zFisx4AFP60zEq32yrj9T/Mst6ze29LvuIePQGQRfZqqNo5abDkTFZZ9lgN9mqsWjUusFdlCzt2sr4vtp63xq4Hq+16UFdt5VujvVMkhFq9KrJ/2ztJ9mqplOZV+EJ756ijXT69O1jvUVRr1bOq71da6W6w8nUzl/qjs3qOXZ86W88r6d7V+qJ9FwBsKw2q7FVq1ezVbkO7wqY1jcJG6503VNbQrrGG2nUV1jNsU4ZKe2VSl+3Hb620O3exZCnta/lz1BRYdXrFBuu5VbYwauOgnb3C2aO9lSftCmzhaq26S4OVrlqxlcWWs2ej3WZr7JXKGvvdamyThyq7zdTXWp/XV1vPaxzhXUeLF68FoEtn6z16d1RlZNWhulVWW6qz2wD2imZpZ0uuop7We69tsPL0hzVW3anZsC4tndKOnQHo193Kny4J6z1rvl8OQMXP1vMb7MIqG9Ab8eMqSu38Leps1VlRat0vE/ZKsb4rqHZIkvbKbK3VVhs22OW6xvq/07Aq90wBNixoD0CH/t0BaOxg/f6xwqoH69bbu9F2X6BW9Itt59xunax87GaXd1G93WdssOp+Q411v1o5btrtTN+BUfmt2m6ivZUPdQkrX36wy2XdmvXWc4f2TnsP8e1iALr3sfq0zTtYz1s1cz4APUYG83vaUDOY9slafi6z+qxFS34EIFk+wPO+bqut9+5vl2Nxo12P7B0OtROgdnpqG+yVeLseqJX94qR1fXL9Gus6u5022H27WmEv7mjXl65WedUVWOWxyh5Dfq5Qfbid/0l1vz2GlFrl1a1jevkl1v9k5cNSq4/uNLza8711KhZa9aldb6sdJDp2sd6n0JI3tStu/662TevWVlnvXV1hj4WDrBPeB1RUsKxDh9TzxbfWWNyhu/X95t2sdlJcY9W32p9W2+9t7yiVWv1JaXdLnqRWv1fbY2fd5l093ysxe6mVTgerXnay+3rVv5UKuw/eYJVbfYVVH5SVRZG9g1jQ2Uq/Rlj//1RpvW+F/f7q+kLbaqKr/fwu9nuo9lW/1kqnbr0lf0OtNiaV2DumaizqZJvK2XOQpN2v1KsN1GR6fTRNIdVHRxy035dSyu2bX2HRbE729NNp3994441MmjSJhx56iD59+pgeQUVFBR0c5R6Ulr4PYK+99vLMj5hotLRp2e7AC1LKKgAhxEtuF0oplwkhyrF8ZPYG3hVCHCulfBf4GGvnpQz4FEuRuQr4CY/dGCnlvcC9AOUjhsvdB7Qj2dOy3P2hyJoIvzTH6pz/O9lyhPv2nSkAVH96atqz+t/3AADn/99YAI7e0uoE5j32TwBee/gbAE6ducgoyx3HjQBgx+2txjlwd+v/HjttC0DRyJEArOxoyff6PKvTfdQebBdNtwZj5SPTfXPrukP2shSu87a2nLQH/PAZAEvft3TEOS9Yck1dag3yJ349P02ucw6y7tu3lzXIjDzLcmbtd5blcjQ1YX3/xAfzAPj8c0vhWDnHyq91b51kfF8//v7AU9z0yve8+68DAej67yct+U+833j9DUcOBWDnC3cFYLMzJwBQ38fyx1FmSYU/WXLWfGmdgL5qxncAKR+ZzkP7W+ntfRAAawbtZL3fDGtS8vBk6/ol0633q1ixyHpuiTUZKOtuTYrbdbeeU1hsd/ouPjLdbBvf8Ttb1/9268HWe855HYAvb30cgJfft8r3NHvS5ceDJ1v1ZdQhwwAYetpR1hc77gvA9DVWfkxbYZW78pEZ0tUa3Mf0aZ96Vvc11rtO/HI22/88i7nPfwrAjM+sCfZke2Kuy/a3Y6wVs4MOt36PuvoyAGZ3ter0k+9bZTF15gqgyaRs6y2sieZZ21p1a9vOtqIzdzIAjWutPCzsbrUVOdBqK6tLrDY7d7WV1ytWWRO5WT9YCsfXy60B/IeFlmKyYuYsAH5+x7uObv5/TwFw6EFWHbtsa6tt9VvwHgCLXn4NgMUfWu9fUGy9x/DDrLNc+oy/FIDnV1kTgns+mArAd+9/lpbOsD0PBuCG07YEYI9231vyP3QXAJ+8ZrVN5SMz+ubfUnz7vQw/0rq+34F7W/lSbuVHY0crH6U9AVY2M6LOmtAUVFp9SMP8aQCs/OxDAGY+8RUA41+d6pkv711uOVKP+9PpAPy8vSX/Wx8uAuClL6zyXTlnrpWe3UYGbGnJe9L+Vn7uMbYvAL1WWOmuf38SAKtnLgBI+cgoE7bC9mXa/9ZEt/MQS2EoHbsfAIs7WRv8z75n5dsLL80AYNWLx6e9R9HF1jkUp15xAQD37GA99z/HXQTAMZ8GC0H+3qzH2bF6Lq8N2xOAa//8JgAVH57ied+JD1tjyl/2svqq/uutfJNrrXZBL6sd/NzJ+r1grb1oZE/kB9kKUP9aq75Uv2O1z/mvWb/XLlgHQLseVtvebG8rOmfv7a0xbHGXLQD4+Evr/lemLALgh++s/5WPjOrTBo60fp8y3moH+29l1bPit/8NwMRbHwRg/BvTPd9bZ+I11tiy/cVW31u2w5EA1Paw+g/lI/OT7Vw/7Uer73rxK0vOaZ9Y+bb0Qauvu2XiRC4dPz71/JLLzgFg11MtS/R/j98agM3nvArAd0+8YD1/lqWI9RhpKQ7DT/0FAJU7HALA7ZOsdv7oR9b7LT69KQ0TZVdaY+Xm46y+d5/drPybsIVVnqMKbAVmojXGLf/sa4CUj0zPra3377KjVY9mF1tjxCufLAJg8pwfAFI+Mj36W/3M8Ttbz99tpNUv9lpu1bMfv7Ded9HbMwFY9d2aNHm7DLUUs4G7W2NH7332ACCx5dYAbGhvtdeVVVY5ZNNHJm1OVl4uxzvK76OPPuK9997j2muv5YQTTnB9xsSJE3HeF5SWvi8md7SGj0zgLSApZS3wOvC6EOJH4Ais3ZlPgLOBUuAuLAVmtP374yzLGxMTExMTExMT0wJIKbn88ssZOHAgV1xxRWuLE5PntLSPzIfAkbZ/S0fgF24XCiG2FUL0s/9OAGMAtQT8CTAO6CmlXCkt+7ifgMMJ6h+T8iC0Vy3VCr5ynFMOc8qRtjLd3CBpb7fX1VmrFLXK8dc28VKOdzUVZufvonbW6lqjCipgm8Wo4ALSdgRUcikHQXV6sUikPzdpv4dySFQOxspRUDmzpxz67NtrK9OfU2I7uqYcQeuUE7q1WqQcCJUcCd3soyrdVC0w9nOq7FUpWWQ7itebHSuLbcfSejv/lXzKqT/lPqvMbJSDuJZvysRMOURim9+oelBYoL1fynQs3bE59dvHVFNq5VSryimhHMWL0tJ1qz86hao+qefV22YqtrmKauja66fMAxodDqRJ0t9VqDqjnELt63TZVJk02Ct1jXbgC+UkX6zVGZVXqg2oOqtW81SgC+VUnXLWV4Eb1I6DejftHdVvVQWC1tGkbZqhnMVTZWQ7SYsi5Qyb/h7JetVWbCdj0k2BUk75Kh27ztXa99VLO39s88MC7aTyVH6pdFJOvOn5odt6aK7kKeddJY/qExqqvIeDglIrHbVyTIP1W/UFeltJ5YstnwqAkgqkosq3wKVtpkxXXH6rNpfqK9PrmQrWoJe3bGftaNTXWvJX26ZbRfbOT11l0GHRuq+g0XpOaYndV1V6m6bVq7FB9fl6OIZUYJH0+q1QbTZ1X4FyllftVt1uX6fSsfsElU+pgC6q3IS5b0za5aWXn7QDiRSU2O3Fp/7oqPrUWKeCFdh9lnp/0l4nVT2U3Akld7U5IIy0TbQa7PeuUe0mobVjW2z1nqm+U6/fqh27pKenm7TrpT4mp3YrVLkVpOebkkPacriNuanrVYAil/YlCrV0mlmeqnqi5iKqX7HHRJd6mEsmTZrE5MmT+d3vfke7LIVwjtl4aVEfGbCc/YHTsJSSZcAsLB+ZXwDKyHYp8AfgJizfF4DPgXOllDX2c2YCX0spT7H/vx64FOgipfQNWF9eXi69zpFRqBjqUc4oCHpv0DNQnM8Mi4p97xefPxfnyii80v508uS0MxmiEvXskdbAlH/ZOHk7yNk4OqZ8C3OOTFiZnGTrtPFcEbSeBzlPwu96r/ud55YEOUMJgp0l05bLxo1M+msTpjbl1Wdl+9R5yH2fFeX8qiCEHSec+NU/57PnTZ1iPEfG9BzTu6p2FPY8lVydW5UN3Mo07BlUQdGfWzzuyMA+IeXl5XKObaJ+2GGH8emnn7J48WJfRaYtmZYJIWIfmRzQ4opMviCE2AAEM4aOaQl6kDolJiZPiMskv4jLI7+IyyO/iMsj/9hcStkzyIUZzMmilntL3wdQLqXs6H9ZTBja5nJbdpgTa8b5gxDii7g88ou4TPKLuDzyi7g88ou4PNo8keZkUcu9pe9T90a5L8abFj9HJiYmJiYmJiYmJiYmJlNiRSYmJiYmJiYmJiYmps2xKSsy97a2ADFpxOWRf8Rlkl/E5ZFfxOWRX8Tl0baJWn5t5b5M741xYZN19o+JiYmJiYmJiYmJabtsyjsyMTExMTExMTExMTFtlFiRiYmJiYmJiYmJiYlpc8SKTExMTExMTExMTIsjhDhQCDFHCDFPCPG7HKXxHyHESiHEDMdn3YQQbwsh5tq/u2YxvYFCiPeFEN8KIWYKIX6T6zQ3ZWJFJiYmJiYmJiYmpkURQhQAdwEHAaOBE4UQo3OQ1IPAgdpnvwPelVIOB961/88WDcAlUspRwDjgPPu9cpnmJkusyMTExMTExMTExLQ0OwLzpJQLpJR1wJPA4dlOREr5IbBG+/hw4CH774eAI7KY3g9Syq/svzcA3wL9c5nmpswmrcgIIc4QQkjHT6MQ4nshxNNCiHLt2ouFENOFEJ55JoQoFEJUCCH+Y/judTudg7XPOwkhGoQQt9j/D3LINMHwnPZCiA3293+0P1ukvYvxJ0CeXGK/p3B8NkQI8aAQYoEQotbeov1UCHGjdq9ThqQQYqkQ4lkhxEhDOqPt7d6FQogaO8+mCSFuE0IM85MzWwgh+gohqoQQO7ZUmjExMTExMTH0B5Y6/l9mf9YS9JZS/gCW4gH0ykUiQohBwDbAZy2V5qbGJq3IODgW2BnYA7gSq9K9K4To7Ljm31iV7nSvB0kpG4BP7WelsLdQdwGq9O+AXYEC4EPt8w3AqYZkjgZ0peRI+x3Uz9fAdO2znb1kF0J0Aa4CbpB2XG4hxObAl8DWwA3AAcAFwCfAMYbHvGmnsxtwLdaKy0dCiFSDFUKcYMs3FvgL1pbvUcBTWCsUL3vJmU3szuQ+4G8tlWZMTExMTEwMwvDZRnMmiBCiA/AccJGUcn1ry7OxUtjaAuQJU6WU8+y/PxZCLAfexlI8XgeQUlYLIR4GLgX+6/O8D4F9hRD9pJTL7c+2BjoB/6C5IrMHVuP9SPv8eeA0IcRgKeVCx+enYTWOM9QHUsqvnTcKIdYDhVLKyT6yOjkTqAde0D7rAOwjpVzt+PwpIcRlhmescqT5iRBiATAROAW4zd6deRBLWTnBVvwUbwkh/gb8KoTM2eAeYKYQYkcp5ectnHZMTExMTMymyDJgoOP/AcByl2uzzY9CiL5Syh+EEH2Bldl8uBCiCGue9piU8vmWSHNTJd6RMaM05yLt8yeB0UKIXXzu/8D+7VRY9sCyk3wB2F4I0U777hsp5VrtOZOABVhKAABCiAHAXsDDfi8Rgf8DnpJSNjo+6wbUAOv0i6WUyQDPnGL/VuZiF2HVu/M0JUY9s15KeY/fQ4UQHYQQdwohltjmbj8KId5xmrHZZn5XCiFm29csF0LcKoQo1dKcBXyD9f4xMTExMTExuWcKMFwIMVgIUQycALzUQmm/RJOFzenAi9l6sG2a/wDwrZTytpZIc1MmVmQsCuxJb4kQYhTwJyxNeaJ23VQsJUePfqHzGVBLc0XmI/s7iRXJAiFEGbA9zc3KFI+Sbl52CtYqhi5bRgghNgNG0nxX6HOsHZmnhBB7CCFKQj56sP17nf17H2CKlPLHqLLa3A4cB/wB2A84B6t8ujiueRS4BngcOAT4M9YO02OG532If7nGxMTExMTEZAF7MfN8LJP0b4GnpZQzs52OEOIJLJP/ciHEMiHEmVhm7fsJIeZizSH+ksUkd8Wat+0thJhq/xyc4zQ3WWLTMovZ2v/LgUN1m0YpZVIIMR1bCXFDSlkrhPgcW5GxtfPdgIttE7Uv7e/es59VTNMujs7DwHVCiHG2ydapwKNSSunwx88Gyn9mmvb5I1gmdhOwfHPq7Hf7H3CXlLJGu14IIQqxlOQRWGZbSeBZ+/sBwBd64rYPUeqFTLs1Bnkfk1I+4PgsZRInhNgdOB44XUqpdq/eEUKsAR4VQmwtpZzquPdrrBCJTnPAmJiYmJiYmBwhpXwNeC3HaZzo8tU+OUpvEmb/n5yluSkT78hYHAnsgOWYfgQwC3jN3p3R+QnoF+CZH2CZoXXHio/eg6bdjkk07dao38YdGSnlAuBj4FQhxPb2s3JhVqbe6SctfSmlPAcYiuXk/xyWmdgtwOf2jpKTk7D8bGqxzLX6AceqUIQeVNr31QP1KnKZEELtlqkfVWenAGcIIa4SQmxvK0JODgTqgOec9wNv2d/rfkrqvYOUbUxMTExMTExMTCsTKzIWM6SUX0gpp0gpXwQOw9KmrzdcWw3ok3cTH9rP2B1r0rxUSrnY/u4jYJztDLYHMEdK6eX09TDW7sL/AZ9LKecESD8sym+k1vSllHKhlPKfUsqTsHZV/gpshWWq5eR1LKVwW6CPlHKww9ENLLO4zQxJ7GLf9wft83dxKDhYkdDAUqruwQoMMAVYKYS43eF71Atrp6tCu1/lc3ctnWr7d5CyjYmJiYmJiYmJaWVi0zIDtvnXAmCM4etuwKoAj/kE63TXPYC+pPuefIylOOyCZVr2qM+zngbuAM4CLgyQdhRURLKuNE3qjUgpG4UQNwGXY+0QOVkjpWxmOubgPeCXQoheTuVN7dgIIbbUrj8b6Oj4f7l9fQVWqOwr7RDRx2DZm9YBV9jvU4OlSJrQzce62b+DlG1MTExMTExMTEwrE+/IGLBX9YeimVnZDAZ8d0SklJVY56/sgTWZ/sjx3Ros87XfAu1wd/RX16/DclR/CStyWi5QfkJDnB8KIfoLszOOig72Q8h0/o4V7OAugzlYM6SUc+zdMvXTzH9FSrlYSnkrlimbUoTewFIWO2v3uz1nMJYStJCYmJiYmJiYmJi8J96RsdhaCNEDyxSsL1YUjW7Anc6L7AMjR2D5hwThQ6xzZwTNo4F9hLXboK7zREp5Q8A0o/I5llnZjlg+PIorgX2EEA9iOcTXY+1UXY616+F3pk4aUspvhRC/su/7TAhxH5ZiWIClTEygycfGFSHEp1iK3TdY5mN7Yh2w+ZCdzkQ7UsmzQojb7PdLAoOAg4ErpJTfOR65E1Y0NT14QUxMTExMTExMTB4SKzIWzzj+/gmYARwopXxTu+4QrFX7FwjGB8BlgNqBcfIRVsjgRVLKpaElzjJSyhohxIvALwBn3PNHsOrJqVhKTXusXZi3gRullMsipPWYHf3tt8BVQB8s5WU+8A5wUoA8+RAr/PLvbPkWYEWF+4fjmlOwfGl+BVyNpRwtwgr1mAr/bAcs2MeWJSYmJiYmJiYmpg0gpJStLUObQQjxOtbJ9af6XtwGEUKMx/JhGSSlXNK60rQcQojjgfuBgbYZX0xMTExMTExMTJ4TKzIBEUJsDUwGtpRSzmtlcXKGEOIt4Dsp5fmtLUtLIYT4CvhfC5jvxcTExMTExMTEZInY2T84fYBfbsxKjM2FwDIXB/+NDiFEH+BFgvs9xcTExMTExMTE5AHxjkxMTExMTExMTExMTJsj3pGJiYmJiYmJiYmJiWlzbLJRy7p06SKHDRvW2mLE2FRWVtK+ffvWFiPGQVwm+UVcHvlFXB75RVwe+ceXX365SkrZM8i1UedkUcu9pe+DcPkRFSHEflLKt3OZRr6xySoyvXv35osvvA6gj2lJJk6cyPjx41tbjBgHcZnkF3F55BdxeeQXcXnkH0KIxUGvjToni1ruLX0fhMuPiM8fALwlhBi+Cfhzp8gL0zIhRKkQ4nMhxDQhxEwhxB/sz68XQnwvhJhq/xzscv+BQog5Qoh5Qojftaz0MTExMTExMTExMa3HPX9g6ZbD4e9XMre1ZWlJ8kKRwTqocG8p5Vhga+BAIcQ4+7vbpZRb2z+v6TcKIQqAu4CDgNHAiUKI0S0kd0xMTExMTExMTEyr8uoH8I+r4bUPW1uSliUvFBlpUWH/W2T/BA2ntiMwT0q5QEpZBzwJHJ4DMWNiYmJiYmJiYnKMlJInn3yS//znP60tSptACFG69AfYaydYux6EEB1aW6aWIm98ZOydlS+BYcBdUsrPhBAHAecLIU4DvgAukVKu1W7tDyx1/L8M2MkljQnABICePXvy1jvvNbumqKD58SmiodZVbllY4v5SPvcCyLoaz++jIIpLzWkZZK1vjB5+u7YxmfZ/SUG6XmzKSzcqKip46533mt3jzL8geeX27tlGl0VPV+W1M3/1/FLo+aZw5oVfOTmf7fa8sNRUV/L+++8D5nKQtdWu94qSsqa/7bwJmidu9civLbnh10ZN6Pntlr9e9dVNBvVst/rgxJlWraM8TGllu31HIWibj1qWXmSjnIOg3rGyYgMT336jWXtoqHZ/t8KyJhlNbUTH753C9C96O/Jrx15tWE/biVsdyLTM/dKuqa40jum6XGHKPMwY5iabqVyqG5o+KytM7+/8yssPt7HI974ctEnfNLU52cSJE9O+v+OOO/jmm2/o3r07nTt3Nj6joqKi2X1BaOn7cs0b91H9xkfW3/vuDFdNYAOwSZwHmDeKjJSyEdhaCNEFeEEIsSVwN3Aj1u7MjcCtwK+0W00FZeyppJT3AvcClJeXy2Fb75D2fb/26dlRuGaRr9wN3Qb5XuP3TLlsTuD7xYDyUOkp3ORcXtkQ6XlB0fPUTYZ5U6egysN5j8qvoHkkBmweXsiQmGVpGmRUGTnzXM/nBWtrGNLVPHkJmme5Zt7UKew8blzqf70saud5mOFWQ8mwMUBTmbjlx4K15gHamT8qT4K0SRNh2qkpb5WMJpkUbrKFfW89HYVeHtkgG/UoSH01EbUs3QjbF0O091fvO3nSB+w2evNm7WHV9Pmu9/YYMzT1d0l/1T6a9+nOd9HzSX9Pvzql6pLehpr6sTJq501Pu0e1XV0+rz7Nrz349eFuY5tXmk6cY0g2MNVrU531Kg9oXiYzV25o9owtenVM/e1fXqTKy1lOCucYGKZNZKM9hpnLQPM5me5Ef9999zF27Fg+/PBDbr31VuMz2pKzfy559QM4bC/r70P2hAdfgCPOb12ZWoq8UWQUUsp1QoiJwIFSytRp60KI+4BXDLcsAwY6/h8ALM9UjqCNunDNosAdbb/2halrsz2Iu+HXkfVrX5jTSfHyyoa0AaElJuB+6J1tGOUwSEctl81BDChPlXFDt0HN8tk0UQ0zIdSvjZKvQSbSevmFoXbedEqGjUnLjzADq1PZU3Lksv145aFeXi2txDifEbY8vGRTz/KbfJlki5IHbp8HKU/V9tzaa5j65VbWQd7bhJpYeikxTpqUfLOSoDDli/MzvQyVnCbFO4g8OpkqMXp/6VSY9DRVPxEkPb2cgr5nJrjVUa9655TTpMBEwZmHqo9VBMm/qP25F2EVmKBsueWW/PKXv+Sf//wn559/PoMHD85JOm0dIYQYUw63XGb9P24snHO99bncBE69zwtFRgjRE6i3lZgyYF/gZiFEXynlD/ZlRwIzDLdPAYYLIQYD3wMnACdlW0ZnQ3UbSN0mKnon67XCouM2wDiJshKpaAnFwisNlU/O7fdMJs9BiLqrlSluSmM23jXoM4KW94K1NakycSoRYRUIN2VGn3y5TSBNygwQSRY/3Cb1btc50eUJu2oO/srt4gLhqsC6lb9XHjknYEEWNNyUmGyUg5eCqk+S/BQaL8IqMM7vTeUTZgKndmOCKDHZqttu7UelH1T+oIt1EHx8CzIJD6r8R8FrjM6EbCwOuu3GuM0TdIIqMdmqZ2HqUlhuuOEGnnjiCa666iqeeOKJnKSxETBy6EAoLrb+KSiAsSNhxly2Ab5qVclagLxQZIC+wEO2n0wCeFpK+YoQ4hEhxNZYpmKLgLMBhBD9gPullAdLKRuEEOcDbwIFwH+klDOzKZxpIPUbRN1WcKN2TNB84M5EgYHW3x0JMzAF6Si98idoh52rCYXCOcgFmXxm2zSgn2OCYFIgZq7ckGbmYEKVRcmwMYHqr1OZgaZOx7lTFVSZCUuUNhJVsTSlFWUXJpOdOSdB6kPQXYwgZn5hFAy3yVW2FdQwioufyY9bPQy7G6Pj1U+59Xkqj03lF7RfzdbE088U2KuP0JUZCK/EhO0bTM8y7WCFWVAL0o626NUxsFmZE7+5gikPnQQ1kXPD672cz1F1MtsKTb9+/bjkkku48cYbueiii9hpJ6ML9CbN3y5jVtdO6Z8dsieUD+JLNgE/mbxQZKSU04FtDJ+f6nL9cuBgx/+vAc1CM/uhd16mjsutUToHbecqs9eKeyZKjE6+78L4EXSwdU5sTMqMn32512etRZiBxWme5oXbSraeP3pd9VNm1OTNbVAPq8y4yRUFt0lvEH+wMApApr4XfnU9F2YxUZQBZ//ltzvk5bvmpdCY+h5dsY+qzGTDV+GLhWtSf28/uFvqGl251+XzU2LcdmO86pbXhDBKG3Kr817+MflANndiMnlWlHqp969ei0RulhvZJltKjPN7k0KTTS677DLuu+8+fvWrX/HZZ5/RocMmE5ArEK99CI/9Nf2zA3aFux6H37eOSC1KXigyrY2f2YCX2ZebyYxOpkqMny11pkS1Dc/0+fo1ful5dZJ+5g9RVtr1jjrKzpAXYXyxnPIEwc+XwKTM+O3GqME8iimBvnLotorpnGB6KVRB885t8hzUzCKs70dYc5igO06iodZVyfLKC1M5OeuGbmLmhjONKKuupnzJVv8Sxp8C0uuYU3lx8sXCNWw/uJtrmrKuhtp501NKzMppS9O+7zV2oOm2QEqME9fxx/5dSPPdTR1nmwm6W9JSpBzXMS8Meu3WQrgd27D1Te8ngpRZFHM4k1y64uS2aGQyVfQiiELmtygAufG1caNjx448+uij7L///kyYMIHHHnsMITb6jYZACCE6jxsLfXulf96tCxQkLNcNKeVPrSJcC7FJKzJuZjTOzt45UOn0sH87BxRwNxUIo8QEceAzEXbSBd6dbVSzHrdn+m2thyWM7bafSVeQdNQkPgz6hD1s5Dq3SacuXyar8H6TBVNaYU3MwN0MQqWt6oeaRLqtiAfFq054mY74Tf4hmnIZ5X38/FzcCLOi71av3JQXr/L2WtHX65iXD4cbXiakQYMWuDF30brU38MHdUmrh15lpisx6jOnMuPMF918KspulNNkU1dmnLgp/lFNlXRMvmteCx36eKp2q2rnTW+mzATF6dMXBK96puefXwCfqH5XCr9AIs68zJbPrFc9C6LEBCHbJmb77LMPN9xwA9dccw277LIL55+/iYTk8uHp21k3wyWA6EF7wJlHs5KN3Lxsk1ZkoEmZycQOP9uYorlAUwefTUxRVbxsdk0DQJCOzitiy8yVGxji+4R0ooby9XJS9urAnQO12/2tTS4c4E1tImxI7Kh4rYiHfc/WiHKk42wDQXyRohK0XEzKTKbPdCNIH+G30+ZlRhpWgXHzV3Ayd9E6hg/qYvxOLpuDrK0O7RcjBpQbZdaVOLlsjqfvjTOMs06uI1GaMCmhURY6dMIutGRjpy9MlM1MFeeg+PmfBFmUcH6vE/Z4Bq9xNJfjwpVXXsmnn37Kb3/7W7bffnvGZTkcfVvk1Q/g3BPN3x2yJ/zxbjjtdy0rU0uzySsyJhq6DaKQpgbpNWj4rZDoK/mqY3fiFZLSSfCzVPxXLIOEhQzqgGzq+MOs8IN1QFgZZhMir4hQUZSYKGE09YHaz8wmqAmc02TN9KxsB3jQMdUHE9kyTTGtSjtRE0ylwKjJvkkRdSPsaq6JoOWniOKP4Vw4cE7Aoq7SR5lARPVX8jNzUeh5FeXsJD8/uDCheXV/BVXXlHnZ8EFdjArMFr06MqRrKf3aF1ptwPGdaTfGiWn88No18VNi1Oc9xgxN2z3JRr0H8xgUJsJdpgsqJnPtsLvG2YpIlsmOi97mgy5c6GMfNB8n/Aib/251R3//TM8KypREIsEjjzzCdtttx7HHHstXX230Abk8EUIkthoB229p/n7L4TB7IQghiqSU9S0rXcsRKzIazk5EDChPmY1lakvs3HJXuG0XR0nL+Qzn5MRLifEy8wozcXSiOww7fS/09Pxs0J34DdD6O+mDhtfhYuAdBcgLr2AQQQYdfdAPO4GOQtDnqBOmw5qmuD7Pw5bby08nqCKaa4KYXARRYHRMwRXU89MnNIub3ZuNiYNfXXVLw2vRRX+e14QwbCjnMAsZ+iRWV2p0xfmLhWvSlJig/ZMfJcPGpO3GBCGs700UmbLlIxNmnHBbGPSLvGU6Jwea2ljfhiQLXPzrILpCYwrLHrWdO+XywrSY4Ua2+kM3U9mgod1zrcQounbtynPPPcfOO+/Msccey9VXX90i6eYp2287GhIJ85dCwC5bw/Q57AJ80JKCtSSxIuOCyQ/Ai6CTVjA7jmc6oPjZNfspMboCA94Tx6ADchhlRjfz87OZ93qnXJjuhD3fxjlB9FKQgjhsZ3MnxrS6ajxJfrG/AhiUILbdphXXXJmABdn5cxLVD8PNhEntAOh13ymbF9mcNPj1XWEDOwSNVub8LujuU9jdWC/0PHYqNApTv9hS9BgzNHJI56D4KTNufZhzch8kaEZYpcntUGGVplOhcWtjuuIQxR/LidsinWlMc6LXKX1s8mrvfgePQjBz5zDWHFHD/+fyLBmdbbbZhgceeIBTTjmFDh06sO+++26Szv+//zWfbTXC+5pDx0OH9kxkI/aTcdHjNh30DgWaOg/ViMOYXugDrfox4aXErJo+v9mPH34Dhdtgb9qFUSYUYSM5md7V2Uk78ztbq51uOAcYXa6oISLD1g1nxx42Uozf55lc6yxbVd46RQXZ6ffcAleYGNK1NO1HEWbSofsgeJ1P47xO3Wv6UddFsYk3KdSmuu+1qptpxDATYkB54HbgdZ16jvN5znwLQpAyCBPYA8z+fc4f53VDupayRa+OzX6cz1F9YhRq5023nPK1+01jjhhQntZm3HZgwio5pj7L7aDKoIRpl2HDOstlc1I/qr8qXLMorfxU2XgtWjnblbO9ZsuPyG/BzBQVT2/rC9bWGH90/OYUpjan9xe186Ybf9S16gfwnAOY0grTp2TKySefzFVXXcWrr77KP/7xjxZJM99462PYf1fva/baCd7/rGXkaS02aUXGzYTFRKaNM0yn6WUXnQm6QqF+nJPGTM13/CYLKm2F0z4dmjp40yTT773cBhTngBB0cqWv9ubKiVPHNHkLUxam7X59cGppTAOlk5YM4zlz5QbjxMZvgpAL5+koirzun+Q1KXEj6mRDV1hMzzEpMEHzLkweZ6POZKve+Zl66f22moxD8wMYdZQZVibmZFHqrrMOBZ3YmtDrR8mwMa4/+YBTYXL+KExKFDQf04K0bdUXeS1guI09XnU36u693ncEWYRzS6ulFJobb7yR3XbbjUsuuYRJkyblPL18QgjRt10ZdPYxPGlXBr27gxBicMtI1vJs8qZlfge/BUV3UDShtrP9wtd6BRfwwstJ08uECDKzU/eieV6WGs0BKmvDD7Ymu3vnc8OYheh+AurZzkGk6W9b6QsQatQtdHYQkwFnOYRVLLOhtNQ3yrQ6C00dhtPc0m1H0YlyTIam85dUyFgnbn4OYcyPgjgJuznagzlMt8lOXt3jpeQGsZ1XuCniKbO+OisdPb+V47cTZ147ycXkImzEIxNBz/RxpulmaqRwK1cTUQ7oBX/zLxWCedX0+fQgPVR/P49w18o/s3be9FQaujLTY8xQz5DOTrzGHvDemXEeZKtkC2Mqm+mJ76Y+NGiQEnCPwhlmnNf9R0w+O/qY5lyk8/MHdTOFjiqvk7AmX2EPLw5iGp0rEokEV1xxBRdffDHHH388X3/9Nb169fK/cSPg/htZvnZ9sGsP2RMO2oMFbKTmZZu0IhPG7tm0PQtmJ3t9IuVFUB8cL0z+MSbbZtNkLOwEAqI7HjbJkK7MbD+4G/y4stmZDUF8ZdwGFD/5gnbspolqmlzaBN8Nr0mG+jzTFeKwE4WgpjrOib2bQuOcCJkmduozr0hLbqHAmymQISKX+bXBsL4pbgqN6bmZYnpPt3z2PJsjB6vd2TprwoSfE7HJd8IrWmLOQuKWlEG19XevsQNdo5c1U2Ycirx6BzdU2zItbjmDZ/hN8J39qK7MONMxYVJogpz1ovtueCk0QSJ3er3jzJUb6Gu4x+soAZ0gY59b9DZV71R6qv1HNZ92U2CCmieH3cnXF0P0Raco5d1SdOjQgWeeeYadd96Z008/nddee22T8Jd59QO46aJg1x6yJ5zzB9hYT97ZpE3LdDMoN18BcN8i97rGlAZk397dreMP8uwoE5CwfjP69/3aF7qag6kVLN3ETH+OyWZaPdc5COiDVxDfFqec6hnqOVHM8ExKjMkOuqXPfnBLV8kV5oC5qJgGRj1og8ncMKz5RBBbeh23le2WUGLc0lcENTPNthJj8lVxi97mZ+/vh5s5pMnUSTf5Ceuc7zTzyVb5uaErDCYTJr8gMKYIgF67FKoMVHmZ+kGvuhKkHjnNM/V6YWqvbqaQQcwjgxwf0BLo5tOKMP2M0x9Lf05YSwk3R32/cnazAnGaBKvn+5kXtsbOzNZbb83f/vY33njjDR5++OEWT7+lEUKULFgGIwMewLd5f1i1FoQQ7XMrWeuwSe/IBMG5beq1ouRmQuQkrAITJSSqH36TsKArOX7XuOVR+u5Q0+pp+5JCqLKuC3sQYpoNcyrv/ScyzhVJt7zWzVeCnCXjtxWfixXibPm/OGVT4ZfBPKC6TbZM5jZqoPSagAWVr9luWMCoevqqqdvz1bUm2TIxIzM5/ZrI9IBe06TE6zyioBMPv10Yv3odJDyyG3odUyvFYOpX3M3NdNzKTN8RNMkpa6sDye6GyWwnSDvORDn12k0OahngFdrfDWef4XdGDjTfuXVLx888OcyOazaiR3qFkQ+CX9TQICbMTtzmL247cM4yce7qQpNZpNPSI58499xzeeqpp7jooovYf//96dvXtEe30bD77ttZ4ZWDsvdOcO25VLARmpfFikxATB1CGDJRYvTO00+pckvfzdQmG2ZNTvzOVtG3qLfo1ZE165pf7xVCOZiiZB5gncqaW1nqMgZRYJyf6YN9GJvu1iKIbEFN8/xMYcB9UhD24Di/yUXYya3b99le+Z27aF3q7+GDuqQpOs48CGsmojApjaa8Cru7FeT8nKAEMR91898wmTpBuv+MRfrkNRdt0O9QzCgEjR6ml1/QgyNNpmbg3bYzCa3thsq7oAENTGGPv1i4hr3bNQ9r7oWbbGHbgz7WhD0MOhv4hfrX5y9BTIJN5mb6AkI+kUgkeOCBB9hqq6244YYbuPvuu1tbpJxx0Wm8feDu4e45ZE94/FX4xa9zI1NrEisyIfFbtfFygAwzGdFXG92eHyV2u58yE3XiBJntDOgRzHTcJtF6B+u0Pc9EQcs0Jn9QvA9BDLbyFbYeZEvBCjrZCqLEBFEyvFZUg/lnhVNosqW86PVaV2IUzgmYJVv6LqDTZ8Jt10tdlytM/UeUoAf6SrnbxDLIGSRu/SWkO9W7+dMFORwY8msV2msiqZeHX1CbIIs7zmsVXmf5ONN0Pl+vw6YgBuo6U5omth/cjfbr1rB9b3NYc7ddGS9FK6y/qJ+vlh8tcVaRV6AhU5/i9G2E5r4zkF8KzYgRIzjjjDP473//y7XXXrvR7sp8MAX+/Ntw9+yyDVxwEwghhJRS5kay1iFWZLKIX2drcrJUmEwngGadhalzDbo7ozsqQvpAZJpEez0rV6jJnGll3s2cyc05EbxXoaMol3qaCrfJo5tzKrgf1gbhT3X2U2bC7hK1hI8MNJ8YBx3Qw9iPm1br3SKaKfyUGL1+ul1vUs6dyktQRHEpUOPpAO6Hn8NuUJx575y8QXD/BbcdVzdn9CCY6r9zkOvnqPsmMyBdJt0fLpfospsUuDAKqlc7ctuJCGqm6aXAOD9vFmSAdNMmtzocxATV7SBMP8IoM354jTGZkEnkVPBu52GVGTArNG5zlNbm8ssv5/777+eWW27h1ltvbW1xso4QYsRhe0Npif+1TgoLYfRQmD6HrYDMTmDPM2JFJkOChh4NYzYRFWdHojoXfXAs0OyyNyN8J2wa7HJxRolpopPt04NNZnvZxhQG2DSBMw2wpme5EdYkxISXOV8mOHfNTEqm/l5u5ipRouyZ8Itk5iRofrgpNkox9/OR8TKHsfJpcaCwuepzr8WQbE68dKXGLSSt6cRztwiFYcydsknUuu8VtUzHTRkx9W1e1+qYlEv9cz+86kWUw2CDmA6aMPUX/boN8lRAnYQtx2yZV0fZlWmJnRg3wigzOroPU5BQzS3B0KFDOe200/jnP//Jueeey9Ch0Y6zyFduu4I57dtFu/eQPWGrEUxjI/OT2aQVmaCTJRNhzk7Qnfb8ItKo7/zCUDpxm9AZ09CeHSQMqFs6UUNpmnDG3IemiY5FaZpzaqmLQhMk6IIXXk7Q+kQjivmO1+AWNPSvST6/iV6QQUbltckUQ59gemE61wTMNtZuZpNebTBIeF4dv9CtJtwmQ0EmHl6hWIM6/StU3stCawku07C5EF2Z8Sv79LNRmvJJhVl3vrspH9zqWtQFDK8zSPwwrdo7FSyxag4l/cfQw+c5JpM/VxPLkGa9bmWYzR2kTKIpOne0nO9VO2+672TZGapa5Zfb2VBb9OpIdUUi1CHXOqad8EwXttz6ez+53Ey9gygKQdp11Hdz85tR5MvuzE033cQzzzzD5ZdfznPPPdeqsmSb1z6E//4p2r0H7g5HXQBXZVekVicvFBkhRCnwIVZgjELgWSnldUKI64GzgJ/sS6+SUr5muH8RsAFoBBqklNsHSdfNpjeI3azfdnuuCOKDE1RRgnBx4nX8lBj1v9+E3+0MAOe5MhZNB1GCd+WNYhpncpD0U2ZMuK2Weq3UhV2VM/kL+YVqdTvnyC+al2lV1c1hVGGKfqNkdDtsLUj9C6K86c9tsFdy1btAc0fhIM7BYcrIyw/DLy1TOSj5w54BAu55HtYsJkw0Q71+gVmZAVM7h2Zt3cUkNyimdwzji2XyJxHFpYgBm6eiOfV32SVz9n+BIn6VDMiqIhLWn1OR6XhmMstzRi0D9yAJznN3oGliAO6RKecVJLKyuxHFX9TtfBmItuOil3/UiGphduai7MqA/zl2rUG/fv248sorueaaa5gyZQo77LBDq8mSTYQQHXfYCgb0iXZ/j64gred0l1KuzqpwrUheKDJALbC3lLJCCFEETBJCvG5/d7uU8pYAz9hLSrkqTKLOgVM/4dukzDg7EdNKstvhe16nKgc1LdNNcryuU/g932SH7EWQSb2X0uIXrUqhHKFVJCc18TPtDpjkimouZprYeUWMC/pMU/3QlZmgjrl+yqpn+ExDQAS3ScGCtTWUaBODlvAT8CNIOPQwu3KmXcBsEtSxHPxPIF/SUOsa8MKrrZsmGQq3PsXNryysA7Qi7GRON7MMa2rmtxMTVYlxPlMWrkhLy8ufJ6g8prDfmRxanAvTS0WQMnU7a8s0SV4xbaXrc3pAypJA5YZuFr24QPj2UW7v5eU3E6TeRwmAYMJP/jALjUGjk7otigTxwfOr663JhRdeyF//+lf+/ve/89hjj7W2ONliv/12yewBB+4Gk77kQGCjyZTWn5kAdgSFCvvfIvsn51EVTCZMQU+Ud+K1GqNIbVtruwlh/LWirEYGUSwgunN/lIkFNO9kTWcAuOHn5J1JtDHTzlSarC6rpV4DXVBlRqFPavQ0gp7F0CyqleNvVe+Uz1RzX6lS5i0mJXNUwjike65SazhNmDLpxJzmXpkoMaY80ldlTf5Rbs7lzmemyr2uxrMOR3EOd1MC3XZrMglN6zaJ8/LLimpiE3Ri6SSIAuNFVMVaX9DI5EDEKNe2NiYFxk2pcSo0kO7zKRyKvkLPb9P4rPLfTZkMEuLdeb3zWTpufXtLLRK5RcXUz5gJS74oL046duzImWeeyZ133snNN9/MgAEDWlukbLDtzmMze8Au2wCwHRuRIiPyJQqbEKIA+BIYBtwlpbzCNi07A1gPfAFcIqVca7h3IbAWS/m5R0p5r0saE4AJAD179tzun/99NO37skLrAEDnQYBFBU0+UaKh1vMdlA17fWN6nqroT37PlXXpnZ9+4JooKfNMPwhW5KN0eSFdZqdsTvmygZ5HtY1JqhuSFDXUsK4xvTNvX2L97ywXJVsUmfT8NWHKH6esTsLUE2deK9yea0qjqECk1RNVNxqqm6fVUFVHYbti4/MKy5rkUPVJvbMu44aKCkrL2ru+m8pP08GASi5nenq6qf898hzc88eZNyb53J6pnlfd4B2VTdU7PT0TeptxpqcIEgXO6502VNXQoQXmO259hKK+URrf14sg5enE1LaCtHm3Pi1IG3OmpfBKs6Kmjg6l6e3M1MdEqd9B63YmmMpWodddN4LUA73PkLXVqf6hoaqO+mrvRYuiMluht/s01afo/ZepPKD5ewZpl6a2HqWNqz7Gry8J255yQS7G+b333vtLL1N/fU729NNPh06roqKCDh06GL9bsWIFJ598MkcccQQXXHBB4PuipufHXnvt5Zkffgghbjq5qO9VwwoievsDi5PVPFi3/O9SyosjPyTPyIsdGQApZSOwtRCiC/CCEGJL4G7gRiwF5UbgVuBXhtt3lVIuF0L0At4WQsyWUn5oSONe4F6A8vJyuf1OOweSLcxqiWm1R1c/dNvhwP4O1eEdzL1O9PaLihVmO10niF22029hzXdfs77HsLRr12OtXpscRjON0OUXKMBNViWvwsv0Kkwe6M91MqRraVpdsWQvC7QrYyK1S5KqTzWIAeXN5Jo3dQrDtrZsi031osm8ba57YpqOY66/Na6r1mHyPYj9uLPOlRHc0T8btvdhzpVopPk7fjp5MjuPGxc6aqDu9O+GV/2H4JEYTXjVc9OOTJA+0kkQp34vMx+vfs8tzY8pZbfRmwfYjd7cVTbT+KDLF3ZXJhsR6bx2RMOUuykvVX+h+i2nn4xzJ6bP2F6pv51nzaTOmemv6rPVf0yatZjdRlt5HSYYT7YwlaVf2TrJNAS0Ti6CeXgRJT19TjZ+/PjQz5g4cSJe97399ts89thj3HnnnfTr1y/wfVHTi2l58kaRUUgp1wkhJgIHOn1jhBD3Aa+43LPc/r1SCPECsCNW8ABPgtrTBoluls0OMmo0MydBJoY6QQfMIBOcsDba+ooVmJUYv0AGepQbk7xB/Vy8TMLAGrj8zn/xMn1zOkSr57pNdoOexRBEqXGLKhbG2T7bZo6mSGam/ImKV4ADv7MoshUeNeyZNenR46C6rtHKixLLRMI5yXcza3K2E7e+w0+BMdESpjBBlRj1nR6RLYjTtVufF6R++5n6mWRzwxQ+2GnirGT1iqqY7ZDaYcK/h5kAqzqoR3tbOW1pmvKi0A/M9MNvfMpHwranMIE3nPjVEa/6FfS+fOPqq6/moYce4pZbbuG2225rbXFickBeKDJCiJ5Ava3ElAH7AjcLIfpKKX+wLzsSmGG4tz2QkFJusP/eH7ghSLp+Kxl+iopXBxl09TVMpDEI7vOi8OtgotpgK7yCGzjTz6bNtjOP3A7q8po8mBQMt7CRXpP7MBMjkww6YVbs3QJGqHzwUmjc/FaChqcNEinNRFAlXMdtUpUt/JQZ3W8hE5zP8SvvLxauSfPd6duQ5OU5Pzl2L5oie0VtX0H85HQFPSx+ZRfEPyYsKj/6hZhghQ33LGurvXcjMYe+9sOUH24BB3KJ36HJJlmi1EMVISuIwmLqu8Iu2vkFVskmy4TF8gABAABJREFU+sHHJoLsKGeLXKWRzz5ZQ4YM4ZhjjuE///kPN954I+3bt29tkWKyTF4oMkBf4CHbTyYBPC2lfEUI8YgQYmss07JFwNkAQoh+wP1SyoOB3limaGC9z+NSyjeCJOpmXhQmIpnCNClxO6RLnxjpISndMIXxdCPo+QJBzSicaUY5g8JtlUzlm5e/gn4GATSfqDsVGtNhal4rTc53jhoHP0xkITfzOoU++HkdFmhSZoKamgWNWuc20EY5zNXPzMntrJMgyozXZCrsGSKmMgiCn3LrFgDAiVt4YhNBQ6oGjaTlJOqhiqb7o7K8siFQuHU3wprdmAIKuO5ylQ1PfRYk3LiSx5S2lylj0Lw35bebEh6mPPW257VTEzVipFe4X115MfVbzihyuoxebTdK/rjlsxN97HdTaMKYl+tt2GuhTidMAJywY19LHVabCeeffz5PPfUUjz/+OGeddVZrixOTZfJCkZFSTge2MXx+qsv1y4GD7b8XABnGcXA822PlLOjKcBBTFaeplJevQ8oe2O8gtQiEUWLcMOWJ165Evm1Be51FAulRzEwrlCb8Bm8vRdBZd0wHU2aKPinQ65NbWWZiUmYi6qGpQchmHfNrywq3ctInRHodCmPi5iRMXfBSYoKY4WQykTbhNM0M81x9dyWTVWCvNqgrxH67M26LKuC+sOI8pR7C+d15KZ1eURCdz87WSfZ6+uBeX/z6Dq8Ih16LeFEi1HmRab6EacdO/Ha6vQ64hXD9np+ZJkTzNY2yuNUS7LrrrowdO5bbb7+dM888k0TCPXBLTNsjLxSZfCGIrbjeyZn8JrxOBNedtjNVYtwGpLBmTer5fis0QYMFuClJpvNLFqytMfrIONNxms+UDHM/TTuqwufqc2P/VnKbbO+9cBswmoc9Tp+YqsFQDwuumxOFPZPIzT/GDbddIGjK60wHryDO6GFW93OtPDt3TNROiZvSGWTCqCszzpDQzjR/0bXpHr9duihksoMS5V4vhcZPcQ/iz+I1EQtSJ9xMzUzmnG67Caq9uSkzYA5NHeUMM4vgCm4Qk8Eo5Wry6cmkbgZVYvQIYl4+aep7nShKTBiFSfUTpvodJH+8+kg/5dxZbwKZTgYwhzQ956f1ldTWN9C9Y/TIWtlGCMHll1/OySefzIsvvsiRRx7Z2iLFZJFNWpEJszXrhm424jX4OndhJNYELqgZkN/KuZMgOwJ+6eiEOePDa/XeqdA07XKUMhN/XwUln1ese2f0reWVDWBStrRO3U2Z9DJTC6LM+Po9OQ54cyo0phV659+pCayLMuN3KrNTmQlju68fSqgIcxZSkEAWmZwK7RZcQW/TJlO+KDjNvsIoMyZHdP3QTKc5mVOpaS5vadaUGZ2WcOr3m3DqcmSyOxjWhM5LmRGrSEXli6rM6Du9Uc6ocsrqttDmRa78z0xnAHkphGEJMk7rdSuTXe1s5JOXr4yTbO9Sg//BnqZd8ih98YS7n+edb+bx4DH7RJIzVxx33HH8/ve/5+abb44VmY2MTVqRyfZKrdegX7hmETjCtEspqa1v6hgbkkkKHdudzt0YPyUm22YCTqLkkVuH6bQXl8vmpJQZcD+jwzkhNA2GuTqIK8yuBfiXQWMySYHLdrY+WPhN7Ex5kkv8gjf4lYFzwhnmBPogSnumjrK6UhDkYEy3700HW3rVCbdFEF2hSaW5Lt13xrm667ZT11JEmUArvA4PdDsUNiyZ9PVefjP6SehBlBmwlH/dfy/TPtx0iGnQyJpBTqCPsnOTDWXG5OMVNDKZ/l5RTHSzEdQHzP2DTqbt1s9/1TReeJmxQdNClW6ZoZ5z60uTmD/rG84++kBGCujesR39u3Wi14hw0eZyTWFhIeeddx6XXHIJc+d6B+mIaVts0oqMTtDBt1/7QiZOnMj69es5ajf/lRO1A+Pkqj/dzpvTvuOEXcfy3/e/5Bfbj+TGE/ZPfe9mIpXN1bOog3tQXxGAb+Yt5pl3JnHM6D6U9+uZZkaklJl+3QYxz3Cvc5K5YK1tmhfA8TdIxCLnoKo66v6OQdXNsdIrz0xmPvf/806uvecxxo/cnP+cd0za9aZVN+dKvT6ZVf87B0HTzpIfTiUtqiIYNUwnNDdJC+rE6kRfob/mL7dTXFTEGeO3YWDvdMNDU8AHHd3BXqGvoM786nOmfPQe+x1xHP03H9Ls+rDn2wDNVuW9FJoghNmZ8csXk4IexGzVq4/w2w1zW7UOGh45bDjpIAqEXt/FgHLE+sVATVp99lNmwLHTq57nI2fYiGB/+f3l1NTWcvVvfk1R/5Gpz71OtfdC5c+UKVP44osvuOD4g1Lf/fk/z7Jh/XouueQSOnfu7BvF0gsv82q/AC5h3inMDk1QBUnhrM9eJubO5zvHDDD3f24m36YFvSjBeMA9SIzqTZ0KjUqjcM0iXnzzXSZ/OZXjTzyRks0H88htjv78Tw+GliOXHHfccVxyySU89dRT7Lbbbq0tTkyWiBUZ/A9OU6QmGKs2cMSRR1JbW8urj97L/uN3C7WKUjtvOj/+XMGMJT8yf+hq5q9YzZR5ywCzPXAuHOTDPDNqxygGlPPrM6/g85nfMfL8Yynv15P1VTXM/WE1A9ZtYLPtd027XuWvGgxMk8tmCo2P2UWQ1SnnIFAa0NwwSAStgtUL+fVf7gbgmx/W+q4+OuV187kyrfQHrXtOBcZZz4KUbZRdvyj23kHqvJSSb775hq222ipV/jf/8z769uhKr8JGzj76QNd7nZM5P+Vgi14dWbFsCfV1dfQfNIREIsE3X0zmsbtu47tvpvGn+59Iuz6oEqPvwDlX0t3OFdqiV0eqK9z9yHSfGUWYFd4wgTv8Ij56hRd35rvexrcf3C210+S2qxXGJyaXfacsXJE67NLLtLOmvoHSosyH2qAKzd/ve4if12/g0l+fSdmaRSyuLuKDDz5gjz32ING1j286bpP7CWf+kmQyyf8dthdlZdY19/zrLr5f8SMTJkygc+fOrs908+XyO9Q3iE+fqrO1jUljHTPhFpzD2X6iKjFe5mNeipNXxDc/5cbUpwSp+6b8VweUqnDYummkLvMNf7qZGZMnstXockTXLkb58oUBAwawyy678OKLL8aKzEZErMjgvXrY3NkaNu9UzLHHHsszzzzD+F12DJ1eybAxHH1YLScdfRjbd2zk1D23Zdy+B1BYWJB2ne4gr9tAu3W0fuZGmYZO9kIfsK6fcCL/ePJlRm2/E1DJFY++waMffs0/Lz+bCdun3xs1ykwmeA0ebu/tpcQ4B8LVBV3p1aM7K1et5uvH/g54T94VptV50/dRzWx0GaIqqkFXyMOEFjetuOoT7Pvu+ge3/PF6/vbXv/LrX/+awjWLuPa353HcuFGM2Kx/s2e7reIqPyS3cMczV27gf/fczcSnHuCMi6/k5F9fzOARo9n/qBM45pfnNEvH5Bdjaot+E263w1eVzCaCmLK54Wbe5DSHdfr1uWFasVXvok8wTYsUymTP+Y5BouZFUWCitB3TM/WJua7MPDdjPjd/8BVPnXgAg7t1Cp1mFLmv/s051NbVUdh3BA2lpVxx6qk899xz3Pi32znpjDPTrlXKst/ORDKZpP/mg3n33XdJ9hgMlT/Q0G0Qv73scio2bKBTp06hTECDKDEKr4m0E6d5sp+/pVdESL9FKr1NuoVadsqiCGPa5hfKOhMfX2c7UvmvFBjFymlLjWf76P3p7rvvzu67726l7ZA1V2bfmbLrrrtyxx130NCQ/welxgRjk1ZkTI6SzlO/nTg7voKCAv5w+7+47957U8846ILr+XL2PF674zq2Hz3caDbz9ZwF3PfCm4zfbiuO269pNWC30d5y6gqNU16wOl59JTboxNSt0/abEAWZzDd0G8R+Rx/Pfkcfn3qHbbZbzNTv11DSe2CaY74Jky9CLp019ZOzozzDeU2/Ll1YvGQpDQ0NFK5fFlhOgLlz5zJ8eNM5Fbfedhu33HILF190EZdffjmFaxYxfdYc9jn6FLYcujnv/fsmz+cF9fkJcqK3lwIT1XlXNzn0UmYqKzaQTCYZMGBA6v7f//Y8ozxuONv49oO7GZUZgOLSUrr06ktR36HMXLmBncbvy07j9w2UhrMdhMUUpnleQaLZJCrKeSNeEwxT2TonnLd9NJWHvprNRbuN5ZfbjQLgy+9X8qtn32PcyM157rJTUv4fYdCVGD3Co1Mer3dxC0qintXY2Miq2V/Qv2/v1PMOu/hGJs+YwzMXn8C4EZul7mmm8LukoyOl5JhbHmOLju356vuV/FRZzcuzF3HhLpk5cHspMR9+OoXq0m7svPPOXHDlH9K+23nv/Vm7oZK+/Zor+RCsT00kErzy8sup/xtKBgFwxGnWmRwVHvcGUWIe+mo2t078imM26885wy2TzarNOnP4w6+xeZeOfHLrhanneQVe0XcxnUQ59NbL98srdLrqP9SCiMItYlkQMhnTTYtfQfpqpcyEjXaZi53QbLHttttSV1fHokWLWluUmCyxSSsypsP3dGUmqI36hqpq1m2opDFpHez4ypezmfTtQi44qxdD+lvb+VNmfsf9/3uLuuJ2HP/LM40Ds5cjtF8EkSDhNHVMu1FB7vfbftcnceqJF15SzoWXXGq8J+qZGl5E3W1ww22i73ZWQ+q+ED4lU6ZMYd/99uPkk07in//8J4lEgtqaGtatW0dNTVM6jclG1m2oZENVtefzggxAplX5xQUiVF3yGhgf/fBrpISDty1PheV0+gw4n+FnC3/x767hsKOPY/etrRUA565HQ0Mj6yoq6dHFffXbK+Lc3EXrUn8PH9SFXvuewaH7nsHoQVbsYz8b+CCruy0RCcwLN7t6E1O/W8h3X8xit1GDAKhpaGB9bR11DY2paxqSkvW1dVTU1KXd69X2nMqjvmBh8gHzOu/J1Ce6BUR55513OOrooznrlOO489zjAaiormHdhkoakumH8uo7APp4IRpqjfk2vbaMt6bN5etO7Xnz9EP4cOFyDh/d3J/KSabBCP58z4W88847PPTQQ+x2cHpEpiOPO5Ejjzsx8vP9Fm++/WEtUz+dxJpVKzno2JMDTdIf/2gqPTq1Z1th7aLUNTSyoaGB2samMlj17Q+sr61jQ12d22NS9GtfmPKzdKbv7JeDRgzLFD1sulfwkCC7636R9lqTzz//nFmzZrHLLrvQob93Hc8XtttuOwBmz57dypLEZItII6oQoj1QI6Vs9L04z3E7+FDfmVGdYFVFBWdfdh4HHbAfRxx7QipK0OvPPkpjYyMd1n0PwJNfLeDFDz5j+512YuhOewKwx0GF3N6hO+VDB6fSlMvm8NPan7n0ptv57LulTLvtN6kJ3kuzFgLwqxP2DeXsGAW3yZWpgzVFxTF1rP99+gVKk7Xss/fe9Oo1qNn3XrgpM27nZzhxlmlVdTVvPHIvB++zJ/36ea8SBzHbCBJ6WV8tf/PVl3n9uSc5+uijOf6443xlWLxkCYlEgpLSUlZUJ4EkJ0y4gCNPP4uSkqbQy6N2GcDKGZ9SUFBA45olfL6hgC+/ncevdxzsqry4ncnQ2NjI1PdfYeu9Dk19NnHiRJYsWcJRRx5JUVFRWh6YojjpK9hOxebWlz5i3orVvHf9WayvruHlNz7j+DHDKEgkPFf73IJcDB0+otl5FRP/9zgnnHMxe24zmmdv/p3xeWGYu2gdwwd1AeDLRWtTn2/Zq4gv3nqJ19f8xEFnXgQEMx8Jq8AEOUHcxFdffcWCqZ+y35670t22WZ8xfzGzFixl/3Hb0KVjeyDYwXcPvvQO/3r2Na45ei+uOHI8fywfyO//7zDKigopLbbqxP6jB7Fk/Da0HzaGkvZlRj8nv/DS0JSHs76ZTkFBAf12sM45XrN2HW++9RFdO7bngJ23NR4MqN7DFNLYyZzvvqOgoIABfXun+t8Xb72GhsZGOrQrpajQu4zS/BLqmv5//ZMv+bmiigN33pbtRg3lhctPZfWGKobvtAVdbX8Sk4+anvdeiq9Xfz96m+1Z8dNqyrfbxVN+03O90lbU1tZSXFyMECL1maqLtdXVXHP2yZSWteOcM8/wTANg9qJlXPCfl6lvaOSTm86hz7pKTtt2JMeNGUZxQQFltj9R92SSqdsOoseW1gTZLc8URfbCi75rossblKrKSh546W2OOXg/T/8fSB+vTIqLHqilX/tCampqeO/5J9l/vGWdIZfN4Y1PvmRdRRUHjNuGbqOtCfesSW+yfMWP7D9+N5I9hqTu1wlqXfHepE+pWjaf8T0LKSwoMN4DpJmV9Rgz1BiA6PkX7uGOO+7gt1f+nvN+e5mrbPnEsGHD6NGjBzNnzmxtUWKyRKAaJ4RIACcAJwM7YFlOlwghfgJeA+6VUra5eHamEIPOAxtNZmbffDGZd158htXfL+KIY08ArAbdrps9Ee5idXgnnXQi2+20E9vuuU/qmuE7DWL4TnZsdcdEsHP9DF6cMostBvZm5bR5JOzB4jevfATAYaMHG88hcCNspKGweB3I5uxMH/jXnXz5+WQefPoFjj/0gLRn1NfXk0gkKNA6Uq/Qw16HiSmcE42qedPZc8JVTP1uAd9P/YheaxYhpeS+x56msrKKi8/+peu9Om47d+A+QF5xxRXM/nIyXbt25aOJ79GvXz9O3jfdp0ql+e6C1YzdYiQ9u3fjmKOPZvSoUbTrO8jxfAGUQQ1Q4wi3O8Sa7FFWypEHnsH6DRUc9b972axPT9d3caYtBpQjpeT0C69g+YqVvDd2S8Aq11tuuYWqqioOOvDANEXGK3+c76QGvmQyyYT9duTTOUsQAva/9j5WVFRx9JZDUWbtQUwXZixdxfeLFzBk5BapeuNUagdvsys/r9/A9+sqkVKmTbrc8Nr9S9bX8t2CNYwYkj4x+XLBKp697ToSBYXsc/LZFJeWNXP01etoNpSY2sYkZT73LViwgH323Zeamho+fvnJlCLz4gef8Yd7n2DHLUbw0f1/ScsbZ713lqMYUM7YnXZmr0VLOeCgAygZVm48M6gE6KDd6xdlUc93lW8/r1nNSQftw0UXXshetiKzaNlyTrv2NrYeMYTxPZvy0e2kc6+QxhdecAEnnXiiVX/kz4gB5XSy7/1p7c88887HJJNJzj/+UMJw9V2PMGP+Yr545HbKxXr2HTMs9Z2q18lk0lqgCBmRMsjq+28uv4pfnPVbNgAbDLvDUkoWzp9HXW0te++4tfEZXotSV118Pu++/RaX/unv7LLvQWnfderajT0POpyhmw+gurqKDh28dz5GbNaPq355HD+uWcuWm/WxDtFyoTdW+dbU1vHR1zPZ/VD/8z/c/Ei9DmDVx5PamhqOP/QAZs2Yzq5ffUXnzp2pra3ls48/pXvPngwbUZ66T1/sdNu1dSox9fX1HHrgvixa8j2Lvng/1QavuftRps9dxOcP30bXTtZnTz/2KDc/9BwP3/lXTjzyUFeF1vTepn7npr//mw8nT+GOXx7Kr/bZIfW5yR8G3JUYgKFbbsMRxx7PNjuE9xVuLYQQ7LTTTsyYMaO1RYnJEkFH1/eBd4ArgRlSyiSAEKIbsBfwFyHEC1LKR3MjZm5wOhk6Qww6T17WlZnB5aP49dV/pFMXy9TE7YyNow7ZP/WZaRhyrmoXFxVxzzUXsGjmN/QaOywl1y9GWs/rMWYo9Q2NzKgvo93cRYzd6wDDE70Jc95ITU0ta9b9TL8+vXyv1XeGnIPh/of8gm49erDPuO3S7jnyyCN55913+XjSJMaMGZM22ASNOuNMH8xKSEFBgl3HjmLWoqUU2xPxqTO/5bzf/YFEIsGh++3F8CGDXO93EuVgsPnfzmDGtK+55o9/4eiTTmGfcds3KwcxoJyKykqOPetkauvqmP3tbPoBXTYfESqtwsJCTj/uSOSGdF8Pk7mXbi6zoKGM1979gD49e1BdXZMK2brHHnvQsWNHCh2r1G51yCv/EokEF503gV/Pm84Pa9dz2M5b8sPSlQhhnZ/0j4+n896yH3l/5FmU2av8zrxWzuJffvw+N1xwJlvssjd/f/DJZulsvvnmLPj8XQb269tMnig7md9/8DgrJv+PlQecxW7HnpL6vKRDZ/Y+8Sx69N8MKaXr+RBuiwlh/bD8oig67xsyZAjvvP021155Gd26NK0ijx48kPHbbcmD11/sqeDp9fxXJx7Nr0482lNexctvvceN/7ifAw44gOuuu84or27qo7fzJfPnkmxs5OHHHucPf7B8Pbp27sRx++3G5n17UTJsDBWzv+ataXPp3rEdex6crnA4yxnMed2jh9XbN9A1bWdxZcVcLrr1Pvr17MZ5xx3imU9vfPIlX/xYww6H7EhJcREH7Lwto4cMpHOHdpT0HZTW7qrr6jnp9ieZuexHZv394pQy6HYwJoQz9dUDQ0DzOvPyC89y8dlnsvf+B7L3/573fJ7OgrU1LFi8lA3r1qbGPZ3/PPxIs8+ccn/99dc8et9d/N/Jx7HVqFFc9atj0xYb9H4qrY+Ski2PP58lK35i5hbbMsLusyF4m3ISxPStqLiYA39xOPPnfUdlQRnLKxv4x9/+yh1//TOnn3UO1/7pr4C5bZpM2PQ0V61axfrqemrr6mhsbESFKdh/3DaMHDSALh3ap65duLaKrUaVU1oS/OhhtdBmWtTs1LEDF57wC/bcfz9oXOvyBAu/xaWzTj6OQ444Ki3dtsAWW2zBW2+9RWNjY7PF1Ji2R9Bat6+Usl7/UEq5BngOeE4I4b1km4cced+LAPx7h21Sn/3jybeZsmwNf/z1Kex6yBH06zaIh597ifvv+gdb77Evx/3f+Rx1+oTAaahBqqamhieeeIKRo0ax87hxQHrEm+P3A/azIn+o80wed6yE/PuJl7jsjv9y2nFHcM/RZwPBo2cp/Dr7K6+6ildffZW5c+dy+AH78OwDd6a+UxPD1T+v59grbqZrpw48//iDqXc85/LraCxqx80330ynTp3o176Qay+7GLi4eZ4UFVmmTHMX0WOo5eegQmeaohqZbOj7tS80KjGHXnQDVTW1vHz772lfVsrtl/wff/jDtXTu1JGGboPYao9BXPv73zNo8OCUEvP3v/2NFz/4jHP23IrDd7DkmTJvGbe+/BF3/uoXDAhhrpGWn7f9G7F2OcNGlNOpc5dmB8MpVq9dx54778i66nr69evX7DlukYV0++pbz7IGlNp506md9wMA/3z9E17+YjbnHjgu9W4fv/kaVz/+FjtuO5a//uaXDB20GZ+99gwLFi9NO3fi8ssvT9VVgCeefJJ//v1W3nziAbp07oRcNoe/Pvwcb3zyFZeeeiQH76qFodMoGTaGvvOmc+vph6R9/vFz7zFz6Y+880MNx+yzXdqqX5qSu3IdXfv0Z7PRY1x35wb26wvAC+9/yp1PvcLhe+7Eb048LPV9TU2tdXZR+0LA++DR2rUrSNZWUViW7m+z/eBucO4VqQnLXy79NetX/sCt/7qXfgMs04/7bv8zT7/0GmefegInHNH0vku+X55agHZzTAd35WXDz+t4+r5/ctNNf0x9dtn557B08SJu/se/6LflCLbbbjtefeu9tEn6kXvBkXvtnLrnybc+4t7n3+C4fXfjnGOaVtgXLv+RwUSLiNTQvidfT51K127uPgFuO66qPLfaYRwvTV1EF1mZMqEcDDz233tT7fzhb37gotuf4KBdtmumyIDZ97GxsZFvv/2WLbfcstn7qHzaonwY/3fysew4qBeNjclmUSSd3Hj/U0yZNZfBpb/h5IPG8+fzT0v73nm2TFlxEQt+XMMPazfw7bKf2KogPbAFND9Lpm+7AjbY0cAUE04/iYVLlnL/rTcxdJBVi+5/7Ble/fBz7rnnHrp162ZUagC232lnuvXoQY9evQGoqqrisMMPp6ysjJdfeil13W8vuYTp06fTf/Awbvzb7alFjFseeYE1P62kY5curnniRB97HnjgAR548HGKioq45borrHN47O9MZqkKdd24Hben89wF/LR6TZoio1A+SyY5gvqTvPfW6/zn3//i1n/dS+8+fTnvt5fxf+deQEmplZc777Ynb776Mv0GmHcu/BSkjz+cyBvPPckD999P3759mfj++yxZssSaSNv19c9/bh605bF/3Qq4L4r6sbyyga6JehoaGujYbRAv/PcuRyCPtZ5nHyl0f7FsHuTaGgwfPpz6+nqWLFnC4MGDW1ucmAwJVANNSkyUa/KNqWt/bvbZt9+vZNLU71izvikOy08rf2TK5E/ouVm4097nLljElKnfsO8eu/B9bTHnnncew4cPZ/q0aalrTGeZQPPzTMYffCgjXv+YgcNGB+qYw3YulZWV3HfffVRWVgKw9uf1xuvqGxqZNHUWvbt1Sfv8i2nfMH3WHPbdbz+OPuoo472KO//xDx568EHatWsX6F2Uw6S+0tXY2Mgd9z3EMTuUpw5B/HT6bDZUVaeCLogB5XQmfQJ25ZVXWn/YE5j5y35g0tRZHDm26Zq5P6zi1S9nM3pAL26KqMhsN2wgYA16buXR0G0Q/bsN4tmXXqOhocE1P6JGa1u4ci2fzFnM/gN7s6qkhB5jhrKusoZP5iymvWN1dfiQQQzefrzrc9555x1+9atfAVDf0JAaCOcuWc6kqbM47ZC9jPdJKfnvS++w85iRjBw0wDhh+dNvzyaREOyxzRae73L6qaey3f6Hk2xsOgdG1QldcV+xei2Tps5iy6FNditP/vd+Lv/nI7zx5tuMGNG046We8cXCNSmfmLmL1jHs2CsZP+Fyikrapa412b8vnDWdBfPm0kk0dYGLlixj0mdfcui+41P58Ls/3sJdDz7G+889wg5bb+UZYtpEMpnk5svOY+m82TT84frUJHPmN9OYM2sm1VVVadfrvkxOhf/7lauYNHUWO27RFBnvLw8+yx/ue4Ln/3YVBx9XzidffM3Afn0Y2K9voHOUhm+3M2+//TZjttoq9ZnJXEk3x1GLF6o8i4qLqaQ4dV8/rY88br/1PPDi2+y1/VZIKamb/03q2bqZGViTrj/c+RB/uflmDj3kEJ555plm+aSuu/vmP/juziaTSU4+aDw1ooijTjkNUZZu8Oe8X4VjfuC8oxnYvTO9uzT1YaZwwqq8/v38O9z817/y+GOPscMOO1C4ZhFffzOLGbO/o9IR3GPxsu955dVX2WLLLZn73Xf069DB7GfTfwCfz5qf2gFpbGzk448/pkOHDmnXzZgxg8bGRo47+dS0lWohBN1tJUhH9U2rVq7k+2VLOGj3cc2umTBhAkXFxZx+1lnGw0X9eOgfN6ftDIchSNuqrKjgigvPZc3q1dQ6AqooJQZgh5134dWJnwDmqIFeSCm56fdXsmHdWn7++Wc6d+5Mu3btGDlyZCTlBJrvjutt1Pner73+OmeccQYTJkzgjqvOdz1fyisEcw/SQ6xXLJzOwgrBsGHDKCvzM3rNLwYOtN5p+fLlsSKzEeDbMwghzgG2A94FTgFelVLenWvBWgLnToziD8fty2UTTmOL3fZOdQz77H8QZY8NoluPdFMrt0PoFL+97s+88f5HPHXP3xk1YignnngivXs3HwyCmH1tvcUoZr73P89VXHA3Z1mweCnVNTUM3mwA7exO56fVa1i5ajVdhoyhd+/evP3WW0z84ANOO/VUeosmk4/3Jn3K2nXrOXSL/nTr1IF37/4jRf3SI5Rcc9G5JLr24+CDDwbgpZdeYujQoYwaNYpEIpH2fgOKsfw8apqieTlDywblvUmTueKPt3DfgL7MfOYuhBC8fPvvaUwmaRdgG17l+wXH/4Jj992NoQP6ws9WmOQu7cs4aJty9tlqmPFeP/8Y/VyPD196glfensjZp52QCvbww48/sWbOXDbr34+OHdpDt0H0K8Roaqc/14216yv44+NvcuFBu9Cna0fOPWAcR+60BUN6daOHfY7FtkP68fo1v6TXyLGe71bfKFN/77vvvnz+2WfWINyxA6J7N+SyOVx66lGcdsjeDN/M2kmqq6/n1kf/x5mH70evbl2Yt/QHzvnzv+jRpRPLXvtvmrmOMifZtSuAJJFIMHvRMhoXLKF8s/4UYZnPL64uouHHNfTu04cte1vv4DRJcu7KqDI94oST2XLo5vTpbilrUkpenvItP/z4E0888QTXXXcdDQ0NNPy4kOUVDWwxtGlC//5n0+lZWEuHnv0pLGnKb7foQ7/9yz/pXpSksFvf1Gf/d+GlHLrfXgyyz7URQlBdU0tDQyPffPsdO2xtTfad7aJf2kSklNraWhYvXEBRURGy2wAaGhpo16EjVVXVfDl3CT37WHl+4R//Tk11FQM3H9SsT0iLluf4/Lj9dmfHLUbQv1f31GdSSpJJyew1NRwMnHHhFSxcsowv3nqesaPNQT7S0mrfA/r1aPa583q3MLm6MgNa/+roI3t06cSXj95O7bzpbJj9NQt+XENRYQHD+nRP1aklxT2oW7CE4TvtSUlJMeUjR9KpUyeOP/Mco/+Ac3dXSsmcxd+TXDaXoX2a8mfuD6sQ/YcxfGBfzj32YMYecFSqL3VimiRuP9QKFb5qQyU//VxJtw5l9O7S0ZJ3s1HM+/BtSgYMZ/iQQSSTSZ559lmWLVvGvPnz2WGHHWjoNoj7b7uJqqpqhmzeFHb89F9fxD6/OIZBgwbRwaHEeDu2l9KQLOKJF18nUVCQVmeuuOEvVFZWMnbb7RFCBHaQX7liBTtvNYIuXbqw/PvvEULw448/snr1anr27MmYMWO4/bbbmt3nd1YKWGVSAEjgh1VrWLO+gj7du9C9c6dmSpCb6aipvn733Xcs31DL4KHDaN+hA0++/CYP3/dvevfpm3adWx4M7lLCwvnzKCgoYLNBTZPh+XO/o7GxkSHDhqeUr/r6evY54CCef/Jx1iaLqIwQYfSHH36gsrKSYcOGGfPJy3d12ux5JJNJevey5jArV63mjdfep1Plag7cxlrUUUrMimkr0567YtpK+oy15z62L2MJ8P70JRw34TcceMABvPDCC3kTSS0IxcXWQkl8lszGgZBSel8gxNPA8cBHUsrdhBD/llI2Pw2ujVFeXi4fGdwUV7/X2IEpe9CSYWNSZ5wo+3w3nw3TCdSqQ/n7fQ8xafIXnPerk9lr1yZzMi+CRs7yorKykrefe4RjDm064XyXQ49nytRvmPTSE+y0rTWB/dMd/+a6v/2DKy88mxsu/43roLLX0acy6bMvue/WP3LG8e67Lc77O3fpQl1dHc//55/8Yv+9fd/po+9WsPO4caEUhGnTpnH7X25kmy1H8dtfND+l1+R8rKObp3nZajvPvfGTs275PF56/EF22XVXTtpnB46fcBHPv/YWL952DQftYvkM/eaWe3nz06944ZH7GD1iWErOsEqS8x0O+c0fePuzqRwzbkv+e/6xxvud7+XmcLxgbQ3VC6ZRZgcTcEtTpas44aq/8vx7n/Lnkw/g/IN2Yc7yn7j5hQ/o1rc/d15+duo6t1DNg359M6s3VPH96w/Ss2tnxIBy/u+Sq3noqRf49913s98xJ6fli3Pi6yUjQEVlJS+8/g4nnHUhQghWrlzJ5oMG0a1HD576ZFbqebeddRRLvp3GRfc8x6AttnbNQzA78zplcMpRV1fHtFlzUkqMV9Swhm6D+O677xi79dYMHjqMdyZ/xcwvP6N08BhWLl9G7/5N5i1eIaFNMrlF+Usmk3z57Tx2POAXVFVXc/K5l/LNt3OY8/Gbaavz2YiWaKrjU+Z/zx2/PpbBW27LCb/7s+uZMs62On/Fara+9B8M6dWNabf9JvWsbS+7k7k/rOKbia8wctgQGroNYu3atVQXp+eP/lwpJZ++9QZ/fmEiS1at4/O/nJe6douLbmfJqnV89/w9DOrXi4/Xl7Lb6M2N7+dsE866fserH3PNE29xwcG78KeTLF/HRUXd2er48xkxZBAzP3wNgKoO/Xjl1Vc56kh/53Znfjrz1MvPMEwo4vdefo53/vcM+x15PHtpzvbOYAL77LQNA/r15dlnnqFLly5c8/vfc+utt3LDDTdw2aXmkPs6bnVTccntD3DnU69wy0W/4sITfpH6XAwoZ9Ksxew2enNj/WxsbGTu3LmMHNlkOjt48GBW/PgjC+bPR3ZKD47ipcBVVmxg5fdL+fKtF7nnztvZZocdefa1d1Lfbzdic9atXcsXcxbStVt31+eYcFNsnnn2WU477TQOP/xwnr3rz4GepefDzz//TDKZpGvXrjz/4N2cfO4l7L3lUB44eNc0Jeardc3ffdsuVjn3GdsrNVeaX9CVk6+/k733P5C/3nyz0Tx2vxG9vpRSetsc25SXl8s5c4KdA+Zk4sSJjB8/PtQ9H3zwAePHj+edd95hn332yXl6CiFE4Pxwuf+mk4v6XjWsoJ3/xS4sTlbzYN3yv0spm9v9t1GCLAesllJKIcTN9v/NDVE3IrxODg6CsyO+6KzTueis05t972ln7rM7U1VdzYJP3mbLkcPT7lFIKTnv/PN56qmnmHPpQq6+6NcADN5sAJVVVZQ5tsq7d+vC6BFD6dm9W7PtfrD8CUpKijnq4P2pr2/g6EOCBxk4+uijWbN6NXsedgLUpK/w1NfXc9alv2fx/Hm89/IzCCFSZzL0S60kuZhIODr67QZ25tG7bgl8CCI0j+ZiOpnbDblsTlpUOwvzDsmzr0/lnnvvZf2GDZy0zw6cfdrxLJg3jzHDBqWu6d2tKyXFxUy49Pc8fe8dqeAKXgezgvfp0NeedQL1Fes5/6Bo5nBueIW9dq5AX3bqUfy4eh39y7egZNgYxgyDx/ZoPlAokxud4X170LNTNQWJplO6+/XuxahRo1xDoOr+Ms3OMLLl7NC+PaceczgN9q5QQUEBw8tH0llzYO7ebwB11VUUl5jz2JS2M4+geRCQwjWLKC4uTlNi6urrKS4qco0aVlxczKhRo9KUFiEEvfsPdD2Az+3cCpUv0FR39RDaBcCOm1mHXLYrK7Ns6Q3R39z6sMI1i5j85TQeevp5th+7FWeedIwxz9xC3H8/dyY/LppHSZnl6OwsV2hSZpz1rbiwgJH9ezKgW3rdGNK7G4WlZakgHwBdu3alOsCq8SMffsXin9YypHd6Pg7t0412JUUUab4zpr7TzXSnW4d2jOzfk16dmpy5i4sKGTV4IIMcuz/FxcUZKTGZMKRrKXNmzeTeu+6gz9DRrPh+KVM+eo+x43Ztdp1CCMG7n31N/w5N+d2zZ09GjRpFj+7BJ/N+41/v7l0YNXggXTs1mcS989lUyn9cBWXWTpUpAMBNN93Ebbffzt3/+hcnnmidqTNs+HC6duvGqjpBUAkbVy7i6D13ZsBmm/PSex8x85updOmaXk8GDxtOxfr1acp/TXU1pQHMr9yCPGy/3Xa0b9+eMochml+UTT0fVP9ZuGYR43fZkYN33Z79R/RJ3WNSYq7/ej7XbzOUr9bVpJQZxejBA/nklSdZWlOc9nk26mCu+e677wDYbDOPkHkxbYYgOzIjpZSzHf/vKaX8IOeS5Zjy8nL55hFNtrzO3RhovvpuWuUKegr1h1/N4IX3J/OnP91Au7Iyo715kHDJS75fzqjdDyIhEqyf9xVCCNasXcd1t9xJ186duOFya0Xywaee58qbbuXdZx9KrfRDsJXUwjWLqKmpZd/jzuCzr6ZR8dHTaZMBhdsqstszdfptNY6f1q5nwUv3MaBXD/7w7IesXvgtx598MrvtaO1YTF1ewf3338/o0aOZMGFC6lkXXH0jAHecc6xnZKEg4U39Tg//7O03uO6pdzhlj204dpetKBk2hvnLfuCOJ15iyOituPjsX6aef+VVV1FdVcVNN93E0qVLeevttxkxfDiH7ti0Cuh3OrnJdDDIzoxJfq8DKk3nyej5NPPLz1I7Ms70VJrgvjMTlrRQ6C6ymdqhfqii2+6Mjp63znbtDDThxOtgO2fapvT1fPp69nyOueIvXH7a0Zx9tLVz+v3K1fzlwWc5+9fnsNWoEc36n+oF01jQocmk001OXV6vPMlmWHaAp/77AKf8/lYO3nV7/nfr1QBc++/HWLehgusnnET3LazFSNPO47Rlq1i+YA4NtXUMGdu0aKnvegfdRc20/fs9d9KsxYzbbc9mz/STz3QQrJvMQQgaKELHy0x14jtvceaJx7D54CE88txLzJrxDcNGjGCwwwTTjSDmUmHMosG9b3nq7Y847drbOePQfThlwrns3lNY/fPLHzFkswFcfPYvqe+6ORdddBH3P/AAr7z8MnvttVdkM6iGhgbGbTGMQUOH8fAzL9KufXvXa/u1L6SxsZH99t+fTz/9lNWrVtGunbWSHjR9lSdSSuSPc1MmUVdccRVVNTX86bzT6NDOUpAeee19psz8jpMPGs9OW5YjBpTz9YxZPP78y1z6+z/SvXt3Y9389pMZ3PzyJxSvrWNEQyeu/9qqn9f/E35aA9edB//a16qr1aW1zO8o+eUp+7L/4UekWa5A8/70ot2G5uWOzFlnncVTTz3Fzz//HChMf6bpKeIdmdzg2+M4lRibT7IthBCiFPgQy5esEHhWSnmd/d0FwPlAA5Z/zuWG+w8E7sBaVLxfSvmXbMjlXHnUT5332prXO90Z85dw1zOv8sBLb7Ps64/oTPMVTbedAicD+/Wlb7cu7L/zNiSXziaRSLBhxU/8+6EnGNivT0qROeP4ozj2FwfSvl27QKcC6wNIaWkJNbW1DBvQl4RIYEIP0xpml0kum8O/rzyPrp060KOz5fMwbcZMXnnjLbYaNiilyHw/6wvuudc6zPLcY/ZP3f/vh54ALEUmCk5HTbeDNdXk4y//+4D3Zsxn99GDUp8v/W4J/37uDXb+bhEXHbJLqhE99N//sPbn9Vx77bWMHDmyyYxBC7fsFhoYmkeDCbIzo3wIoKlBq90lN2XGeQaHKQzs8soGSlz8ltxMlMKGp9adooOiKzFzF63zuNp9suamFKlnKsd/hVckPfUco3+HoX69Oflrlv64imUrV6U+W/3zBu55/g0mzZzH0/f9gyFa1LbqhmTg9x4+qEtqd8arvwoTlt0NZznuOnYUf/vNLxm3VVNdeOz1iSz9cRWXnnoU3Rx1zbmruWBtDWMH9KCw2OzbZvKDCrKLGhZn+zQ916loyMIVQLC+W+EXHcqNbPofBPFF3H2vfbjkqms59Mij6T9wM/oPDL5y7eYz6vcOXvnotsO1zw5jGdi7B0MH9klNSFesWsu/H3qCXXbYlovP/iVFaxdzxx13cPbZZzN6dLBgOW4UFhby8fQ5lAQMhVxXV8fPP1tBhZ577jlOPfXUtHcMKosQgiJbiZHL5vDgy++wZn0Fv9t3LEUdrUntu+9/yOMfTWX7UcPZaUsrvxYsWsrf732I9yZN5s4/Xcsu2zf5BdfOm86q6fNZOG0xzy39nv4FxYwoaoqS99jLMG8JXOQIyPdtXRUvL13DqMkz2f/wI9JkDHt0QmuxcOFCnnvuObbaaqvQSkxMfhIqDIgQ4n7gKCFEJbAcmA5Ml1Le6X2nL7XA3lLKCjuM8yQhxOtAGXA4MEZKWSuEaHawiRCiALgL2A9YBkwRQrwkpZzll6geI920Kua20mCaHLgNXrttPZo7Lj2LMcMG0bmTuwJkCpecduaIELz0+AOsWr2WAtsEpFuXAdzxx2vo0D5dQy8ZMLpZNJQwHfhT9/ydz7+e7hqCNOykVaEGo1/ssaM1mV462yr8PXZnvy03Z+cxTbsXW5QP544/XsOAkVunKUp3/PGaJhm+/85XPn2C7razYFpBvX7cVuzSvQtblZamDm0c3LMrt55+MP3L00O5/vnqS6ku7JBadVOYzo5x5oXzb90kIJQy45gwOyd5XjszzkNWIf1A2MWOk7LDrJYG2a1zRivy2slxymVNfN0nYX47Jl7oSozzN+Cq1Ohp+i1ygJU/V5x+NGNHDKabw0SmX89u3PHHaygsLKCLoZ8oK0xfVBg+qIurMqMUMaepmV9wEi+C7rb179Wd35x4mB0C3Kp3Vx++O5W1tbT7aRH06Uly6WxqautoZ28W9+s2KGVK6lbP3SbfbhNcJ6ZDbBVuppL6O3st2rhFxTK1QdO5HF67MWEn3dky6ykoKODci4P5tbQEehmr/OwIvP/7M1jTqS9q+jy4fx/uuPQs+o5I759Hj7bCz4cJyWwiqBIDUFZWxltvvsmHH33E4Ycd1ux7P1lMJqpiQDl/Ou80auvr6TZ6W0pKLAXntONgp512YAdHJMKxW4zkjj9eQ6cOHdhuq+ZRIXuMGUp5TS2XrllL4/IqqIXrtxnK9V/P57rz4OcN0NPu4rbtUkq/zTZn+07D2HevbZs9y7nYC/mp0FRXV3PUUUeRTCY599xzW1ucmCzha1qWdrEQc4AtpZT1Qoj+wFgsJSMrOyB2Gu2AScCvgUuAe6WU73hcvzNwvZTyAPv/KwGklJ4eceXl5XLGwzc3+zyIEqPQTcu8Dmd0S8OPbDj/Q7CtfLc0/SaqfrtLzme6mVt8XjacHavnBjILcTONcZt4uMnpJZffyqnJFNEtDZOsurw6Xk74JkymTKa81t/Ly7xFN52JIr/zHUy4tRn91Hb1TD9zT3B3wHeiBwwItrtjoSs1TmXGy7wMgptyuQVfUKZlQXdlnPKZApO4yRTFTNBLYVZU1dZx0X9f4YlJ05j59F0M36wfYkA5F1/7Jx54/Fluuukmfv3rX7tO7rz6FB2vfsrrwEm/MlLP+XTy5LRzlnSCjge6rF6mcDpRFZeo4dyD4GfOGfT+sOayU7qMYTdH0DyvPqglImyFWSzwkyfImKfjtdjoHBtWTZ/PymlLU9HKgjr760GRoHl9zCdn/2QyyWmnncZjjz3Gyy+/TIcOHSKZiMWmZflHWEXmIeAyKeVK34vDCmLtrHwJDAPuklJeIYSYCrwIHAjUAJdKKado9x0DHCil/D/7/1OBnaSU5xvSmABMAOjZs+d2T/333vTvi0uRhdZqS32jlS+1jcmUSYeOWiEtKUhQVCBSB3LJOu/BRRQ3DSIqvWbXGA738rpeyasoKoi+ZeqWthtuMunPc+aLrK1Ou6YyUUL7ZC2ixLL3NZWFjnpHr3z3y2v9XiVXQ7V3HhSWWc9yyuuWhp6Wm6wmuU31UaHqpXOlXtVFlZ7fe6n3ML1LRU0d7Ts0TcyjyJ+63iPvTc9T8iqZ1DOd+aHyQm+fznbphp6PlbXWQFxb2+h6D0BJSfoOZfuS9MmKXhaQ3hbDtC297KurKkmUlKXe109mJauSUc8Xvf2k0vUpW1d5tTZtYvXatfzuxptZsHgJD915KwMHW4rZv/7zMM8+/wL77r0XV13ze8Dc7t3y0q/tg38/ZXquG7KwhIqKimbnsAR5jpLVSz7TuzvrrB9ubcKJV/uISpBxx60/158RZNxwUllQRgdHc/Qrfz85MiHs+BtUFlP9D9sXO++RtdU0VNfSUFVnyVHtrlAVlRVS2K6YwrKSZuO0U35nPT3swP08J+76nOzpp5/2fBcTfu0QLCXmtttu49VXX+XMM8/klFNOCXRf1PTc2GuvvWJFJgeEPWHqXuADIcQDwGdYZmXNT5WMgJSyEdhaCNEFeEEIsaUtX1dgHLAD8LQQYohM175MPYaxV5BS3mu/A+Xl5XKHdbqDcQ1iwObNVhgWeJw2r1ZgNw+4KxPVJEsRxedF4RcxzXR9GLx2PEBfWZubdl1qR6a/2hXY3HNl0s9Jv4ka392S9GeUee7KpHZi+vvvHPnJ6ra62FQX3XcHgVS91HcBzLsy6fmdwjEvcOY9NIXENpEtJ3H3cnMoMC75sMBguqA7toPZHt3NP8ZthyO1C1OVvgOzHnMoW79QzBCsj3DWq3lTp5DYfCvKSN9FcpNblzlImOpMAjY4y8xJWj0vhQP/+Cs7GtoGxDrLtHGXS0/hsb/fSCKRCLQj4eanBc399xTZ2gFXTJq1mN1G9PHt93TZFKqdmeQzvXuY3RdVRxR+ddQPZ9pu94U1V/SzEjDXyzJjv1kybAyTVpG2I+PsQxUttTMT5bT7sAdd++1YNe1m24qzIy+c44Ia55y7MiZ6OHZjqFbHVKTPlyBcPdXnZLnYIVFmZK+++ipXX301N954I0KIyDsrmezIxOSGsK3tUeBh+75zgTFCiFIpZbgj7z2QUq4TQkzE2oVZBjxvKy6fCyGSWAfM/uS4ZRnq+HSLAVj+OxnhZ7vqnESkhQjVnK6zja6M+Ckx+oDqdxqw6bugg7se7jHsZNd0yrXJtj3KIKHjZnvstGk32bM75fQ7V8ZrohDEDMeJyVfG68wQRVBfGT/0/DeFnA1KmMmyX9QyP5x1xa9N+ykxbiZk2cYU/KFf+0LmaddtP7ibZ+QyPWBBEP+doPgtyJhOt0/dK0QzJ9tEIgHL54LLc/WT1N2CKHjJ5reQE0T5MD3fFO43CqZAH068+hPT5NF50KjXPc7nBpmEBu3jTPmpH6oaRZEIE9xBV2r1OmCSIcxEXH9/09jklw9umPJZ92/zWhTTzXPdFPweY4amlJk+Y3t5KjNAylfUSaZ+R7mioaGBs846iwcffJDf/e53KSUmZuMi7N7yMinldVLKv0gpT5RSbgGMzlQIIURPeycGIUQZsC8wG/gfsLf9+QigGFil3T4FGC6EGCyEKAZOAF7KRB6941GDv+7Yq/53DhaqMWfj0Lgg8vVrX5j2k8mz3GjoNijS++j3ODtRfTBKMyEydLZR38+NIP47q6bPT/3oOGXM1WCccnS35VMyD+la6jmBcKuDXmn6yeNWx6LszATdlTTtxIQlzH2678vwQV2yqsSE2fnIbGfEm2w4hAfxA/Rq7273mDDJ67ab5PzR8evDTN+bnuP2/CBpqXzJdGdeJ1s+L7n0nQGrvNQPeI9fzjyMml9B7gsyrsxcuSH148RZN511snDNIgqmv0nB9Deb1Uu5bE6zfNDxa6P6fW7tK5sR/YKQT2fIVFVVceSRR/Lggw9y3XXX8ac//SlWYjZSws4MpwohfiOlvEN9IKXMxgGZfYGHbD+ZBPC0lPIVWzH5jxBiBlAHnG4fztkPK8zywVLKBiHE+cCbWOGX/yOlnJkFmeyOKT3ssmkV1DSxybbpTZRVwDA7KUEUlSCr8Ppz9N0ZZ0SgtE7WVk9N76mvoJlwi17kN5AFdfbXV6Gcq1vO1Si1Y2KaEASJKKYPPKbQyECz6GteuOa5y3VKVljhem2m9dtk5uD2fRT0wymDoisz0HI7MV4438HLHO7HJdbfvTfrkvrOLRSz165GENxWeJ34hTN2XgfewS3cTOKCKH1+5mqmfsVX2fTxTYiya+m3K+OFW8Q3CLcbp/LZ9Cz9OW6HwAYJwhJ2JytIhDpTOk7c0jL14QpdeTHlpV+QFR3lrWOSM6oyoI8npvO4MmXltKX0Gjuw2eemetqaUctWrlzJUUcdxSeffMLdd9/NOeec02qyxOSesIpMb2BfIcQVwFfANGCqlPKZTISQUk4HtjF8XgecYvh8OXCw4//XgNcykSEsQUO9Ro0qYnqO6fqwfi9uhHlOlEmPl0LjxDToZfKOupmOF0EjlvkRZlUz6M6MU5mB4GE7nfnupTyEqYvZPkTRK+2w5R5kwpZPq4aZopQYpcAonApNmFDMYSaLQQgTsStohL4waXvVLdMkPKxSF0SZg+jn9eRamfHqq0wKjaltuS3cmAiaX5kQ1T/KDS8TPed7m84hU5jMsZz3+ckXNI/D7PQ7x7uV05YC+JqVBaU1lZiJEydy0kknsXbtWp5++mmOOeaYVpMlpmUIpchIKY8DEEKUAFsAWwE7AhkpMvmKaRVU4ZwURMVtt8VJNid5fritkIUZgL06ZdMqnepMZdnwNId050GNpud6hQJutsuhyeGWp7pvjFOh0QehMIOxmz+OLrcXmSgzpmd5feY8y8ZEJv4x+v1BCGtWpiZsfhPhoIOts637OVBni2xN9n5csq6ZMuOk2YGqjh3DIHhNTN1Caiu8Jl1BzkwKKh+kn48EwXY0g+SD27ubfPqCKjNB/Di80P3onHV2phYgJMgE2Us50vE6l8dEmL4gkzoZdvdHf+ewbV3fHdHHD3V+VxjcDoWF8KaqXkqMW/jlFdNW0mdss6P8gPzwkWlsbORPf/oT119/PcOGDeONN95gzJiWNa2LaR0CjQb2WS2TVbQw25zsK/tnk0GfBPidnO05uXZ0YkEUGie59L+BzFfcvZQOt233huratFUr/aBGr8m131a+vt3uld9BD6/TiXKwmZIhE2XGicl51w+TKYJKRw8fawos4RXYIWy99koL3Ffo9Xap2mRQvBzm9WucixdBlJpM/br82ro6FLP3Zl3SdmXWzPuKbsOsQ+v03RpIzyOvA1WDYJo4Bjn7w9nGo9QRk2LgZlqjk+2Jl1cAFre270W2dtrdcI5ZQZUZda0J0zP83jVI0Bq3ZxjrVJf0MTWXFgxgPicqLG4mygqT4qkOBdYXH9TzvHA7U8xLiVGfq7Nk1L09sBYJC2neT/kFmsg2s2bN4pxzzuGjjz7i5JNP5u6776Zjx9YxA45peYI6+58OfCmEeFIIcYYQok8uhcpXTDswzkmQ3smHGZyjKjHLKxvSfryubUlMzoxuBzQ6O1Tn/5lE2XLD+Uw3x2CvCVBqB0lzxIfmA5peH5zl41Y26kR0509YvFZPnWWgP9v5men9dJx1Tn8fZ556Da56/TXVY7930vli4ZrUTxDC7Ky6PdNt0HabLEfdhYVgq8NKiXFDvcfMlRtSeauXZVCn9FybCjnzVpdVTz8bzs1R+s1sm1uGweQs71QqsrlzqAKNmH6ULE5MgWL0z8IqlG59YpBzjLKtxERFP3zY7dlb9OroW35hgiJk2j5WTFuZ2sExketgETpVVVXcd999jB07lpkzZ/Lf//6XRx55JFZiNjECKTJSynOklNsC12Od6/KgEOJTIcSfhBB72E76bZKSYWMCNW6/zkSPXOacDDjTMaWXzYmAPhGMGnEsKH6RgpzX6Hj5oujKjPN+/Z2ceWx6jq4sBVEQoiozOgvW1qRNwqOsAgdRZsJM9E2KpJ4/+YTfu3kpImGUGa/nqO8zMSc1RfEz/QRFyaICFCgHfxNu3wWZ5Jpk8pNXVy5M7cmrjQWdiOv9rCk9k4xB22GUvlkP+a1HswqC018oyHk6pv+9JsRByj1oRMwg16g+W1dg0s6F8ugngzjQe31vGgfdFk90WcKij/lOgs43TAqBl8Kop+/VPlX6TosDZTLm3HXR0XdrVk2fT+286akobLpMuQ6M8uabb7LFFlvw+OOPc8oppzB79mzOOOOMODJZFhBCDBRCvC+E+FYIMVMI8RuX68YLIaba13zQ0nIqwvrIzMYKi3y7HSZ5L+BY4DYg8mmlrUWQkLN6h+p3dkNYO9ZcrWYquZ1b9JD7lUOnOZHpfbM5SfYzXfCLPJYNTFHFvHYUvGz8g+ZNVKdovTx8I7NFPOHdj7CRmdycjp2LB17tMow/W1RFxWvQ1k2LIHjYc4U6R0bZ7utRFE3R1kyYwkm7pe2UMUo/pfcBbv1tmGd7rfjq/az+3KgLOlECIAQxN/KT03S+SZAVbz0Cl7oXgh+MaZI/qAmV31llXocnhgkcANH69Ex3fN0Ou3Ujar3P1u6GKciL7g/qtctiwi16GYTzqYpCXV0dV155JbfddhsjR47k9ttv56KLLspZepsoDcAlUsqvhBAdsSyy3pZSzlIX2Eem/As4UEq5RAhhdqBqAUIpMkKIucA32NHKgGl2xLCNGtPkAbxXe02TVeeAGFWBCRqO2I1sn24dxEQmShQk1cHqW/AmMwW/kMZR8XpWFGdN02pakLzxMkPwGzCc9VDPo2wrdU7CTP6cIaW9MDng6spMWyFKFKuiAmul0dkfhcUUStptwhTGx0HHLzqh2z3OxQB9Eh50ApntqFWu6RRnNtEMI2fYiaG+QOA2uQyqxIQhTF7rcrnVRbf+Xe/DWvrcFDf8+j+3cTPXTvNecqnDMLftUurqK6NwU2JyzcKFCzn++OOZMmUK5513HrfccguTJ09uFVk2ZqSUPwA/2H9vEEJ8C/QHZjkuOwnrwPol9nXZCXkXgbA91j3AEGA1cBDwmBBiIfACcKOUsj7L8rUoeox7fVB1KjPgPXHyGwwyCUOZrZOk3cgkapkfJmd6t+hgfkqMH84Ti/3IROnywzQB83JSduKWB2EHuzAKXyrNkBO1MKv4JqdbtzajT8ig+Qpza4b7bA2c+eDMg6DKXFAlKGib89sBDtu+TLsKUfHaEXCmpzD1d/oEUAwoh1mLfdNwPjeq83vU1W19gcCZj2F3PnJJmPOw9LOwnAtKYlX6tW5koiy4KdPZHCNbSplxjgG9xg703ZXRzc56jBnaoorjpEmTOPTQQwF49tlnOfroo1ss7U0ZIcQgrONRPtO+GgEUCSEmAh2BO6SUD7esdBZhFZlTpJRbq3+EEP8GfgmsxzIvuyB7ouUv+kqwc1KQL4ODH34dZZgB2A+TiYm+qragrCSwEmOaNAWJtGR6vjONbJMth1BFVCVGxzQh8EI/jFPJYFI8Mq0rJkw7NkFMZsIQVBHySycXK9z6s9zyQZfN9E5e54hEkdMrQheYlVuvNhrE7DCT/Myk7YTpJzItc68DGjN5lqI1x6mwE3WvKI/5sgMThkzHG7d+F/yjspny0bng59yVgebRykzhl53vo++mZos5c+Zw2GGH0bt3b9544w0GDx6c1ee3JYZ1KGLbkuj5W1LXCGvYSgjxhePje6WU9+rXCiE6AM8BF0kp12tfFwLbAfsAZcCnQojJUsrvIgsXkbC97c9CiDH2AZZIKacKIcZJKX8jhGjToZiDdC56fH7T99lIx4ts7cKEPYMkUx8bfUW2WcCDVVDSP1gQBD/Zo4ZQDiKn2/VR8VMqwu5GedXBMGGf9RXnMCaNQZSZKPVYV6Sg+ftGnfBFVYS88ttvMmtqU0HyxW9iGkS50+WOOvH2u8/rvCfnZ6bdcOfzTTscQQizo5Rrf0K/53lNQjOdGJrajhthzunJRJ5MlBkTYv1ixIDNjfc6MaUbVFnUD1EF9zD0uY7mZyJsv2ralVHKilOhcSowvcYOzKlZss7KlSs5+OCDKSws5PXXX9+klZgs8o2U8mKvC4QQRVhKzGNSyucNlywDVkkpK4FKIcSHwFgg7xWZc4BHhRBTsXxkyoGk/V1x9sTKL8I4JKvrFdlaoc6FGVkQZUZd55Qj090Z4+cug5BKU8cU5lM3nQL/Q/j8oi7lys456IFx6lqFaQIb5fwYZ7r6O7rJE+YMhjD11a0+eT3DLY/d8iBT59OweRtmIpiJUueXB0H9InJBECUmKFEU5ygHr+ai7w5D2EAYUQii1JgO9MyFHG7pZ7rbm0nf4ddX6GZ5LaEE5xq1K6N8X5wKjUJ9p/uv5poLL7yQ5cuXM3HiRIYMGdIiaW7qCCv02wPAt1LK21wuexH4pxCiEGv+vxNwewuJmEbYqGXfCiF2BI4CxgDzgOuEEO2BJ3MgX04JumISRonRyVaHFtUvxm+1N8hgme3dmbCEfXfnbkOmkZJMEV+C3GuaaLopX15kYyfGL83WWDmEYCvU4J4HQYMEgP/kPsh92SbsTowi6invbu+S69V3RVDFOZM+LtvkancxG2RabmGUiFyRi7Si7moqgio0buR6XIyyY+bl9+UM/qJMzNyc+VtyJwZg/vz5PPPMM1x22WXstNNOLZr2Js6uwKnAN/bGBcBVwGYAUsp/2/rAG8B0rA2N+6WUM1pD2LBRy/4opbwGeMb+QQhRIKVsBP6YA/lajaiDU9gOxm2VMhuTS73zcpsY+ikzuY5iE7Tj99sRCLPLEQW/Z4ZxYFd4TZSCmERAZuZNYcjmhC3MYO9X7mEUGgg2UclUgQk72QiirNc3ykgr9C1VP4Li1Y6yocRku+92e54sXBE4rWw7g/ul4SdXPigxYchmf6Hw25kyLX74+cBFKeeg/bzbNV5lFlQet0iWbuGtMw3EE5Tbb7+dgoICLrzwwpw8P8aMlHIS4Hsgj5Tyb8Dfci+RN4EOxHTQXwhxkvpHCNETeCe7IuU32Vyh9TK1cDtEMlerPX4HmkUh14dxZjPN1lpVVWmbfnTydZKRL+Rb/rhNSLwORmxrJinZpCXaYC7qiH6wYjbNwaLK61WPchkRK19QbSxoe8q3viMM2SpP02GdpvDWXscBZJOamhoeeeQRTjjhBPr165fTtGLaNmFb79nAm0KIeYAE/gtckXWp8gAvW2Uvx8Bs21lncu5Mpg7VQZ7vd/iZF0Ft6DN59zDnYDj/j1pmYfxIohB09yHIqm0Ysv1OYduFV75me2KWrcWKTCehralctwZR2o6pHgXZwcu2shE2elsmz/eKGOhHLnfe85W21p7C1s9MAq+Ygr64heYP6hOTrfb1yiuvsH79ek477bSMnxWzcROo5xJCPAx8BXwNnAc8DjQAR0gp5+VOvNzS7FwAD1pTmQlC1Kg+mZKtwSHKKfJBQrNGla81HH3D4GYW0ZYmI9nI40wGzNYIQZsLE5m2htfiTLbeuaWVmWwSJA/CmC7m63tmC1WfZJ33dS3RnqL0aZnIFaQO+C3QuSkzXgSZL2XKE088QZ8+fdhrr70yflbMxk1Q07KH7Gt/haXEDALWAqcIIY7JjWj5z5CupaGcrHWytTWrr9Zt7AOXF9l897ZgotZSSkw+KHX5IENL43znogJfk+VQZKO+eLU3t7YgBpRn1Swlk0mg8yef0eULI2++v5sfbu3eZH6diwONnZgWL9vSeJuL8SkXO+VVVVW8/vrrHH300RQUFER+TsymQaAeTkr5LvCu+t8OtzYaK2b0OODZnEiXY3Jl4xlm4PAL8xtFxrY4cFmnyDcfJKK8fzbPQQi6whamM8/1BNKLTHZBsmmike9KSZAyytZ5HGF3hoOk3ZJ47Qa31Ap1a+5ctVRZZNJv5GO9CYKp7uRaWdEJG70sbJ3PpO5GGevcIlcGzVe/Piobdeztt9+murqaI444IuNnxWz8BDUtE1JKqf6XUjZghVybDjxiuiYMQohS4EOgxJbpWSnldfZ3FwDnY5myvSqlvNxw/yJgA9AINEgpt48ihx+ZmCP4dWxBJ+x+IZTbohKjCHOeSkvi5m/jJU+Yw0bDkqlylGn47LZmcx6WoHkZJXS5H/rhkJDfJmbOPHDrg1ra3KYlaWuKgVedbYmDMDcG9HNkMsUt2mXQuhU1QqJOlEXVKBHXgvDKK6/QqVMn9txzz6w8L2bjJmjtf18I8RzwopRyifpQCFEM7AacDrwPPBhRjlpgbyllhX2a6CQhxOtAGXA4MEZKWSuE6OXxjL2klKsiph+IXCkx2aAtDkCZOny3lJ172PJrjclN1JU5yP/dkZYmlxM6r3N8TEpMWyBXeZXvykx9o/e6Xbbrkd/zMgm84kwD8mc8CXPuVdhDlZ149dm6P2wufOtaoq4H7eczWVTNBlJK3n77bfbZZx+KiopykkbMxkXQ3upALP+YJ4QQg4F1QClQALwF3C6lnBpVCHsnp8L+t8j+kcCvgb9IKWvt61ZGTSMMpgaaCyUmyqnx2UwfWn9VvSn9xYGuNykzkDvlYVOY5EdVaDIZfKOkmavVv0zI5q5MW1Rick1LKTP53k/61TGT/FHPDVPp5ZMyA+H7p6BlFvZAXT+8fHrAvZ1nslAXVsnNZ+bNm8fixYu54oqNMiBuTA4I6iNTA/wL+Je9Y9IDqJZSrsuWIEKIAuBLYBhwl5TyMyHECGB3IcRNWA4Ul0opp5hEBN4SQkjgHinlvS5pTAAmAPTs2ZNJs5pPnmVhCbAi7TO/lTcnRQUibUouGmpdr3WLsiKKS8EgmyXfCuPnxud4pN3EYvudc4ueh7rjckVNvbE8TATJg2BP8sez/FzkCFJfFmfBcbu+UablY7bfuaKmzrdMwtRHv/S808msXQZF5WeYvPSTQ+8TIGjbdLKYipp6Pp08OVTank/0qYO6jJn0E+Hf15lu5nXMD3/5FtuyNOVBbXUli7/5wrMM5pHe1wXNB+c7O5+vPy/Ic035F6TeuKWVCU45sz3uVNTU89F3zncNV2+y1ZbcyiI13q+aY/uEGp9kzJdMx5RM2p8bUeuVE31ONnHiRF544QUAOnXqxMSJE32fUVFREei61r4vJneEXnKRUtYDP2RbECllI7C1EKIL8IIQYkss+bpiBRTYAXhaCDHE4Iuzq5RyuW169rYQYraU8kNDGvcC9wKUl5fL3UY334bOdDdGXxXJ1kqIl1yZnhnSEquNeh7qMn86eTK7jegT6FmZnv4d5X3DnCAe9YyXfKJwzSImzVqMqY3oZFp/ogZTyMaOTLbKIspJ6WH7hkmzFjNu3LjAaXsRVa5Myjobp56bnhf2/JRsnLHU0G0Qn06ezM52eQQ9nyVqn+zXf3o9O9tjWhRyVaecOMsjE9zyRpmXmXZngoz76RYY1rPcdmdyMbZke1cmGzvk+pxs/Pjx3HbbbQwZMoSTTz450DMmTpzI+PHjQ6fd0vfF5I6g4ZdbDHuXZyKWOdsy4Hlp8TmQxNoN0u9Zbv9eCbwA7Bgl7Uw71JZSYvQQy6aQy9nstDIN6ZxtE6Cg7+Z2snPUCZX6Uf/HtD1yFXJXf26uQvqa6m5bUIwhfJsJosTof+uY+i71WSb9Umub6phkz1WflGk++eVVa+dlWLIZgtnNvNwtT/zaul849GzVkVzVtWQyycSJE9lvv/1y8vyYjZO8UGSEED3tnRiEEGXAvsBs4H/A3vbnI4BiYJV2b3shREf1N7A/MKOlZM81QTuMTA6CDDqQZGMCALlf4VPkqrPdFJSYoO/YEnmRjTTy7ayQbE/e8uFckSD9Q5CyDDLhci4s+B18GfS7llAEWuJARuff2UovbJ8fRIHRr88VShb9x40g7SNsSGYw776E9YvLB7/AXNbh+fPns2HDBnbYYYecpRGz8RF5RBNC7Acch+XPMlUIMcHNNyUAfYGHbD+ZBPC0lPIVOyraf4QQM4A64HQppRRC9APul1IeDPTGMkVT7/O4lPKNsALk626MV1otFWHG5HQYtUN1k9XVrjjDU8D1U41bWwnJp8m0H7KwpNXzKxvkW56HCQASpt4HcQ4OcxJ4VNOtqLRkXcu3OuEk03xozTbb2rsrUZWnIAER9OhlXrhF5GzLEQr96lU2ooh+/fXXAGyzzTYZPSdm0yKT3vxc4JfANUKIbsDWUR8kpZwONKu5Uso64BTD58uBg+2/F2AdzJkzWirMb1g2liglbmT74LOWGuDzbZKUq0M5w6TrlV7UQzqzNXGPMZPrHc2WOo8oF/23JXO0IARRonDp79DS9bol0suHhSY/lDLjF8XML3KZH1H9mvzKKdt+aqb0M2lrc+ZY+TNq1KjIz4jZ9Mikd/rJ9me5VAjxFyxn/DZFthpoLs+caAmiHuyYa/L1gMy2RBAn4XzHa4LTGu0yU7wUt0xXaf0mEvkYVretEVbubOV3vpTbxkbY8oxyjoxJgfELxxwFPyuNKEp0GAUz0/nCwoUL6du3L2VlZRk9J2bTIpSPjBDiOse/r6o/pJS/Ax7OllD5SksOJC0VHcgrOkrYTsnN4TmI83PYUJxtdRLUkkRVYpQNuWioDWRTHiTtXKK/V775w5hoiUhvrUk+7mAHIYypamukny3ytX3ke712I9f5GbY9+V2fi3qWjTa/aNEiBg8enAVpYjYlwra+64QQ7YBuwFdCiK5SyrUAUso7sy5dnhGmoUY1l1H3ZkLQtP2cZFt6MpINuWOaiDq4msohl6vQ2Zi85OvELKZtESTCVtidfDeybWKXjTDzbZ2w425rj4Gm3ZhMyi1MPxj1oFG/tDPJsyVLlrDjjpGCzsZswoQd/SVWAPQ3gW2BT4QQJ0gpp2Vdsk2QbA48fh16kLScnWK+rLBuioNza9DQbRCycEXO87u1FdeWCpgRhSgOwa3VTlvbh8OLoHkSJqx7EOfwoGSjfufLjmm2J8eZyODEy7Hfi6Dlqpts6uNvrhz7s9HO3Mosar3MRKFZunQpRx99dKR0YzZdwraC2VJKZV72rBDiQeDf2CGSN3ZytULTFsIE+717Pk1cYmKCkq/1VtnPt2Z0oyi7D/my4OGkpaM8tjS5CpSRCfmg0DhpjQWwKFYZYXwBs12Ps51HYeVrbGykrq6O/v37Z1WOmI2fsOfIrBJCbKf+kVJ+B/TMrkj5jcke342gZyG0BEFj6Hvh9q7Z7FD98iNfBsaYmFwiBpSnfkxkelp7EML2TWpVOl8VhVzL1lrvbRpHwu64Z+O6bLAp77gHCW+sfudrG8uEZDIJQPfu3VtZkpi2RtjWcCHwpBDiS+AbYAywMOtS5TlR7FBbC7eJfyZb7bnGbyWrLYTpjAmG38ptXM7NaSkb+jDk405MWMKsoHudvO7Mi5aMEhelXmTDryEbxO08GBujAqNobGwEoGvXrq0sSUxbI1SrkFJOE0JsDewLbAm8DzyRA7liYjyJlZmNi7gs/Yl6QGlLTH7y1awsJhhu5ZdJ3fFTCttKm4/rdsugFJlu3bq1siQxbY3QvZSUshYr9PKrftfGtC5t1QyrrcodExOGXEUNai3UhK+15Wht4olvMNrSYlRUH9FsR+LcWP28IN6RiYnOxtcaYkLTlgYUJ21V7pgYJ3oddo8eFO0k+ZakrU+wMgmb76QtKnVtSdZNEd1kETauMlM+Ml26dGldQWLaHBtPK4iJTD4pA9k6AyAmpq0S1+vWJYgyY5VR/iuWrUW8q96E185rpm29rSnLXihFpkOHDq0sSUxbY+NoATExMTkhW4f1xcS0JTI9WyM2LfOnpfuUTM9VcyOoIpGr982GMpMP/byUEoCysrJWkyGmbRIrMhsxwVcWY2KaIxpqU3/HZny5IxcrtTHZIS6HjYNs7xC1xi5IS5wl05r9vJSSRCJBIhH2VJCYTZ1YkYnIxrSlmy+EHWziyXXuiE1Dco9fiHHYOCfSUUO/twTZkC3ejcmfAzGztZCXLz4puUo/H9qhEIJkMkljYyMFBQWtLU5MGyKeiUegLQ1UXrsy+dB5xbQdYsWx5WntiWA2Mb1LPihsfmdtxeZk0XHmXUuWdRwpzKItWWQIIQCorKykU6dOrSxNTFui7bXMVqatDVYb+8GSG8M7uNGaJkcN3QYhC1dstHnbFnGa+rVF3BZVNoY65jYubOo79621+xbErDqoYtVWyy+IMpdP42dxcTEAs2fPZscdd2xlaWLaEm2zheYJYVZqojqN5pp86siisjG8g5MgJkeQP3UoJhpRQv3mY113TuL9+sJ8kx38yyHTPN/UlJls7XBlimk3yMTG1qdG6VOg9d+9pKQEgOnTp8eKTEwo8qJ3FUKUAh8CJVgyPSulvE4I8RRQbl/WBVgnpdzacP+BwB1AAXC/lPIvLSF3SxLlMK6NxSxFLpuT9r8YUO5yZdumNcor186jMd60dWVGrz9t1QwniDLjvDYsm4Iyk8/jTdB2FmRSH0ZxjwlOUVER7du3Z8aMGa0tSkwbI19aYS2wt5SyQghRBEwSQrwupTxeXSCEuBX4Wb9RCFEA3AXsBywDpgghXpJSzmoh2QMNUvky8TCRLxOjoIONXDYnlDLTFgae1pwE5Gue5DOtvcOaizYbJTyt24nnQfrEtuq7Z5Lb7+R3aFllJmremt4hajlGST+XhFk0cGtfboo75E8/GnZxJJ/aW3l5ObNnz25tMWLaGHnR8qQVQLzC/rfI/pHqe2F5gR0H7G24fUdgnpRygX3tk8DhQE4UmUwG7lykmy1yqcyEkTuMMgNNuzMm+d3KCfJn0IHoSkw2yiyf8qGlcauXXnmSbbMZt+fpu5AWpVlJM4wcQdKK0iduDBHbdJ+lfFFmoprJRfHzyeddmEwJ27/m09iSq6MXcv2O5eXlTJ48OSfPjtl4af0WZ2PvrHwJDAPuklJ+5vh6d+BHKeVcw639gaWO/5cBO7mkMQGYANCzZ08+jdBg6hul63fzgKICYfxOH/RkYUnotN3kWBwwTX8WN/skqpxe+WSiprqSDz/+NJV/TtllnceNq+YgitUEb3GavF4yuOVZa5CZE3d6mWVar5xUVFSktZGocmZTpmzh144heFtWWO8Z/rR30/NMdb6ioYaPpjrru2JxRnkcrlyt+mZKz5SnYfpEHVkYPi/9qG+UwfvouhrPZ1UmE0ye9IF1bcB+B7zzJBtEzddsjW3e5Ka/qm+UqTHEiS5zlDExTNmCf//R0hj7l4h9laL5TCEa+pxs2bJlJJNJJk6cGPgZFRUVoa5vrfuyRdfBXejTs3vk+39Yuw4+X5Q1efKBvFFkpJSNwNZCiC7AC0KILaWUyljyROAJl1tNvYWxt5FS3gvcC1BeXi53HjculIx+q22mVYpchj8M4t+QzRWzoHbDQViwtmmSMKRrKfOmTmHY1jukvYOS3bw67aQmzdTMKWcUUwkvgr5nlDRysbqZSf36dPJkdh/RJ9C1+g5ZEDmyXTZBiLKrmQ2Zgryrs/xNdX7SKtitB4DVdvS8jlLWmda5ILugitZcqQ66+xa8z4FJq5LsNnrz1P8qL3LZRwQhypgTpl3kapzJdCxUY4gJr7YWVq6wfUgmpnlhxtyw9SkfIgjqc7Lq6mpGjhzJ+PHjAz9j4sSJoa5vrftickfeKDIKKeU6IcRE4EBghhCiEDgK2M7llmXAQMf/A4Dl2ZYrH8Muq47LS7YozsRuRDEvcWNIV31V2cJkxiAGlAeaWJhorclTkLzQZcuXQ+SCYioTP4VG4WXGAvlhnqHIxA7eqx7o7+psq0HqfFhfsTCY0g6Sllc/0Fpl61cGfvLUzptu/qLLmLT6rkyRgvaFbTUAgKkc3cYZrzqs16eoJoVR8job/jJByaScg/rq6J9FVZ5a06yzvr6eb775hnPOOafF045p2+RFLyqE6AnU20pMGbAvcLP99b7AbCnlMpfbpwDDhRCDge+BE4CTsi2j1+DU2oNR0EAD2VRo3JQZRVTFz22w8ZrYue3G5IIgymOQ+73IJ4XGa8DPZBLtlo+5bkuZll/U9NzSNCmzzjoP0ZWKILiVby7K1vldS+KnWESdaMraamrnzaVk2JiUUulUZtSzWxq3/sOrb4wibxDlwKvfdlv0CDuZjuo/GlSZ0eXIdtlGLa9M5iP56H+2cuVKioqKuOyyy1pblJg2Rl4oMkBf4CHbTyYBPC2lfMX+7gQ0szIhRD+sMMsHSykbhBDnA29ihV/+j5RyZi6EjDLY5VOHocuSyUTZb7AJm1eLC4TxHtPEzo2WzOuWmJBlUl7ZzIug5zFEobUWAVprQh0EfWKj6r1YvxgxYHPX66MStZ61pYMEw04+w+wC186bnlJmoGlQzReFJgxBysxrZy2sMgPpirqzjw+zE9KvfaHrGOJFJm0n2/U7rCz51L6yQWVlJbfffjv9+/dvbVFi2hh50RKklNOBbVy+O8Pw2XLgYMf/rwGv5Uq+jRVTx5kPuwA6+aQMtib5kA+5VGpi0tHLWxauaJE6kA/1LFcE2b3W63XJsDHu5mUabostG9OkM4oFQCbmwTGbBkIIzj///NYWI6YNsvH0rjFZwW91dmOe5MSEI64rMRsjSplxmvaVDBvT7DqxCkr6N33ekiaubQFdKQxrrhjn4aZFSUkJhYXxlDQmPHGtifEkHkxighLXlZiNBeeugtsEPFemfhsTbnkRL3rE6BQVFbW2CDFtlFiRiYmJiYmJMeA1wW4pU7+NkTjfYnSsc89jYsKTaG0BYmJiYmJiYmJiNl1iRSYmKrEiExMTExMTExMTExPT5ogVmZiYmJiYmJiYmJiYNkesyMTExMTExMTExMTEtDliRSYmJiYmJiYmJiYmps0RKzIxMTExMTExMTExMW2OWJGJiYmJiYmJiYmJiWlzxIpMTExMTExMTExMTEybI1ZkYmJiYmJiYmJiYmLaHLEiExMTExMTExMTExPT5ogVmZiYmJiYmJiYmJiYNkdhawvQWnz33XeUtWvX2mLExMTExMTExMTExERgk1VkRowYwbSpU1tbjBibTydPZudx41pbjBgHcZnkF3F55BdxeeQXcXnkH/FicUxLEJuWxcTExMTExMTExMS0OVp1R0YIcT1QAWwJvCKlfNbxXQL4O7A3IIEa4DjgMGCwlPIi+7p7gKFSyn3t/y8AhkspL/ROXZKoq0QiQAhkQTEIQT0CEFTXJwGotH/XJSUAjda/FCVACEFpgUAIQcdi63dRQ7X1hNoKBEBjvXojK51EIQgBhSXW/6LA+l8krN8p6azrk1if19vp1zZYAjTK9LcpEJY87QotORL1VZYcNestOeotuWios35L7QGKRMLOD0u+ZGGp9X9JBxCCGopACKptOepsQRq0/FHyqs+r6hvT5BdY8nYuLUAIQUNSsromSbfCBhICCtYuRSCRPy0FKWn8ebX14MIi6/269kIkEsgufUEkaOzQA0SCagoBQY2WQYV2/qhyU/lFstHKDzu/G+zb1HvV2r/V/412vtmvZb+H42/7vSCtOFPfJex0i1X9UeWl6kvNBuvaOvv/Brv+JBvS5FT1RhYUppWXLLLLq7DMLj/rcyW/dJS7ECKVL4lkPSlxG2pTdbeg4qemulOn6lANApB1NbZsVtlSVIIQAlnaEYSgsV1XEAkaSruCEPxca12n2pTKy4QtS4mdJ2V2nqi8EY22bDLZlJtCkLTbUqNdGOrN1P+qCqi6WNdo/t0ozXVF1RElV7Hd1q3vm8pSodJVda+2Qf2ftPPeuk49t32R9bzOdpdQ8PMPCCSsXY7AUedVHaguo3DWe4guPREikcrfZDsrf+uF1TZVm1Oo9ApI2nWr0srP2sr0uqbKV/VZdp8kE0VpfUCytJOVTrFVzhV1VrlW2+9bnzTnZ3FBep9ZbOdjqr6lylehLsD6rTJQv86WszFh9eGqflXZv1VfpfomJUen4oTVd2PV54I1Vp/TuGKB1ees/hGQqfotyjpY+dhnc0QiAQ11FKxfQX3H3iASrKpqQALr7fyosdMv1Np6x6JEWvkX2uWCtH6rtq33RSpXE3Z2qPoo6mvsPr4qvY+3kQVFaX1CnZ1PFXXpY5yqr3p70Mc6JXe7hLSGrqq1Vt9WvTatXklVb1MPKkUIQbK4nd1XWb+Txe1t+UrtMc8q+6QmR6OWH2osUfWutkEyf11TmqqcO9rydipIWvJWrLLqffXPdn238kvV82RZZ6s+te8OIsF6+5Hr69LzqT6ZPpapfNLzq7QgvR9Jtb96u/9sdPS9QiDV3MDOn2qZAASV9WpMstJVzUzVh6JEenqp/lPVD7vfprEhvVyE3c7UmNJsTuJoh05UOzTNJZq15ZiY3JHPpmXHA/2AMVLKpBBiAFAJfAKc7LhuayAhhCiQUjYCuwD/C5yKc6C0/gh4mzD/dnuKno7bb1e5QsqjyRH47cLKGRFdXkUipRSoSUt6J5m6L2FvJgrtt8sb+pVX1PdyKjHpz9euCyiHWzk1kzPs72Zyu+SDR9p+dUg0SzuR/r/Pfb5l1HRDoOdGxVcekX5d5s+3P7frfKru6/el7tfrfsCy1p/j8ttxY7DfPvjmo/uNwdLJWl+p9zl+fU96PXdZGgpcv4P2RXr9i1yOAQlafuH7Bze5cjPG+Mrr1n+FTidcf+bbt/vkR7P6EHRO4pdujvvZmJhs0eKmZUKIq4UQc4QQ7wDlHpf2BX6Q0lLtpZTLpJRrga+BEUKIMiFEZ6AKmApsZd+3C5ayExMTExMTExMTExOzkdKiOzJCiO2AE4Bt7LS/Ar50ufxpYJIQYnfgXeBRKeXXUsoGIcRUYAegDPgMmAvsIoRYCQgp5VKX9CcAEwB69uzJx19MbbbqIe3fSc2ESF+jU3epHYSC1OqHvaWqzG2a3RFu1UXa36esKmS6mUHTuyl5bDlkuhzCaxs47UHqD3uVUa1K2auQSfW5yp+UoGm/mn7r+ajSt+WssNNrqKli1lefUSjsVenGOuuLemsbXDa2t++z0heVFdb/3y+wvi9YYsuTnl+p10qtxqWvzqHJk8pnzOWvv2fz1U/9A/PHCa28UvXFLich1f9uCabXH6mvImq/k/oLaPkgnBlmy1BRXcOkabObvkvVIb0uqTy0TSUS661PEyvs31Y3o0yvki5VsClP1G9hTkd/d+15Umsd6vuk9r9eRxX6SmZCa6pNLTa9VFW6fumpuwpE+m+hTLrs37KxwL7RKsPKJEz6sQFWr7Q/XmMLWGA/X+0MaO+TMko0l2OqriX1fFYPUAL+ZKdbkPY7qcpVe1/99tSeqf1BItUGs2OGIlN1Pb2e6a+l5CmwBSpQO2ENVp8j6+18b+yVfmO19blYYvU9FfVJJn0zF1mwCHCa16bXA71vbj5mmDNM74t0mtqHW7tMf17TzpH1WzeTdUtPL68CrTybxhjbZCnpIkdiQ7ocqbGlQJMP0v9I/7dZO1MmZzWVLJ3xhUPudHnVb5KWnCKp9bEq3xMrbbmssUWZtDUGzSctffe+3q29aX23ErtZ+vZlfunp9aJZ/dD+aLYD47Yj4zOXCIBzTlZaWsrEiRNDP6OioqJN3BeTO1ratGx34AUpZRWAEOIltwullMuEEOVYPjJ7A+8KIY6VUr4LfIy181IGfIqlyFwF/ITHboyU8l7gXoDy8hFy1+23TnWmsrAEgHq7G/LzkSm2e8WyQuv6TiXW7+KGagAStfZE22lvjm2vDFBUav1vT/JSnbmSVXViwvrcz0em0O692hdZ9xXUV1mPrbEmlaLekksN1q4KTYE9SSm05EsWlVn/l3YEoEYUA2TsI6M62S5l1vuvmPUlo7fdiR5F1iBTuNZSTORK63fjzz9b8hdZ6Rd072p937W/9X1Ha9JRjZW/uo9MkZ0/qtxUfqUGMzu/w/rINJnCqf81RUl9bv8usG8oUfVHlZddX0SNNdgn6uz6Y9uZC3vwTdUju97IwiL7t12fiu3yKrKixSTteqb7yKhBV+VLQbLJtlw01ALw8ZSv2G3syKa6U6fqkKWw6D4yotiWoayTlVftu1uvUNYNwNVHRk3oSu08aWfnicqbhGpDakBWbcNuS9n2kVF5ouqIkqvEbutFagKcSC/koD4y6rkdiq0HdbG7hMKfl1uvt/Z763maj8wnG8rYrXchia5WXVf5m2xv5W99wmobuo+MSq/QnhIl6iqtdGor7f/tumeXb6rPUgpLgfVc1Qckyzpb6ZRY5eznI6Pys6Qwvc8sUfM1u74ZfV+gqTG5+cjYcjYWWH24n4+MkqNziXVfp/9n77zD7KjKx/95t2R30xNSSIOENGlJKIFQBQQEpIgoiCIdRBFBRYrKVwSVpiIqP6kKiNJBEEF6CAESSCAFAoEQEghJSC+bZDdbzu+Pmbk7d3b6nbl37u75PM8+d+/cmXPeOf095z3vwSjHVWvMtmbZR8anqTBa5buiznj/qsEjAJiydCv77zqapp6DAFi52aijzj0y1Y663rOLEa+V/9XWrhDzvay67bVHxhqQW+WxwtxrIWabn2vjTVSVmX9mm7DVTKewe2ScfZ0ld7dK476KzWsNubYYn1a5cu6REbNtaq0xJqVUl27m9+6mfObvjslEi6A9Mh/NfpNhu+yZu9/K556mvL2qzPJfv8r43GL2KeakmVXOW7v2NuLr3h8gcI+M1eZb6eRMr7qq/HbEqn/WHpncBIalSFljAzN9tiijvHjtkbHKQ5fK/Phy7acVT7O1J8exR8YylbT6FOeYxMvELoE9MvYxWe/evdVBBx0U6jk7kydPphye06RHKfbIhFbjlVKNwNPA0yLyOfBVjNWZ14DvArXAzRgKzE7m56sJy6vRaDQajUaj0WgyRrH3yEwBjjf3t/QAjvG6UUR2F5HB5v8VwDhgsfnza8AkoL9SaoUypplXAscRdX9Mu+XWcHpWzsTL+ekVijMer09PuSLK45Aj9NtFlTMmTnkt2ky53Je5c8/lzBccnx5vGJRfcd/Ly0ypvblTODm88qmdnFE/28ntkQ4+cQeVIdUu7nDmjJ5p4mFGmXRZjCyPyr+v8PDN6w7z1nbP5Z73MCUKymtnOB6ftgfDfQYQmI7eD4aLJ7G20t/ct33bk1/OPQ1wQpbvsG2Rs/zFzseQhM2/6O2Dl1zp9DGB8nq1X5HjidaeBbbtAenRrjyEHZMExZtyO6vRJEVRV2SUUm+JyAMYm/MXA6/Yfr5VRP5o/v8p8CvgdhGpMa+9AfzFDGetiKwE3rU9/zqwHzA7nDSm20cH1dZnF8sMIKKuV12HgtwyeaFYVsOWGUZNKHlU4nJYWJkRTo7wrKoQtqmtALqggOZ+I40f+o1qd6/CtjfHQa31Wek1rLAHpNotm5ur8lSZ/3StChFOoSiF6tLN6GhcymQhiBl+TUXeFacAUFHV1tF1Mf+vrM6ZVxSCVYb7mEL0qYlQdpRDNhvWuzmzqLpd3hchD23x5speF+uXStf7nbT0Nswk6T3U/YZp02jeyfvAP6sxr/Is+2ZO1PQw0rOmRyi5vLDytWeurYwZUFVNIkNXS54e1cb796i20j0o/Y22snngGOPrQMMHjUdNIWeY8/k0Wnpum4t3QFcjnoFdw+W3U3KkIi8dnG2RK0q1pV/IdLT6uFj1MQ9T8e62jdEmm6aOhZLbyeN4bSsZaiqc+WuwpEoYadlpeoSsANVzW+Or9RmAVa4jjwU8iNrWt+/TIrafEcuHRlNuFN20TCn1G+A3IW//n084Ozu+XwlcGVaODz74oL6ua9f5Ye/XpE4/YFWphdDkofMkW+j8yBY6P7KFzo/ssX3YG9evX18vInHGZHHzvdjPgb+nXk1MsnyOTNrMV0rtGXybphiIyAydH9lC50m20PmRLXR+ZAudH2VPrDFZ3Hwv9nPWs3Ge0/hT9HNkNBqNRqPRaDQajaZQtCKj0Wg0Go1Go9Foyo7OrMjcVmoBNHno/MgeOk+yhc6PbKHzI1vo/Chv4uZfuTxX6LMaDzqtImMexKTJCDo/sofOk2yh8yNb6PzIFjo/ypu4+VcuzxX6bDERkb+JyAoRecfj914i8h8RmS0i74rIGcWW0U6nVWQ0Go1Go9FoNBpNHncBR/j8fj4wTyk1HjgI+L2IxHXAXzBakdFoNBqNRqPRaDQopaYAa/xuAXqIiADdzXubfe5PFa3IaDQajUaj0WiKjogcISLzRWSBiFyWUhztTKVEpK+IPCciH5qffRKMb5iIvCQi75mmVxemHWdEdhWRGba/cyM+/xdgR2ApMBe4UCnldU556nTmc2Q0Go1Go9FoNCVARCqBm4HDgCXAmyLyhFJqXsJR3YUx+L7Hdu0y4AWl1LWmAnUZcGlC8TUDP1FKvSUiPYCZIvIccHqhcfbeoT8DdhgSW7A+n3aBN5irlPpR7EDgy8As4BBgJPCciLyilNpQQJix0SsyGo1Go9FoNJpisxewQCm1UCm1FbgfOC7pSDxMpY4D7jb/vxv4aoLxLVNKvWX+vxF4DxiSZpxF5gzgUWWwAPgY+EKphNGKDCAi+4jIgyKyVES2ishqc9nvNHPGABE5XkSWi0j3EOHNF5EXXa7/VUSUiHzf5bcVIvKw7bsy/37rcq+IyELz93vNa5Ntz/j9DQ+Q/QQR+VxEutquLbLiMb8Pd4TZYqbNP0VkmEuYkd7FvL6biGwWke385NVoNBqNRlOWDAE+tX1fYl4rBgOVUsvAUDyAAWlEYo65dgOmFyvOIvAJ8CUAERkIjAUWlkqYTq/IiMhFwKtAX4wlvkOBM4EPgL8CR5u3/htYDvw0RLBTgEkuXhwOBDabn3YZdgT6m8/Z2Qh829xQZecAYDiwyXbt+8A+tr+ngJWOa/sAy7yEFpEq4LfADUqpzb5vaHCNGebBwB8wZhceF5Fql3ujvAtKqbeB54CrQ8ih0Wg0Go2mvHCOB8DYSN4hMCe+HwEuKpXZVRxE5D7gdWCsiCwRkbNE5DwROc+85WpgXxGZC7wAXKqUWlUqeTv1HhkRORBjAP4XpdQPHT8/LiJ/ALoBKKWUiNwGXC0i1yilGnyCngKcDewJvGbG1Q9jc9SfgBMd91uKzcuO648BpwBfBCbbrp9q3jvCuuC0KRWRlcBWpdQ0HzmdHIehVPwt5P0LbeFPMRWYXwN7AM54Q7+LjVsx8uFypdTSkDJpNBqNRqPJPksAuxXHUIwN5MXgcxEZpJRaJiKDgBVJBm6Ohx4B/qmUerQYcSaFUurkgN+XAocXSZxAOvuKzGUYdpOXuP2olPpIKTXHdulBoDfwtYBwLYXEvvJyAMaqw5+BQSIyyvbbgcA6DO8Pdj41w/qOdUFEaoGvk79pLSnOBv6nlPJzu+fHW+anmzlYnHd5FtiAsUFOo9FoNBpNx+FNYLSIjDAtWL4JPFGkuJ8ATjP/Pw14PKmATcuTO4H3lFJ/KEacnZlOq8iYe18OAp4NWF3JYS6dvYf/QUEopT4BFpOvyBwIvKaU+ghjFsKp5Ez1cF93D/B1Eakzv38VqAYedrk3NiJSg5EerxQQzHDz8yOP3yO9i1KqGWN50ze9NRqNRqPRlBdmH/8D4BmMsdWDSql3k47HzVQKuBY4TEQ+xPCadm2CUe6HMWl7iIjMMv+OSjnOTktnNi3rB9RhKBxReBuYFOK+KcBxIlJhKigHYphXgaEsHAj8TURGYCyt/skjnIcx3BMeh+HR41Tg30qpje23mxTEBKAWmB3hmQpzX00XjDT5OfCIUmqmx/1x3uVt4Ke2dNRoNBqNRtMBUEo9hbGnN804vEylvpRSfFNx3/+TWpydmU67IlMAK4HBIe57GegJTBCRnsB42lY7ptK2ImN9Ojf6A6CUqsdQgL4jItti2CWmYVZmvdPKCM/cCjRhmMy9AHyOsQ/GlZjvshKowXDGoNFoNBqNRqPRAJ1bkVkNbAG2j/jcFoyViyAsxeRAjGXGFgz3e2AoNCNEZKj5ez1t+0vcuAdj0P8jjM1hz0eUOQzWOzVGeObXwESMDfx/AXYH/l/AM1HfZYv5Wed7l0aj0Wg0Go2mU9FpTcuUUs0iMhnDXrFGKRV2AN8XQwkKCv9DEVmGoagMBGbY9uK8A6w1f7P2zjT7BPc8xqD/YuAPSqmWkLJGwXqnPhGeWayUmmH+P0WME2zPEJFblFJveDwT9V2slZiSufbTaDQajUaj0WSPzrwiA8ZGq22AG9x+ND1pjHNcHgHMDxn+FIyN/Adi20SvlFIYbplPBEbhYVZmu78Vw2/3fwjvGjkq75ufOxQQxmUYKyi/9LohxruMAD5VSm0JvFOj0Wg0Go1G02no1IqMUmoK8GPgByLynIh8W0QOEJFjReQmjJWT3Pkmpku9iQQoHjamYDgV2If23sBeAY613Rck6y1Kqa8qpd4LGXckbJ7W9iogjOUYm/mPEpE9fO6L8i57Ez69NRqNRqPRaDSdhE6tyAAopf4I7I9xjsvvgBeBuzAOr/wuxsqBxb4Ypk73hwzeOk9GAa86fnsFw6tFA+BlhlVsHgCOLjCMa4GNwP8VKoyIDMNwkhA2vTUajUaj0Wg0nYROu0fGjlLqNQxTryBOwTjv5Z2Q4b6Lhws+M05Pn8NKqUDfykqp4T6/nR4sYTtuA34iIvub7gNd41FKLcL7vVZjeGuzX4v7Lt8CPgGeDnpeo9FoNBqNRtO56PQrMmEx3QWfhnFWSofEPKzz7xh7XUqKiNQCFwL/l5JzA41Go9FoNBpNGaMVmfAMB35i7qvpyFwBvCkiXUssx3DgJuAfJZZDo9FoNBqNRpNBtGlZSJRS04BppZYjbcwN+7/KgBzv0+ZJTaPRaDQajUajyUOvyGg0Go1Go9FoNJqyo9OuyPTu3VuNGjWq1GJoTDZt2kS3bt1KLYbGhs6TbKHzI1vo/MgWOj+yx8yZM1cppfqHuTfumCxuvhf7OYiWHprwdFpFZuDAgcyYMSP4Rk1RmDx5MgcddFCpxdDY0HmSLXR+ZAudH9lC50f2EJHFYe+NOyaLm+/Ffg6ipYcmPJkwLRORWhF5Q0Rmi8i7IvIr8/qVIvKZiMwy/47yeP4IEZkvIgtEpOQetzQajUaj0Wg0Gk26ZGVFphE4RClVLyLVwFQRsc4OuVEp9TuvB0WkEuM0+cOAJRget55QSs1LXWqNRqPRaDQajUZTEjKhyCilFFBvfq02/1TIx/cCFiilFgKIyP3AcUCgItOwZUt0YTWpoJTS+ZExdJ5kC50f2ULnR7bQ+VHebN26tdQiaMqUTCgykFtZmQmMAm5WSk0XkSOBH4jIqcAMjHNc1joeHQJ8avu+BNjbI45zgXMB+vfvz+vTOrw35bKhvr5e50fG0HmSLXR+ZAudH9lC50f5YR+T9enTh8mTJ0cOo76+viye06RHZhQZ8/T2CSLSG3hMRHYB/gpcjbE6czXwe+BMx6PiFpxHHLcBtwGMHTtW7TNpUjLCawrm9WnT0PmRLXSeZAudH9lC50e20PlRftjHZCNGjFDlsGlfO5XIHpnY7G9HKbUOmAwcoZT6XCnVopRqBW7HMCNzsgQYZvs+FFiatpwajUaj0Wg0Go2mdGRCkRGR/uZKDCJSBxwKvC8ig2y3HQ+84/L4m8BoERkhIl2AbwJPpCyyRqMJwdJNzXl/Go1Go9E4qajIxHBUU4ZkxbRsEHC3uU+mAnhQKfWkiPxDRCZgmIotAr4LICKDgTuUUkcppZpF5AfAM0Al8Del1LuleAmNRmPgpbQs3dTM4G5ZaXY0Go1GkwVE3HYJaDTBZGJEoZSaA+zmcv07HvcvBY6yfX8KeCo1ATUaTWj0yotGo9FooqAVGU1c9FqeRqNJDK3EaDQajSYq2rRME5dMrMhoNJryJqwCo83KNBqNRqPRJIVWgTUajUaj0Wg0Gk3ZoRUZjUaj0Wg0Go1GU3ZoOw+NpoPhNPMqhjnX4G5Ven+MRqPRaDSaoqIVGY1Gkwh2hUkrNRqNRqPRaNJGKzIaTQemVJvrnfFaio0+R0ajiUcpVlo1Go0m6+g9MhqNJnWcqzV6xUajCY9bfdF1SKPRaPSKjEbTYcn6jK19IJZ1WcsRr4GuTuvSUbVmUe7/5r7DCwpL56NGo9FoRUaj6XBkdYBjyeU1u5xVucsRv9l6ndalwa7EWN/DKjP2uqPzTqPpvPQcMYh+40bGfr5Xl47XfnS8N9JoNJlGOwVIF52m2aS57/CClBnI7iRFMXGmoUaj6dzoVrEMsQYqulPTlDu6DCdLGCWmlGmepGlVOWK9sz0drP/LMT28lIq03sVPiZHmxsiKoUajKX/0KKIMcBuc6AGgJot09oGqE70PqA231QjonOXEbXWmI6EVCo1GUyw6d8+aMs6OKkrDXmrzELdOVndMmiDilpEotv+F1KtiUyzlJUp7UYp9Fn6D9s466E36nUsx4ZXFfOus5Umj6axo98sp4dZxh5mBC+OatlQzu1VrFnXoWURN8bGX9zCDca961VnLZVxX1sWcKAmTN501/5LErV+wykepJ8Y0Go0mLfSKTAqkNftYTAXGy/RBz3RpskpnNFXqSOZqxZhJ7+ht2uBuVZ5KS0fweOa2x0ij0XRu9IpMCfBrhL06mlJ0QM19h7f702iSxFmuk5g5LvUgR8+C5xOl3Ugj76wVO6+wO9qKXrkrK2HQ/ZFGo7HIRIsnIrXAFKAGQ6aHlVK/FJErgXOAleatP1NKPeXy/CJgI9ACNCul9iyG3GmRVkekD8jTlDNZH2xqxaU9cfIsyZWZrJeZtHCe2VQubbyzDgXJnV9OFuf+K6QM6X5SoykvslIzG4FDlFL1IlINTBWRp83fblRK/S5EGAcrpValJ2J5ow/I0xRKGh64ogxcwnp6KtVMbWevQ0kqDUkpM/YwOrpZmRvlXiajKGKqqiavjeiMpqYaTWckE62cUkoB9ebXavNPlU4id8K6li1H15qlVGaWbmqmqUWV3exhZyaJ8hJnBSOobnWGQUtQ21LMNEiznUt6z0xnKBsdlULaG63QaDQdm8yMGEWkEpgJjAJuVkpNF5EjgR+IyKnADOAnSqm1Lo8r4FkRUcCtSqnbPOI4FzgXoH///kx59XUAqislWL7mRscVYxlbVdVEerbt/uWBzyVNU4u7bmi9/2LXX4sjS8OWTSyY9SYACxxyaUpDfX09r0+b5vl7IeXFqywuLjjP49er9nXcIEwdLwZWfnjJaaGqite2BMlSOOHb2WITVD+SxkrrpNPCmYdZSmurnaiulMD2xp4fbuUybL1Ir23SOHGOySZPnhw5jPr6+rJ4TpMemVFklFItwAQR6Q08JiK7AH8FrsZQVK4Gfg+c6fL4fkqppSIyAHhORN5XSk1xieM24DaAsWPHqlETJuZ+85vtydIMaEfAbSZ+waw3secH6JWZUvP6tGnsM2lSomFm0bV4ls3V7Fj5kbUVqTgmW3FXcrKQDxZp1A830szvjmRul1R+6AOo3SnkrC8vnGOygw46KLJckydPphye06RH5mqnUmqdiEwGjrDvjRGR24EnPZ5Zan6uEJHHgL0wnAeExquSlpuJWNbRG6I7L+WqxFj3lcMAL6z5a5LEiSeuG91yyYekCEqfNNKjs6WxE620tCdKv63HTJpik4kaKyL9gSZTiakDDgWuE5FBSqll5m3HA++4PNsNqFBKbTT/Pxy4qliyF0pHmhELg985B5qOjV/el8PgodwGeOXQtkRRaLIme0emGPtKnHnemfM3qre2YhNFnnLcI6wpb7JSWwYBd5v7ZCqAB5VST4rIP0RkAoZp2SLguwAiMhi4Qyl1FDAQwxQNjPf5l1Lqf0kIVarKWG4DJo07aXj5KjZJm7VkKR3KtbMtZKCQ1bYlizKlSdiBa6kHhWkoNH7n+SQdV5bRnkQ1mmTIRE1RSs0BdnO5/h2P+5cCR5n/LwTGFypDGo1GRxjIpkGYVZlyTy/n+2XFI1uSZbIUZkylprMNtjTJ4tXulaJ9iKIgFVMBzkId80qbIJnCWhsM7lblmddWGIWUiVJOWJTrBJGmfCnv0WJCFDIbFrax8Jph6awDIueBbc7rnZU0TWzclKuk0jurM/1+FLqyYYURhqjmlGEOAowje7nlUUcijcmbOPlZ6tW8sOaExZ4oCZMuhSpZYfLY2TdGbaed5+hYRJU5Tt+slRhNKejUo8a0B81uDVJa8WbNk1FYrLRYXClFUWKKkU5x9wBF2XgOycgbVCajDJiLNZOaZB4WaroTZnAXpzwk3VYkmSdZWV0sF9LaE1hMJcb+fFJlKUttSxynE9BeniT3gNrHD2FX0v3eI2zexV011EqMplTonqgIFFtx8bs3y0pNRyCoE/ObXYvSsRe6PyXK6kzUwX6aqzOl8OJUSpLwpphWesQZsGVZ+YliFhQFr9XnMGEGDUwhfP5mcaAZp22xniulHHZ50m5vktpo35HaRY3GTnZ7lYyTlfMa4oaRhUYtS97LCk2PpN4lSXNGP9xmDv1m3LKgzKTlKrlUZloL1za0u7ZDn9rA50o9IC1k1jnN1ZxitSdxTTLTMqcttvevLEwWROnHCk1vtWR+u2sydGyeLHY5/OpHMTbxp503bu+QRJuklPtBpBpNEFqRiUkxO480Bi6l7IzcGnmv05SzTCGDOb/OzGtgnXR+eXW4Xu+VBWUmLcK+WxLv46bA2H8Lo8xEIY18SMuNehwlvhQTIoXEGTbtktrLUmrFN4hie2bz269ayv1D5WIenpYi1tjYmEq4mo5Pp1ZkkpwdTEOxSbpxT7KhTWrDufO3Ys5WFdr5uMkadoATRplJk7gDsbTN30pFGqs9bmnsp8RA+xWZNGY+s0rYzdZJlStn2pZCIUqrvUujnBSS7mmsxIWVp1DTLPvqS6GyeJElxwdRJymSKmsNDf5to0bjRadWZCziDKCdy83Oxq4QE66sKTDQXqaoA4qkBvhJkkaH4Ce7lylX0HNJEmUfwGKP38J4HSrWqlISxNno6/ceXmlcqBJTCFlfHSvmSp9XuobZy2K/16t+JEHWFNY46R1lMBx1NSTNslzsFaKk2580SbOf0oqMJi5akTGJO4AOM1sTlVIfguaGc/CaZkOahDKTxTN8gmynkwg/iXvC4lUGqtYsKptD79zktE9SRK3fUZUYLzMyt3ySZnfTCzcbfkh2ciXLRJ1B9mtfOvr5VnGJM3iOmlbF2h+YlCz2e4tNKZSZtMv+li1bUg1f03GJVTJFpBvQoJRqSViekhG1kgYNcAptZML62i82hfrPT9t8w2/PR5JnpoTBLa3S2luQlQFWEiZaSeRXnI7eTSFQS+aHUmbC5mnQ/pco3qu8FBi33/02J8clrmlW0vsT4hClDqZRt+K60O3o2Pu9QleBCs23uIpV1PY9axOXpZK/qamJTz/9lGHDhhUclqZzEaqmi0gF8E3g28BEoBGoEZGVwFPAbUqpD1OTsoxIwy0keHduQR5VgiimKVfaFMPGPQkTmKSVmXLNv6AVAmfZTLrDDxuWU5lxyhsmL8Ns4E8zH53v4FY2Cx3c+7n3DkMh+dvRJwiyQFIKcBjlII43MqfDmLQPWy71ymacM6yimD5HwSlH3Hr89NNPc+6558aWQ9M5qQh530vASOByYFul1DCl1ADgAGAacK2InJKSjEUhiU4wbbtdO2rJfM8ZWed1r0al2EpMWoqG88AwJ4O7VZVkQOJXHpKQqVTv5UcSe8Ks9/KauS82aZiPupG2Ih7ULkQpS4WYYPnV17CD2GIR1La4YZlW+plY+pHE+6d5jlPaqwd+cVj5EVXpjttO+pVHLzmD4kuyngelk9d1t78kiVOPq6ureeCBBxKVQ9M5CFu7D1VKNTkvKqXWAI8Aj4hIdaKSZYQk3LKWYtUjrElMHNIecKU5oCo0L8NudA9L3FnsYng7kubGWPsq4rh+jRJP2DoZdQY5rnci+2pAmHwJ8tznFo4Rb/D28sYFc/K+14wal/fdUmasd41yBoabrIWUwyzuY/Mi7My2W7mM43EqidXHNM2T43rRKkSWUh7A6pcfXm1XIauEfmajQe1Uls5ni0LPnj156aWX+OyzzxgyZEipxdGUEaFWZNyUmDj3ZB23BiDKQMzv3qCZjzRnR5ImC4OOckinzoRXfqQ1Mxw2XK96mfRMeZRZX/uKk9+mc7/ybR/oNC6Yk/tz4nXd/rzXilgYwqyExlHuopabYrcFSzc1tzNlCqtchyWpupOlFS4vLAsDZ7m0p5dXOQryBlgs3NqaLPSVYKRR0F+p6dmzJyLCTTfdVGpRNGVGYC0TkfOAPYAXgFOA/yql/pq2YKXCb5YxzCyJ2+yMc2YmTKfrJod9VkiGjg3trcjPFj7uxuo0l86DZmoL3VQMhfnlD+vzP6r9chawy6yqlqdyVkMSxHFZmkScabnsjlsW3JQUr/vcVmeitFtehFmZCRNW2nui3GSy4k0DLxf9aXuPixJukMMIO1H3XoL7yqIzT50yOJ1U2NPLK88Wrm2gsaW13YGyXnkbtb0qZG+kW9l3po+zXyrEmsItvh361AYqK9bvXvv50jgLyE51dTXf/OY3+X//7/9x6aWXss0226QSj6bjEaZEHgKcBLyilNpfRG5JWaZMEtZDkJfJRhzCKDNBhN3Qm6T5W5JKTlrmBHHzJomBVRIDp47kpMFO3HpTiMvkKMSVL0hx9hrou+WzX1u0as5Huf/7jRuZ95ul9NgVmiAnAMVWZoqFXdYghcY5AAzjuKEQD3iFkJYSY90f1azJbVLK3odF6VftZdNelpyDdLcBuzPP3PLarfymvR/ITXlPK94wygzkp59bWQ9SaAqR/Wc/+xn/+te/uPrqq/njH/8YOxxN5yLMSGi1UkqJyHXmd/fDDDo4bisgbrOchZJk4xDVK1ExBsdJzoKmIWtQBxdlljjrhxAGYd8j40VaXvr8sMsUdcAYxrtO0EpnofuG3IhSH7xWY+1KjPO7XamJ0m4VsvoZlSj72YLqVtDsslf8bjP9bmFb4UZVNItNFG+XSRB0VlZQOfHa42XVaefqjF2Zedcn3LDKjV2+oJUjJ3GV1KAJyySx3jmsKVmUepSEvDvvvDPnn38+f/rTnzjhhBM44IADCg5T0/EJ0/vcBKCU+o/5/dH0xCkuhXS+VoPrnOV0G0TFHQzEOTui0Bm/qBtw49p8hxk0+DWexVJi7Ne9zAD8CKvMhO1YnGYTcdIhzMblJDfph9n8H2XPi0WUwZhX+FEGDG4mL4W4MA6Llc+qqiZ2GJZSYyk0XsqM9T7FdjwRZgAZtm1zzs472xE/ebO0ahQHq0z6lem4SoxX+hcyYWNXyr32eIHRv7qtztgnxmoqwzphNXArG16ESTOvCZSkVjTDEiY++3uHXaXxS6u47bIb1157LU899RRnnnkmb7/9Nt27dy8oPE3HJ7DmK6Xed1x6LWkhRKRWRN4Qkdki8q6I/Mr22wUiMt+8fr3H80eY9ywQkcuSli8MYW3VvUhjYJ6lQ7YgujzF3IQYtrOx3xfXVawzr93e8d0VG3N/fvemYarnpUC7bciNSiErOEkpMW75GCdcJ4UMgP023VrlRZqNxXDnwG/VnI/yVl9WzP409+fEuWpjx02JSXJDcJz0seeHV9lzyuskCxuZ4+JWX4LqYlrtfqF1H9ryKmo7ELZ/9RpsO9tRN7yU6SRXr/zqU9YV6DD1KIm06t69O3fddRcLFy7kjDPOQCkV/JCmUxNp9CwidwBfE5FNwFJgDjBHKfXnAuVoBA5RStWbbpynisjTQB1wHDBOKdUoIgNcZKoEbgYOA5YAb4rIE0qpeQXKBISfsQ1jquG34hB2RsZvk38QYWcboyhVUW16veycwd2GN4ppiEVYV6lRScqGOigPwnS6FoW6+w1rzuM3Gx5nNcXvN7fwkhqcudl3Rw07iX0OfoMCt9lP554CuxIDuCot9usDxhd+WrZbXUzCu1k5krRyFGYlPOy5YUHls5A+xIovqb0+Xqsxq+Z81G6PlxdW2lmb/S382tEoq3RxiLIS79XHhRl7FGNF2I5f25QkBx54INdffz0XX3wxv/3tb/n5z3+eeBwab0Tkb8DRwAql1C4uvwuGtdZRwGbgdKXUW8WVso2otfcAYKBSqklEhgDjgYI3iShD5a43v1abfwr4HnCtUqrRvG+Fy+N7AQuUUgsBROR+DOUnEUXGjr0D8FJcrAbeObuZZMdnxRFng7ObMpNEIx7n7BA3ecJuSLQUv7ArKYVSqPlV2A3UQUpMFMUu6L3jnLFjJ6gTDVIWvEyGnOZqUW3V/Si0rPvVsyhmSWHLuV1etdW4P6wSY2fF7E99lZk4JmVpE5TPcUya4ua/s17uPKAHjS2tQPtJqDCKgl1utw3yVnhum+K9Vif8zJvD4Lfq4TdR5/cucbDKtZsy49a/hlFedh7QI/d/kBJTSkuGKJ770lRi3NLRnoZWfHntU4gyGoUf//jHvP3221xxxRUMGDCAc845p+AwNaG5C/gLcI/H70cCo82/vYG/mp8lQaIs24nI3cBPPRSKwgQxVlZmAqOAm5VSl4rILOBx4AigAbhYKfWm47mvA0copc42v38H2Fsp9QOXOM4FzgXo37//HmFPkc2ZdGxtazBV45b299XUGZ9danP27NZZA1an58Ru11tdKZ5xF4Kbbb3zDAS3uAvFS3anPE0tioYtm6it6+aaTlFtn4MI867O9PF6Lmr+2N/drWxsaXYvJ3VVbWkQVGac4fthf975LvUNW+le2yWv3EuX/EGA2/u4he8M2x5mUNhBz9rrolUHnWF67S+xh+0mkxd+6eCGV14ElXd7+m3c3ED3qrb3bd5iyN68eWt+XFvaBjTVdY5BWtcuxmedmbY+bZZTRrd6GLcuuYXpLCtB+RGnnfWrw1HrZk1LIxU1ddRUVoSW3V5uvNLbLmfYvge8y74TL9nChusM268NCMpnSxZ73Fa5hrZyaslhr89NLSoX/pbmVqqbG2iqcn9nr/bTKVMurhDtlRtB+Rt1HBCmfwlqg4Nwk8mtH3KmYVCZV41b+NIJ35qplNrTK27nmOzBBx/Ml62xkV/+8pdMnz6dU045hTPPPBNjMaCN+vr6WPtoiv0cwMEHH+ybHkGIyG8e/ekpPzts/Oi4QfDq+4s54td/+6NS6kcBcQ0HnvRYkbkVmKyUus/8Ph84SCm1LLZgBRB1euo24GURuROYjmFWtj4JQZRSLcAEEekNPCYiu5jy9QEmAROBB0VkB5Wvfbn1pK61WSl1m/kOjB07Vu0zaVKgXF4mHa5ssWauGpCh29Pcd3ioFZkoy9xJHeSX5OxN3FlOuwzvzpxOxfa70r7LzCeOqZlFqTfG2/FasVvosyJjzYjZ0yDonQpZlZk6bzH79XSWW+O7fcbXb0bWbVXG2yvY9nnfvTyM+c782cZibXXRXVZ7mIHh2rDCNWRuP/Ptt0rglh9+5pT2mXkrPxoXfAh4r8gsn902z2SPbdvxbZa51upMv3Ej27VZbnL6eS/yO9TT6z2d9dwK128lwolVXtzaWWtG2W0mPmil0FmevermDvULqdthfF64wXI3eK7a2/FKB99yOcS5apJf9oNXMoNaX/8zytzy2x6ifx7Xub+bWZ+tFSFnGbXnzaB1C1jWe1S7IJwrCV59SJi2PdjZTlsb5tbG+6VwvDoQrh32w3VfmcsKZJCc7WUNLk/OMdlBBx3U7p4vfelLfO973+OOO+5ARLjtttuorW3Lw8mTJ+P2XBDFfq6DMQSwdzxLzGtlocjci7HUVAV8HxgnIrVKqXDGrCFQSq0TkckYqzBLgEdNxeUNEWkF+gErbY8sAew2E0Mx9u+kinPTbFh7XjfcDvHyGhzENeFKk6iezvwGOH6mVTsP6BHo4z4qQV63vA4zDbP872e7bve649XpzPh4DXuO6NvuehRvO0HurrN0Ho3bWUzQPm+i2vg7D34MMkeKYhbhZsbjF0cSXrFqRo2jccEc+o0byao5HzFg/LBQ5mXLZ6/IKTN2UzPLg5laMp8q2ru2teNW9px1IkhZ8zefrPUsj34eIp3y7jygR6CZplf76cw/ywzQGeaW5lbXoZqXQuxlnuWUPY366HZ0QBBOeYMOWrbj57baanP8zKacZmVxjzoIq8SA95k3kH9QZZS2x0vB9pMxClHbNidJmLyHPag7LlVVVdx2221sv/32XHHFFbz11lv861//Yty4ZI++KBeqB48o6NiPLvVVALuKyAzb5dtMpTIsoRcQikHUFnOJUuqX9gsiEt8naFsY/YEmU4mpAw4FrsPYN3MIMFlExgBdgFWOx98ERovICOAz4JvAtwqVKS7OBjfMwCXKDHtU0l6NcQs7ysF4XgOcGR+vyf1vDeads6xRz4rw8tfvd39ckjoQz02Z8ZsRc8PupjQI5+AijY7JwtPW3/a//ewIi7DyhBn8uHXClqIQhiiDO3AvU24H+jnPKTHCXRxKJj+cygwYkzD2tIp7RkvY+hKkZCzd1MxgM1/89iU6B3BGGW87J8NvBdOvznitljpltpva2FdjwNuVsKUwernvDsKrbPopHV6KlZcHO7uLbnvYaRz67JTLLpPTZbiFPV67krmlvsJTKUhi0svCbY+q/TrktwN+Sox13ZqkS0rOMOMOL2+ZfjJaz9kVUoh+UHdURIRf/OIX7LHHHpx55plMnDiRa665hosuuijxuDoJc4NMywIoyQKCF1FHzbNE5EKl1E3WBWsjfoEMAu4298lUAA8qpZ4UkS7A30TkHWArcJp5OOdg4A6l1FFKqWYR+QHwDFAJ/E0p5Xc2VipE8bJix83cwSLuiotX51Koe1g3om6cdHosszoiu02uXYmxf7crNPYOK0oHEDTzGSeNklgZC7v52y9utwG+myIQNPhwU2bi4qXYeg2orEE1tD87Ii28lJkg/EzWIFpZCpv/SSiWdmUG8tsuv1UOJ1HqnfP9wqyYFHIooF+7FFWJieJFUC2Z76sEJ3GIst/zfvXETVlwruQNGD8s8Mwh5yoA+K/i2fErM16KlVU+GxfMoQbalU+/upOUYuBWFoMO3c0znXaZpHNbbY9KXOcjzvQKU8ad/S7QTpmxk4bFyJFHHsmcOXM499xz+clPfsITTzzBqaeeqk29is8TwA9M51p7A+tLtT8GQpwj42AgcJ6ILBWRJ0XkNyLyjUKFUErNUUrtppQap5TaRSl1lXl9q1LqFPPa7kqpF83rS5VSR9mef0opNUYpNVIp9Zs4MlhnS5TKa49bvHFnu6rWLMr92Ym72lPMcxjsSsyHi9bx4aJ1rr/ZidtZ2fO8kLxP+nT7LJDWOzkH4X7nmiSBNXizx+u1L8J65zBKk59tetyy5HVInRWWfVOv12DWvj/mrXUNub+0SLptsMKzp58MHZuqIhski8WMj9fk/sJgne/jPOcH2spjnMFe44I5iXiFchLXRXcp2j9nuiW54lIIQd5K7WUnbDnyI43Vcns5d8poKTzO9snZ3qVp9t6/f38effRR7rzzTubOncs555zD+eefz+rVq1OLs7MhIvcBrwNjRWSJiJwlIueJyHnmLU8BC4EFwO0YW01KRiRFRil1olJqR2AE8H/ABxjuj8sSr0GH12F5flizV84BhtuAxj774TZgseMVv/NQNK9D0pwKzeBuVe3+4rBDn9pQTgrs8vulpWWmEXWWKmwHltShfhbOvHIejmkNvuIOwNw6PLdZs6iDCK/DId3qQZyT5J1lwM2UJ41BmB9hlZmkVqEKIc6AzJpVt5SYt9Y18MdVy5jSvJbVrVtz18IoNFHfO4q8fvdGWfVw4lYHnHU9Tpse9G5eHga9sBQat/Jorzd+SrC97lgKjf1a1IHtgPHDcn927NYF9j7N2abF3WDuvLdm1Dj6jRvpatXgvOaVbm7eyOK293EH5tZ9Xv1q1P7NaRaYRJ5D+7Ltt0/HqdS4KTMW9vFGWibJYJianXnmmXz44Yccd9xx3HrrrYwePZo//elPNDdnx4V8uaKUOlkpNUgpVa2UGqqUulMpdYtS6hbzd6WUOt9cPNhVKTUjKMw0CaXIiMg+YvN5p5RqVEq9pZS6Wyn10/TEyw7ODt5qdN0aX6/BgP2kdvv/cZUZP5xKjdsKjUWQMmMpLfa/KGE4B/lhGT28N6OH9859tzoBN9t3P5wNbpLKTJBCA4UrNZCv2ESR368zcStrSZrWOctEmNWYtFdogpQZO175FWTO4XbN78+JVa6j5LNdiQGY3LyG6c3r2KDy89P63b5y42USG+Rx0W0iI+gd7c/sPKBHri57DaS8Jgfc8sDLyYDbKo8XbgNRS7YkTIEsklbmwwxsLYXES2Gw8FNiLJztXCGr2Va4YeVz4ixf9jKW9kpN0GDdit9evvcc0Tf354WzbfLac+VH3DxxymW3jLAUGufYxXmeTJpKjJ2+ffvywx/+kFmzZrH77rtz4YUXsvvuuzN16tSixK/JBmFXZE4DZorI/SJyuohsm6ZQxcKvw/VqBMLYN3vNGPnNegQpM0E4Z2u8Ora0lnyjyuw8BBPaBjZujXzQICLqClOSKzReCk1Yogya4sxceym0YdIsSbMRt8kANyxlxl6O3VYbw+I3GLPjp4R6vYMbUVc83e7z2khvH/iBkYYDxg/j/pr1PFq/ijE9q9m9dy0HVPbhG122ZURl19y9u/euZffeRrjbjh+QNwtvT6Mwee7cQG9feXP7265xSe6+/Yd2zxtwFuK1yY7bgNb6c8roh71++LVNdVUViXpO9FvRdg727dSMGmdzT9xeybNfsz/vVBjcFAi3OmiX2SLKyr6X+WCQfPZ3DMJrwi1p3GRx5qezDIUhbL57xW3Fn4TzIK8JRchvB9Lc7B/ELrvswnPPPcejjz7KunXrOOCAAzj99NNZsSLxIw81GSRUKVdKnQcgIl/AONHzLhHpBbwE/A941TwHpqywV3rnJnTI9xhUtWYRe5xxGatWruDNe/5ArzWfAPCzfz3Dp6vWcet3j6drTRdXV6aQ710F3DfO2Ylywq9zZkYpxRX3P8eytQ9z5/e/nucpx3rvNOyaC9lfZDcLsDYCuw3mw5ylEsYrmh23vEiiE4y6Wdnp5tV6fy83zFFPFLdvnHe6Ng5y0xwFK/29vNqE8Qpm34Dut0E6KCw3JcbrRGxL1nmrtvLlI45gzPBhvPDw3bln9zvmm3y6dBmvPP4vth86xDUsL4LOK/HC7iHMOuyuue9wqoBaM79b19fz0JKlqFbF+aceiPpoFTcwIC+cE6ZM4+a1LTy8/yTqqioZMH4Y//fcdIaNGMTlZjp7DUDsm6m96l0YcxJ7LR2ce/f8euac0Gnz2BYuDf0GbkHe7/ze35LN3k5sqXePM4rXO6cHMz/5/RxRBDmeACP9v3bm+cx4axYPX3cZ42qMtH5k+Sp+98QrnHvYRM4YMTTvGbc6WIjXNYs8z1dW/pphx3GGMLhbFYsrJfTAPUw759V+haF9frYvQ279kVH+a/PGHUEOSILcv3u17VEdzNj7oJ0H9PB1VFQKRITjjz+eww8/nF//+tf8/ve/5/HHH+fOO+/ka1/7WqnF06RIpBKolHofeB+40XSTfDDwDeAPQOzTSktF3kqF+en0vpIb5PQdzopVq/h81Vpalcp1Vp+tXs+/35jHATsO59zD9m4XR9WaRQw2D2yzNxxJzUK68fycBdz031fZa3S+3XMc979OCh3wejV6C/AeMDgVjTjuqr1cO4PRQLu5dg6jzBTSiNs7HLsHHqfcTpM6J1E7Wbdyb7Ed0NzNkEmaGyPZhrt1nl44z0IpBLeBo5c7Wq9DCNevW4tx9i40NzezfPly+vTpk5e2K1evYdnnK2kxT8Le1G0Ql1x4Icceeyxf+tKXXGXzSz83ZdK5Upk78M8xi20f/A3ediQPbanm3YWfsOO+o2Hf9iZ6a158hc1NzfTbdQjdulTTb9xIPn/mdf7x6GT22m8/jmp/jmCePEko9m7tj9s723HzimRPU7fJKDfCuPB2KvrOvsA58HPbk2EnqGyHdccc1rWtW9l+4ZmnmbTfAXTr3p3BfYezcsMWlq1aS1PfIdQM6gZA/ROvsHzdRjZu2er7Pm4TClGUGS9vk3kThrb7vbww2uOG4jkbKMSLnkXYMUA7Jd7xuz1tvM6ysmS2cPNi5iaP2yRilINli2VW5kW3bt245pprOPXUUzn99NP59re/zWuvvcZuu+1WUrk06RFpFCYiHwJzgdnALGC2UuqpFOQqCo888CAAX9l9LLUYjeSM5x5n0E57Ir0H5t27dFMz06a/SWtrKwOqtyCVldQAF5xRxd57fcg5ew0HYL7qyaIp09ll5PaMNBuXFStWMHP6dLYdvTM7DNvOcxYk6GDM5r7D2bhwNq9Mn8H4nb/AdhhTgmt6D+XNeR+ybd8+jK9t4NBxo/jLJd+ltqYLNaPGsXZDPS8uXMnXjz7CczY6LFHv9xrQOhvaattsWmMDTHnpBbp06cKw3Q/INaKz33iN7q1b2GaffenVuw+Du1Uxf/58PvjgA8aMGcPYseGUtD1H9HVd5fBSlqK8F8CGDRuY+t+H6NG9GwfvNyl3/bmXX2VLQwOHHrgvXevq2qWDXUn0i3+HPrW0tLTw3jtzYfyEXIf3/MP3sLWpiS8fdABdVn4MwNvzF/Lp5ysZP3oE2w8yZumXrVqTKy+Wp47W1laenPomgnDMgXvlOsbXZ85i5arV7L37eAb27wfAx58sYe5789l+2BDG7/SFnPx2lFIsWrSIESNGULVmEU1NTTzx4hQq1y3nqP3a5jxem7+YNU1NjGlqoW9X453XD+jNe5+tZIdPP2enYQOpGTWOjZu28NLMOXSvq+OQiW2DqRfemM2mhgb261tB91rDOcGH0ouFU6az04jtGDVsEDJ0LCtXr+HtufM44JghVFdX58n63rK1nHzAeIaP/gK/vu1fdKkbxGtz51NZaXb8NUMZ3K2Kl15+hZaWFgYMGEBzVRX/uOMObrv9dp7873+Z9+671NTUMG/ePD766CN2GdSD0TsYabJ67TpefWMmfXv3Yv+92979qRdeprm5mcO+fmpOpuXz5zB34afsPG48g4cMZYc+tbzx3sesXzSPrRvWMGrCRAA+Wd/A7CnPUVlZybGTduLob57C0bQNIoY4Bpyzhw1AoRjYqzt1YyYAcPRhB7PH7hP48qTdkKFjeWvuPJYsXcaEXXZk8K77Gg+uX8HMmTOp6t2f8bvvmSsrLzzzNNvUVnL00Ue35eWMt1m1eg17D+rOgL69AVj42XLe+WgxwwcNZPzBXwZgy5YG6teupU+fPvixbOlnDBo8JPd96quvsuGT99lvrz3Ypo8R/ocLF/Hehx8xcvh27GxW/431m3jp1Wl079aVQ/bfJ/f881NeY/OWLXzpgH2wDO7mLljMx0uXs/MO2zFy6CDAUFhfn/E22/Ttw95f/pqnG9tGU6G12umnZ35I06olHDqyP3Wmcr20V1femfE+Ow3oy9Be3QH4fN1G3vzoMwb06sYBtnx64pkXaOk+gGOOOSZ3bfobb7Di88+ZOHEiQ7sY/caiTz9jzrz32W7oYCbsvGMuTZ+7706q+23HYYcdxtJNzbw+dQrnnXoy240cw18eeQYG9eFPf/8X21S30q9fP6TeOPbhgu+eyenfOZnqZQvoadbBD5auYszgfjk5glY27enjN8vvpczMX76GD958lR49enDouOG5eJ595AG2NDZy6F4T6FpbkzdIdrqAluZwJ0H4uSTeoU8tjY2NvDZlMmO+sCMM247B3apYtmwZM2bMYODAgew7ymhHW1tbefK5lxARjjn8kFw4r8+cxfKGSvbaq46BAwe2i8drJaRhy2ZmT3+Nz0ePZZ9dRrN0UzOyYSUzZsxgcF0re+8+3oj30/f5zytvAHDsgcbkqVu6WGkTtDrj3JPnZ53gpry0trby6fLPGdq6AYD6zVt4ccYcutWW1pPcjjvuyJNPPsnuu+/OCSecwIwZM+jbN7l9bprsENX98q3AcmA1honZOyIyV0SuEpFq/0ezx8k33sfJN94HGLNNasl8rv3zrYwbP575895l4YIPOfeUk5jxwWIWrm2gtUc/6DUA1X9kzlZ9/6OP50ffPo7a0eOpGTWOvz3+HF+/5FqefnVmLp45c+Zw4kkncdSB+7B2zWrfQapfJ9Dc3Mw+XzmRE866gBdemZZrsN5490O+fsm1XHfPI9SMGkft6PGc+7UjOO2736N54A7s/M0fcvJ5P2beKmPGLS1X0357jpw28/brjUvmsezTtuu1Wzdy3qknc+kPv59n537XDb/ivFNPZvGij3NhP/TQQ5x40kk89NBD7WQBb/tk5zK53WQtzCZmOy0tLWzYsCH3Pp/NncYJZ13Aj/7vmrz7vnfpLznhrAtYsaq9202vvStujhaUUvzw7NP5v0vyz7M68ydXcMJZF7B+48acXfxfH36Kr19yLS++aaxYNC6Yw6vPG2X0mr/+PWcDv+XD2Xz9kms58fLrANMefmsDv7nmBk446wLenjsvF8//XnqFE866gNvvfdDTkcNPLr6YK3/1q9w7NTRu5YSzLuCUK36fkwPgqode4OQb72NFr245m/gnZ77PyTfex72vzMoNoJauWsPXL7mWC264NS+eC264la9fci2rew4GjAHXPU++yNcvuZb/THkjd9+773/IV045l2OPO46WljYr2IVrG/jo/Xdp2rqVtRs28vFmxfy1DbyxvooNVT1y+6imLqnnw6Zu0GsAKxqNOnTESady4imncfPd/6KmxlCi7v3nPznxpJN4/H8v5OJ474MFnHDWBfziqmvyBhynXnAJJ5x1AY1L3std+8vNN3PeqScz/dVXctdWzn+b8049mYcefDB3rWnrVk486SRO+c53cnnQ3Hc4LeO+3G5TvAwdy/Djz2TE8WfR9ZCTcte+d9FFXHX1r6jaficAbv77vZxw1gW8OHVaLp7pb7zBiSedxN3/76a2lZHmZs479WS+9e1v5+5r7jucX9/4/zjhrAuYvaYpF8f/5i3h65dcy53Pv5m7d8Xq1ey+++4sW+Z97MCMaa9z7CH759W1K39+KSecdQHvfbAgd+3x/73ACWddwD8eejx3bcmy5Zxw1gVc+It8T/znX/4rTjjrApavaDtT+a7/PM/XL7mW/05tc7ozZ4oR5q9+92fP/Q4W9pWyc7/7XU446wLWdTe2kNaMGsftz7/Jdx+bzFtNTbnyPXPhUk6+8T5ueHxKXlgnnHUBJ550Ut6166+7jhNPOomZM9v6k+defpUTzrqAW/7fLbnytHb9Bk446wLO/e53c/cNGLgtw3YYzT5fOoIFG5pZuLaB9ZXdWdjak1VNFbky03PsBIbstg/9x+1Fl5G78sun32biZTfzyurWvP034L6yaTfj9eu/vPaILFzbwNJPP+XEk07i4p/+NK89+f4Nt/P1S65lxZr17Z5z2zPndfSAH3a5P1qzha8fexRnf+sbvDbl5dw7/u+VaZx40kn87ve/z6Xb1t7bccJZF/CNcy7Mq4O//svfOfGkk5g1a5ZnnG5jgL/+5gp+ce63mPnqy7lrM2bM4MSTTuK6v7Qduq6U4uuXXMs3Lr0u7/kNmza7povXUQxu+/Kcf/sP7Z67d7vGJe3St/XT9znnez/kTzfmjhb0bKtLQf/+/Xn44Yf55JNP+M1vYp3MoSkDotrFnKKUmmB9EZFbgDOADRjmZRckJ1r6HDpqKF16dsu7VlEh9O/fnz7Vip9efjFTJ79EXd8BXPirG2yNtLm06rLsu8uo7Tn6gImMGLd77lq/fv3YfbfduPHGG+nTdxvAe8bfbabfajSqgAdv/xNn/uhythtizB7K0LFs+4UGjj5gIhN3Gt1+o+fA0Rx73FdZ/MknbNmyxTMON/wUnaCVFi/aLTsPGcN5l/yS/zw3mb6338RBXx1OTU0NR3/lK3Tp3ivv1r322ZdtBw2iZ89euVnQ0WPGcPRXvsLoMWN8ZPSfGQrjRtqPq666ikcefZT7/vUvdt11V3p0/4xjDj+Y7YYMzrvvSwfsy8rVq6kzVw7cluArHWYCg11mPT9Z9DGvT32Znr16s3Xr1txxuocddhgb1q+nYsBIaF0HwPiJe3P0ug0MG2jMrtaMGsfABZ9y1O5j2WOHttluEeGo3cdS1aN3njx777svXXr2pn+/bXLXhg8dzNFf+Qo779E22/3Agw9Sv3EjZ511Fu+++y633HILEyfsSv2mTXTv1o2qykqOOfxgalq25uQAmDR6O3p1raVv97pcWCMG9OXoAyYybve2OtS9rpajD5jI4OE75J2sfcie4/jC8KF0q62lZjsjzJ12GMbRB0xkh6FtPkl69+5JZWUlxxxzDBUVFUCbMrPThD258vHXWbdiee5a2DMerrnxz0DbrPyOX/gCR3/lK4wcvl3unj69e3HM4Qez4+iReXl75MEHsmnLZqqqKnPXJkyYwMq169nWthIxcNtBHHrEUbl9OQAVlZUcesRRVFd3aV9Pa4x9DkHl2FlXJ+y8I2sPX8/gsRNy17bddluO/spX2GOPPXLXRIRDjziKysr88Pfa74vUdO9Nv23aJglGbDeUYw4/mF12HJ279uasuSz//HMuvewy7rn77nYrHi0tLfzsxxewefNm5s6dy6677grAfhN3p2/vXvTp3dYujBy+nZG2Y9o2hXfv1pVjDj+YIYPyfdIcsv8kdh47iq51dcjA7VBL5rPzDtsZ7fXgtpnzbXr34JjDD2bXHd3N4Kz24u2tW6lVKjeTv+8XD2Fr/Xqqth2FsAG1ZD677bE7K9bXs12/3rlwBvTq1q7+ARxz+MGo6q551yZOnEhFRQUDBrTtedp+6GCOOfxgxk3cO1eeamu6cMzhB9NrgK1O99uOPz/8PxasbwLc9mS09WPWXgyWzKdrbQ0VIiyY8xYHbGPMdXrtj/EzvYvC6pZqDj3iKAYPNcyhLTOuLx2wLyuWLKaupgsAn61YzTm//jPX/fAMdh21fU4mAOWwjPM7jBnIkxsMhUZEOPNHP+O3PzkPevXPPdt/wAAOPeIoxtr6dRHh6K98BanInw/ea6+96NKlC/37tz3vtRJiT68dd9uTV575D9VduuTKVGWvfkb927NtJVeGjuXoAyZicyTLs9Pe5rRf3sitPz+/3SqNc+XKLS28CDLJfOXtd7nnvy9yxD67s6WhkbraGrrVmm11v74s+LRkZyTmGDfOKLt1dXUBd2rKFVFKhb9Z5GXgAqXUHNu16UqpvUXkLaXU7j6PZ4qxY8eqZ746qZ1XlIZttmdzQwO9Rk5g9sLP+P1vr+KUi39F1+7d854PshO1cJutfunN2Vzzy58zZsed+Mvvr89dP/Gkk2jYsIaHbr+Jbl2NDu36v9zO5Nff4KffPyvPTCkszX2HU7FqoTl4g3fnf8hPr7qeHUeP5PdXXpa776RzL2Ljpk3c+8Aj9OzZE4A/3HgjL730EhddeGFuD8DUV1/luuuuY9999uHyyy8HoHX5B3z1jPOprqri8bv/mmvsfnbzPcz+4GN+/b1T2O0LRjo//vJ0bnv0fxxzwF6c9/UjadzaxCm/uZVnXn6V6U89yJhJhwL+pgp+e2QWzXyZi391HXf84Tf0HtXeJvbh/73A32+5mf2+eDCnn/s9ANasXs3lPziHvn37cvddd+Xu/dH3zuKjRZ9w09U/z5kJ/ePhx7nvsSf59teO4dsnHEtj41b2P+5k5sybz9NPPcWBBx7YLk63cqGWzOflme/w278/yB1X/JABGw115O8vzeA/73zKGcceyte/tB8ydCxz5s3nst/8jp0m7Mm111zD0k3NfLp4EZ8sXsR+Bx7ULmxnusS1X351Qy3777R93jW38vz222+z7377sf/++/Pk3/5It65defqFl1mxeg2nnXi8bxxe8gSdmm0n7OzrxrqBuc7svffe48Kf/JSRY8by7Yt/Bfjvo4L2q3gWQaYXYQhj8rlg1ptUbL+ra7xRibO3K+rEhtf7f9ZUx+U/+xnXX3cd/fr1Y82aNZx2+un07t2b6/76NwA+/uhD7rvtZv74xz9SVRXO21haKKW49A930NTUxA3XX59Lh313HcO43ffkhj//lR4925Qrp3e0oDoXZqO+hV8auJl6WW2nU4mxr0Db5VVL5tPS0sKsl19gl+0MRfDpt+dz67PT+fKEMVx0/rkArKrrz2k/vJS+2w7lrr//PRfn/13yIz75+GOuvO73DN/BaPMffeBf3H///Rx63Dc49Djj/OxPFy7gNz86l3MvvZLd9z3QtQ65pd+Pfn8HNz/0Xw7ec1ee+ctVANzx72d57KXX2ffgw/j5Vw2TyDkfLuLyOx5mly+M5vorLsk9//WzLmBTi3D/fffRrZsxifl/v72eaVOncO4Pf8S2u5hKgFI5RcGvngXVo82bN/Pvf/+b/Q84gO2Gte1ZddalIBfnbh737Onyh3/+m8v+fDcnHX4A/7jqxwD8+s4HeH3O+/zsjG+w3wRj1fXZaW9z02MvcNiB+/Kj754BwPoNGzn5ez+me98BPPjntlWLH//yGt5/Zy43XHQmO40wZL/3nn/yz1fe5oRJu/KdL+5Gzahx3P3kC9R06cI3Dz8AyC/P1UN3mqmUCrV/euzYsWr+/Oj7ayZPnsxBBx3k+fv06dOZNGkSjzzySN6m/6Dn4sbnh4iETg+P53/znxuv+NmX94k/1J46ax6HnPfzPyqlfhR8d3kQtTc7D7hXRGZh7JEZC1ingnVJTqziYfeOBFC7ejF1Q8fSDIzfYQjX3nSzayNj36gI5G3MC6K6cSOvTH6R1qZ8m97JL73IxvpNuc3Easl85r41k+defpVvHzwRPBQZTy811hKwbcZo3YaNPPfyq9Sby9AWL706jbXrN8DKhdBzAgDz5s3j+eef56QTT8zdt2LFCp5//nm6m4pd1ZpFNCrD3KFLl+q8xvXt9xfywpuz+dG3jstd+3T5Sp6bPosx2xkzhzVdqnnwyvO5790T2WnMKIg502c18Bdd8RuemTyVX1z7R265/lft0mnOay/z4rP/Y/iQQbnOQa1r5vnnn2fQoEF54U2bOYtZ77zHRltaffTxJzz38qvsu6ehJNXUdGHKY//kxXcWuyoxVrx2GQFenTWPr178GzZtaWDt/NkMGGzM3i1Ytprnps/iwBH94Uv7oZbMZ936Dcb+mpa2Gbhh2w9n2PZGuG6Knlu5zM26ksyGTOt9Jm7fhwvPOY11GzbkFPAjv/RF32dzZdbDI5VXmXYdTIdcgbDPx63fsIFXJr9Iff1Gvu24z2s1xrrudA5h39sW19ORmy27810bW1rz3iHu7Le9fNgpxHGF0/Mb5OehPR2GVG/hnhuuoLmvsUq4detWnn/+eQYOGJB77xEjR/OXv/wlLw6v9IyiKMThx7+8hr/87V4mTTLaX0vGTZs28forU1i5YkWeIhNlo3ZU4m44tzwhuuHci1lZWZlTYgCWrtnAC3M/Yvv+fXIb/hsWv8dzL7/KkG3z94C8/eabzHtnDpvq63PXFn+8kJlTJ3PAfvvmrm2u38hH773DL875Fnc+PZUd+nwh1Hv85vzv0LRuJZcdf1BOlg8/Wcpz02exw87jc/et21jPcy+/SsOGtXnPv/jqNLOPbVuRnf/eu7wy+UWOP+lk9j2gTWmxO9rwUmbs9cit/vz4xz/m7nvu4ecXfo8rf9pmsDK4XfuWv0/FLkM7hwg2xw9WWfrRt45j2MD+nHBI2yr57A8+5rnpszj7q4fnri1btYbnXn6VQd1rMIxpoKm5medefjW37wyMMvrG9OlMf+cDVr0/h8YWIx0XrVzLC3M/YsJww9qgccEcTju6zdGJl2fIUrFp0yYuuugiampq2GeffYIf0JQlkVZkAESkEvgaMA5jr8w/gAbgR0qpXycuYUpYKzIWljJj91XfbHobg/ZufAvxorVmzRpmzpxJ7969mThxYu76iy++COuWcsj+k3KzkHPmzWf5ipXs8oUxDN62zbwgzsydWjKftRvqeXPeh/Tu3o29j2jbVPri1Ndpbm7h4P32RgYaZiDvvPMOy5YtY6eddmLIEEPxWL58OXPnzmXAgAGMHz+eqjWLaG1t5fkpryEiHPbF/XKN68z3FrB6/UZ2/8JI+vU2VnkWL1vB/MWfMWxgP3Yc0TZDNXUVHDAh2onRbrNUn771Klfdfj83XHgGvbp3Y339Jlav30jPbl3pv4uR1g/952nGTvwiO+1kzFI1NDTwyiuvUFNTk1NGqtYs4rUZb1Nfv4lJe0ygZw9Dcftw4SI+/mQJI4dvl2c+FNUNb8sn7/HanPfZ3NDIHt2bcxvVP1i6ik9WrWOnSfvlzF3WdhvIjNnv0GPYWCZOnBg4m1eIi1w7zjzxQi2Zj1KKZavWMri/sWrhNnhMqnML2tsVpg6+v3QVs2bOoEfPnvQaadT5oBUZaH++TzFXZt6dOZ26Hcbjhd8ZQ257Ewo1qQyrDAW9/6Zug5gyZQpdunRh9J77ud7jl55hy3NchWZZSzdmzZpFr1692GuvvXLv/dDfbuWQY09gm3792j0TNIPuJ59f2xclj7xWtZ0eGu2z/m5txKefr+K9jz9lyIBt2HmH7ZChY2loaGTKtDep6rcdBx54YC6umW9MZ1P9RnabuBc9ehht/scfLeCNdz9gyPYjGLzdCAA2bdzAvFkz8q6FXZVxMn/xZyxetoL13QfzjV2MNnPN+o3MeG8BfXp0Y+LOY3Jp+8Irr9HS0sqBx34z18fOnTuXdxd9xtiddmbgtoM84wmDs5xOfnU6l//2D/zou6fzjd134PPV69jU0MCAPr3oYTrdeHPWXJ59cx5nnnkmTV0NBxhukxRhV2cs3p6/kJVr1zN+9AgGbtMbMEzz3l34CYP69c2Z5m1tauLlxeuoWreMg/ds2w81/Z35rPrgXfYcOYTe3YwplLemzOLjtRsY1qsHex3UZvHgPOPHKsN1XbuWbEWmqamJ448/nqeffpqHHnqonQtmvSLTcVZkopqW/Vop9QvHtcpyPEPGqchAvjJjKTJgdAhe55EU6hY4LeJ0oOA/kIozSPHDLtfUVbB/P3953GRxdnRON7w3/+91Lrv3f3z/y5P4468u9Q3fIu47hRmoxzHzCnIdbC+bXoNTrwGBn9tie57EJWzZsog7UIsSTtAAD9xddLsR1cNPGLzSyWla5pQ5DH6e+eK2WUm0EV5l20nYeu/E6zDFOMq1PT8sL3KFyuk1EAzjkKWQsh7Fra5FFM+XcVYNow7YLYLaq6htURycaaeUgs8+AIy8P/VPD/LYG+9y9w++wdcm7ULNqHH8+s4HuOr2+znvtJO58a93uk6e2vFKH7e0CXJL74XzOS834m4TwFB6RaaxsZHTTz+d+++/n1tuuYXv2pxg+D0XN76waEUmHaL2XENE5FtKqX8BiEh/4EGM82Q6HHZzD8u8yTlwCGNi4hauRdiONIlZaC/CHJToRZCpg5d5iRVf0GDeedZKFFbN+QhZtZ5hvbrTt3tdrnGusYcfKUR/gvI1joKU9CnJzjQP07E5ZUjCLM2rPPvVm6jhO8NJ2kuflwempM3MvAizgmRhKWL21eSgs5LC7vlLctLGy9WxhVf58DuEMs4Bi34EyZjGJJbfqqsfQbK6H8poCz+E2ab9N7dzSvLDjmcOWShB7ajb+wW1F26HxLY7pFgE+1Rx/17dGN6/D11r2izxdxm5PRN22ZELzz41J4vz3DlnvG7mZm79aZTDWd3uK/SMr1Kwdu1ajj/+eF5++WWuv/56VyVG07GI2uJ+F3hGRBYACvg7cGniUpUA+z4ZP/xsjcF7cOA1iAka3HgdlufEaaPuZUvrh9dBiUGDqrDKmNteETfZ4h7caW+IrQb4xHGjOXHc6Lxr9kk7u1Jjl6lQirUx2cum2onboXpBJ5vLhsXI0O3b5a9boxH2lHQLr/KchEe9sPeEXY0phCSUGbe08pP3w0Xrcv+PHt477x5rf49TCQu7epTWIYRB7+vEbfAWpLBE2VQfxOBuVSwIuCfJNsCtTjvrSpwJMjtRlFwvvOpv2P2OzjgLOWjRrw0KsyfPrxzGUchqRo3jL1e3L6NfPWgSx59ymiGHI+6g9HJTZoDQk1VeSk4YBSZoNaYULFq0iCOPPJKFCxfyz3/+k29961slk0VTPEKNGkTkHuAt4G3gfOBfGHXuq0qpoPa8rEh69i4Ir4OsLII6eOesUJSBk70Rc763XZnwmiGOM8Pt3HwO5nuv8u6kvOL3WlJ3NsIrZn/KgPHD2v3eb9zItlUa2/s73VbaSXJjcVgFMymc5SFoH4uqWs4nNUPBYTrktsoWR/lzludimmNGUWLczMr8TuX2O9jWTZmPg9eEil2Jsb5bykwYkl41gmRORPcjqB5FNSfzktX5nP0QXzdnBxZR6rhzEieMUgftZXbrN8I4TXFTciHcSqmfcmBPJ+cBjG444wqThtKlFhnq72UxaEIxTJmOqsREaefd6lVYt9ZhJqvCEEeJyQLvvfcehx56KJs3b+bZZ5/li1/0dzij6TiEHTncDYwHzjQ/hwNvAqeIyDtKqYfTES99wq7EpEXQANBv42dYT15e+DVCTrncGtiwttlh7nfrhIJwzspay+j9xo3Ma4ztSoyF0+12niw+eZK2qVfUuOydXNCehyQGk34rf0FELUNBMiSFXSnw2gvjvN+PpPLBORhdYAt74dqGnNxhZHZzHe23FyEOfkppKZSZOPthwqxGueHbtoUYyFoeuOxxRZnZDkpf5xk4Ttz2zPgp5GHwOrckzOpMGLMpOzJ0LMxb7CmDFb/bREIUD4l+pl5eslvy+ckf1wohiCS9VIJ3v1nq1ZhZs2Zx2GGHUVlZySuvvMIuu+xSEjk0pSFUq6SUegHIHVUtIlXAThhKzSSgLBWZICUmKy4E3UjT1jhsgxpmBi7ss3745YOfMhNEFAUmTcLE65cGhZwn4iSMG2A/3DpM+/tFHaA5SUqJcQ6igkxGrXvChGsnjMmW3wqgnerKNvfblvxhZLLw29gdVckI8iro5Y45SWUmzApjFKLKJs2NkctzmD0LfodO2nEqFkFyOJUIaOtHvMqR24q/FZadoLTzsiwIszrjNJuKg5dC4ySuKZmXZUQcE+8gknAo4odzItC6ZsdNiXGS9ISTF/Pnz+eyyy6jR48evPDCC4wePTr4IU2HIqxpmSibezOlVDMwx/z7h9s9URCRWmAKxpaFKuBhpdQvzd8uAH6AYcr2X6XUJS7PLwI2YhzX3RzXK4SXZxsnzkFPnAFCIbPwWVRirGtpKH9By/5uygy42/8mpbwU+p5JKXLFwD7wSGOVpxD8PLYlQRi3xWkStU6FUcgKJYxrdPvvYWfxw+yTKab5Ydg2Oql2z7kqEwY/k7Yk8dszk8S+L7ewvc7CKgS/viSqxYMbYR3+FJuoSpTfRKCXEhOlXUiK+fPnc+mll9KnTx8mT57M9ttHs+rQdAzC1rKXROQR4HGl1CfWRRHpAuwPnAa8BNwVU45G4BClVL2IVANTReRpjDPsjgPGKaUaRWSATxgHK6VWxYzftwNxszH2crvqNUMSthFxzs7aG14/W2f7jJDXbJCfHFFM3JIYvIY93C7sbL7bZscs2e8mRRTXy3HwSt+wbnXtHWYSrm6j4GVi53evhdfERNjwvAgzGPOre/Y0a2ppmydyG2QFKTBum7nd2oogom7Mtz9nx62uO9s7SGZQlGTZa5M7erkIWo2Jo8yExcsVsx03EzMI75o5CmHKTlomil5mbxDeMUEQcfb5uBFWBr+0CeOaOQxZUmKWLl3Kl7/8ZUSEZ599VisxnZiwiswRGPtj7hOREcA6jFa8EngWuFEpNSuuEOZKjnUUcLX5p4DvAdcqpRrN+1bEjcMNtw4jaODs1rj5eSnzaryCVgvCmps4cRug2OUplfmUG86G1y2tnLbDYZQZSH8jfdKrT1G9fkF4j2VhifI+foOJICcChRzyFwY/hSZoUBD2XBg3wroNDju77JVmfkpYEEkpM3aSMD+0rrs5GCnFrHbUtiON9iCpttpv8iNM2QmrxASZlVrPFWK6mgbOVRo/mdzSKwmTzSh5neaqj90RTlhKYTGwatUqDj/8cFavXs3vfvc7bU7WyYl0ICaAuWLSD9iilFqXmCAilcBMYBRws1LqUhGZBTyOoUg1ABcrpd50efZjYC2G8nOrUuo2jzjOBc4F6N+//x4P/vOeQLlUVZuDXvuMaGNLa+7/msqK3P+WHbs0NxrPb80fdKjGLYFxAkhNXdv/XWrzZLHksMtgx5LHblNvyRMV+/u7ymm9Z8B99rSzy2WFUd+wle61XdqlF7S9f5Bc9nf0Snd7ugbFEUTQO4Px3s73hWj54VUGwbscQvt0dovb7x3q6+vp3r17YBhhCJNWYfB7fzecaRJ0v9/zXulpxymfnSjlwJleTS2Khi2bqK3r1u4dtjS7v9Omxma61bgPcuqqjPfya7uC8CuXdtzCdavnkF8P3cJ3azuiyuqFMywvGS02tVbQvbaLb/jOfiBM+2+1UdKltl2b74dX+QyqM87yY5UNC6864Jf2amuDb5vqVr69CNOOAbk+JC5h+nqLLc2t7dIJoo0F7LiVe698C2rn3fIlaBzSvMU7L6vq8vPKXj6DZP7yYV/yPQCy3ZjswQc95bCor6/nxz/+MYsXL+baa69l9OjRnv1UUDjFfA7g4IMP1gdipkBkVV4p1QQsS1oQpVQLMEFEegOPicguGPL1wXAoMBF4UER2cNmLs59SaqlpevaciLyvlJriEsdtwG1gnCK7/07BS5FhZ0XdZm7dVmUaF3yY95ybq8N+40aC2c4YqzQNyNCxOVn8Tv71kyMKSc6yeM1u2WeSpk19GXt+xF2Ryk9rl6VzW/udvyLXECmuKOkT9nDUsHGFncEsdKbu9WnT2GfSpILld1Jo2Qpryx60OhXWZCPIC1mhhDnTAmDKq6/nTpK3y77QZ1Z9g8s1txlkiG42FNacJIq5rd1zoVf4cfZphS1zQeZvhoxGOzF13mL236n9OUteYRph1fma9HidyeHse7zKdtiDHe3lx31qp420vCGGdekftr69Pm0akyZNCpTJr2/xSm8nXmkW1P96r/Q1uJpqhWnrw+SHM177OCTsoZe5VZot+eMSu7xhZc7J5RiTHXTQQb73b9q0icMOO4xFixbx+OOPc+SRRzJ58mSCnnOj2M9p0qP9lEKJMVd5JmOswiwBHlUGbwCt5J9naD2z1PxcATwG7JW2nEnsR4h6aq6zgXLKkNQmZD+PLlHNAMIc4gntZ+hk6NiCTCvC2P/GsRGG6ANxv464ue/wkm/mDyKM/FHN0tzOvXC7HgZ7ud+hT23uL8xzcfbTWPUgKZMYe/r5paPTa5nFzgN6hPZeFva+YkxktDuANWR9d6Z9knXIGY7VDtn//O53KxvWPdazheyBscriwrUNrgPssIpAEvu+LOKmfdi6HqeuhZEprPlg2LTyus8uS9Q+LYwSl1R+BOE2XinmOWhNTU184xvfYPr06dx3330ceeSRRYtbk20y4VJDRPoDTUqpdSJSBxwKXIexb+YQYLKIjAG6AKscz3YDKpRSG83/DweuSkq2qJ5W3PDarxFkh+rs8PzcV/oR1fbdy8e+FW/QHodS2zwDvp7L7L9beHUwxVIywsYTJW2L7TUnzN4Pt/f0O8zPidf7FzIw89vU6xdu0mkbpgz4ncNhKSlBdvwWUfb/+MkZpUyGdZkcxpWwnTTdOkchqTLhtUfG79wov/jd9n2E2cweJo6kVmSK1W+Uep9omDOP7MTZR+RWzwpVOtzGK06508pDpRRnn302Tz/9NLfffjsnnHBCKvFoypPYra6IHAaciLGfZZaInOu1NyUEg4C7zX0yFcCDSqknTa9ofxORd4CtwGlKKSUig4E7lFJHAQMxTNGs9/mXUup/cd+rUII6sqABtvM+SKbhjds5h9mcGbfxSmOQ7Wywg2Y/gzamZ4W4aRxnY33OYYJ5ToaToPRJymlAoXi9q1tahnXiERR2MQg6hyPqgZ1ehMlHL7OltFxUJ53uXu6LkzzzJko4YQ7GTDJto3rmSkKJCWtSVmwKafej5omfd0eI7jzCbdIqbBl2OzfG7R4LL/PHNPntb3/LPffcw1VXXcXZZ5+denya8qKQXuH7wBnAL0SkLzAhbkBKqTnAbi7XtwKnuFxfChxl/r8Q42DOsiKseYGXEhM0S+PW4SfVOWfB04wfYWafykWBgXidfJoD7aBzfaLgVSa94ii07GW53BZCmIMF7ffZiVtWkjh3ww23cuUnYyFtWpDZZKHhJ0UcV8Vev7utzBSLjqjExCWplaGw+xft/WKYg1kt/JSYYjB79myuvPJKTj75ZH7xi18ULV5N+VDIaGeluZ/lYhG5FmMzflkRxsVlUg1c0DkuXvdHlaNYM8V+8RSzY/IaCPspM6U2LYhK2PM0ksr7sApvUi5n/eJziyNsekQph1EH4V5me1EnF+LiNbCNOihNSolJkijlKsmN/lGfV1XL8777OSRw4jWQjLt/Jko+Jn0+TyGKXrkoMUErV0mvQhbS3we5xndTZqK4Ww4jT1L52tTUxBlnnME222zDn//8Z0zLG40mj0i9mIj8Uin1K/Prf63rSqnLROSCRCUrEnG9Y4XBrZFPcxCdhhITZxBglyPNjsptg3QY+/tyxauTKKWZU9T9LF6yRlVmrLAKLV9xPZ5B9LKd9J6ltFdGo6y8JbUaU040tahQ6R92sJ/1A3zj1F3nfW5hhi3DUetPGLmi9G+FHJCZpKlikoQ1dbff68RvsqlQ/vWvf/H222/z0EMPsc022yQSpqbjEbW0/VJEugJ9gbdEpI9Sai2AUurPiUuXMuUy0E1i1rtULpi9OipnQxf1XJIwh2J2VEqpuETBqdDGlduvHBY6Axi0edotLielnFVOQ5mJ4nzBotBT0OOQ9GpMVCcVfniVd+eMuBdR9h/ErVdRyk4Spn1pmYv64WceGNSu+K142st6mg4R0sDNWsFZFp17tZzP20nLLE8pxZ///Gd22mknvblf40tU98sK42DKZ4BhwGsiUnb7UwohaqeRRiX3ckfp1RkkrcTYXYyG9XNvT7e0B+JpuwPVRCdMnru50S2GSWWQG2Zn+Y1L0GDQ+ZdEuFHxWxVLKs4weRr0/knX1TjxhTkgNQ7lMsEWF7e0DFvH4io89jKXhLvuKG7eo5bVYnhzCzreoNRKDMC0adOYOXMmF1xwgTYp0/gStTd6Xyn1S/P/h0XkLuAWDBfJnZ4szJQnYb4S1fVtsd38ajo2WXK6EKZcZ935hRcdvc4mXY68TGiimpd57Zcs5iAxKeIqlIWYixba34Q9gLYU9brYLqkLUZrTLp933HEH3bt355RT2vl70mjyiLois0pE9rC+KKU+APonK1J2iFJRvTbdJTFzWGgYUd4jqhITB7ewnAdiBpGk7XMhz3RUmvsOR1XVJOpqOS2SPJzSTtQN1EmuUmQhXaNSbO9XfmkUNf0KSe+4+Z6FlZcsKrNedcm6Hkdmv/7Cr59OIn3KsS4HkfY7bdq0iQcffJATTzyR7t27pxqXpvyJWkt/CNwvIjOBucA44OPEpcoASSgxfvh5Lwvq4IJmiuLOWBWzwS3E771FkO1+R9gv43U4aTHJckec1oxlMfYdOIlbXpNMAy8ZsloGkpQrjLvlpB1P+HlXDOu9rRgr4qVYdS92fEl5YUySrK32Fit9HnroIerr6znjjDOKEp+mvInUUiilZovIBOBQYBfgJeC+FOQqKWm7lIXw5gVuxGnYguQpxYxkEvh1PlEGhVnrwCyyKFcxXN52NILqiNsGeyi/dCzmqkxaxFUo7YPOsOd42dv/MMcBaNKlEPPBjhC/H8Vsi+68807GjBnDfvvtV7Q4NeVL5BGoUqoRw/Xyf4Pu7Sx4zVaF6RCL2XG5yRNlM3UUd7rFpNxXXcqFpFbLopy3USoKmYEOGtDaCbPJPK0BhF+7ZcVt/+4kTde5WcYvTwr17uWnzPild9z0LXSAnOaqdxTZknZ4UWidc+ZHMa0D0oqrWCtW77//PlOnTuX666/Xm/w1oegYPUuCxK2oYQcFScgUNIAIOq06riyFzgzZXeVmbVCTRbOCLJFUx+gsP2EH/F5kZbaylKSVBknWh0LNSItNVuTLUruUxXbbYummZppaVKnF8KWQg4aj1vGslN84PPDAA4gI3/nOd0otSiaRfkMLmgCXzzYmKE02iLrZv0OTZodRSNhe7iqTCCuqu9e03dDGTSdr82/S6axJ/wyiQsuU83n7pmDnX7FksggafCThTKHU59ikQakH72m0BWHeKcz+SK+N8FEpZbkJez5OUuWr2OUpjXqRVSUyaR5//HH23Xdftt1221KLoikTOkfN8CDNGUe/+NIcMBdi2hDVLj8LDaubrOU8G5U1klZinDOLSZWhsOE470vDXNJt1SmM8h61/gUNRLO+WlVujgXsJNW+2PdKRpllLUXb6xVn1PY2av4WeuhtVLJc/qKYrZZjP/jZZ5/x9ttvc/3115daFE0ZUfqRaCckKYXG2cAn1bkFmTOkPUBKwjFBOTbiHYGwM61ZIUszp3EGeEF1328QmKQS6dUehBlsZY3wziyWJxZnKTb5h23Hw07Spe0EJEjeoANKw8iYRHlMu33LUvuZNDNmzADggAMOKLEkmnKi49aIFCnFTGfcDaZ2ogzuwygzaVIMz3FpxKnRFJOoK1HF3OdQjgOuQgfjSU8qpU2Scpay/RzcrYrFBYZRDPnLeYKtGOkze/ZsRIRddtkl9bg0HQe9R6ZElGtjVm6EbXy1ElOeWIdhZtmEKkukNcB226fUEQmjxDj/Tys+TfR9NF6myFlK5yRkSeow7mKzcOFChgwZog/B1ESiY/Y2RSCKrapFkp7LCgmnXM4BSevcmzTC0YTfmJ7GRvqOOnBOmmKtGMTJ57iu4ZPEr30M407ceb3cvLVlnTTKbRjPcEma4aVN0uWrmPVQKUVlZWXR4tN0DEpf6wARqQWmADUYMj2slPqliDwAWMbDvYF1SqkJLs8fAdwEVAJ3KKWuDRNvMTaaJtGoJC2T3x6drAzswzomsGOXvRi20JrwM9Re1+N2/FqJKYykTcwKXYFwq69ZaJ+C4gt6786ozJRj25ukMhOEV/+b1EpMUpQinyoqKmhtbS16vJryJisjgEbgEKVUvYhUA1NF5Gml1EnWDSLye2C980ERqQRuBg4DlgBvisgTSql5UYVIo+IW0mlF9V4UdWCSxQ6lEMKmc9bfOwsDOHu8ceUJ0/Fn+WyKpHCmQSnft5hxl2vehq1rYc8tiavMZL2dciMNBS3J+uMnX1hlxk2mOGQ5f0sl2zbbbMPKlStpbW2lokLvfNCEIxO9jFJKAfXm12rzL9dLiHG864nAIS6P7wUsUEotNO+9HzgOCFRkCqmsbvbQxe60o7p5LTVxPRuB4Z7USSk8/aRB2EPS3CjWBtW4hHF3HKb+lPMeGKdCl/V6WgqyPKhLgo6+MlMMBSboehIHYoY9gLTYLqHD0BHK0siRI2loaGDZsmUMGTKk1OJoyoTM9KbmyspMYBRws1Jquu3nA4DPlVIfujw6BPjU9n0JsHdqgvqQ5AAljslOHBmKtV8mSGY7TpnclBjn9WIqNUkprkl0PEl5WbJT6J6vMN7u/BSaciHquS92sqzMxFkpyPqZNWlQXSmR3jtJZSZsG5Sl1V2LMMpC3LKURL2KUq+zqNB44exH/frMsApd0owePRqAefPmaUVGE5rM9KRKqRZggoj0Bh4TkV2UUu+YP58M3OfxqJvzeNepGRE5FzgXoH///rw+bVosWf1mfhY7fNlLc2O+YFsbjOtdan3jUFXuZxSEmXVagL9PfadMwSw2ZaoJ/UTU2bGGLZuY8urrObntMqqt+feqxi25/6WmzvhnldFI+6Vrm/zxzn9wvtMCl3uCzjJwwys/rLISh/x08M4/t3yyyk99fX27OhKu7OQ7Qg0bb1ycda5YtKVFvPe1l58w5cYtP5IkfLvgXp783jHJeuFFlPYpifjrG5ry8iOJtjmf9u2UWxvkFZ63/MHtuT2eMPLG6VO84o/bNjRs2cSCWW8G1quo5RzCp5WzT4hS7vP6vJhl2e/dnP2o1WeCe7/pNQZJEueYrLGxkYqKCu6++26qq6tDhVFfX8/kyZMjx13s5zTpkRlFxkIptU5EJgNHAO+ISBXwNWAPj0eWAMNs34cCSz3Cvg24DWDs2LFqn0mTgGizVmFO07awwnVfUWgbpDpnRuLG7SeLUyYnYU233GSLItfCte6Dc1k4m1ETJgJtcjvTr3HBnPYPtuk01IwaBzSETk97HG44nyt01s1vptBvFcr1vX2w0sHCLz38zP1enzYNvzoShaTT0kkSTgOihBl11SLs+/rFaeVHIStBXri9j9dKaJzy5KSQtA0iThsVpa20mDpvMfuP2bZdnPa47O3dDn3aDxajlNsoZTXufsG4nrmCyo/X7H+h/YmdBbPezPUhTvzSJ045t4giq1deJ7lXKkr/no85wRqh74wSvxfOMdlXvvIV9t57bz766CMOOuigUGFMnjw59L2lfE6THplQZESkP9BkKjF1wKHAdebPhwLvK6WWeDz+JjBaREYAnwHfBL5VqExuS6vlsHxsJ+wyexTTLbdBVBjzCi8FxnnPDn1qc3JnzYa8UPMZv02rab6rWjI/NdO7oA7SXm6COsWgQZ8XUZWYKKZAceOIi1+dlebGvDJSKrMhK8/d8jZsHcnawZHOdHebhHJOKLTWjUYtMcpspa2ODTbTYumm5lw5Xri2wbV8h02HLDnNiBOXl1mTvQzby5BXvEE4+5mo6RyFqH1BMcp81vrMqMybN4+5c+ey//77l1oUTRmRjV4EBgF3m/tkKoAHlVJPmr99E4dZmYgMxnCzfJRSqllEfgA8g+F++W9KqXejRB72/IuoWI1KlEFk3P0FXjg7HbeGzpLPb1DqVGqcCk2QbM6BqbNTX1BZ4Tl4laFjUUvmmysN7QcU1nUv/AbRhXjlKhRnx2aXxXpnaP9+Ud6/0Bk2+3Nh9y653eMsM24D3rDKSykGv271KMqzhRJ2cBLXtj3OAMiuIMdRZsB734hFEp4Io6a/XYmx6tqqOR+1j3Pcdnz26P8A6DduJCyYQ82ocTmlxk2h8ZOxkAF8sR0JhOlX/HBTbNyUGjth+r+w6Wx3gRx3kifuxFYhbYkzHEsOO271J+47Rm1PCil3ra2tfPWrX6Vbt27ccccdscLQdE4yocgopeYAu3n8drrLtaXAUbbvTwFPpSVfWNw6ojTcbIbt8Lzu8/Jjbx88++E1OLXiDNO4+3U4bh2kXdmKMnC3CFJmwpLGpmZ7x+bVwdrzJUhxg+TNIoLwMn+zZHVbFYqalkkpMIUMQJKWJQxJD0j9BkBZUWbsMhVC3DLuVGJWzG7zJ7N89goAqq7aL3d9xexPGTB+GP0wyrxaMp8qvJV2L1nd0qGYjhQKybew5cdKV3s75rbKZ4XpJqMVfxzc2lt7nE7SmNSKuzoTxkmKn5JUjNWauMrMihUr2Lx5My+99JLe6K+JRCYUmXKgkIFLsbx/xD1Hxt7ohFVm7INS5/vZ5Qjb2VgegLzkLHRmKck8SMqUyS8cZ94UYhrm9e5xyotXBxWkXHnJHzQoSUthcAs3if0dYe6P+q5Jz64HlTu3VcFC4il23nrFEWWPiQwdSw1tg+4B44fllJZtxw8AYJV574DxxhbNfuNGBoYfNy3ipFVQuQlqF+LsKwpTfsJMxITBGX8Ypx9h2ty4MhRjUiaoLQkKN+pqZyEr+FHZsGEDF154oTYr00RGKzKadh1eUqZwEL7BXhzwu9cqUphnSk0SSnDUgWxa716oUpmUUpUGxZIh7qBUVS13HZwmnddxzG7CmMSWmrBy2FeBa4Aho8bRuGBOO0Xljboe7PSdg3Lf7QP0IMW9WCR5BlSUONOcgPGjlGWtFHGXwwRrFC666KJSi6ApQ7LRw2hKThYbNTfKRc6kydJ7Z0mWzkix0r8z53NOmTO/17qYecoqqBkSrLx0Rjpz2dHEo2vXrgwfPrzUYmjKEK3IaDQajUbjgt/GadmwGBm6fahnNRqNP5WVlaUWQVOmaEVGo9FoNJoAnIqJZeqn0Wg0mtJRUWoBNBqNRqPRaDSdF5FgZw0ajRtakdFoNBqNRqPRaDRlh1ZkNBqNRqPRaDQaTdmhFRmNRqPRaDQajUZTdmhFRqPRaDQajUaj0ZQdWpHRaDQajUaj0Wg0ZYdWZDQajUaj0Wg0JUN7LdPERSsyGo1Go9FoNBqNpuzQioxGo9FoNBqNRqMpO7Qio9FoNBqNRqPRaMqOqlILUCo++OAD6rp2LbUYGo1Go9FoNBqNJgadVpEZM2YMs2fNKrUYGpPXp01jn0mTSi2GxobOk2yh8yNb6PzIFjo/soeeLNYUg5IqMiJyJVAP7AI8qZR62PZbBfBH4BBAAQ3AicCxwAil1EXmfbcCI5VSh5rfLwBGK6V+6B+7oqJxI7Q2O4SqBBFaanqACOsbWwBY12B8bjS/tygFQI8ulYgI29RVUiFCz9Z6BKhY+xmCQq1ZDihUc5MRfk2d4Z2jR19EKmit6w0iuc+mii4gwpZmI/zG5lYAGlqs78ZnU2trnthVIogItVWG94/u1RXGZ6VCBGTzWgSQhvXGZ+MmBFBNjUYArcZ7UV2DiKC6dDXSoTZfvo3NAMLmJiP+rS2WPCovXRrM39c3Gum7avNWAOrN7+Zj9K2rokKErs2tfLhuK9v3rKZChNqVHyKqlaYP3wbVSuOSRaAUrVuN57v06YmIUDl4BFJRQcWgkUhFJS09+oFU0FrTE0RQUgEi0NqCADQ3Gp9bNxufLU3Gp3mfqq4DEZqru4EIG7Ya6VK/1XifLWZ+bDXzoUKM4K30rzSjq8DIByH/e3WF8dmt2ri/S6ORHxXrP0dQtK5YDErRvGqp8b4b1xrp1WCkHxXGcxVduhjlqIuRX9T1MK733gaRCir6bItUVNDSrS9IBS3d+4NUsLEpv1xZpciSC6C20ogD1Yq0bIWGjcZ7bN1kpt0WM+22Gp/KCEVVVJtpWJtXZlpqe+XVpY2Nxv2bmozvDc35ZdlKq5oqQ44qMb5XSn4aWvdVmXlg/W6luYVZFHNltbElv+yaRTeHFX5XM34rr6qbt5h1aEN+WcIQoNWsM61mnVlnlhnrfa2y02rWEavM1Jl1tkeXCvO7cV1yZdRM59ZmKraszcXn/FTO61aZNtu0HK3NRnhNZj5a+Wt+0rDRuK/ZLHNWHarrZear8WmVKes9rfy12ijrPSvMfLHKlZWe3az8bTHTsbE+P10tOZ1ttPW+VnmrNNpMVdMdRGjAuG7V2XqznFn5baSQ0KXSkKunme49pMlItvpVxj1b1uelfy4+Mx5UK9LcSD3VgLBmixHP6i1GW19vth1WeexebfQVvWqMz+5dJC9dKsz7ms0CafUBmxxtrRWe9VxPK5zWBuM3q61vMsuPle1VdXn1sqGiNq9eWm16k6NC1FTk55uVXpUN6/LjM/sUmhvzyo2qMtsDs09trTXa5hZTHqteWPGaxSZXL5XK72MazXTYZOWv2SfUb23htc/qqTHTpU9tVV7f3L3VSI+KDcsRFGxcbYTfZJbzLrVGu1dryNnStY/Rl5ifVttp5auVP1Z+Ocu7lW51jnakRm3Nq3e5PgjM9KrJS7cmMcpdsyNfrPauqnWrox6vz6vPrZs2GA9YYxCLrj3y3tfKl1azvW6pNOSw0t0qd7l2tqnBzO+GNvmta8rRqGo0KZLlFZmTgMHAOKVUq4gMBTYBrwHftt03AagQkUqlVAuwL/Dv2LFaHb694/e93bivQnJDGvPTqsjK9X5DT3OJL2S8XnK0/7Tkcf/0CsdbrmRdJFY43jeXjubgmNynRzpWVJifleYP7unq9f72DsT1M4C22yXkd8dnTo5cr53/2S4+r3zOL1dWurSlh/92OLvrS6cbzMC0a3vQ/zMkwe/oUcYd3+MSnFf5n/HLTsB7OeMJii9k+ofOz8D4wm2xjPqe8eUJl/6ClzwBcniGHxBfUBsQsdx6hucld/sH8z8D44tYH4LiK7CvC8Ipp3ff7P5cu/Idspx7xV9wO+KRTrHrj+P50O2Gs9y5xJNOjmo0/hR9s7+I/FxE5ovI88BYn1sHAcuUMkaySqklSqm1wNvAGBGpE5FewGZgFrCr+dy+GMqORqPRaDQajUaj6aAUdUVGRPYAvgnsZsb9FjDT4/YHgakicgDwAnCvUuptpVSziMwCJgJ1wHTgQ2BfEVkBiFLqU4/4zwXOBejfvz+vzpyDc8UkN6dgzvC3mMuqzdZyt7X8bd69rsK4f6mpElaaKwjSYi5XNxvL3tYEu1Q0GP98vty4XrEqLz5l6pateC2zm5/OlR6s2SczOEse6wbTdExUi/UiZkD5Zj3IJjMAw6RJyfI8+Vqs4NrJY33Pl9syNasxH6hyPFBpCtzU3MCSd2awstIQvKLZSCfV0MuIr9dOeRFKlSGPrKs2xV5m/Fy50nwPa4VG8gUll5H533Pvb8SvzPdtzZnMWe+dn/9ts1Lus6ri+Mf6XplbeTLzpcVY9lfW6n/LAON7TV/jexdHjBXWrJiZ0Q3m50ozfdauMN9jjRnhx+Z75OePFap9RsOacdu8aTOvvTEjl1beq2RW4c6fyVQVn5mB59clZ1o6Tbtyaeo1A+g1c+4xHdhWNvM/W13vbgvPqku5vLKeyNWlfMGVVekqjGbV633b4smvs5XW47kym5/O9ZsbePXtd20SOgX3WClwXs8lhBW++T6t+e/XrpRXbDGuVqwwBTbLVMB7WljvVSn539vS1coRq7zlBHYNT+Xey0o4q+2syJOj1SGXs65W5tpK60ajzRYrHZSzfBttTH3DVl57cyatZniWhaTT1MiiwXx+TUV+OjjLt9W2t8ntngpt5dNKBYf8jrZdSX75tNKpxZFOyiG3lU9t5dSU16oHlumfx+p5W3vwuRlgZZ48zj7DyyjJWW9z+Wuld+MWNn00my2mvBtMOT+zXtvqm1vNRrbFyl8zRLHMd+tNea1ybtbnXHz5cjjTy8KZbrnv7cq7e3pZ5c0aE3j1+c7609bHOz6dclasNz+t9/XKHyu+PLHc89s5ngjAPiarra1l8uTJkZ4HqK+vL4vnyg0ROQK4CWMYeYdS6lrH798GLjW/1gPfU0rNLq6UBsU2LTsAeEwptRlARJ7wulEptURExmLskTkEeEFEvqGUegF4FWPlpQ54HUOR+RmwEp/VGKXUbcBtAGPHjlH77TGuvf21NQip7QkQuEemZ41xf/+uxmevVqNRqFy7xIhzjTnANu1TpbbW+OzZD8Cwv7V9NlXWAETeI1NtduJ11UYr06OL0Rj1qDLtdjcbiklFg9F4VTQaCotzj4x0MeRTNd2M96zLl29jsznITWiPTL+uhiJSs/w9hu6yJyN6dTHeY8V8I9wPDD23caUxaLL2yNT0NRScqgEjAagcMsIIt6ehALTWGr9bCkmu0zXtt2XrZuPTVCByjXcXY3Nic5fuAIF7ZKxBkJX+pn6VG/w6B8NdzFFH9y7G/TWNRn5UrjcUxtbPFxnxrzQ60VYz36w9MmJGWFljlBOpMcuTWV4r+/Q3Prcx0qGlu1HOWnoMBPDcI2PJBVBXZcTx1vTX2HevPRFzz0TF1k1m2m0x087s+K09MpVdzDSsM8I2y0xLXW+A0HtkrLSqrTbkqDYTsaoiPw2t+8zbcr9XtL0KEH2PjBV+NzNgK6+6NBvvXdFg2JyLfS8A0GrWmVazzgTtkbHKTFezzvasqTS/m8p8rowa6fzqW3PZb7ed25u8WAMO53WrTFfkN/PWwFOazHy08tfaG+PcI2OZbXbtbchvflplKmiPjDXwtcqVlZ7drfxtMetko9F25uqo1Ta328dovq9V3qqMuqBqexjii3Hda49MhTkkq6kyPnuZ6d6zwmgLKuqNyaWKLUbdtNI/F58ZzyvvfcK+E/egHuO61x4Zqzz26GLkQ+9a47NHTUVeulhVMGiPjBWe9VwvK5xWY/In19Y3bc5LttZqo22z6mVDpVFPg/bI1Fbm55uVXlUN6/LjM/uU3B4Zq/xVm+2B2Ua11hltc4spT1J7ZDYsmEW3keOpNdOlb53Rt1h9c49WIz0qNxh9snOPjNQYclJnyNnSbRtDDvMz7B4Zq7xb6dbV0Y7UKjM+s57l+iBLcamuzUu3poouefFYWO1ddWt+eLk+3vzutUdGuvXMe18rX1rN9rqlypDDSner3OXa2SajvIk56Qgg5rWwe2TsY7LevXurgw46KNRzdiZPnkw5PFdOiEglcDNwGLAEeFNEnlBKzbPd9jHwRaXUWhE5EiMf9y6+tKXZIxOuhANKqUbgaeBpEfkc+CrG6sxrwHeBWozEXgnsZH6+mrC8Go1Go9FoNBpNZ2AvYIFSaiGAiNwPHAfkFBmllH3RYBowtKgS2ij2HpkpwPHm/pYewDFeN4rI7iIy2Py/AhgHLDZ/fg2YBPRXSq1QxpTNSoyELmx/TMBm6/a358/GtBnbuG+5a1tGdyzLRozXS472n5Y87p9e4XjLFU8+L5zmF7l0bDfr7JGO5sqUanWYCTjk9nr/NuuVePnQdrsK+d3xmZPDf6NlW3xe+ZxfrpTTdDBgyd9uHuE0lQhMu7YH/T9DEvyOHmXc8T0uwXmV/xm/7AS8lzOeoPhCpn/o/AyML5wZSdT3jC9PuPS3THQit5We4QfEF9QGRCy3nuF5yd3+wfzPwPgi1oeg+Ars64JwyundN7s/1970Mpq5VNzyHjWdYtcfx/Oh2w1nuXOJJ50c1aTAriIyw/Z3ruP3IYB9i8YS85oXZ2EsOpSEoq7IKKXeEpEHMDbnLwZesf18q4j80fz/U+BXwO0iUmNeewP4ixnOWhFZCbxre/51YD8gpI2e6Q7S81dAKXqby8HWJ1T7hqrogQJat/2CcWHbHcOJY2JlSA/LRKy60vvmUJjL1d22MRoZc5k8Lj2qrc9C5crn9VUVjO7dJfe9ecBo45+Bhj+IGreHMBpORcB+B6XaFKLqOiMdrE8PLKvk9vmfLKq2lyG/aQpnvW9uL43jMwgrHVo8fo9UrqTCMKcpsOx416XiND+11qtWO/ZURMUsM5bJRxAFlR2l2pfViqqc2VpBVFQZ4dX0yH0C0CtecAXXkaoaQw7rs0CstqKm1pBnm9qwcnUx8rfXYOOr9emFLEFV1dDN/Nqth1Geh/UorFxXVVqmScZnn5qQ8lea5bNXuPJppdOAOrOC1EVp01Wu7aI2XsGx2thuVe6TfuEx3uT1TyrZZ0h3z7sU3Yy2tp9hjky/UZFiaWs7C223uuTa0zDl3YqtqtIjfSod4RXYx1tY+eNa/JRyr7cxy4ImPC09BtLcd3js55t7fgYwVyn1I5/b3Aqba3EVkYMxFJn9YwtVIEU3LVNK/Qb4Tcjb/+cTzs6O71cCV8YWTKPRaDQajUaj6dwsAYbZvg8FljpvEpFxwB3AkUqp1UWSrR1ZPkcmVT744IP6uq5d55daDk2OfsCqUguhyUPnSbbQ+ZEtdH5kC50f2WP7sDeuX7++XkTijMni5nuxnwP/I0eyxJvAaBEZAXyG4W34W/YbRGQ74FHgO0qpD4ovYhudVpEB5iul9iy1EBoDEZmh8yNb6DzJFjo/soXOj2yh86PsiTUmi5vvxX7OejbOc8XGPObkB8AzGJbtf1NKvSsi55m/3wL8H7AN8P9MF/LNpap/nVmR0Wg0Go1Go9FoNDaUUk8BTzmu3WL7/2zg7GLL5UaxvZZpNBqNRqPRaDQaTcF0ZkXmtlILoMlD50f20HmSLXR+ZAudH9lC50d5Ezf/yuW5Qp/VeNBpFRnzRFlNRtD5kT10nmQLnR/ZQudHttD5Ud7Ezb9yea7QZzXedFpFRqPRaDQajUaj0ZQvWpHRaDQajUaj0RQdETlCROaLyAIRuSylOP4mIitE5B3btb4i8pyIfGh+JnDacC7sYSLykoi8JyLvisiFacfZmdGKjEaj0Wg0Go2mqIhIJXAzcCSwE3CyiOyUQlR3AUc4rl0GvKCUGg28YH5PimbgJ0qpHYFJwPnme6UZZ6dFKzIajUaj0Wg0mmKzF7BAKbVQKbUVuB84LulIlFJTgDWOy8cBd5v/3w18NcH4liml3jL/3wi8BwxJM87OjFZkNBqNRqPRaDTFZgjwqe37EvNaMRiolFoGhuIBDEgjEhEZDuwGTC9WnJ2NTq3IiMjpIqJsf5tEZJGIPCYiJ4pIheP+QSKyWUT2ChH2rSKyRUS6OK6fZMb1oMszD4nISjGPSRWRyea9r3nEcZf5+xLz+5WO9/H6Oz1A9iFmWuzpuC4i8i3TtnOViDSZ8j4vIt8XkTrbvQeZcR1qu2bJ95GIVDvCHuWUTUR+JCJznPmg0Wg0Go2m7BGXa6roUqSEiHQHHgEuUkptKLU8HRU9QDT4BrAPcBRwBdAI3Ac8ax+cmxr07cANIcKcAtRiLJ3aORDYDBzg8swBwCtKKXtF3gjsIyKj7DeKSFfga+bvFneY72H9/drxftbffwNkvxp4SSk1wxZfFfAwcA/GrMl3gUOA84CPgT8APwwI12IH4KwQ992CMWNxWshwNRqNRqPRlAdLgGG270OBpUWK+3MRGQTGJDWwIsnAzcnaR4B/KqUeLUacnRWtyBjMUkpNU0q9rJT6h1Lqm8CJGAP16x333gocGGJV5mXz80DH9QMxDkXaVkTGWBdFZCww0PacxRxgAXCK4/rXMGYznrEuKKWWmO8xTSk1DfjI8X7W30ovoUVkoBnXXx0//QI4HviGUuoMpdQjSqlXzM9zMDbqzfUK18GzwC9EpNbvJqXUFgzF6eKQ4Wo0Go1GoykP3gRGi8gI03rlm8ATRYr7CdomSU8DHk8qYNOq5k7gPaXUH4oRZ2dGKzIeKKUewShk55irH9b1eRgD9rMDnl+CsVKRU2REpC+wM8Zqz2LylRzr/ykuwf2D9orMqcCjwKYQrxOF0zFWeXIKkojUAD8C/qOUesztIXOz3lMh4/g5MBg4P8S99wM7ici+IcPWaDQajUaTcZRSzcAPMMYb7wEPKqXeTToeEbkPeB0YKyJLROQs4FrgMBH5EDjM/J4U+wHfAQ4RkVnm31Epx1nWiMgT5taFblGfrUpDoA7EUxheJfYkX8GYAhwb4vkpwNdEpFIp1YJhOrYZeAt4BUN5ucO890BgPTDbJZx/AFeKyL5KqddEZDDwJeBwjMqSJEcAr5sNjMWeQE/gyYTimAU8BFwmIreZXj387t1gyuW6V0ij0Wg0Gk35YU6Ahp0EjRvHyR4/fSml+Kbivv8ntTg7AL8HTgKuEZE3gAeAJ5VSDUEP6hUZfz4xPwc5rr8NDDMVCj+mAD0wPFaAoaxMM5UES5HB9ttUpVSrMxCl1MfAVIxVGDBWZ5YCL4V8j1CYy6F7016ZGmp+fuK8X0SqbH+VEaK7AuiDsdLjiZkeczB8sWs0Go1Go9FoOhDm1o7vY+yhvg1je0eoPURakfHH0qidXjSsPSZBioxzn8yBGAoMGIrJ9iKynYhsB2yHu1mZxT3AiaaZ13eAe92UngLpDdTR9n4WXjMLJwFNtj/n/h5PlFIfYPhR/4lpcufHSoLTWqPRaDQajUZThpjOtU7AcCI1kbYzd3zRiow/ljeNZY7rW8zPOnxQSn0EfIbhHKA7xsqMpci8B6zGUG6+aF7zU2QexPCC9n/ALhiKTdJYm+8bHdctP+/bOa4/g1HYJmKYy0XlV0ANcGnAfVsISGuNRqPRaDQaTfkhIg9gjIsPAf4CjFRKXRDmWa3I+PMVoAGY6bhurSCsChHGK8D+5l8rMA3AdLE8FUORORBj074znhymD/IngMuAGUqp90K/RXhWm599HNdnYOxTOdoh01ql1AzTTbPfPhdXlFKfYHiB+wHtzffs9CVcWms0Go1Go9FoygARmWi6ov47MBLDKcNFwB9DWOsAWpHxRES+hrGh/xal1GbHzyOArRheyYJ4GdgG+B7wliMsuyLzulKqKSCsvwD/ob1L6ERQSlnvtIPjeiNwE3CMiHw14Wh/g2G693Ofe0YA8xOOV6PRaDQajUZTOm4FGpVS/8Pw9nYNhsXReoy9MoFor2UGE0SkH9AFw3zqaIxDJJ8DLne5f2/gzTDeFGgzFzsGwyuDnVdoO1zz3qCATE8YU0PEWQhTaH+IJ8BVwDjgYRG5B8OD2Qqgl3n/eMzVpigopVaIyE3Az9x+F5HewBjgd1HD1mg0Go1Go9Fklkql1Brz/5OA28zjTx4RkVlhAtArMgYPYSxnPYOxQlCDcTDTEU5lxdyM9CWM800CMc+dWYmxYf4Vx89vYbhjBv/9McXkAWAXERluv2h6Wvsaxjkz2wO3Y3hNuwtDi/4ZxoGZcbgBWOvx21cwVr9cz6/RaDQajUaj0ZQllSJiLap8CXjR9luoxZZOvSKjlLoLYyAehWMxlJLAFRRbPAM8rjcBnof/KKUOChH26T6/3UX093sGw7zsFODXjvBaMd47zOrRZBzezpRSVwJXuty7jrZ9R05OAR5SSq32+F2j0Wg0Go1GU37cB7wsIqswHDu9AiAiozDMywLp1IpMTC4FbjAH3x0OpVSriPwf8AcR+YPL/qCiISITgIMxvLRpNBqNRqPRaDoISqnfiMgLGA6fnjUdYYFhMRbKa5lWZCIgItsCj9Px92v8CxgCDAfmlVCObYEzlFILSiiDRqPRaDQajSYFlFLt9lebZw2GQisyEVBKLcc4+6RDY2rEqXhGiyjH/0otg0aj0Wg0Go0mm+jN/hqNRqPRaDQajabs6LQrMr1791ajRo0qtRgak02bNtGtm6ffA00J0HmSLXR+ZAudH9lC50f2mDlz5iqlVP8w98Ydk8XN92I/B9HSQxOeTqvIDBw4kBkzZpRaDI3J5MmTOeigg0othsaGzpNsofMjW+j8yBY6P7KHiCwOe2/cMVncfC/2cxAtPTThyYRpmYjUisgbIjJbRN4VkV+Z168Ukc9EZJb5d5TH80eIyHwRWSAilxVXeo1Go9FoNBqNRlNssrIi0wgcopSqF5FqYKqIPG3+dqNSytNLmIhUAjcDhwFLgDdF5AnzIEqNRqPRaDQajUbTAcmEImN6yao3v1abf8r7iTz2AhYopRYCiMj9wHGEcBvcsGVLdGE1qaCU0vmRMXSeZAudH9lC50e20PmRHlVrFrW71tx3eNHl0GjcyIQiA7mVlZnAKOBmpdR0ETkS+IGInArMAH6ilFrreHQI8Knt+xJgb484zgXOBejfvz+vT2vnulpTIurr63V+ZAydJ9lC50e20PmRLXR+pIs0N+Z9V1XLCw/TMSabPHly5DDq6+vL4rmOgoj0BR7AOGdwEXCic1wuIsOAezDOAmwFblNK3ZSWTJlRZJRSLcAEEekNPCYiuwB/Ba7GWJ25Gvg9cKbjUXELziOO24DbAMaOHav2mTQpGeE1BfP6tGno/MgWOk+yhc6PbKHzI1vo/Cg/nGOycti0r51KcBnwglLqWnNP+mXApY57mjEWHt4SkR7ATBF5Lq0tH5nY7G9HKbUOmAwcoZT6XCnVopRqBW7HMCNzsgQYZvs+FFiatpwajUaj0Wg0Gk0n4jjgbvP/u4GvOm9QSi1TSr1l/r8ReA/DeioVMqHIiEh/cyUGEakDDgXeF5FBttuOB95xefxNYLSIjBCRLsA3gSdSFlmj0Wg0Go1Goyk3dhWRGba/cyM8O1AptQwMhQUY4HeziAwHdgOmx5Y2gKyYlg0C7jb3yVQADyqlnhSRf4jIBAxTsUXAdwFEZDBwh1LqKKVUs4j8AHgGqAT+ppR6txQvodFoNBqNRqPRpMHqhhaWbmqO//yWFoC5Sqkfed0jIs9j7G9x8vMocYlId+AR4CKl1IYoz0YhE4qMUmoOhsbmvP4dj/uXAkfZvj8FPJWagBqNRqPRaDQaTQdHKXWo128i8rmIDFJKLTOtplZ43FeNocT8Uyn1aEqiAhkxLdNoNBqNRqPRaDSZ5gngNPP/04DHnTeIiAB3Au8ppf6QtkBakdFoNBqNRqPRaDRBXAscJiIfYhxEfy0YWz5ExLKM2g/4DnCIiMwy/45yD65wMmFaptFoNBqNRqMpDOfhlfrgSk2SKKVWA19yuZ7b8qGUmor70SipoFdkNBqNRqPRaMqYqjWL2ikx1nWNpiOjFRmNRqPRaDQajUZTdmhFRqPRaDQajaaM8TIh06Zlmo6OVmQ0Go1Go9Foyhyn0qKVGE1nQG/212g0Go1Go/HAOoBwcLfsD5m08qLpbGS/Vmo6FG4bD3XDq9FoNJqs4TxBvZwUGo2ms6BNyzQlp2rNIqS5sdRiaDQajUYDtFdiwv6m0WiKi1ZkNJlBu4nUaDQaTanRiopGUz5oRUaTKbQyo9FoNJqso5UdjSYbaEVGUzTCKilamdFoNBqNRqPRBKEVmTJg6abmTjf7o5UZjUaj0WQVveFfo8kGWpHJOJ1NgdFoNBqNRqPRaMKgFZkM4+X6UaPRaDQajUaj6exkQpERkVoReUNEZovIuyLyK/P6lSLymYjMMv+O8nh+kYjMNe+ZUVzpi0e5L2VHOS9Gny2j0Wg0Go1Go/EjKyPjRuAQpVS9iFQDU0XkafO3G5VSvwsRxsFKqVXpiVh8yl1xcaO573C9/0Wj0Wg0mWVwtyptAaHRlAmZWJFRBvXm12rzT5VQJE2K6NUWjUaj0WQZv4nEjjjJqNGUK5lQZABEpFJEZgErgOeUUtPNn34gInNE5G8i0sfjcQU8KyIzReTcYshbKFVrFumVCU1ZYnnR0zOWGo2mI6MVFo0m+2SmliqlWoAJItIbeExEdgH+ClyNoahcDfweONPl8f2UUktFZADwnIi8r5Sa4rzJVHLOBejfvz+vT5uWzsuEQJobzf8WA6CqakomSyloe3+D+oatTJ23OPddVS0vtkgaB/X19YF1ZLHvr5okCZMfmuKh8yNbBOWHs8+BcP1uU0t745DFlRJNOI0rzjHZ5MmTI4dRX19fFs9p0iMzioyFUmqdiEwGjrDvjRGR24EnPZ5Zan6uEJHHgL2AdoqMUuo24DaAsWPHqn0mTUr+BULithrTmUyunO8/dd5i9t9pe6BzpUOWeX3aNEpZRzT56PzIFjo/soVffvhZPwT1N14rz1FXa7xk6Mz9nXNMdtBBB0UOY/LkyZTDc5r0yIRpmYj0N1diEJE64FDgfREZZLvteOAdl2e7iUgP63/gcLf7NNnCq/HuKI26Nr/SaDSa0pOWCbdu2zWabJCVFZlBwN0iUomhXD2olHpSRP4hIhMwTMsWAd8FEJHBwB1KqaOAgRimaGC8z7+UUv8r/isURkcZwEfB/s6WKVnVmkVlnxb2Dk7bWGs05YlzAFzu7VJnJSueMrMih0bT0cjEKEspNQfYzeX6dzzuXwocZf6/EBifqoApYDVqunNsj9XYl3vaaCWm4+OcldV5rtFkjzSUiDh13erTdN+v0SSH7nVLgJ6Vccfe2ZRrI28f2C7d1KwHth0YN9MSnecdA91Gdx6ClAp7fU7SnEyv+Gk0yaB73CLjbLzKfeCeNOWeDs6D1Kz/9eC242HlqTYl7FhoJSYahWykLyZ+qzJhV0jSrN96lUajiUcmNvtrNB0dvfG/46KVF42mPGjuO9xTWSiWAqsVZY0mWXQPnAH0LEznQa/QZIugQUWYuqkVVI2mvPBanSnGqoh9n4zbdY1GEw09mioyHa2xsjfGHe3d4hB2UKv3UkQjjU4/zMxoVNNPna8dE922Radc06xY5t7lmj5p0dLSUmoRNGWKNi3TxEYvkReGnsnvGGjFpePiZ4qkKW90vmaL1tbWUougKVN0D6zRlAg9AA5PGoOOKC5Zw3o20spp+aMHuNFwq0flkoblImdnQCsymrjokZQmFno1pjC0EtMx0fmqSYssKwv6fJTyIMtlSClVahE0ZYrudTWxyFIDmCWCZub1QDdb6NO2NeVCObS55SBjZ8XLuQFkI9/0HhlNXGKNqkSkG9CglNIlT9NhKcSRgVZYioNb5xw1r5z3Z6lz1yRLEuVFkz2WbmqmqUVpZxseBE3WZGElTZuWaeISqsaLSAXwTeDbwESgEagRkZXAU8BtSqkPU5NSoykifjNXoAc+WSGtlRSdv5q00IenGiTpht65+q1d3Jcnzc16f6EmHmFr+kvA88DlwDtKqVYAEekLHAxcKyKPKaXuTUdMjSZ9ktr4rSkOOg80UclSmUlz9cA5uM/aoD4peeI41/Br50tdPrxkK1Qur7Nrkgo/CbQio4lL2NbkUKVUk/OiUmoN8AjwiIhUJyqZRlNEos7ua2VGo9EUQtjBfBRTR6+BfUdcpUhaibF+L0W7Xiy57GFkzYRWKzLhWF7fxMK1DbGfX7pxa4LSZINQrZqbEhPnHk3HI6gzKZeOs1ibvrUNdxvaXC8+QWVVp2cyJL2yUcjzYQaeXs5G4sQbpz3MerkrZ+ceSStZWcurrVs73gBbUxwCWzcROSA7uDYAAQAASURBVA/YA3gBOAX4r1Lqr2kL1hEp9nJ/2oOdMDNi5TRwD1p+d7s3KuWSFmnjTOOszQ7aSbM8REGaGyOZP0I207NcKOf9LFHkTXJgX8xyN7hblW8f5NX3lHOd6MiWAFu3bqW1tZWKCn1OuyYaYVq7Q4CTgFeUUvuLyC0py9RhCWp4kyRM5xSnUYwjfzkpM+C+/O72myYefmUzawPwrCgOcQebeuUmPllts5IczJbr6kRYimFSV6hVQkfPg7Aopfj000/ZfvvtSy2KpswIU7tXK6WUiFxnfm9MU6COTrE6x6Al9EJWFDqDMmORxkCvo5jjpUmpZx4LURySlDvtQU6xzftKdb6SW7ydvZ51hAF02P4orf4nbNzgXd6KYQlQLrz33ntakdFEJkzNvglAKfUf8/ujSQshIrXAFKDGlOlhpdQvzd8uAH4ANGOYtV3i8vwRppyVwB1KqWuTlrGUxFVI0mr0gg599KJclZliU8rDNNOewYwyeCpklaOUg7QklJlSyJ+28hhkBgTFVS7K2XSs0LxKs3wVe7BdamUmLEHxd3QlJQzvvfceRxxxRKnF0JQZgbVaKfW+49JrKcjRCByilKo3vZ9NFZGngTrgOGCcUqpRRAY4HxSRSuBm4DBgCfCmiDyhlJqXgpwaG85GuVhmc+VOFle13M5isA6YsyjVICDOoK2Um3r1gCQ+aZXxclNUgohbxtKuE6Uq+4O7VbG4UgLvCypfUScNo7blaZXvtFZzirmvt7KyknfeeSe18DUdl0ilUkTuAL4mIpuApcAcYI5S6s+FCKGUUkC9+bXa/FPA94BrlVKN5n0rXB7fC1iglFpoyng/hvKTqCITpQNIujEvl4GRn2IT1dWok3JJg7BkTZkJkieJOIutWBSizJS6vJWzdyU3khzsdZY2wiLqe3VmBb6QfahhXCBb2N81roVCEqS1wu3nxjstZaZLly7MnTs3lbA1HZuoJfIAYKBSqklEhgDjgXFJCGKurMwERgE3K6Wmi8gY4AAR+Q3QAFyslHrT8egQ4FPb9yXA3h5xnAucC9C/f39enzYtnGzNUbcFLUZV1UR8pmOzOOD3+vp6pk192TeEoDRtalF536tDzNCVGqfMYQiaeXQrr1HKoyVTw5ZNLJ47w4gzgnxR5ApPvDoVN05VtTzWc3645bVfGXXKXt+wlanz3HPCLW3ivLvfe3uV1bD1LEpZ9yrjfu+URp75UV9fH7oPKQaF1a984vVfxU1/J1Z+BJWzBbQvs0n08WHLd5iVo7DEy3P/tjRO+sXFPiarq6tjzpw5PPfcc1RXhz+WsL6+nsmTJ0eOu9jPadIjqiIzDegDrFBKfQZ8BjyVhCBKqRZggoj0Bh4TkV1M+foAk4CJwIMisoO5gmPhVqNca6JS6jbgNoCxY8eqfSZNCiVbR/Onn/bMexxenzaNSZMmxZptDTMTVipX10HlIM4sXrFmq1+fNo2wdSQMacwUF3O2Oi0Pf2G9Gk2dt5j9d2rbCOuUJ4n0dXvHNOpXIWEWe0XGy1FA0vUjLknVqyz3WWF4fdo0tt91z8D73MpV1DQsVj0JQxqrzsV6F/uYbMiQIWrp0qV069aNfffdN3QYkydP5qCDDoocd7Gf06RH1JJ4G/CyiNwJTMcwK1ufpEBKqXUiMhk4AmN15VFTcXlDRFqBfsBK2yNLgGG270MxzN40LpRi+TuKnW2ag5FSdCJJu+WNa99dai9gEM07T1iiusf2+j0pd+VxzQUh2KuRqlruGn+aA9m02otCzHGKWY79TGzirKYmSZL1qNRtQyFYeRQ3P5JKRz+ztjB9T1xX/37HBYSJL27eF7LfyI26ujoAXnrppUiKjEYT9eShe4EHMRSg7wOvichHhQohIv3NlRhEpA44FHgf+DfGOTaYZmZdgFWOx98ERovICBHpAnwTeKJQmToqWdj0unRTc2IDpKi290kOzIpti+43Q11O+yma+w5v13kmeS5GmmnhF36hZSvK85YcYd5VLZmf95c0WWhT0iLo3TqCg5NyU2KsdjxOe17ssjq4W1UsJcbrWhBW21ponoaVO8nyX1lZycSJE3nwwQfJN7rRaPyJWquXWG6RLUQkic0gg4C7zX0yFcCDSqknTcXkbyLyDrAVOM0802Ywhpvlo5RSzSLyA+AZDPfLf1NKvZuATLHJesfgN3NUTDeoSaySxNncmUS8STh/iCK3U95SOp8IM3MYtRMOWu1IOjwnUTfXu81mFrLKUKgzDDe8lBbrugwd2y5sZ5oVOssclywpR3FPkE+bjuAQwk3+tI8NCIrfjyDZ4pSDtPIwiXQs9srpGWecwfe//33efvttdt9998jPazonUWvdLBG5UCl1k3XB8ihWCEqpOcBuLte3Aqe4XF8KHGX7/hQJ7dXpLAQ1UMVyu1vOykwhlJMSE8WbT6HxeMkb13wiCnEGhlEH/26EnbENu7E37KqLWjI/tDIDybcJSSpIaR8yW4g3rDRJw1wzCoUoIl4yJ22OC4Xnf1rKVZi2NQsTo8XyzHbyySfz4x//mFtuuYXbbrst1bg0HYeotXsgcKiIXAq8BcwGZimlHkpcMk0som6E9WugijXQT6JxtMuatQFHEoPdOITZzBl2o3mc+OIMrsJ03MWeibYrBs6BPxQ22Egy/SG8EmO/P4wyA8mV2aRXeJI4XT0uWVk5KqTuxS2/fopIUHjltpKUhnKVZNylcjSQdJi9e/fmjDPO4I477uCKK65g2LBhwQ9pOj2RSqFS6kTImZPtDOyKcY6LVmRM4jY2aZs6efnATyr+Qkny8MVinPScxApBKU6kdjv40pKlENzKVFyTs7DKjFd4YTbkh31fp2LgNvBPgzhlKu7+lyjvZJXZLE0WFGu1xB5P2AMY3SjGpFHUlZqoykyxnZzYibsCbz1rJ046OZ8thCiTMl5pGjYtSm2FEJbLLruMO+64g2uvvZabb7651OJoyoBQm/1FZB8RybXaSqlGpdRbSqm7lVI/TU+88iPuZuMsDQySJO57ZW2w5EeYDs2rTKTZsTjjDLLzdxLWlCnqXpQksW9uDdrkai9TYcpWIRvjw2yWTTLvC93E73zerw0r9syu3bFBoTP5hbYpYTdBRyWtti5J5SQOznwrtWMSr34lDYUrrkOCqJSDchKF7bbbjrPOOotbb72VGTNmlFocTRkQ1mvZacBMEblfRE4XkW3TFCprxPEC4tZgdwYPOBZJNeBpun9NYhWs0I45ymyaRbHOywhzKF4W7LeD8CqLzmtpDLCscub2VyhpeiKDYGUmyXcplCzIYBHUJmQlzdwIWweSNEWLSlr9SlITMqWYhAszaVJImQvbhibFNddcw8CBAznttNNobEzuoFdNxyRUyVZKnQcgIl8AjgTuEpFewEvA/4BXzQMty4qottpxNwNbz1php1H5wy6RRzX3Cdu4x32nhWsbYj1XCFH2JSR56GCQ+YZbWuzQpzZ2fHFwmh/4lfmgzrwQL0FJbXLtSJMDdtJSXuLiV6eKbT7pR9hzL5I4aDWKOa81UMyCghO27qW5Vy0JT49x4016YirJPPXLlzSccpSq7vbu3Zs77riDo446iquvvppf//rXiYav6VhE3SPzPsb5Ljea570cDHwD+AMQfKRumeBlTxu3gUvb/W2hMngpQWkc/ufEGqgvWFxwUDmC5ApqeEu1yrBDn1pfxc4ud5wO102JXri2oZ2yFFaZ8RvwROnYvDbTJ22PngRp748ppdlNlI3/YcmaIhl20JX0Ho+gdMyCAmMRZ2Wi3DbvF5LepcrHsPmS1n7KYnPkkUdyyimncMMNN3DGGWcwcuTIksqjyS6RSryIfAjMxfRWBsw2XR93OKIoMX6bZaNszPM78LAQ4pwQnCXCDD5K3ejGxTmLVuwVGPBWZuzEUWbc7rXjtqrgvGbVq7gDyyiduvMdwyotxXBxnXXSrH9Jt0tRZpCTVKaz4ko3DZI8A8p6Jg3PeWHyvdh5FOQ4ptjyZKkvve6663jssce4+OKLeeyxx0otjiajRFXdbwV2AFZjmJj9U0Q+Bh4DrlZKNSUsX0mI69HISRaUmLQodmOXdHzFPPgzLcKsygQNnpJQnOIM0Ao56yRNoq50ub23s6yGNWcqR7I06CmEpLzpFSOMciOJA3PtxFFmyqWdL0XZyHIdHjx4MD/72c/4+c9/zquvvsp+++1XapE0GSRq7T5FKTXB+iIitwBnABswzMsuSE607BC30XV2Wm5nnWRhKVoTnkK8AGXBxDDMIMAqk5a1XxqDbRk6NnP7PCzCKDOlNhOylLtipGEYE8K0Z8nDhhPnYMwkNrhn1cTKSx6r3CR9LlJY4oaf5UF3ZyXt9u7CCy/kj3/8I1dddRXPPPNMqnFpypOoJXC9iIxTSs0BUErNEpFJSqkLReStFOQrOlEqZZjBmN8SeRBJ74WBZDYjdpTOJO0GOG1HCU68BidRBib2NJHmxlBlMGjlsZB9PcVcjbGT9kAuqQFvkgpNIWkdVaFJq+55KTNpKTBB92Zpn1eQKadzf1qp5bXoKP1NR6NYK83dunXjpz/9KZdccgnTpk1j0qRJiYWt6RhE7U3OA+4VkVkYe2TGAq3mb12SE6s0xOlcw3T+xTgVuJCN+Ul6OUmKsHJ0lk4uKccTaRA06PFyUpDlVZlyo9C0TEphzEL7USwvUYU8H2eCwIuseDsLS9ZcE2edLCnDFsU2l/3e977Hb3/7W2688UYeeOCBxMPXlDdRvZa9JyJ7AV8DxgELgF+KSDfg/hTkS5WwDVxSbiajKjR+tsVJb3p2HhToZgZXDKJ2OqWSM0mCTGLs7xhUDt0GpPayUuwT0K3vXnitKAS9R7kTtME3DnGVGT8lpiOluZMgc7C03r3Qk9zjEqWupUmx2uyOpMB4XYtSNuKYXUYlrQm27t27c/bZZ3PjjTfy6aefMmzYsFTi0ZQnUb2W/Vop9QvgIfMPEak0z5Dp0I6+w9hAuw0ikrZBTqtzdZqGFFspqK6UghvStM7oKQZusodZhfEyDUmCMAdiWvjtB3PiNjFQysF0HCccSZL0ZuikKJYSE3dFOKmBflLnFaVVVpJ23RymnShW3pe6zc6Cl7BCCDOWKIYCUwzOP/98fv/733PnnXdy5ZVXllocTYaIWoKHiMi3lFL/AhCR/sCDGOfJdAr8VmdKZc+fJM5GLYlOxjobpRSuhf3ImkmGs1MPc55LlspcWAW9UK9gSZJVxdf9vYMPW4qyKpOVlRi3NicpN7lx9gTGMfuK4sglzYMkS0khDjKyRBZNubwoRIlJuu9Lu0wPHz6c/fbbj8cff1wrMpo8opbk7wLPiMgCQAF/By5NXKoSEmZ2sJCOqJCGsZCGIm68hXglsh/u6KfEDO5W5TlEK7bZRyEkaffu93yxXZdahFlxDFJmymUAlyUF10JV1RSc/0GKb5L1Km59sMpo3DwIcyCuFY+TKGZfljMMN6Vm6aZm33iK5eXMr7z4eS5Lg2LsFbWThGfQYstsp9A4C3Xs41WPCqk3hXLsscdyySWX8Mknn7DddtsVJU5N9qkIc5OI3CMiFwH7AOcDtwF/Bb6qlPpveuIVF2fFtXdGTqI2Ms19h5dMibGet/7iMLhbVehGcOHaBt8T6sPiJ6vXu5RqABplABQlH9zKoFc5Ukvm5/7iyBYHN+Umzfis9EhiJcWro8+iEmMnTjsiQ8f6HtpbaPuUBva8DnJW4nefV3vkvDetcusnexbT3Qu/fMjyBEWS/Xg5YbVl9r+whHUO5IVbP5QExx57LAD//W+HGXZqEiBsyb4bGA+caX4OB94EThGRd5RSD6cjXnFxW31IYlCTRGOZ5Cy33/1Bssad0Xc7Pd4iKLzFSz5j+YpVDOzfj+HDhuT9lhU3oXFmyqPM9rnNUL87/0O6d+vKdtQD0NC4lTkfLqJrXQ07K4WI5AavQenU2trKh/Pfhx13ajtHZvFiutR/zhdG7UCvnj0AWL56LZ8sW8mAvr0ZPngAEO3QyijpVEw7fTuLFy9m6NChVFZWej6TVbtza/CwcdMW3l/0KbuM3J662hrfPEqrDiW5md4vPYNWjb3anSAnGoVsik8q/wvJl48++ojVq1czpm81/fr2afd71JWYcju02YnXCo2f440s9C2aNsaMGcOIESN4+umn+d73vldqcTQZIdSKjFLqBaXUH5RSp5kHYvYDfgJ8BBTs1FtEakXkDRGZLSLvisivbL9dICLzzevXezy/SETmisgsEZlRqDxxZjC8KEZDmOSMqn3FwKuDipsucVdq/nznvex/7Mns85UT+eSzpe1+d8pZqkGkX/p7rZZAvIHAj/7vt0z40nHcdONNuWtLVqxm/7MvZfdvX8RjL03zfNYtfe6+/Ra+etgX8679+c9/Zv9jT2bG7Lm5aw89P5X9z76UP93/RO5ac3ML//7nPXnPBinLQYcLpllv/Mx+XnrpJb6w44588+STaW1tdX0ujCKf1KpRFOxl652PFrPfWZdy4mXXuf5eTOztU5i2KsjphRdR2uyoSgyAUipU2FHx2nBeaB341VVX8cWDDuKZtz4sKBw/orZdWVAMglZosrpC6UfS7U0cpxsWabYzIsKRRx7JCy+8QFNTU2rxaMqLsKZlYv+ulGpWSs1RSv1DKXWx2z0RaQQOUUqNByYAR4jIJBE5GDgOGKeU2hn4nU8YByulJiil9ixAjlAUYqKVNsWcxfZq7HboU5v358RNmWlq8R4kDBsyiG8e9xUWTn+B7YYMDi1fsUm7TNg7qm+fcCz9+vZh0A5jctdqulQzdvshPHXTL/naIftECvvBf97D1sZGFnzQ1gkNGzaMiRN2pUf37oAxgzugb28m7jSa7bbtDxiDu2N/fDXfuPRa7nvsyUhxRh3gQvxJhrBKyKRJk+jevTtPPvkkS5cuzXs2Kml6sXJlSH5ZABiz/RBaWlrih1kC4prDQDizlzDuzJ2rFfc8+SKHfuN0Ghu3tru30P4gah0Iyw4jRrDnnnuyTd++kZ8N8z7tBrBK5dLn85WreGVauDnFOPWk0MnGrJuPxqVY7vVLyf7778/mzZt59913SyqHJjuEUmSAl8yVkbzdVSLSRUQOEZG7gdPiCqEM6s2v1eafAr4HXKuUajTvWxE3jiS4/fbbOefUk3ltxtu5a9NmzuaMiy7nr3ffl7vW2LiVMy66nO/+9P9KMkBIqiMME06YzsRLoXHitRfkwrNP5R8330BdXTSvZ0FyxWmQFyxYwA9+8APOPuecvIb0pcf+yRkXXc4/H2lbqVixajVnXHQ5l1x9fW6Pggwdyy+uvZEzLrqcJUuXA+7p7FwNePHZp7n4/O/y8COPALDn+F1Y8vYUfnr+2blB17CB/Zj7wF84dO8JgLfpiFtnd9/jT3H17/7IiJGjcgP3Cy+8kCmvTWf3Lx2bu++bZ5zNa88+zo8uuQQZOpaKYV/guK8ex6CB/Rk2ZBAAa9et54yLLucnF1+cF8cfbryRhQsXuspUKpz7K9a2VnPXQ/9mxvyPqeizLUs3NXP9Vb9k7uy3gwOzEVS2nMrF0qVLOfucc/jFFVfkXf/Zz3/O2eecw/Lly3Oby+977EnOuOhynnnpldx98z5YwJh9D+e/7y1Fho5lj0OPouG1R/jD76+navudfPfIWDjbql9ccQVnn3NOTqEDePChhzjn3HN5/vnnfcMqBWHM/QZ1reTvf/87b7zxRu59X5vxNmdcdDm3/qPtKLTNW7Yw7pSf8Kf/TWdTn6Fc9feHmTLtTR757zO5e665/nfc89C/c9+zMMF1xx138Morr6CU4sorr+SVKVM49NBDae47nA8WLuLiX13Xrm3xwnqf5557jt//4Q95v51/1qmccdHleYrdj395DZO+ciJPv/Aywycewre+/2Oam9vyJMiFdJzVNPuzlgv/MH9ObrjhBs4+5xzef//93LVnn32Wy3/2MxoaCt/v6Yaz7UlKCSnFarCdG598lTOvuok5Hy5KJfw99tgDgLfeeiuV8DXlR9iR3BEY+2PuE5ERwDqgFqgEngVuVErNKkQQEakEZgKjgJuVUtNFZAxwgIj8BmgALlZKvenyuAKeFREF3KqUus0jjnOBcwH69+/P69O8zW/cePzfj/HCS5PZbuQYWrsas1wvTpvFvQ8/zmcr17LrxH0B2LKlgXsffpzamhq+c8ZZqKrlkeIpFtLc2O5a/tkh0eX2W1mxs8DhpqxhyyYWzHqTxZXGwp5SinvvvZf999+fHYYFr8L4pbGbTNWVEsKZbXu2bt3K5ytW8OSTTzJ+/Hg2bNwIwFNTZ3Lvw4+zqUmx/Y7jAVi6bBn3Pvw4g7bdlmNPOCkXxv3/eYbFiz/hkMOPZMS6RlTVcj755BMGDx6Mkko2bNjAJRf/mG+f8h0OONAw93r9xed47MH7qKlQDBli7BPKz7/2Sl7T7AVUVxsz80a+LvdMj8aWVsbvsjMfz23rHBq2bGLKq69TXdm22OpWZnbeYxK3/XVX6N6dqfMWs2r1au59+HG22WYbvv71rxvxK8Vdd93FzTffzC233EJ3c5Wn2IQpnz2qhNWfLGT1JwtpbGzk/7N3nmFWVVcDftf0oZehiKiAIIiAIEqxImrsYm8hdiU21JhEjV0To8EaPzQittiJvXdQUZCioICgSJEqvQwwfX8/zjl37j1zyzm3z8x6n2eeO/fcXdbZfe299t6vv/w8Ez98j4fHPuI5nqW5kReojTH885//pFmzZlx66aXk5+fz66+/8vzzz7PLLrtw7LHHBtxOmDCBFStWcOSRR9K6VUsmz1vKW599zSuvv0mLth1o2sGaW/r2u7ksWbaCy264kybtOlNQUAA0gXn+SnlwPZowYQLLli3jiCOOCJwQ9O677zJhwgTWrl1Lk6ZNSWwhPjl4yVOnvr/11ls8+OCD3HTTTdRUHADAx19bbfjqDVvYa6C1klm6bRvzFy7ib3fdz05d9+CG669j0eIl7NqrH5PtNP3ok0/55LOJSJPWdO3aJSi2pb7uYEoWGzdv5do//5mKigpeeOEFOnbsGPitqqqKc8+9kFWrVmEKm3LSCcd7CnPejz9y5TV/pl+/fuy///6B58+/9jbl5eX8/pzzKCqy2p45v/zKnPk/MX3+EnbdpTMdO3bkvW/m0KZ165D2xwuR8jRau11aWuq5Ty8rKwvIDfDa668za9Ys9tlnHzZu2gRYSvvzzz9PYWEhRx55pGfZYxGtvC60P/OjtB9ew10YZziRwnNwt20rly4mPz+fkpK25OTk8OoHk5g2YwZ7DTowZhzuMdmkSZNi+qmpqaGwsJAPPviAbt26UVpa6smfm3T7U1KHJ0XGGFMGPAI8IiL5WHtkdhhjNiVLEPtSzf4i0gp4XUT62PK1xtqHsx8wQUS6mbrGygcYY1aKSHvgYxGZb4z5Ikwc47BOXKNnz55m6BB/23uuv+FvnH3C7zhw0EC67WbdLLtzs8Po0r4lXTrvzIG9dwOgsrKSJx64i7zcXIYcaA1E16xZw6LFixkyeHAgvLKyskCldDYWV1ZWUllZSV5enj0YiR9jDDt27ACgSZMmvuLN27CEmpoaysrLESRkNWRrcQeMMRQVFZGTYy3qVVRUUFVVRX5+PmsrrIauurqaivJycnJyKAzqNHZs3w5AUXFxYCA0b9pX7DtgbyvuvDy+/PJLnnrqKT788EN+WrCAdevWcd7vz6SyqpJJrz1X512TsQrlNb16dO/OiBNOYPjw4XTqZClZrVu1Yu8B+7Bnx+YMtsvB1l1LeOKBu2jWpEmgbADcd/Of2by1lOMP6E+rli2Y8Pl3XHrppVxyySWMvulOHh/7bxYvXsxb77zDOZdfQ25uLqcWNKFX/4EcMKAv++yzDxDZ/KOsrJyLrr2RiV99w8IpH1NcXERl690C77bJ1Jar7du2sXxbDcW2wgO1m6MXzppO9/77ebqYM5gtRfvx+LhxFBUX49SxiooKmhQX061rVwbusw9t2rSpk655G5ZQWVnJjuY7xyz/O3bsiFoGHQWuurqacrsMBg9ctttlcGNNPiKCMYYzjz+KfQcP5bJr/kxTW9Eq27GDdevWccjhR7LLnv0oLIw9QG1faNlyR6pb8+bN4/PPP6egoIA7br+dHj160HvPPXl83DiaN29OcLt075gxlJaWcuTvfsfcefMYMmQIBeWbOfrgQey7dx9672GVq93bNqHtQ3dz9PCDadO6VcB/dXU1H06aTKuWLdh/3wEAEev1G+9/Qqc99wmUrzH/+hdbt27lqCOPpGXLlgAU5Odz0IEHcuGFF2aFEhNr5rm8vJya6mp2a92EvLw8Nqxfz9NPP83uu+8eqJM7NTmM3XdqTbddOweeVVRU8MQDd3HAfvuwe5fwx7yecNwxXD7yFIYfaCk/2+36VVxUhIhQ1aYL5eXlVFdXUxzU1kUiVr0yxrC1uEPEtmnz5s1cfMVVrFi+jMFHHFen3j76yCM8+9xz3Hr5ebRo3syqL9XV5OflhdaXigpyJIeiokL671bC558eSWGLtiHl8tFHHqG6upoDhx1G0ZblANx8xYXc9ZfL2a9/X66/+KxA/Y3VX0Srqyu3VYX0Fzs3s9w66er0FwCTv/qKvfv1Izc3N1BPw7Xp27dv55Bhwxg+fDh/v/NO8vPzueP22/ntt9847LDD2Gkna2X5ww8+4IwzzuCoo44K6bf94tT/4HetqamhrKwMEWFjTX6I+3gsBRZv2EZOTk5IWrbNq47Y7nkpj16PXz713nt59733eOk/D3DKcUdyx7V/ZMXqNQw/YAg33Bb9nnT3mGzYsGFR3Tt07NiR4uJihg0bxqRJk/DqL5h0+1NSh1fTsgDGmEpjzKpkKjGu8DcBk7BWgZYDr9mmZ9OAGiwlyu1npf25BngdGJQseWpqathkz9AceOCBnD3qanYdcFDg9667duac007k4KH7BZ7l5+dz9qirOf2iKwFYtGgRQ/ffn0MPDb039IwzzqBtSUnATCNvwxKe/r97aVtSwl9H/zFhUwVjDG1LSihp1y5kA//Zp55I25ISPvroo4Dbp59+mrYlJVx77bWBOFf9tpaWPQbS68CjQsI99OADaFtSwtzJHwSe3X333bQtKWHMmDGBhm7u97Pos1tHzjg+dDZr2L796LNbR9atsSwFOzXN49GxD9O2pIT//tfaNN6xY0cuuvBCLr30UnJzc2nVqhVfTJ3OlBmzQswZErUpd0x88jYsYduSH2hbUkK3bl1D0uu4ow6nbUlJYLavU6dOjBw5MqDEAPTq1YuRI0cy8PARAXmaN2vKOaedyMnH/i4kzhFHHc45p51Iq5YtqGrThQ4dOlBZWcmG9eupqanhosuu5La77+X/nvhvYDDcs/denHLm7+nYs1/Iu4ejqKiQhUt+ZdCAfqzdsAGAtWvX0rakhF577hni9pB9+3LuEYP56uP3gLonPPnpVJ28aNKkCSNHjuTUU04BrA5xXWUO77zzDq+99hptbJv9o485hrYlJcz45M1Ambv/sadoW1LCP278c6RoANhv0CDalpSEmKrddPPNtC0p4ZFHHw08+/LLL2lbUsKJJ50U4n+XXXelbUkJraSCTk3z2LRxA1VVldaqV1DHX1RczI8r1nH3Q2M9KTFLf5jB7t27h5g93HuvVaf/+c9/AtC7d28+/eQTnnziCXr06AHAtrymDD/pTPY7/NgQU5MTTzyRkSNH0qJFi0B4+xx2AmePupo9hhweeLZTh3b8/pQTQpQYgLFPvcCIcy/lrgcfDRw2MffLT2jZYyBDjzs9xO15V13HocOHB0wmR4wYwciRIwNKDFhmHRdddFG9UGIARl90Ln1268j7778PwLHHHsucH37gzDPOCJTX3bvsyjmnnciBg2u3VxYUFHDOaSey2z4HR9y7cs3oKwNKDED7PkNp2WNgSPt0/gUX0LakhNPPOCPiYQFe2vkdO8o45vcXB9pyh7POOivQlrdp04Z7/347940dFzZ9jjzySJ579llaNLeU9Gtu/SctewzkiRdfDbj5cNJkWvYYyOmXXAVAs6ZNefrFV3g0qE458Y4cOZK8vLxA2ux/7GkMGH48VW26kNNxj8DzAXv3pW1JCSt/mBJ41+uvuoy2JSWMHz8+EOZnn31G25ISTju9tlx2aprHgO670Ge3jlRWVgbe6dzzzqNtSQlvv1O7L+/jjz+mbUkJV1x5ZeDZ+vXraVtSwh49a80qy8rKKCws5L333gsoOUcccQQjR44MKDEAt912G08/9ZRvJeb9998PMR295557aFtSwj331B68MWvWLNqWlHDYYYcltCcM4I4xD7B31048+Z+xgWdLf5hB25ISjj3uuBC33XbfnbYlJWzevNl3PJFo0bIl7du3Z4/duwJw2EH7c85pJ9K5U8cYPuOnpKSEtWvXpix8JTIicpp9+FaNiETcky4iR9kHdS0UketTKZNvRSYViEg7eyUGESkGDgfmA28Aw+3newAFwDqX36Yi0tz5H/gdMCdZsn355Zd07daN62+4IeR5pI3K4Tq8XXbZhQMPPLCOOU1BYSHFxcWBWSqAvNxciouKyM9Lzoa64uJiiouLQ54VFhRQHDQ7BpCXl0dxcTF5QTPzIkJxURFFRaEDuKLCwsCso0N+fr7lP0huycmhqLiYggKX/+JiilwyOf6dgXuPHj14+OGH+fO111oyFxby3rvvMnfOHKRD96Rsin3xxRc5dPhwVs2ZEnhWXFREset9CwsK6uRTLPzId8D++/PN1Kk89thj5OTkICL84cJL2HmX+C/8+tvoUXTbbZeQwxGKi4tDZucAdu++B2Xbt1MUNMsbDT9H6bpttSuKW4WkYWHU8m+Vw2nTpnHQwQdz4UUXhYRdVFRUZ1YxXBnMycmhuLiYQtfqjrtetG7Tlh499+SKa/8a4h+o8z0cziDk1ltvZc2aNWywFUjHf3FxcWC2FGC//fYL3Ing9Y6UcMTaIH7WScfSq3s39t27b+CZiFBcWFBHMdt15524+OKL6d27d0QZguWYPn06l112GYsXL44ofyoJN+ib/e0MZn87I6A0NC8uDGlXANq2bRvix2s77nbrxmo7QutXQUEB3bt35/8efriO8udnomrthg0sX7m6jjIUrg/xSn5eHsVFReQFpU2O3eYH15fg1cV4qO0vguLOt+IuqKgdUEeqq4VFdfuLArtNzg16b8d/QX7oCoe73WvTpg2999yTl158MWSCIBZeTvR8ecIETj7lFE477bRAXjntUr67by0uDpk0qa6uZt26dXXCjEXzfKlzglcgLV11vNhuNx1WrVrFSy+/HDZcr0rVk088wdIlS+i1/xE+JY+fHTt2eJpYUlLCHOBkoI7Vk4O9VWQscDTQGzhLRHpHcp8okqojJX0JIdIP666aXCzlaoIx5g4RKQCexDrJrAJrj8xnItIJGG+MOUZEumGtwoBlivaCMeYfseLs2bOnOf/88wG4avToQCfz5ptvsnjJEk44/ni6devGmDFjuOXWW7nh+uu55ZZbkvreqcJZxk6UeG/m9rvRsFPTPKZMnYpfUz+ILOOylauorq4J3Dvz/bwFfPrl1+y530HW5teqKgYN7M+PPy/isTF3csFZp0SNJ1kHKMS6O8bvqUvBYUYjOD53HMGnyAWvyCycNZ2DD6idcY4Vj/udvN4sHU05mj17NkOGDqVnz57M+s7fhnuveLrgzRgmT/qMTz94j9vuuS/wHs899xzr1q/n92efTbt27di0aRP//ve/ueGGGzzXQa/1ZekPM6LWkUQ3mns5Ejk4/y686CJeeOEFrr/uOm699da4440k99biDjw2bhxFhYX88Y9/jCkbwDmnjuCrzydy79jHOOn0s1J6wtKUqVM5aI+6s87R0vHj/z3D/IWLOPLQg+i9R3cAFvyymPc+mUSPbl047ghr1b6yspL/e/I5cnPzGH3RHwDYWrqN1WvW0qNbeEUqWjmKp82I9S5+iPfuMj/vFG8fEo3y8nK+/fRtiouL2HfvPiG/rVm3nglvvU9lZSVnXXwlJSUlTJo0iXPOPZcb//Y3Ro0a5Tme9evXc97557N69WqmTpkSUByffPJJtmzdyvnnnRdYGZ00aRKzZs/mkIMPZsAAy1x0+fLl5LQOLYuxyv727dvZdbfd2LZtG/N//JHddtstottIx9UHEy6P8zv3nun1JNmePXuaBQtiH91sjKFZs2aMGjWK+++/v16ZlomI5/SI4P8fd41/6W/7HTw83iD4YfpU/vT7Ex40xlwTdyCWLJOwxuR1jicUkaHAbcaYI+3vNwAYY/6ZSJyRiLuVF5EjgNOxNubPEpFLIm2yj4Ux5ntgQJjnFcDIMM9XAsfY/y/CuqTTNzfYqyxXjR4dePbf//6X995/nx7du9OtWzf+8pe/cPrpp9dZ1UgH3377LU8++SRXXnklPYOWxqNRVVVFn7592XfffXn0kUd8zTjVCSuOSx7TRSy5zr/qBkZf9Ad23XkncnJymPbd9/z1zjFccNZijtqnO3nAxNee4/lX3+b8M0+OWw4/HS0kZ2AQ7nLMbMB9sWK8l6cG06tXLz7++GP2sE2wXp4wgZK2bek2YAiFhYVpS4fXXn6Bv155KR07dGDc/9Xe3fPQv//NnDlzOGz4cNq1a0erVq1SMuHRqWleXIdTJDN+NxdffDEdOnTgrLPOiugvkfajYuUCbrjhBtq0aROiyBj7sle3bMu3VtC7bz8W/7KQ4b87Ki1lw099ztuwhJfefI8XXnubdm3bBhSZ7+fN5693juGUw/bn2D2tFdTKsnL+eucYigoLAopM82ZNad6sadiwY9Uzd5uRSNvudYIimFT0JfG2g173fgA8++yzXDl6NKcdfxQvPBp6ctuGTZt57L8vMX/hIn437EBKSo5g2LBhfPfttwHzWa9y5+Tk8Msvv1BUVBRQYvI2LGHMPf9kybIVnHLIQNru2hmAt95+m0cffZR77703oMh07ty5zrvFSp8mTZpw0kknsXXr1pgns0UKp6amJq7VwERYu3Yt27dvp0uXLmmNN1tYumk7TdZsjdv/4k3bAfq67lwcF+/4PQI7A8uCvi8H4t9oFoNEWvrLgPOBm0SkDdaqSb1idJAC43D88cfTvUcPunbtGngWbqYiuFFO1d0tTz7yEE+88D9a5hvuufkvnvxMnzmL5cuXU1RURPPmzROWIdLt3Ml8Z6+D3Z9//plnH3uYju3bBTr3sO4WLeHzKdMQEQ49YAjNmzWlT689uPqScxk0oHaPSdvWraKGkyipUjiyUYmB2GXCr9x5G5ZAmy4ceIB1ulRNTQ2XXXYZ27dvZ9XKlbRqGn5Q5xcvCtfxJ5/Gb6tWUV0Temzy2WefzerVq+uYKyUz/ljplqnJhiGDB4fsH0iGHP97+312at+OAwYNpKiwgKsvOZeioJnmiRMncvsdd/DG66/TqlWrEL+dmxfw73/9kwfv/kfaB1deqGrThaMOPYj2JW3o1aNb4HmPbl24+qwT6NujS+BZXl4uV591Anmt2iUtfr/KjJ9VHy8z9pHii7VKHY1UT+oc1r87e/XsQa/u3er81qt7N14e9yBPvPAKbVu3CkzkeGkL3OnVunVr3n//fd59990QdxecdQobNm0O7GsCOOTgg8nPz2fvvUPnb+OZNHrynzfUTgq4JqK8cN999zF27Fiuu+46rjzjaN/xx8Py5dbhErvsskta4mug/BBtRUZEPgHCbXK60Rjzpofww22iTJn5VyItwFp7Y/6fReRurFPF6hX33H13nWfnnXdeVD/JboijxXHxyNNp0bwp5w4bgFm+gDc//4br/v0Uxx80iDFXXwDA1m072O+C62japAnffvw6Qwf255epn7Bs1eqkbsj18m7RGlLHfCnSfTKxjlDN27CE9b98z5hHxrPv3n2jKiCdOrbn8fv+ztp1GwIzmEMG7s2QgVbDH+5d4h2EJWPVIRESHTy6LyddtLEsJI+CBwrRBj6RyoeX9IkWbvAqz44dOzjzjDP47bff6gxiEyWWnAUFBVx2jXUAQXCaXHP11SmNP9NKjFumSKaBv7/sWmbMnsOz/zcmMFnw+HMTuPfRJ7jwrFP56xUXx4yrsrKSq2++izXr1jP5yy8ZOHAg/3ywdpN5TU0NN910E/N+/JH169cHysB555/PtGnTePLJJxkyeHBWKjEOp114BacRmm/999qT/mOsvsi5FT0/L48xY+r2T8km2SslXhSaTOPIFly2I5XrHt26MOvT2nHb4aedx7KVq/jo5SfZrfPO9N6jO/fd5m8fc7j4AXbbdVcuu/TSwPeqNl34y21318mfESNGMGLECE9xRVP08jYsgTD7ttxE6/t/+eUXfluzhoKCgrRdxr1ixQqAwDUESvIxxhwe21VUlgPBmmZnYGUEtwnjq7URkVuNMbfbXwNTB8aY60XkygjeGgzJaPBjNZ7BDOy3FwP77RXo3Eq372DRit9Ys7F2g2SNqWHR0mUhMzadO3Wkc6eOpHN47XUw7x4ou8OItodirz26c+u1V9B3T+sGcydd3DTt3JPzzghvLhapsY208tRQcJt9QV0lJvh5pDwKl06p7sAmf/UVr7zyCgcddBBjx46N7SFO/CilqZgJDh7gZFqB8cvK39awaOmykBO7tmzdyqKly1i/cVPg2Zz5P/P9vPmcfXLde0zKyiu44KxTmPn9XAZ1aYO4ymxOTg7PPfccJ4wYwe677x54vnr1ahYvXkyZfQJVfSCSAhHr0tJECVe2ssXsK1wblcqJonjq77KVq1i0dBlVVdWxHXvASzq58ydcOiUax6Kly7jqpr8z7t6/s1OH0FXAaGVj3N//ys2X/YHizntGdJNsnAt6g08NVbKO6UAP+97JFcCZwNmpisxvTb5VRJoAbYBvRaS1MWYjgDHm4aRL1wBxGmY/jah07olZvoATDh7Mj688QrOg/TrNe+zN/Mkf1JmFTNfsiEOsDifSwNgPrVu15KZrLgNg+kfvsHHrNgb22p02LS0TuiUr1/DzspUcVF5B8e59owUVkeBOI1YapqKDTUbH7Sh4kQZFThzdWhdFVWYcEhm0u222nfjdRBtMzZ0zh8cee4yyHTs45eT49zMlGz+TEn7IhBLj1Ywo0kD46edeouq3X+jUoX3g+YVnn8aJRx9ByxZW/Vy+cjUHHG/dBbXH7l3Zd+8+bN+xg6+mfUtxUSEHDt6XO6+7OiRs96Cta9euzJgeeifyk088QVlZWeACyFTliyOPg1SVRx1UxtqLEe/kSbj4vLYbkdLDXf9S1X/Es6objXSv/Hz08pNUVVWz6847hf3dr5IB2aH0/fWOf/HBxC+54a77ePoh7yuBOTk57NZ5Z2ALbNgSeJ7K8ceqVasQkZALX5X0ISInAQ8D7YB3RWSWMebI4EO4jDFVInIF8CHWIV5PGmPmpkomv62AAcqwhNsH+FpEzjTGzE66ZFmGl87GayMWT+MrnXvSAnBv3c+FiBe2BcvlhUQbn0hL5snGLF/ADf/3Xz7/dg4fjb2DYQMtpeWNSVO4Y/xLXHfuqYy6fFdat2pZx6+XPEqXAhNJlkQ6pOBVKrN8QYgyEy6+aMqMVyK9RzR7ej/KzCGHHMLdd9/NTjvtxKZNm5JuVpYM0mVSk2wlJlkDjp133hlsUw8n15u1gWZda2Xu3KkjF559Khs3b6H3HtaKym9r13PM7y+myy478/OUj8OG7S5fdY5dbdmeopawycCmFLU90dI9XPmPdaS2Q6emeSF+/Z4MGEy0dsPPaVOpngTzG368ZpepwBq0Ryddykyi4Qe3t2PvvpW2bVpzz02193ctWbYicOqnX1K5Yrxy5UratWvn6Vh8JfkYY16n9qTg4OeBQ7js7+8B76VDJr/GxPONMbcaY14xxvwNGAE8kAK56i3ZYvIR67x7N+lewUmUgXvuzuGD9qZVkEndrh3bM6RPT+b+8mtEO/lseM9ELzoN7tTd7xPNNMXPuwevoHk5ujXcs2gdsx9FrVevXlw1ejRPPfUUO3XqFLhANhMs2lgWVfGLdudLokhVedLC8nLPkfuivngv7AuOa8wtf+XJB+6iib2qXFxUyOEH78/+++3jO1wvaZ2svIhn8B1vPInckeUnzyK1Q9HaJz/vlcoJrWzegwPe2nh33kRLL3d5SHY/1qFdCY+NuYNWLa2p0oefeJY9DzqaV9/5MKKf6bN+4MTzLuORp19IqiyxWLFiReCUNkUB/ysy60RkoDFmJoAx5icRSd6xKg2EdO4fSAbJljGRFQUvNtzSuSf33PPPOntkTh4+lJOHW/eeSIvET2xLBe7Oze9srhf82tm7V2XiNQOMZybSTbhVGSfcfPtiyeD9Eeki3KEIEDmtsvWIbMhcmxQubzu2b8f7L4wP7yHIn5tMHLARaeUkkYMu/JKMOuaE49VNOBMm8JYHqTDzi9f00m+6JWPfpBcz5eByEq3d8Grt4Wf1Kto7VlVVMXfBz5zc33Lzp/vH8+tv67jv6gvYbaf2LJj+Nes2bGTG7Lr3j6eyjVm+fHmjPXpZCY/flmU08JKIzAR+APoBmbnWuZ6QrI4nVaRKtkye5hVpIJ+sd03UHt2Nl/tX4j1NzMHruydjL1MwySoH87/+mDOPHc6DDz4YsRPLxIlJ0RQar/J4ORksGaTyckOvYfsdHGZr21nVpgsmb7XnI8e9DOi9pkmip2RmymogHeZhfk0AvZCMwxBi5VlwOUl0EiTeVdPgd7zigpHs178fQwbuHZgwnDjzB+b+8iu3XmzdG3XGEQfx45LldN6jd52wUsmqVasYkuSLT5X6ja8Sb4yZLSL9gcOBPsBE4MUUyNVgyFTD6SWOVON12RwgP1einlgWTKTTyrINPx1SrE420kDZqzLjJXzHbCqZykysvQJezNYAxjwynhdee5vHxlSzx1mnRNxblAiRZI21hyhaevlVYpxnyR7gJbO+Bysj8YabqPKd6WPP/eJnj0qqScZKQzLS3ksZj1Q/Ivn30g467jKBV4UmEwSnnYgEritwuO/qC9mybTu7diwBrLuORl12acgBH+lgy5YtWblPUskcvmuNMaYc6+jld2O5zXb8zOD6afyT0Uj62QCaivijEc/Sfaw0DndruTserwqMe5N7LNmixRnJr9eBVLw3asczUPOjAEcLP9rqTyxStQI5bP9BVFVVsUunjimJJ96BWSJKTDTCtU0mrzCuSY5UnkCVKhIxo3GTrWZ+fto3P+aiXjf8x+rT/J7G5pV4FZhwbuJRZsB/+5HsycVE2q9EVkTjwSl7h9mnpwY/i37MUPIpLy+nvLw8KZd9Kw2H7Gvd00gylmDdv6UCr0pUumaZ0rFiFA4Jakj94qXjyJaDGuLFS+cNteXEPRBMtlmZX6LJf/6Zp3D+mafUcZ+MMh/PwCwZCky8gzU/9S9dbUI8J1+Fa9fi3VRfn1ZnUomX09IiKTSJhh8Nv31tfVdSY5GtJpOx8KJQp9Kcfu5c6wTfTOyTVLKX+tcCZAGRBhKZ3uSfzv04ThqkY1bWvdE/EWUmONxwv6UD93ulezNzcL7FMxBMljIfPADJJrv9YMKZlUVSYlJ1olMkZcYh3cfnuonWFvpRaBKhPio04Q4x8eM33fhN20QVjGwzH/RrDpmuCc/6qhTFw9SpUwEYOnRohiVRsolGrchkWvHwe+Z/plZCIpGpFSCnw0/W6ky0NM20+Uw00qUIeDXfaIjKu7N3KNZqVaZt22ORqTKe7Yed1EfSnZ7xKBNe9zu6CXdCmpcjthNZtfSDn3avvpp0JiPdUtUfTZs2jfbt27PbbrulJHylftKoFZl48HOyTLw2xl6OYMyUQpMp5S/S6gwkvvk/3vfwOgscj/mD3w48VR13vAOS+oKXPEzFPhi/s83xDCazIZ9UiYlMsvMnFasXyVqFSaTfTMVqWzLLZUNT1rNtwjSYmTNnsu+++yIimRZFySJUkclSYg1+vZgnJZNI5iPpbsDDNbJ+701JtsyJmEBEUwzTZVrhJ45UdXDxdp7Jykt3XYuWJsm8D8NP2ldWG0/usuUUrGwZ3MWbX35XzL2SSP5kS5qGI1Elxu0+UYXGveqezWmXSuJZjY3nsKHgCUW/fbIXduzYwY8//shJJ52U9LCV+o0qMlmMl1PV0tE4p3tgFOvOhWycMUqG0hGuA0+H7X8k2fNz/c16RZLf6/0R2ZivbpJtQuan3MTKj0ynXbLaonQfpuImm/ZluIk2IPdSllK16T4SmS6TDl7KTiou74yHdN0r5RUvViBuq4hUXJEwa9Ysqqur2WeffZIetlK/adSKjN+OMVmNsp/OIRONWLqOmA6HO10SOWIzHOmSO9zvfo4whtgKTbrswv3iHmz5KcPZeCJXMMk8JclvG+DliHK/ZHqW2o/8sWbV03HhYjLCS7SexqvMpNoMMtzEWyKm0OleRfH6nqmWyX3/WqJtTrLkjVZuU7EC42b69OkADBo0KOVxKfWLrFBkRKQI+AIoxJLpFWPMrSLyMuDUkFbAJmNM/zD+jwIeAnKB8caYu73Em+qZj1gdTjgZMkU2DB5TnRaZUmKC3fkpY9HsxRMlnLIR6z2SOeiMht/TgYJJh0lYovgp58ky1wlHJpWYeOWPVK7qixLjkOheR7/KjN8LORMxc03n5vtkky1thIOT7vX1mOlkMm3aNDp16kSnTp0yLYqSZeRkWgCbcmC4MWZvoD9wlIgMMcacYYzpbysvrwKvuT2KSC4wFjga6A2cJSK94xHCaTAi4bfj9+K+U9O8On/Bv6WDbFBiotn/J0PBSaXs7nyL5s5NPHLFKqfBmOULQv6CiZXv7jxJ1wqmF3/xhJ0sRdlJ/0Tu1PBSZlJR/6vadAn81VfC5X2y2s50Tyxlaz7kbVhSJ50TLY+p2s8GsfPNeZ9w71VfyIZJTz95mOyyPWPGDPbbb7+khqk0DLJCxTfGGKDU/ppv/wVGUWIdUXE6MDyM90HAQmPMItvtS8AIYF688ng5NSyVpEOB8dOYZ0Nnm8pZvmTZRid7lS1WuseapQtnp2yWL/B9S7jbVCRVA4F4NgVnumwmuhKQ6pXZZJ/OlK644iWVbWes+hbvwSvx1KlYcQSXK7+rMe7fI5mJxmPClomVmXTe+eanL/EqQ/BqWDbsn8lEPd+yZQsLFixg5MiRaY9byX6yQpGBwMrKTKA7MNYY803QzwcBvxljfg7jdWdgWdD35cDgCHFcAlwC0K5dOxbOmh5RnoX43+xcX5Cq8qi/m7xC15PVqRMGa+a/bMe2qPkBsDRCfnh7n7rvEG4VKFn57g47P1fC7nGILvvSOnnhDtedJsHhmYrwocqWYElq43CH7eTJQvt7cLrESvOADHmh6R4chzud3WGairqXUUpB6FHI0cIPR6QyFA6vp4S5ibcMudPGXV5KS0uZYl8IFy39Q8tMYnXXaz5b1C2vyQk3sbj8Ei3fg/M2cn5YOZcq+Sy85WtltYla5r3lQ+S0dtIquLyHa+f8x2nhrt/ueIMp37EtkB/+4kpOWXLLFK0dqCtXdBkilcn6Pk5xj8kmTZoU1t3MmTMBKCgoqOOmtLQ0or9opNufkjqyRpExxlQD/UWkFfC6iPQxxsyxfz4LeDGC13C1OGytN8aMA8YB9OzZ03TvH32ZMhWzHV7skVNJOi7G8zszuXJbFQtnTSfe/EhkpjhVJ9V4nTmL52CFaGGHCy/asZjBYbvDDc6TeC/fjCZ7tDAjnXojnUMvQosmfzj85nEiKyVe4/I6sz1l6lSGDhkS+J7sWeV4Z8rjiTtb9/j4OfXLyY9Mn7IWDS8nX6ZjpS3ZZStcPi39YUZI/fAadzLez+/evHjHAQ1tr4x7TDZs2LCw7iZNmoSIMGrUKFq2bFnnt0j+opFuf0rqyLoaYYzZJCKTgKOAOSKSB5wMDIzgZTmwS9D3zsDKlAoZJ5EaVK8D/0SXlVOtxLjD9zLQSvXpbV5NMKIRT7q5N8eG64CSZWLhvhjTHXYkUzK/SoBfvCoxblJxdGe8JHL8bLRBZDbt+8qm0/8ySTxHF2fzfotY7U+qSdWJepHyKdKqRTYeNBCvTA1JifHDV199Rb9+/eooMYoCWbLZX0Ta2SsxiEgxcDgw3/75cGC+MWZ5BO/TgR4i0lVECoAzgbdSLLJvEm1IwzXefjcce7n8KhHChRNrY7GXDc+x3KRyUOXFhjwSkQ5x8BKuXxIdGKejg/S6yT2bSHa6+qmzicYdfChBtt6KngjuDdyJbOROhSKfyY3lkfoLv2RLXgcTqf3IVhOrbNikX58xxvDdd9/pRn8lItkyotgJeMbeJ5MDTDDGvGP/diYuszIR6YR1zPIxxpgqEbkC+BDr+OUnjTFzkyFUumex/BwtGi+p7pjiCb9T0zyW5krCZ+Un09QmlQOQZJlmJUsOJ45IG89TfZSqOyzp3DNlqzJe6nQ8aey17HrZLJ0svKwK+iUbB7Zu4t10H4t40y8bDqVINl4va05VO+ou252a5kXcm5NtqzEODa1MBJPMtm316tWsX7+evn37Ji1MpWGRFYqMMeZ7YECE384L82wlcEzQ9/eA9/zG68XkI9HOP1sb0VSS7NulvVIfOoZEykO6Zva8mFPFGqSkIi9inbaWiBmYg1//mTzlLlUnL0XCz+3o9WnVLR1kizKT7Mm5WPmdiDITK80SNQv2Go/ij2T3U7NnzwZQRUaJiPY2LsLNmMZzkWE8+F2NSbRDSuYmVT+NV0Mb7DTEjrBT07zAaWWRiDZISTRNHKXFWZnxemR0ojeb+1kxSVb59btKE+k42XDpnS6lNNwEkBN/tDDjOezCi79UXn6b6nYr0XbZ70AyHmXDTxokqsw4YcRDIpfr+iGedifTB/+kimTXjylTppCTk8O+++6b1HCVhkPDGEnGiZcZHz/KTDpOZgmWLV687vvw06h6kSfSYCedpOMG8Gik0twi1qb/SPJEIt+DuV8ylJloYfi588YhnNlJPCSrXPhREhJZpfGS3pHasUQGUNFk9arQ+CVbBnzJGiinc+XA651c2ZLGkLrJolS/o98DIvwe/JPKcUC25P+UKVPo27cvzZs3z7QoSpaSFZv96wu6aS8xojW6ldUmoU3JiWz2DRdntjTiwcSjLMY6bCHVpo+N0bQymHjfP5WHIiS7HfNyiEOqDh7IBrKxrYiHWG1FomFningOoclW3PXHb73y009mQ9tdU1PDN998w5Awx2orikOjXpHxe9yxl/CSWfmjLVfHY+IQrxlHuvEz2+T31uZU36QeTLTZ72QpXF5IxQqc17AdN7HC9mNq5IdMmy/Geq9UmyVGaz8g+emTzvoVCz8rDH72V8Vjauyl/Kdz4BjtHZJdHmO1L+nYa5eJOpbOeFJlLeK1b0hV2Z0/fz5btmxh6NChKQlfaRg0akUmGvE2TvF0SNEai2RsYM6mJWQ/A51YAwY/s0qRFJpkEO1ksUgDxnjt0lPZafodVPuR34+ZmdewE90InCzSfYJTMsNKpUITy+QsVXkU731dqa5fsUjFXqX6QDZMnvklVZNK4G+vbKoUmGjhBMuXauX766+/BmDw4MEpjUep36hpWRi82HxHI96GOVKjEKmx8tqYRrs/JlOdSLQ7VoJJVsccj9mZn4F3LMIt/Xu1nQ+WO5vuYfFTdvyWs/pi+hHJzCMckUxc4iGZYaWiPKV7QJ3oPTKQWpnTYcqTrUpMfanLfkh3Gxwcn5/7uFKR7smoa16ZOHEiHTp0oGdP/3sllcZDdoyI6hmpnk1M1abGTO6HiPVOzsbySBe5eU3vcPePBG8YT8eRtX5MAr3mi1vuaCtb4eJwh5EsUn0qUCpPRksl0VbikkWyTluKRDwmh+kcTMdTnpOV/uEmJbyYcKbyNLV4/GTLpEgycPZZpuudorXBqZAh3jDTZbaY7LJtjOGzzz5j+PDhiGTnZadKdqArMo2I4IbG70pCMszbvDSmia4+hSORyxVTMfCIZ2Um0Ti8xhPv4DD4z/0slWTDhtRoZHqWPN7BT3C6ek3jTL9rqli0sYxFG8vqPK+sNiHfM7XyEG+6RzsWOJ2z7skgnDmvUkuqy2Yqwp4/fz6rV69m+PDhSQ9baVg0nOmYJJKMmZZ4Z8FT3RGmcnY1GbOSqeiEwh3h6zUdUjHL6i5D7jjcilc8RxBD5m4iT2YZTmQfVCrxe29SJme+w91T4+VY7UTiccfnxa1f4mlj/e5HDFZgFm0so1vropDfk5m36d7w7ybW3iJIfR2L526VeFbx432nVB0IEUw2rzRHIhXl9rPPPgPgsMMOS3rYSsNCFZkoJLOzdUjHCS3JIFETr0wR76A/ERLpeGIpMc6zZL1XPKZs8ZCMwU82zgZn42yvn8FfJm374yVSOQhe/fMbRrRDQKLlsaPYuBWaZJFsM1Cv8nqNLxWD7EROVYz3viWvJFLfvd7XE45MpHO2MXHiRHbbbTe6du2aaVGULKdRm5ZlomJHM7mJtpSfzk3e2ThYSybZpDCmmkTyUqrKkyhJ6kl1fc62elGfTH8SIZkHG/jFi8Lip1x4zS+3uWaqT+hL1WmFyYw7XLyR+sVsnXCLZ/UwEu47ZBraHU3Tpk3jgAMOyLQYSj2gUSsy4O0EjlQ0EtHii6XQZJJUNpTZ2Ain+iQod/jhVl4yscqkZDeNQYEJxuug3m+YXujWuiig0AT/n2i46cCRNdwen0Ta21QoM4ns4evUNI/8XAn8HyuubCPSPs5kpnOy3zuV6bh27VqWLVvGPvvsk7I4lIZDo1dk/JIMpcbPMr4XeZJNrI4gFXG6N86mikjmCemczYoVj3TuGfKXbDI5++qHZHeUieZvpicRHLLpXqj6QLLKcCQFJhvKRTQZvChf4L/cpOoUxETKb7x7AtNhCREuDrN8QUCJ8XsoTbhjmFNZFqMd6pJsZs2aBcCAAQOSHrbS8Mh8C5xF+LVLjWfPSCoa/1TsXYl1cWUit9Zn02ZG9/vFY9ecqO12pjf5xiKezfSJ5G+q6ojzmUhdyYab66Pto8iWepUtpLpehStLmarL4Q518Eu2tEXB5TjZhw3Ec2Fqquq9dO4ZUGASmbTyYwGQimPLI+VXvMydOxeAPn36JBxWQ+Pn37aybfGGuP2vWbUlidJkB6rIeMDPvSDRSGUHkYkbutO9+T9d8flRZtI9cExlR+7FX6reNxl1I5JsqVy1TMcpRpFQpSU6qTxYpVPTPJbm1r3bIhuUAEiPwh1vGrplSqcpWDx3dgWTSLpG6kOiKTCpqON+D5TwK0MyZJ4zZw4lJSW0b98+4bCUhk+jVWR++ukn8jv3zrQYiqIoiqIois23337L3nvvnWkxlHpCo1Vk9thjD+Z+9kad59l4gV+wTLFmgpI96+t15smPiUW4NJ4ydSpDhwyJGWesO1ii4dUELNpFcX7CjhR+tHi8vI+Xe3i8lINYcU2et5QDe+/mKd5kkWyzh3Tduu13htbPnSsOS3+YEagjSijxroTEc0cJWPkX3GbFI0e6VtT8tkGQ2MpSIveyJFI3w+VHOJKRR37qe7L7rGSSalmKmzTx7WfHjh18//33XHfddb79Ko2TjCoyInIbUAr0Ad4xxrwS9FsO8CAwHDBAGXA6cALQ1Rhzte3uMWB3Y8zh9vcrgR7GmNHR4jbA6uJdyM8BEaEgV6zPmhpEQCp3IADVFaEec/JBBJNbACJUkgsiVNVYm9WD96wLkCNW+DmACNS06YKIgDFW+Kam1rXUNVVws1PTPBCh2hWfMdY/ZfaD0HgFwRWfqSE4NmPHbyQnJPy2xRE6Ojt8MdVWOE56VZVZnzU11BQ2D0q3XDvdCpGq8kD61djvbgxU2u/SrkndOG1xAu/nfKfFbnYIVvJFfO+aKqSmqk56d2qSGyJHtTFUGgLvHxBfoLJ1F3Kd966utMOttnwGH1UsghErXCe/6r5QtSVLIJwqBKhp2jZEPhOmXEjljtr8qwntUDvn2v4qrXJak1cIIpRWWG+4vdL63FZZA7k7B8ptME6dqMxZxeriXWhWkIOIUFhdEZrXNibXiqMix8rTbXYc5VVOXhk7XKuONS+w61rlNivftm+0wivfFpIWJsdKO5NfbL1LYTPrs6CZXfcEECrseNx5BtC8ILe2bNifZdXGLhu1SRu75gWlP1b6ONQYQ/smeYG6WGH/U15lpcMOWz7neQ2GnzdVBMpoUa712TTPSpdi+zOXmkCdFWApYEQC4bjzzimbBXaRkfKtlv8y61Mqt9t1tNLyYIfrlFWTmxeoo1a6F1mfecUhbZ5TV5x8ddIjUNeqyu1yYsdXsSM0/urqQPyBFBWBnJzQ+O34TG6+/UK5IXULu60ykmttOraTw8kHd3kI/ibOX7UJtBmBuu3IX1VO5zxq61iNLW9OLpSJlX5V5YE6VlFtKG/VJRCvE59T7gikk/09yvkmwX2Hu61x6kftezlthARHFHC/c15VaFvhvAfANmrbZrtvIyeP6ladqckJ7WvCpp8dn/U+EfoY57sjv9OOmBo659RNV3f+l9s/O+XdyVYnHZ32KiCgk39OPMFSi1DdrH3d9AqRsza9cnZsrOMfyaVzvtS2T4FymRM2vdx9lmmxW3CIgXx2+tScGju/qyuttt6Rx1VfwtUDq37actj10zlIp7w6tB2qqDaQ35nKmuB6XNuOFLrGRjmVhuBkdsLZUVVbnsqcttjEf3jPjBkzqK6uZtCgQXGHoTQusnlF5gygE9DPGFMjIp2xmt2vgd8HuesP5IhIrjGmGtgfeMNrJLUNcVCDTJSBTXBHEfzpdlYnfNf3SOHGFtijM9d7RZCvTrh+w3eF5z/d/Awho8njkiuCfBHliSFHrPSMGG6s8uFZvvD+440/GuLy4z8to4cbq+xIrYfon57zzO3dY12PEW6i1G17PJbdmOGF+osUjud0jpHuXvPTd5n1LZc3attm59Nnurvji1nu3fF4lS/Otttdf6NH5ztdI/ZtseSMJY/PfHWnKy45/KZT3PIlXA6j9y2e3yOBNj/Ue6R2Ka5gfTNx4kREhIMOOig9ESr1nrQfvywiN4rIAhH5BIh2TMdOwCpjrGkIY8xyY8xG4DtgDxEpFpGWwHZgFtDX9rc/lrKjKIqiKIqi1BM+/fRTBgwYQJs2bTItilJPSOuKjIgMBM4EBthxfwvMjOB8AjBZRA4CPgWeM8Z8Z4ypEpFZwH5AMfAN8DOwv4isAcQYsyxC/JcAlwC0a9eOH7+bVmdWJMdZOA0s47qXSJ1pixz7V7E/Iy2lumb53LMazhKsz+kOx1ttrKHxi2t6KhB6rCVfW4664Yd1hgTCc6VbnWRzzxrlhDjbtq2U6VOnRhQr0nvWkSvmextCHUjI08BrREjPQDbVCa+uJKEeXNRJtwjhxPQfKfrQdHaW+h3zhoCZQ5hwnLpQuWMbP343jZxA3XDy1rg9WI/teRHH5ChgcOAq4rnODJ+xzfJq3KZG7jyyy0pObuh3V92r8yoRZordddI3depwyEcdeWpcWez8XtvmWOSI8+nIF/pCpdu2MXXKlFqzyghtkxNOwJTHSWcTIf/cdcFVdtyfdaKvU9dqwn5KnbYhUgA54eUIiOuac4/YZnkzb6lbt93p5ArYdli6fQdfT58ZkC9yvtTGFCR1bLkitTUR6l9EIr2H23+MdK0rYMhHmPgCD7zJE6GPcKerq9QE8m/btlKmTJ0aJv/ccvtMr1qPEcKJnl6Rxwah4UbuU72+h6v+utqbGldyR+rjnVBz3Nnhcudu16C2zQ/Xr4TDPSZ7/fXXmTx5MmeeeSaTJk3yFEZpaalnt5n0p6SOdJuWHQS8bozZDiAib0VyaIxZLiI9sfbIDAc+FZHTjDGfAl9hrbwUA1OwFJm/AWuJshpjjBkHjAPYo2dPs+eAQRTYR2gW5lmNZqFYVTGncoflyb1HJrfACiuvEIBKsZLQvUfGqfS5dmvgnNTpfA80Vk6j6+6sI72D3apE2iMTEDMQb3gFLTCoCIQbOlh0h+8m3w4/x4TuEZEq+wbpmtDwybXSyeQV2Z9W+jk7daZOmcJ+UTZqugfe7u0QOa70db+3OPbhrvQ2OXkhcjgDfrd9vRNunvPe1fY+A2ew6OB0Zna4gcG3C2fwLnY4EeWLUC4kyJ479Afbn11Oa/Kt9A67R4a6+yyAQJ1YNmcGew4YRPNC6x2KjFUXxKkbNk6eVuQWhoTt3iNTkGvJ1qLQrmuV2wDI2b7RCrfc+u6khcnNtz4LrA2jNUXWnitn71WlPeB1bLXdeRZQFAIKVPjnfhWaHNcAwnk/P3tkLHmscIrzrM+m+db7NLE/8witq19Pm8GQoUMj7pFxyqadvOSUb7X8l1mfOZXbrR/sPTJOuIGymment1NHC4qtz/wm9vPQOuu8d467rjltgR2fVOwIjd+9R8Yp47m5ofHb8Zm8AvuFnDpld1t23XK+e90j4x6o1anbgbbM3vfm3ltit2VffTeX/fcbGKhj7nLoxBep3EXC3Xe42xpx1XlTR+GU8O7D7ZEJeh+nzcCudzX2p/t9atMvwgC8juIaukdGnD418Dw0Xd35H2mPjJOOTns14xtrs3+g/Ln7bneb6m5bHbnd6eXyHyiHTvvkauvd6VXtktudjk4+O31qbo2d37H6hgj1oEZsObzskYHAHhknPZ16UOQaGznl2JE/GXtkgsdkPXv2NCtWrKCmpobrr7+evn37xvBtMWnSJIYNG+bJbSb9KakjE3tkvJVwwBhTDrwPvC8ivwEnYq3OfA2MAoqAsVgKTG/786sky6soiqIoiqKkkAkTJtC3b1/PSoyiQPr3yHwBnGTvb2kOHB/JoYjsIyKd7P9zgH5YB/eApcgMAdoZY9YYa5p+LTACn/tjnBn+2k/7eWQP4T/dzuqE7/oeKdzYAnt05nqvCPLVCddv+K7w/KebZ702hjwuuSLIF1GeGHLESs+I4cYqH57lC+8/3vij4V7d85+W0cONVXZMrYfon57zzO3dY12PEW6i1G17PJbdmOGF+osUjud0jpHuXvPTd5n1LZc3attm59NnutexHYpVDt3xeJUvzrbbXX+jR+c7XSP2bbHkjCWPz3x1p2tdE8/4wk+4nHqkbjommN8JtPmh3iO1S3EF6yN+wzfffMNRRx2V2oiUBkdaV2SMMd+KyMtYm/OXAl8G/fyYiDxo/78MuB14XEQK7WfTgP+zw9koImuBuUH+pwAHALO9yCJAxx1ht9IEsM5Nbxrx97wNS3AbDnk5az1v/eKYbqLKZAx5zjJwwEwhmr1CUAsUtKwerl0SiBB++HBXbneWlfNdny5qwt8RENjtIJAfLS5P71lXPoe8Tctjuq5q0yWwvJ4f5tbu2mAN5ORZoedEr0JOetb9wc6HvEJbysLYAw63GB7cOPFvraimU9M8muc7JTa8yZtD3oYlrK6psOrIjvBu3GXdyflWBfa7FUSXzRQ0td6hIHIdi0agxAUKady7XuKgNvVzXHWl0H5Qm9bWvRPFOZHlNMC2KgMYSivDx1hZbRBjAqZjhS4bJT/3NgXLFYyXezycOhsafVBpdMq081ncOmaYyaBOmxXLhiscxkBugSW38xkJycHkFQbqmJMv5Ijve1gi5lHYtsZjWxFUxeMZg+bb7xChRY9JVZsuofE68uQX+5Jn/Q5vd7ZU1hi7PDsRFSd8n5afu1PcfadD1L6kDuH7Fj/p5a6fTvvYJEJnnsidQcmkrKyMiooKhg4dmmlRlHpG2k3LjDH/AP7h0fkHUcLZy/X9NuA2r3L89NNPpfmdey/w6l5JOSXAukwLoYSgeZJdaH5kF5of2YXmR/axm1eHy5YtKwUWnHzyyX7jiDff0+0Pop/Uq8RJNt8jk2oWGGP2zbQQioWIzND8yC40T7ILzY/sQvMju9D8qPfENSaLN9/T7c/xG48/JTppv0dGURRFURRFURQlUVSRURRFURRFURSl3tGYFZlxmRZACUHzI/vQPMkuND+yC82P7ELzo34Tb/7VF3+J+lUi0GgVGfsiJiVL0PzIPjRPsgvNj+xC8yO70Pyo38Sbf/XFX6J+lcg0WkVGURRFURRFUZT6iyoyiqIoiqIoiqLUO1SRURRFURRFUdKOiBwlIgtEZKGIXJ+iOJ4UkTUiMifoWRsR+VhEfrY/k3Zzr4jsIiITReRHEZkrIlelOs7GjCoyiqIoiqIoSloRkVxgLHA00Bs4S0R6pyCqp4GjXM+uBz41xvQAPrW/J4sq4FpjzJ7AEOBy+71SGWejRRUZRVEURVEUJd0MAhYaYxYZYyqAl4ARyY7EGPMFsMH1eATwjP3/M8CJSYxvlTHmW/v/rcCPwM6pjLMxo4qMoiiKoiiKkm52BpYFfV9uP0sHHYwxq8BSPID2qYhERLoAA4Bv0hVnY6NRKzIicp6ImAh/m4LcnSQiq0WkmYcwF4jIZ2GeP2qHe1mY39aIyCtB3x0Z7grjVkRkkf37c/azSVHeI/ivSwzZTxGR30SkSdCzDiLybxH5SUR2iMg6EZkpIg+JSGGQO7cMq0TkAxEZHCaeXe0wF9hhbrdtSf8jIvtEkzGViMibIjI2U/EriqIoSiNCwjwzaZciRdhjxleBq40xWzItT0OlUSsyQZwGDHX9HR70+xvAauAvHsL6AhgiIgWu5wcD2+3PACKyJ9DO9hfMVuD3IuKu6AcBXYBtQc8uc8n+HrA2zDutiiS0iOQBdwFjjDHb7WctsGYRjgMeAI4BRtnhHw8Uu4L5Piiua4DOwOfBNq8iMgz4Acte9VHgWDuscba/ryLJmAZuAy4WkT0yKIOiKIqiNAaWA7sEfe8MrExT3L+JyE4A9ueaZAYuIvlYSszzxpjX0hFnYyUv0wJkCbOMMQsj/WiMMSIyDrhTRP5pjCmLEtYXwEXAvsDXACJSAuwJ/Bs43eXeUWw+dz1/HRgJHAJMCnp+ju22a5B884I9ishaoMIYMzWKnG5GYClITwY9OxXYDehvjJkd9PxVEbklTBhbg+KcKiJTgcXAH4HRItIWeAWYAxzhKEw2n4rIg8ClPmROKsaY70RkFnA1lnKoKIqiKEpqmA70EJGuwArgTODsNMX9FnAucLf9+WayArYnoJ8AfjTG3J+OOBszuiLjnQlAK+DkGO4chSR45eUgrBWUh4GdRKR70G8HA5uwVimCWWaH9QfngYgUYSkX//UnuicuAj4wxgRviGtjf652OzY20QI0xizBWhly3vdioC1whUuJCQ7zkViCikieiNwpIr+ISJlt7jZZRA60f/8/EVno8jPTNnnrHvTsH7ZZX/Cq10tYK2Hu1SZFURRFUZKEMaYKuAL4EGtD/ARjzNxkxyMiLwJTgJ4islxELsRSJo4QkZ+BI+zvyeIArLHbcBGZZf8dk+I4Gy26ImORa5tWBVNjjKlxvhhj1onIj1gmUS9ECsgY86uILMVSUJxCejDwtTHmFxFZbn93BtoHAZOD4wriv8BDInKFMWYH1gkX+VirGrf6fclI2HtdhgE3u36aZn++JCJ323JuwyMi0hJLGdpkPzoMWGWM+S4hgeE6LNO1G4FZQAusFTBH8foM67jDXe38aA30B3YAw6lN++HARJdC9oUd3lA7HEVRFEVRUoAx5j0sc/VUxnFWhJ8OS1F8kwm//ydlcTZmdEXGYj5Q6fp7K4y777DOBI/FF8ABIuKk78HAl/b/X9rfsZdTd6GuWZnDK1jKpnMc4TnAG/ZxfsmkP1AEBJuPOUcW3oo1u/ABsFlEZojIbSLSKlxA9mpJnojsjnW8YC7WahZY9q9Lw/jJDfKXF2ZfkJuhwEfGmIeMMZ8bY942xtxqjHHybBLWhsFD7e+HAFuAF51n9ia8fYGJrrBnAzV4y2dFURRFURQlQ6giY3ESsJ/r7+ow7tYCnTyE9znWrH5/e8P83tQqMpOpNTtzPt0b/QEwxpRi7ZX5g4h0BH5HaszKnHdaG0aGO4BdsUzPnsUyDbsVmCMiHVzOD6BWEVwI7A/80Rjzhv17JAVlLqFK5GEAIpLjUnCc8jodOMY2DTvQfbCCbR73PdaKC/bn58An1Co3B2MpiZ+5/FYCm/GWz4qiKIqiKEqGUEXGYo4xZobrL9zm/x1YKxexcBSTg7EG99VYp3+BpdB0FZHO9u+lwLdRwvovlgJzDdYJF594iN8vzjuVh/vRGLPaGPOEMeZ8Y0xXLJvWnal7ittsLCVwX6yVpg7GmMeCfl+GpRS5OcX290fX8ycJVXCcgwjuwlKmTsBKz/Ui8pR9qILDZ9QqLYdirbxMBDrYp6gdCqw0xvwURp4d1D2RTVEURVEURckiVJHxRxtgfSxHxpifsY46Ptj+mxF00tkcYGPQb1/bG94i8QmWAvNnrGP8quMXPyLOO7X24tgYMxbrHXq7fiq1lcCZxpjlYQ4D+AzoJCIDXOHNNcbMABa43N9G6CrZbbb7SmPMPcaYvsBOWEreKUDwHTATgV1EZCiwF/CZMWY11obC4faf26zMoQ2wLkoSKIqiKIqiKBlGFRl/dKXuYDsSX2Bt5A/eH4M9uP8a6xjm7kQwKwtyXwPcCbxN6NHIyWS+/dkt+KGIdAxzCIJz/nlLotxLE4HHsRSghyXo0s1IGGOWuFbJloRxs9oYMx5L4esT9NMXWCthd2IpJXPs559hnTzXnzCb+W0TviK857OiKIqiKIqSAfTUMov+LrMkhxnOaom9AX0/rEscvfAFcAbWnpK7XL99CfwzyF1UjDH/Af7jMV7fBJ20Ngh4LuinkVj3vzwFTMW60HMP4FqggtAVEC/xrBOR07D2/cwSkUew9rLUYJminYO1ST/qyWgi8iaWGdu3WIrRAKzT5AJmbMaYzSLyLdZ+m/8FrQ5NBC4P+t/NYPszZr4oiqIoiqIomUMVGYv/RXjejloTo/2xTI5e8himcxKZoe5t9V9ibXwvo/aI40zzMnAaMDro2btYe2FOwNoX0wIrPb4CzjbGRNvbExZjzKci0g/LVO5yLAXGAEuwThv7izFmVoxgvrBlvRxoAvwK/Av4h8vdRCzl8zPXMwP8aoxZHCbs44CZ0S5IVRRFURRFaWzYk9G3YV3yPsjeFhDO3TVYh0QZrHsSz49xmXz8MsW401CxEZFHgT7GmIMyLUsqsI9LXgAMs89Ab3TYF46uAv5sjHki0/IoiqIoiqKAdYn38L889LdO/faPO4w1C77jo79f8qAx5po4ZdgTy4rmMayxUh1FRkR2xjqht7cxZoeITADeM8Y8HbfgUdAVGQ/Y+ybOxTJfapDYl3U+BVyPtSrRGBmFdbDCM5kWRFEURVEUJZswxvwIEPu6P/KAYhGpxLKcWZkqmXSzvze6ANfaF0Q2ZG4GpnvZiN9AKQfOi3GKnKIoiqIoihIGY8wK4F4ss/9VwGZjzEepik9XZDxgjJmKtdm9QWMfT3x7puXIFPahCoqiKIqiKFnHit+2sW3Jprj9b1lVCtBXRIJNwsYZY8Y5X0TkE6BjGO83GmPejBWHiLQGRmCd9LsJ+J+IjDTGPBfVY5w0WkWmVatWpnv37pkWQ7HZtm0bTZs2zbQYShCaJ9mF5kd2ofmRXWh+ZB8zZ85cZ4xp58VtvGOyePM93f7AX3qkmB+i7ZExxhyeYPiHA4uNMWsBROQ1rAOzVJFJJh06dGDGjLCHLSgZYNKkSQwbNizTYihBaJ5kF5of2YXmR3ah+ZF92Nc6eCLeMVm8+Z5uf+AvPeo5vwJD7G0KO7CuwUjZgDsr9siISJGITBOR2SIyV0Rut5/fJiIrRGSW/XdMBP9HicgCEVkoItenV3pFURRFURRFadiIyEkishwYCrwrIh/azzuJyHsAxphvgFew7vr7AUvXGBchyITJlhWZcmC4MaZURPKBySLyvv3bA8aYeyN5FJFcrIsZjwCWY21Wf8sYMy/lUiuKoiiKoihKI8AY8zrWpebu5yuBY4K+3wrcmg6ZsmJFxliU2l/z7T+vF9wMAhYaYxYZYyqwLqwckQIxFUVRFEVRFEXJErJlRcZZWZkJdAfGGmO+EZGjgStE5Bws+7prjTEbXV53BpYFfV8ODI4QxyXAJQDt2rVj4sSJSX4LJV5KS0s1P7IMzZPsQvMju9D8yC40P+of7jHZpEmTfIdRWlpaL/wpqSNrFBljTDXQX0RaAa+LSB/gUeBOrNWZO4H7gAtcXsPdyhN2Ncc+Xm4cQM+ePc3QIUOSI7ySMFOmTkXzI7vQPMkuND+yC82P7ELzo/7hHpPVh037eqhE9pEVpmXBGGM2AZOAo4wxvxljqo0xNcDjWGZkbpYDuwR970wKbxBVFEVRFEVRFCXzZIUiIyLt7JUYRKQY6wzq+SKyU5Czk4A5YbxPB3qISFcRKQDOBN5KsciKoiiKoiiKomSQbDEt2wl4xt4nkwNMMMa8IyLPikh/LFOxJcAosI55A8YbY44xxlSJyBXAh0Au8KQxZm4mXkJRGjN5G5ZQ1aZLpsVQFEVRFKWRkBWKjDHme2BAmOd/iODefczbe8B7KRNQUZSo5G1YEvhUZUZRFEVRlHSQFYqMoij1G1VeFEVRFEVJN1mxR0ZRFEVRFEVRFMUPqsgo9Q7HjElRFEVRFEVpvKgio9QrgvdiKIqiKIqiKI0XVWQURVEURVEURal3qCKj1CucTeW6uVxRFEVRFKVxo4qMUu9QJUZRFEVRFEVRRUZRFEVRFEVRlHqHKjKKoiiKoiiKotQ7VJFRFEVRFEVRFKXeoYqMoiiKoiiKoij1jrxMC6AoSv3DfY+PHsCgKIqiKEq60RUZRVF8Ee4yUr2gVFEURVGUdKOKjKIoSUGVGUVRFEVR0okqMoqi+ELNyBRFURRFyQZUkVEUJWnoqoyiKIqiKOlCFRlFUXwTbVVGlRlFURRFUdJBVpxaJiJFwBdAIZZMrxhjbhWR24CLgbW2078ZY94L438JsBWoBqqMMfumQ+5ECB7sqamOkklWbqsCoFPTrGgOFEVRFEVRPJEtI5dyYLgxplRE8oHJIvK+/dsDxph7PYRxqDFmXepETC6qvCjZgKPEOP/7UWaq2nTR1RdFURRFUTJGVigyxhgDlNpf8+0/kzmJlMaMl8F5Q1VEk6HMNNS0URRFURQlu8gKRQZARHKBmUB3YKwx5hsRORq4QkTOAWYA1xpjNobxboCPRMQAjxljxkWI4xLgEoB27doxZerUVLyKEgelpaVZkR9SVe7R5VJMXmFKZUk1ldXh5woWAvm5kkCerE5ILiU82VJHFAvNj+xC86P+4R6TTZo0yXcYpaWl9cKfkjqyRpExxlQD/UWkFfC6iPQBHgXuxFJU7gTuAy4I4/0AY8xKEWkPfCwi840xX4SJYxwwDqBnz55m6JAhqXkZxTdTpk4lG/LDq6lUQ1h1CDYrC8ZZkcmWPFEsND+yC82P7ELzo/7hHpMNGzbMdxiTJk2iPvhTUkfWnVpmjNkETAKOMsb8ZoypNsbUAI8DgyL4WWl/rgFej+ROUZRakrm5P2/DEt0voyiKoihKWskKRUZE2tkrMYhIMXA4MF9EdgpydhIwJ4zfpiLS3Pkf+F04d4qSLBrCaoxDsDLTqWleXMpNsAKjyoyiKIqiKOkiW0zLdgKesffJ5AATjDHviMizItIfy7RsCTAKQEQ6AeONMccAHbBM0cB6nxeMMR+k/xUUpX6SyMqMKi6KoiiKomSKrFBkjDHfAwPCPP9DBPcrgWPs/xcBe6dUQCWryduwpEGtktQXVIlRFEVRFCWTZIVpmaIkQrqVGB3AaxooiqIoipJ5smJFRlGyAR2cJwddIVMURVGU5LNxTSnlhZvi9l/2W2lsR/UMXZFRlDhQpUdRFEVRFCWz6IpMmok0AM7EDLb7HpFkHsdbHwl3S300dOUhPJomsQl3h09jr3+KkmrCte/aXilK/UZXZNJErHs20j3DH24gtXJbVcRLEhsLVW26+OrYGuvKTKQ00kFBbCLVscZe9xQllURqq/UOLEWp3+gUYCOlU9M8nRWOgjMg99LBNdaVmcb4zomiyoqiZAa/K+6KotQPdNSaJrKxEXUrM6rE1CXcYD1cPjrPdHCvREKVGEXJLNo+K0rDQ0euaSRblRnFH35WaxRFadjoJIaiKErm0D0yaUb3FjQc/O6nURovuhrTMNHJDEVRlMwS13S8iDQFyowx1UmWp1Ggg9+GheanojQ+pKo85Htj3SunKIqSSTwpMiKSA5wJ/B7YDygHCkVkLfAeMM4Y83PKpGwEuGf2tENUlIaDY8KpKzMNGzUzUxRFSS9eV2QmAp8ANwBzjDE1ACLSBjgUuFtEXjfGPJcaMRsu0Y6EDEY7RkWp/6hC0zjQ9ltRFCU9eFVkDjfGVLofGmM2AK8Cr4pIflIlawRk4+WLeoqZoqQerVuNC12pURRFSQ2eetNwSkw8bpTsxj1LvHJbVaMccHlVMHVQoiiNF5NXmJUnUSqKojQmYo5SReSPwEDgU2Ak8K4x5tFUC6bUJZWrMtFuG0+VMhMcZ2W1yQrFye8qGahCoyjpIhtNtrwex54NsiqKojQ0vBy/PBy4BLjCGHMcsHdqRVKikbdhSdJnADNhrx9NccrU/gGdWVWU7CXaRbTZgCoqiqIo6cfL9Pd6Y4wRkXvs7+VRXStpIVmrM+lWGrJxk3MigyEdvChKeqgPdS2SqVl9kF1RFKU+4mVF5iEAY8zb9vfXki2EiBSJyDQRmS0ic0Xk9qDfrhSRBfbzf0Xwf5TtZqGIXJ9s+VJFop1borORXpSKZJp6eVVi0mlelm1KTCpW3BRFyRyNWYlx2jP3n6IoSrKIOWI0xsx3Pfo6BXKUA8ONMaX26WeTReR9oBgYAfQzxpSLSHu3RxHJBcYCRwDLgeki8pYxZl4K5EwqmW7QOzXNi6pcZGK/SrrjjGezbioHJo150KMoDQGtw7U0pLTIxv1ZiqJ4P34ZABEZD5wsItuAlcD3wPfGmIcTEcIYY4BS+2u+/WeAS4G7jTHltrs1YbwPAhYaYxbZMr6EpfxkvSKTDaRTcYimOOXnSsY2+ntRZrTTyjx6NLiiKOkkWr+gh70oSnbgdzRwENDBGFMpIjtjbfzvlwxB7JWVmUB3YKwx5hsR2QM4SET+AZQBfzbGTHd53RlYFvR9OTA4QhyXYB1cQLt27ZgydWoyRI8bqUp8u5HJW50ESTJPaWlpxvMjOg0jnSNRWW0C/+fnCpDdebI00wJkgGTkR7h8VuIjm+tHYyTZ+eG1f24ofbBDtPc2eYXJjcs1Jps0aZLvMEpLS+uFPyV1+FVkpgKtgTXGmBXACuC9ZAhijKkG+otIK+B1Eeljy9caGALsB0wQkW72Co5DuN7YhHmGMWYcMA6gZ8+eZuiQIckQPS4SNStraLNAU6ZOJZP50ViJtELWqWmepzzxUo4bWlnNFInWkXB5rStb8ZG3YQmT5y3lwD06hv1dy3z6SVUfEqmNa2h5nIm23D0mGzZsmO8wJk2aRH3wp6QOv73YOOBzEXkC+AbLrGxzMgUyxmwSkUnAUVirK6/Ziss0EakBSoC1QV6WA7sEfe+MZfaWtcSrxDS0hlPJLImeIOe1HOspTtmJKjHx4aXcq9lRw6Ex5KGftrwxpIdSv/Dbkz0H/Nf2dxnQT0SKjDG7JyKEiLQDKm0lphg4HLgHa9/McGCSbWZWAKxzeZ8O9BCRrlgrRGcCZyciTyrRW+OVbCHaniUvSo7eal6/UMVFURQ3ftvwVCkzoYY2iuIdvz3bcmPMrcEPRCQZRpM7Ac/Y+2RygAnGmHdEpAB4UkTmABXAufadNp2A8caYY4wxVSJyBfAhkAs8aYyZmwSZko4qMdlPYzEjcIikzHRqmudpH4pfZaahpqOiKEpjIRXKTE1NTVLDUxoPfhWZWSJylTHmIeeBc6JYIhhjvgcGhHleAYwM83wlcEzQ9/dI0l6dVKFKTPbTWE+ocWbq4zU1i5UmwenakNNRaRzoSqTSUMimcqyKjBIvfhWZDsDhInId8C0wG5hljPlf0iVrhOjgLrN4GaAE/97Q8ivWvUKx8NMpqkKj1Gescht9zVLLtpLtOGU0HoUm2asyqsgo8eJLkTHGnA4Bc7K9gL5Y97ioIhMDncVreDTEwXi8qzPxlu1MbR5dua1K94woCWHyChtU3VcaL8HlOFPjFFVklHjx1JOLyFBgqnPssW1O9q39pySBTA3mItFYB3nxKJwN8SQXr3tk6iNOuVdlRlEUJZREVmkSobq6Oq3xKQ0Hr734ucBYEfkJ+AD4wBjTsG6BSgP1aVVGB3n+aIjKjB/iLduZSDMt14qiKNFJd9usiowSL556dGPMHwFEpBdwNPC0iLQEJmIpNl/ZF1oqMcimwW6sPRHObzrw84YqM10APdhCiZ/6uEqsl8IqSuKoIqPEi989MvOB+cAD9n0vhwKnAfcD+yZfPCXVZOvgQKm/xLK31kGd0pDwc0iIln1FCY8qMkq8+BrFisjPwA/Yp5UBs+2jjxWlwZCICWBjX5Vx416lyZa0cc/8q0Kf3WR7/nhtM7KtHihKtlBVFf+JmUrjxm/v8BjQDViPZWL2vIgsBl4H7jTGVCZZPkVRGgDOQC8bj6/O9kFyY6I+50V92gOpKKkgkeP7dUVGiRe/vcZIY0x/54uI/Ac4H9iCZV52ZfJEU5T6ia7KeCOTs9P1ecCsZC+qzCiNmUQuV9bjl5V4yfHpfrOI9HO+GGNmAUOMMfcCByRTMEVRGgc68FMaEl4Ucy3zSkMmnokiXZFR4sVvafsj8JyIzMLaI9MTcNToguSJpSiJEzwrpDPw2Y2uYikNiWgrM1rOFaUu9jWFiuIbv6eW/Sgig4CTgX7AQuBWEWkKvJQC+RQlbjKhvOggJTJqdqM0JrQtUBSloSEiY4DjgQrgF+B8Y8ymMO5aAeOBPoABLjDGTEmFTL5My0Tk78aYamPM/4wxNxtjHgQ2GWO2GWP+ngoBFaW+oAOX2FS16aLplCKcwxRUWVQUJdP4nUjUFZl6w8dAH2NMP+An4IYI7h4CPjDG9AL2Bn5MlUB+p6x3FpGzjTEvAIhIO2AC1n0ySpqINVDRgWJ60fT2j6ZZ8tE0VbIJ7acUP4hIpkVQPGCM+Sjo61TgVLcbEWkBHAycZ/upwFrBSQl+FZlRwIcishBrqegp4LqkS6WExetMq+43SD2avorSeMnbsASpKs/K48QzjZ9+ykHTLrvR+48aHH1FZEbQ93HGmHFxhHMB8HKY592AtcBTIrI3MBO4yhizLY44YuJJkRGR/wLfAt8BlwMvAFXAicaYhakQTFGyFW3M/eFlYKNp6o9ox5vqwRaKoiQbbaOzg9KVCykrj98Mr2rTMoAfjDHXRHIjIp8AHcP8dKMx5k3bzY1YesDzYdzlAfsAVxpjvhGRh4DrgZvjFjwKXnu8Z7Bs3C6wP7sA04GRIjLHGPNKKoRTQnHfkh7pdyVxNC0Tx89eDV1FTAxVXtKLVVaXBv2vOMTqp8Kh9T+70bxpXBhjDo/2u4icCxwHHGbCb25aDiw3xnxjf38FS5FJCZ56P2PMp8CnzncRyQN6Yyk1Q7CEjBsRKQK+AAptmV4xxtxq/3YlcAWW5veuMeavYfwvAbYC1UCVMWbfROTJdrRRUbKdeDac62DGO52a5gVWZVSJSS9O2TZ5hVpeo6CnFCpKw0NEjsLaUnKIMWZ7ODfGmNUiskxEehpjFgCHAfNSJZNX0zIJ1rqMMVXA9/bfs+Hc+KQcGG6MKRWRfGCyiLwPFAMjgH7GmHIRaR8ljEONMevijF9RlCQSzyBGB4XxoQpNeqktp6szKUa9wGs7oHVfqampie1IyQb+D2vR4WP7gIapxpg/ikgnYLwx5hjb3ZXA8yJSACwCzk+VQF57voki8irwpjHmV+ehLeCBwLnARODpeISwFaBS+2u+/WeAS4G7jTHltrs18YSfzTS2DY/uTq0xvHNjxY8yo+UgceqDQhOuPGje1x/iKWPB+dvY+jvFO3r8cv3AGNM9wvOVwDFB32cBabGO8toaHYW1P+ZFEekKbAKKgFzgI+ABW+i4EZFcrJMNugNj7Q1CewAHicg/gDLgz8aY6WG8G+AjETHAY5FOXxCRS4BLANq1a8eUqVMTETlhpKrc9WQpJq8wI7Kkg7rvCybPmtUsLS3NeH4ooaQ3T3R2Oxbh8qOyum7nvxDIz03NUabu+LzEE67eh1I/273G1Ga58z05ZSy5db4x5UdDIXhMBvD+++9TXFzsK4zS0lImTZrkO+50+1NSh9c9MmXAI8AjtulXCbAj3G2e8WKMqQb627eBvi4ifWz5WmPtw9kPmCAi3cKYsB1gjFlpm559LCLzjTFfhIljHDAOoGfPnmbokCHJEt83qZiZrA+z35Fm5KZMnUom80Opi+ZJdhEtP9ynmKViVcZvHA3dpKi+1g+/R+lGOiEv21b+6mt+NGaCx2QiYrp3706PHj18hTFp0iSGDRvmO+50+1NSh++WyBhTCaxKgSxO+JtEZBLWKtBy4DVbcZkmIjVYStRal5+V9ucaEXkdGIR1eEBWkkklxnGbygFENFnq88BFUVJN8KDRz0Ax3YPKxq7E1EfceeJFoYl2zHc6UZPExsHy5ct9KzKKkhVTKiLSDqi0lZhi4HDgHqx9M8OBSbaZWQGwzuW3KZBjjNlq//874I60voBPgo+nzERjnOo4tYNRIqFHh0cnE7PcXmfokymb5nd2UF/yob7IqSTGr7/+GtuRorjICkUG2Al4xt4nkwNMMMa8Yx8m8KSIzAEqgHONMcZ1OkIHLFM0sN7nBWPMB5l5DX8ks3GOdnZ/NnYCbjn1luzGjR4CkRmC0z2Zt3dr/mU/ieRRtpmVKckn0UmneFbzFi9e7NuPosTdGonIEcDpWBvzZ4nIJZE22cfCGPM9MCDM8wpgZJjngdMRjDGLsO6zUWg4A4j6dKdIfZI1k2ST+aOSfUQb+OjAOXHiqU+a7kq6yMvL0xUZJS4SaaUuwzoX+iYRaQP0T4pESqMg1u3PfjrddGx0joYOuJV48aPcpWLVMlsuLVQlRlGyi3Btg582x2+9zc3NZdWqlG2/VhowifQQa+1Ty/4sIndjnSpWr0imKUVDJ95NyLFw0t7krY4rH8INgOK9T6M+nPpWn8mWQXO2kGhaJGvVKtPlWZUYJdsIVyYbY1lMZ9uQl5eniowSF75qpojcaoy53f76rvPcGHO9iFyZVMkUxQPJVqq8DC4ztZenPlx4GAlVYJRIBJfn+lzGlYaLlsfUk5eXx7JlyzIthlIP8Vs7bxWRJkAb4FsRaW2M2QhgjHk46dJlKY2xs03Gu9aHwWw4xSSa3Oncy+HkQaLlL90nh9WHfK9vZHoVJVU0pjZVyV60HEYnFW16fn4+69atY+vWrTRv3jzp4SsNlxyf7g1QBnwI7AJ8LSKNYqP9ym1Vgb/gZ0p08jYsCfxFI/bt35kjWweN7vIYi1j5kIrOSZWYyFS16eK5bFW16YLJK/TlR1EUJdmkqk3Pz88H9OQyxT9+px3mG2Nutf9/RUSeBv6DdddLvSPeAUGmZ2vqy10cfhu8bD6pKlvlAkuh8VImY5nOZfM7NmQaerpnc71WFMUfqdrrWFBQAMCCBQvo169f0sNXGi5+R+TrRGSgMWYmgDHmJ/syywZPppUXiK0YZNPhBToTn178KDMO6SgvusE/u0lVGYh0i3y8cek9Q/WD+jLJpiR22mcq2nVHkfnxxx+TGq7S8PE7Oh8NvCQiM4EfgH6ArgOGIZNKhXYmDZtwHY5jZua3M0oHqsxkJ37yxM8pTumYcNFVnvpFMvMrUvlyjifPxnKRbXJFOu0znv4jWW27iLDrrrvy008/JSU8pfHgS5ExxswWkf7A4UAfYCLwYgrkqncsXbqUqjWL6Ll715DnqVJo1m/cxIcTv6RNq5YcNfxgT37CNTipalzDzfwnCz0asy6dmubV2TOTTWmSbGUmnv1p2ZQe2UCidT/SwMfrAMfPcefZNAiMxcsTJlBTU8Ppp51Gbm5u4HmqV5X81q9UpGk2HBiSCqUhUnvjtU0JrhPZUJaTdXAMJDfPe/bsqYqM4hvfpdcYU4519PK7sdw2FLxU9oMOPIC16zew/sdptGjerM7vyWjAggeDi5Yu49zR1zFw7z6eFZlwxKNo+R0s+1Fq4lX8Eu1oGgKOMuPgN59SvWriV5lJdqfvd8ZRSYxkKa/ZMvjzyiWXXEJFRQUnn3QSubm55G1Ywouvv8PuXXZl0IBa2/9kvVe8aZxNpsjRyObVXK+KQLa+Q7a1h3vssQfPPvssxhhEJNPiKPWE7CrFacbrCkXwbHekir9z511Yu34D38+bz4GD902ypKHy5W1YQptWLTnzxGPpttsuAPy0aAlvffApe+/ViyMOOcB3mF6IdvkkJFepiWZTH+7eiUikYvAaq1PK1MAgWlrE6nDDvZNXUw0/ttbxKDNu/+Hi8LpCk0plpiErSu4Z3FST7YPraJx22mlUVVWRk2MdCvrqOx9yzpV/ZZdOHZn16VuBia5MKjENnXQrabHqvprXeqNPnz5s2bKFZcuWseuuu2ZaHKWe0DB73QSINHBzm+64G60777yTgoIC+g4cSFXTpimR7YsvvuBP117LaaeeynXXXcdTL9grMRuW8PHnX3HDXfdx1knH+VZkvOBlABOPjW2iF1C6VyHcJGtg+cVbL/KPB/9DUWEh7z4/LvD8sutvY/nK1fznX3fQqWP7gLx+O9BEzP78DC7jGWzHGhTEyoNwYQF88+1s/nLHv9ive2fuvfqCqP6kc886/oPl8SNDMu+BcseZyhlaR7F0SOYgzavZU7hVv+B3raqq4oorrqBZ8+bcO2aM5/iT9S7xrswmava1bt06tm3fzi6dOzP+8cdDfjv6zPM56PnXOOOYQ2nezHvfEGuSKJGBcX1SFBPZi5FNh0QkEne2mgwnG+e0su+//14VGcUzfu+RaRR4aTDd98ocfvjhHHzwwTRNkhITHL4Tx4yZM5k7dy6rVq0KcVvVpgvDTzidC84/n1POPtdXPF5m27P9vpx0NOwbN23BGMNHn08Oef7Zl1P4YOKXvPvJpKTH6bUcpiMeP+68yrR5y1amzPiOHxfHvs3ZLF8QU55OTfNC/rzImaqyHS3cZM3MermfyWs4fsKOlrbvv/8+z/z3v3zxxRee4k7W/pdYeRnpt0jvGev+q5XbqqisNoF4//PMc/Tq1Ys/XvWnOm4LCgr44P33ufCq66lu2zWje37q236jYJIhe7x1JpuUh/rQJ8fLXnvtBcDcuXMzLIlSn8ie2plFhGssozUcp5z5ezavX8P9992XtPPPwzWcfxw1igMPOIAWLVrU+a1Hjx6MHTs2Yxuq423ok7HkHmsAk4xOaMQ5o9hvQF9W/bY25Pl9t99At912Yc8euweexdPZutPBaxh+TX4STYtYK5YOkVYmTr70Oto2yefv11/Nfv37Mun152jVojlQw6yfFvPUWx9z5RnH032XnUL8OSsyXli+fDkbN26kU6dOtG3bFoAtW7bw22+/0aNHj7CrKPGmi5+VoGRTVVXFvJ9+gTbb6d27d/zhRKmDXvI7OP2OOuooXnrxRX5ZtCgQdmVlJcVbV4SNN1nEY/pWvnwe85Yso7CwoM4hLcGEW5Hs1DSPhUFuamoM7dp3oEu33cOWfcfMzA+xypafttNrWv/000+Ul5fTo0cPmm1fDcCq39ZSXFRIq5ah/U4mlTGozZfKyko2bNoc+L2srJyt27bRrm2biGH4XTVPhUVCIvFmk2KVTFq2bElJSQm//PJLpkVR6hGNdkWmpqaGZ195k/LyiphuYzVi30yZzFdffcUbb7zBVVddRVlZWbLEDKFJkyYMGjSIXr16JSW8aA15OpQYL3Ikg2QNNDv13Z+Bh48IzAxWtenCkaefR4/Bh4U8i5dEwnCvRkT6c5MMc41gGdwEp/2GDRt45513eOH1d2jRrBmtW7XkgP32Ya+ePZDOPXn47S949JX3efqdTwN+pHPPqEpMuBnWe+65h0GDB/Paa68Fnn311Vf023tvLr7kEnZqkhv3HptwRCr/qVZwtmwtZeDvTuLww1J7H7GX/HZmifPz8xkxYgR/uuYaVq5cySmnnMIhhxxCZevdQsp3qup8pLwI9/zO+x9h4O9O4rSLrgSsVb/gPzfR6spFl13J1Lk/c85FowLP3DPnNTU13Hf//Rxw4IFs27bN8/vE2nsRDb9pfcaZZzJo8GB+nVW78vzv8f+l2+DDmDF7TojbTO/5cN7tvKuu54HHng48X7xsOV0HDeeDz6KvCvqxvMgE9WHVxW05Es6SxC+77747CxcujO1QUWwaplrvgRUrVnDB1TdQVFjAaccfHXgeTwf73qQpzJvzPffc+jfmz5/POeecw8CBA5MorTcqKir46utprFqzljNPPDam+2h7H9I902zyCj25i/ekn0Rmy6ZPn07r1q3Zfffdo56ksnr1ajp27BhXHJki2ZtQw82MO2nfsmVLvpo8mZ9+/pn8nXuBK95LRp5Bi2ZNOev3pyOde3iOc+b3c8ktKaVPnz6WDJ060adPH1q3qZ2RbdKkCQC77rJLxBNxEl2ZccJwP0sVubm59Om1R8gpidXV1ZSXlwfeN90yBadh27ZtmTZ9Ops3b2bJkiV07Rp51SOZeG27/nnjtWzfUcaK1asDz376dQUVlVX02X23uOIOt/LipElOTg5vv/023377LW+99RZnnXUWkPhloZH2kMQTVvfu3cnLy6PQvpwQoHT7drZt38HcBT+z7959Qtwnc1N9PMfqr1ixglfe+ZD+/ftz+IjTqGrThd+qVlBeXsGYR57gyEMPitpmp+NQgEweDpOqPXUOqWhP+vXrx//+9z89uUzxTKNdkWnevDmDBw+mWafuMWcJY1XWkvbtOXj44Zx1/sXcdddddOjQoY6bYJvrvA1LuOXPo7lq1PmULv4+8GzC+IcZPXo0Tz/9NMaYEP+zZ89m1KhRvPLqqxFnO1asWMHhp5/HnfePpaamBoDv5szj8htuZ9xzL0eUPx5b+GAcWV586SVGjx7N5K++Cvz2ww8/MHr0aB577LEQP6NHj2b06NGB71JVzqPPvMjlN9zO9/PqzoZ6kdernH7507XX0rdfPz777LOwv9fU1HD8CSfQtVs3fvvtt8DzRx99lNGjR4fY+37xxReMHj2aCf/7ny8Z3OVn5Q9fc+M1l3PVqPNZNGNS4Pknn3zC6NGjeeONNzyH7XeW3Is79yrQym1V5ObmMmDAAM44/fSw4QwZuDcP3nkjfXr14Jclv3L5lddw7913h8yO//XOf3H5DbdTas9oV1VV8Zd//puDDzmEadOmAXDDDTcwfdo0Tj3llIC/Qw45hF+XLuXmm29m9Y4avpw1j5v/cg1P/WdsiAyjRl/D6NGjqaioXal9/vnnPd827bxzK6lgzJgxIeXeGMPo0aO57Lb7Q/w88vQLXH7D7fzwo3V/glm+gC/feZ3Lr7yGF157O+CutLSUy66/jSkzZwHQskVzpn87i0/tfVuvvvYae/TsyQMPPBBxVjRSHUh0kFNdXc2pxxzOXbfeyM+/bQKgsLCQ5597jl8WLqRr164sWbKEiRMnBvy4y3SkfSl33HEHo0ePZs2aNYFnr772GqNHj+aDDz4IK0+4lYxfly1j9OjR/Otf/wKsC/j+/Y+bePWJ/wPgpek/0+f0K7j5qTd8mTK62+pwOOl+6y238Oorr3DaaaeRt2EJ1atC78yItTcnGvGueAWvDv1vwgSmT5vGbvscHAjn3luu46u3X+Lc008C4J2PJ3L5Dbfz3qefB/wtn/0VV406n//c+3dk7S++5E9k9r5NmzY8Pm4cxxx9NIWF1mTY/kOHMmbMGF5/532q23ZldU0zLr/hdm7510Mhfv/+wCNcfsPtrFy9JqHJnJ8XzOeOv/2Vh++9O+T57bffzlWjzmft+g2BZ/97+30uv+F2Jn41NfAsUn5H639XbqvixptuYvTo0WzeXGtW9+KLLzJ69Gi++vrrQJiz583n1jH/ZvMvsxJ6z9WrVwfinD59euD5zJkzGT16NE899VTgWXl5eUj/7ofBgwezadMmfv7557hlVRoXWaHIiEiRiEwTkdkiMldEbrefvywis+y/JSIyK4L/o0RkgYgsFJHrvcTZqlUrJk2cyBFHHOFJRi+D+pEXXMwZF19B586dQ55//PHHnHbRaDZt3hJ49tyrbzLu2ZfZvqPWDO3Lb2Yw/oknWLtkfp3O8auvv+a/zz7LW+9/FHjmbvy7dOlC9+7dufbSCwP+Fy9dzrhnX+aTz78OuCsrKw/phCA+Zea31auorq4OyDL5yy95fPx4FsyfH3Dz66+/8vj48Xz00Uchfh8fP57Hx48PefbhxC8Z9+zL/LpiZeBZRUVFTDMPR0ZjDOXl5YHn077+ir/fdL2ngUYkampq6Nq1Kx07dmTw4MFh3eTk5NCqVStyc3Np37594PkHH3zA4+PHs3z58sCzefPm8fj48XwdpOwtXryYP117bSAtg98xUifXvGlT5i9cxLhnX2Z10L6dud98zuPjx/ONPaj3S/BAyOQV1hkcJWL2Fim+cPw27zvGvf4hb37+DVC72f+Zl19n3LMvU15RaTls353ddtuNPn360L9//4gyrNxWRWWT1oE6s3rVSl54+gk+/Sh0IPzyc8/w+PjxIXnx3vvvc/TRR7Ny5Uq88sijj3LLrbf6LvfOe/64eBnjXv+QLz+rNbMrKy/n8ecmcPYf/8SUX9bWSbua4hasXLmSiZO/Jt18N2M6s2fO4P233qCouDjw/OCDD6Zdu3YA/LZmDSeMGMHXU6Z4uk/KcfPyhAk8Pn48W7duDfw+depUHh8/nrfeeitq/Q42I1y/bh2Pjx/P66+/DtQ1uzrsoKG0atmCDu1KPLUZ+bnWbPHsb2ew357duP6qy2P6OfTQQznmmGPIy8vjp0VLGHzMqTz10qth3UZKI3c7EQkvCtHXU6bQs1cv3nrrrYhucnfag/6HHhdIq5mz5zDu2ZeZGWRqtnb9BsY9+zIPPf4MK39bExJ/NBkSXfUvLi7m7LPP5sYbbww8y8nJ4YrLLw+sSpaWljLu2Zd58fV3Qvy+8s4HjHv25cD+Gq+D/EUbQ03H58z+jhefeZJ333gt5PnLLz7PuGdfZmtpraL49fTvGPfsy/zwY+0gvbq6mpqaGt/KzPPPPcfj48ezY8eOwLMvw/XBy1dy10P/YeTlfw68ZzwKTevWrdlWWsrj48ezMGgPyy+LFvH4+PF8FjRJUVVVVaed84qzz3jevHlx+VcaH9liWlYODDfGlIpIPjBZRN43xpzhOBCR+4DNbo8ikguMBY4AlgPTReQtY4znWuB0WsHLmMEdmfM83LMH7v4727dt45yLRrHLbl3o1DQvJLyqqiqu+dOf+OWXXzhwyL5cddE5APz9+mvYvqOMli1qzULOOvE4Dh6yH6decDkiEhLfEYcfzv333Ue7rnuEyB68sVREeO3VVzHGBG6U3nuvXjx81y1029VSriorKxl+6jnMmD2Hd559jN8NOzAQlteN3ABbt27h7BHHsPMuu/Lvx5+iVes2HDbiVPbee2/233//gLs+ffrw0IMP1jlK8aEHHwz5bvIKGfWHMzhq+MH06WW940+LlnD6+X/kmrNGcM5xtsOd9wikrVveOd/P4txTR3DuxX/kgj9eziV/OJOtWzaz7+ChHHX8CHZqkus7r0WE/z7zTMxl7gcfeIDDDzssxM2oUaM49thj2TNoI/ZBBx3EQw8+GNicXV1dzUknn8yCBQvo3Lkzf7rmGnLXL7ZkiCJn61YtGX//P5jw1vt071prBjPsuFN5qN0u9A06dGL58uXsvPPOUcsxEIjXeS5V5XWegffZ++A0W7VqFX+97jqOPuoozj777Jh+u+27Pw//ZRTt27S04rZnyO++6c+UV1TSNGiwfNFFF9F7zz0pCDKHiRl+9x7c8a/76bBTp5DnN//jHmqqq8nPzwcsRbZ061batG0bGDB4aRuuvuoqNm3aRPfddycYp9wHm/T98ZwzOfqwQ+y9Qjtjli9g/7335OG/jKL3oNq61LRJUx6+6xZyc3LCHk16ypHDKXznIwYOGhxWRqdtctcBYwx5G5aElDe3m1gmnfsOHsLTE16npqaG3NzcsGZ6s777jqqqKiZ/8CYH9/xjxHI4fdYPtGnVkt27WO940003sXXLFkpKSgJuTjrpJHr17MmFF14YIm9wWN999x2XXXYZTz31FL169aJz58489OCDtA0KJ5j2JW1Z/u0XFBZGLkfh0mHRwp/ZsG4dO3ZsrzPI7da6KPC/O02mzpzF3AULGfvU85xz2onk5uaGfY+lv/7KZ59+ynnnncfs2bM57/zzGffYYwwaNKjOu+dvXBp45jwNNp9yhz9hwgTWr1/PV19/zQknnODpPpRjDh9Gh/btGNhvr8Dz3Tp34sarLuWKC0dS0qZ1nXgimXB5OaTBa18ciTZt2vDQgw/SvHnzkOd/u+pSNmzazE4dLEW7srKSqVOnMmTw4ECYOzXJDcjmPOvaqjCkfpx0+lm0aVvC5s2bQsK/+dbb2fbbUkratA48O+W4I+nZvRv77zsAgDXr1jPy8j8z/MAhXH/lKPI2LKGydW17LiKBNKqurmb51opA2/Snm26nqKY85PCfM888k/79+zN06NBAG7Nb553Zq2cP7vjrVSFpl7t+cZ3+xcmfcOlcWFjILbfcQp8+fdg3yHR+nwEDeOjBB9k9qK0rKCjgoQcf5Kqrrw6XJVFx3k9RvCKJzFanAhFpAkwGLjXGfGM/E+BXLGXnZ5f7ocBtxpgj7e83ABhj/hktnp49e5rZs2axevVqzjr7bPLy8vg4aPa0fYcObN26ld9Wrw40FOedfz4vv/wy9z/6OCNOtXSsy84byYfvvsUHk6dxyD59mD17Nn+97jrKysr4fNIkwJpxH/fQv7jnpr/EPL0muKG/9s9/5pFHHmHMmDFccXntbJ/Xk0wizbr8/YFHeGbC67w87iH26Rv+tKNYJ7fN/X42551xEu07dOSV9z6hOMgmPx6W/jCDoUOGhMj8zITXuehPN/LAny7istOOsZSKdz/jzqde5X/j/82APr1D5PzbHXfxwN1/5/xRl3HT3+/mrdf+x/w5c/jT325m15ZFfP755xx19NEcfPDBfBhkklLSrh3btm1j7Zo1NGtmKZZ/OOccXnnlFZ555hlOP+20hN4tFp9//jmP/uc//OfRRymp2cSadevZuf9BtGvbhpWzazfd7n/cGUyf9QOT33qRwfvsXSeccHn27LPPcsmoUVxw/vmMHWuZUS1dupRee+7Jrrvuyi9f16ZD/8NGMHfBz3z78Rv03XMPJs9bygdvvcY9//c4d153FddfaW1kNsYwZ/7P7HnA7yK+01tvvcUDDz7IRNscb+7cuQwZOpThhx7Km2++Wcd9uLJqli+IauKT7FOH3Dj1ad26dRQVFQXKxoUXXcQLL7zA+Mcf5/e//z1gmTqNHDmSk046iReefz4k3mgDQz8zo5PnLeXA3tYgJ9a7V1ZW0qJlS/Ly8ti6pXYl+IQTTuDjTz7hzTfe4He/s/Jv3P13cdVNf+eP557Fw/+4GYBfV6xk98GHc94ZJ/PYmDvIycmJGKfXe5wqKyutOrhPdwBmzf2R/Y48hX69ezLzo9cD7op260uzpk34+ONP6Nu3b9T3dLj5llu49957ueP22/nLX/4CwBtvvMFZZ5/NpZdeyp/vuKeOPMFEKn8Q/sS8qjZdmDJ1KkOHDGH51gpWr1pJdVUVlS3q7pELVmaC48/bsIQnXniF0084OnC/TK8DjuSXpcv48UtrgqKqTRfOOfdc/ve//zFmzBh+/fVXHn74YV595RWOOeYYAP7xj3/w93/8g5uuvpRb/2wdXDDz+7kMOeY0BvTtzbT3XwnEucu+w1m9ejW/LFxIp06dMMbw0ssvc+opp7C2IlQhSOQupB9+/Il9jjiRvXr2YNandet7pP7FGMPbr7/CsSNOZpcWlqnY7bffzt333MMtN9/MDTfcAMC0adM4ZNgwbrj+ei677DJKSkoC+eEFt+xlZeUc/fuLmPzNTL784gv23de61Prvf/87/7jrLkb/5Xqu+uvfrHeb/R0nHn4Ie/Xrz1uf1j1QwE8Z+2jSZI77wyiuvuRc/vm3a8nNzWXyNzM49JRzOGDQPnwyqbb9L27ShIEDBzL2mZdo5zJfj5VXwUrLR5Mmc+zISzjikAN47/naO4+adO1HZWUV2xbNIqejNWF45lln8eabb/LCCy9w0oknRo0jHMVNmsw0xni6Ibxnz55mwYIFzJw5k3333Zc33niDESNGxPQ3adIkhg0b5lu2dPsDEBHP6RHB/z+a9Dv9b3ltd4/tOAJVm5ax/bvnHjTGXBN3IFlGtqzIOCsrM4HuwFhHibE5CPjNrcTY7AwEX0SxHAhrAyQilwCXALRr146vp0zhr3/9KzNnzqRfv35MmVprt+os30+bPj1wN8y6desA+G3pIhbOsmxE99m7L8sW/0JN6SamTJ3Krbfeypdffknv3r0D4UlVOSNOPZOv58e+LwOWBv5bvdI6snTJkiUhsgFUVtdVQJ1zPhyTByduNwcfcTT7HjiM7blNmTxvKXPn/ciLL/+PW268PmhWu1aOcBvxC2sM//73/1FVVcmKn2Kf+V5eXRP2eWGupdiV7dgWkl4Au/fZhzNPPYktRW35ar31TjNWbGXp8pXcPGYs11/3V2BpQL7jfzec3XfdmebNW7Bw1nR6d+tC725dWPHjLFYAc+2l6i1btoTE5eT19CmTKWreCoD169cD8PPPP9dJ+0SorDYh+QNQUFjIVVddxY/z5yNV5WzcuMlyW1XN5Hm1+bB1h7VvY/bi1VQWtQoT+tI6ebVo8WKaNGnCho0bA++x2t7cXF5eHhL+9nLLXOu7RSvZbAopLatg2TprELxkzSYmz1tKdXU1d/7zHr6eMoWHH7iPnnuErhACbNi4kXPPu4BmzZrx2cSJFNurJ507d2bI0KFh0zNcOYUiCJLPjclbHfE3N+HqSywWQp28Ali71jLlW/jLL4F3+ekna6/D+vXr67xf5DeI9N7hKS2rCMqvunkdTFWVpVwYY0Lk2WTb0/84fz7N7QmaX1ZbNvyrNmwNhP+bvR9l6qy5fDh9nj2bHdomVFRUcO+993LWWWfRtWvXsGm81JV+TZs1C8SxcJF1H9a2ssqQctimdWt6996TTZs3e657K1ZYbeWvy5YF/Kxdt44hQ4YwYsSIQHsdro2E0HwwFWXM+G4WU6fN4PJLLkTWhZq2SkERsJRtZRWBuALvvnFtnbZuLrXtXHCZkqpyevbfj9m/rgOsvmVHpZVvMxeuZPUOgKXU1NSw55570r17d/r168d3333HmrVrA3Evs01Xf123OZCOC+y0Ld1REZK2lZVWHZ/57bcs/fVXwDJJnjJtRp00jZRWbsKV4UWLLTPM7eWheVtTU2NP5tkrR64y/OqrrzJ27FheffYp7rjjDgCW23m7bPnywDs7e9bGPf44e/fvT/v27SktLeWLr6aElTHaOzjyd+vRk6kzZzNn7lwq7frjpO2G1SsDZWi5XdfLd2wLPAvGS7o5cTZpvwuXXnIxVbk5TFlgxfX9Emuf5Zbt5SHlv2nTpixatIhJ777BgH328RVncB7N+dWq2xtLd4TkjTOn/dWPv5K/0Co/GzZYbcNPP/2U1H4wIJdrTDZp0iSee+45ADZv3swkezI4GqWlpZ7cZdqfkjqycUWmFfA6cKUxZo797FFgoTHmvjDuTwOONMZcZH//AzDIGHNltHicFRkvJHJHRzJOhEp0JjSaDJVL5rH32aP5+deV/POKc7h2pLWhc/yk2VRVV3PR2acGlno//vwrNphiThwxImC65iVt3OYWbrq1LmLhrOl0779fQG5HZvf+mLLyCh5/40MuPeUY8vJyWVhRyCdfTqF7l1059KTfB9x5uWE9XLp4uSA0maS7zEQiXJzBKwDBXPG3O3jhtbd5buy9HHPYIaxdv4FX3vmQkjatAicAvvj6O3w+ZToPP/50xBPCwPsqYiTiqRt+8TozHe+G+Vjv7NSBr7YUhc2PZFwSGI7v5y2g5+5dKSwsYPuOHTwz4Q2Kiwo574yTAbj74ce4+Z6H6NWrFzNnzCAnJ8f3yVOR4o71Tn78eWkng8NbP3cGPU4axdbtO3jpmrM4dmAvdlRU8tzn31FYkMfFF54HWPmxZvECapq3Z8SIEazabk2IRGrvoq3MRMNL/iZyn0yid1BFi9spuxWVlfz1oaf5ee3mkFWAF19/h01btnLqeX+kdevWfP7555xz7rk8+OCDvlYAVm6rCvQhyZI/OK3CpVE0M8JE4o0kQzRZvMQZb7+SSPvid0Vm7ty5dO3alV69evHxxx97ikNXZPyhKzJpwBizSUQmAUcBc0QkDzgZiHSe8XJgl6DvnQHvu3KjkOhgKJk3eCdyRHKkI3bN8gXk5eXy3B1/4qWPvmT0mccHfrv21rvYUV7BOQfsRX53a7/FUy+9yjsfT6Jq/XLOuHh0QAZILK2COwTHFMeRWTr3DFFmigoLuPKMWjm/m/Mjo2+8k9OOPypEkYnXLCLaXoBUHEcdbkAfLb/CEc70xe8x1cFuY5Xbey86matPOJjdO3fELF/Asvm/MPrGO+m/RzdOHdAN6dyTs046jrNOOg42Lq0jR7SLMyMdJeuVVOWRl8GIl6NOI+W32z/UzW9TEX6AHO+R5LHo2wJYuxgDbN2widE33km71i0Ciszoi87hlyXLuPDyqwMms+HapGiTCslQuN2/J3ohbZuWzRl7/aUsmP0dRw+wVhxLyyr40zPv0rZ5E845xJoNN636cd+/H2F7Ncz88lPuuPffrNpeHRjQuge6izaWBX4LLlPJPgI9Vfg9njy4/P6yfDVPvf0JO7drG/L8Hw8+yoJfFnPoAYNp170bh/XdjTk//FBnP0ssufy4i+fIYC99rZPfboUmmRdl+nnXZMWZqvYlHPfffz/Lly8PmEEriheyQpERkXZApa3EFAOHA/fYPx8OzDfGLI/gfTrQQ0S6AiuAM4HYu4k94FVRSPXdDNEakXAyRhowuDtLZwA8ABjQK1TDv3DEEVRWVZO/a+3lm4cdtD9tWrdiw6bNQSYCoXGGS69IM1XBLFwaWXa3MhP8fPcNVYw650wG9In/ZnOvpOpuHb/55YVEL+a0CG8UVdStD9271X4vkeaMOudMdunU0ZOMXtIx3sFduu8/cssZK91jbaQODsudlrIlfH4kOsiIlNbB8TdptY1R55xJs6C9cE2Ki3n8vr+H3cAdLg+SMbiKVS78TvhEkunM3x1EebeWge9F+XlcdNh+NC2qPQjAlO/gxGFDWLpqDf377En+xqV0suNfua3KU7sXLHc8K8TJwE+dCZdeXurqnl134cP/u51Pps0OeX76oYNZs3dPWrWoVVxaV66nCu+KjB/5Eyl/7nj85G84Yk3aJPt+t2xXmEtLS7n++us57bTTOO6442J7UBSbrDAtE5F+wDNALtaR0BOMMXfYvz0NTDXG/CfIfSdgvDHmGPv7McCDtv8njTH/iBWnH9OyeIn3LoBUk6zGzKusXhStaBs1U3WhWKYGDvGQiOlIvLjzJN3lOdF891LuspFI7x3O1C8V5dVPPmdrfQlHrENSwpmzli/8PmJ404p7MGjHzxTaK9bBil8ss6TgeJONO/8SzSM/9SjWqmIsIqWhF/xs9k8W6VCg4pXBS5yp6lsd/JiW5eTkmH322Ycvvvgi5ELfWKhpmT/UtCxFGGO+x1oYCPfbeWGerQSOCfr+HvBequRLF+kaFESKJ1WzNcmYhU0FwTNU2T4gywb5skEGB6+XctZHIr2byVudljwIF0eyB8eZINyqcTiTzkgrwLGIdMpeusthsvPGj/zhVhXjSUtIr0lTvGRDG5OIDNmUvsYY3nzzTV9KjKJAligyDRWvS7nZ0ph43SeRLfImg4b0Lg0NzZvsoSHlhRfzPmcA7qy2hEPWQeHO0VdjGiPRTCQjmQhHCkdpPBQUFLDzzjtnWgylHqKKTIqpr41xfZVbURQlEYKVmWjIlqVI57qnyCmRJ8WSdS+U0vDwc6FxI2arqdyRUACmcjvA1qRIkyWoIqMoiqIoQXgZVKfL1K++o2mkeCHWZeEKAJ/sGNjynzuevSv+EEaNgjl4O9u6nqAlR1EURVEURVGym2+ZNQvsS7x9YwxYF5uGvzm2nqKKjKIoiqIoipIxwl2crIRijKlh0CCYNi2+AL7/HvbaC2NM+u4oSAOqyCiKoiiKoihKtnPssfDuu/H5ffddy38DQxUZRVEURVEURcl2TjmlBR/HucXlgw9g5MiS5AqUeVSRURRFURRFUZQsxxizlRYtYMUKfx7XrXP8r0+BWBlFFRlFURRFURRFqQ8ccwy85/MO+A8+gKOOSo08GUYVGUVRFEVRFEWpD/zpTz1975N591248cb+KZEnw6gioyiKoiiKoij1AGPMTyxdCmVl3jxUVcG8eQDfp1KuTKGKjKIoiqIoiqLUFw45BD7/3JvbKVNgyBCMMSa1QmUGVWQURVEURVEUpb7w0EO/82xe1kCPXXZQRUZRFEVRFEVR6g9f8MUX4GWR5dNPYcSIZqkXKTOoIqMoiqIoiqIo9QRjTDldu8KCBdEd/vortG2LMWZbeiRLP3mZFiBT/PTTTxQ3aZJpMRRFURRFURTFH8cdZ5mN9eoV2c2771ruGjCNVpHZY489mD1rVqbFUGymTJ3K0CFDMi2GEoTmSXah+ZFdaH5kF5of2YdOFqeYiy7qxPDhK7n22shu3nkH3nuvG1dckT650kxGFRkRuQ0oBfoA7xhjXgn6LQd4EBgOGKAMOB04AehqjLnadvcYsLsx5nD7+5VAD2PM6JjxV+7A5BaACOVGAKG0ogaA7ZXWZ1m19VldY9khihUHRbmCiNA03/psUZCDiJBbUYoAVGy3Pmuqg1/YCkEEk5Nrf7epseLB1CAQ+N3kFoII1XnFIEJphRXeNlu+ats8MscOvkmeJU8zW56c7RssmXdstj7Ltlrhl2+3oit3Hd+Xl4eIQFEzRISaohYgQk1xKxChIr8ZiLDVTidHjvIqS5CyKif9qkM+y13p2KwgFxGhXdN8ckSorjFsqaihpdmGALkbliEYqtevAgymqtJ6z2YtERFMq44gOVQ3aweSQ0VukSVfda29qACFdj7lVJVZ+VFp50t1lZUOdn6QZ6dzQVM7nUPLwQ77vSpt+cOZpQZnZ53fAEHIzbHcBcqPnV9NqEQEZPvGkPyi3CpPzvsjdgD5RVb+5FvvbfKbWPlU2DykvLjlDmSzhJbjHCddACnbYv1fVU7e+kVQWW6nWUWoLE7ZzrXKjMmzZAmUmaZtQHLYUpMHCFvtsuvkUa4tg1OHWuZZr5ZTug7BIOVb7TpkvYPJLw4J3ymLpU4e2Z8V9rtW2eJV25lVacdbY393nlt1R8jLsdPEyRNXHS+i2srjim12+lSElqHcfCsv7HQoIxcQyu08sGt4ID6nruaWbbLy3JX3pqIsJH2lsoz8NT8F8tgUNrPbCKsNq8mxEjCSybRYkgbykcoddhnbFtI2OO8XyGcnf+264bQFzue2mhxA2GG3AVVBZU2ktqwV2OkbqJM1lXXbyGCMnWI1VYH0DvnuOLPTvabQKhdbq6y33VzutEE1BFNsp3u7JrnkiFC0eQWCwaxYAKaGyqU/gamhYuMm6x3yrLYqv0MnJCeH/N37Ijm5UFODVJXzW0UuBmHZ5nIMsG67JadTzloVWenXsVkBOSK0LbbibWrK7HS365vt3uQVhNZpO3+dfBVTbflz6ke5Ux7LQtPFbgOcclKV77RtoX1IRZg2TQTyJTS/nHQrxE5/p0+x5RBbDlNWaoVXaedXjtUXUdjEarOccltgfdbY5SrQflgSBNLPEcvpO8rserwj0Dbb36tqmLuuPPAOha7627LQkqOwekdoutvlz6lHxm5fNldZrfZGuxxt3FEFwOayqpD8LbDjaW3nc5O8nJB4nc/8Gle9qywLzXen/trpUSaWPE45dvqkiurQ8pyfExpPoE+R6pA+JdBuOe25U7/sPsWpR065C7S3gXyx3FWb0D7WGRMFlx0lPRhjVsnQobB5M7RsWdfB9u3w228YYxanX7r0kc17ZM4AOgH9jDF9gZOATcDXwP5B7voDLUUk1/6+P/CV51gCtc5b7XMqbMTPSKE58bg/3c58uq/rPLo8sd7S7d+vHF5xws9xhVcrp9NYho7KauXKcX1GCCdWOiTp/WJ5EyTEXd3yE16+SOUoZv7ELC/hy0k0GSKFGFkWp3mJUNYjpoEJ7yvFZTH2pyNf6GdkuTy+t8u125e43zPePPf5WSd+3+8Z6j9amfMid6TvXuWpdR7a9gTaGlMT+ulyLzk59mduSDS2ekgE/bFOfDkR8j3i+0RsI8N/eg0nEl7zzW/74L3NSnG9jhRLnHJ4bj9coSYvv/y1V57j9VoOVYnJLEccAR9/HP63iRPh0EPTK08GSLsiIyI3isgCEfkE6BnF6U7AKmOsXsUYs9wYsxH4DthDRIpFpCWwHZgF9LX97Y+l7CiKoiiKoihKw+TOO4dEPIb53Xfh3nsbvCYj6bwfR0QGAk8Dg7HM2r4F/kN407LOwGSsVZhPgeeMMd/Zv00CbgGKgUOBn4FC4A1gqjFm1wjxXwJcAtCuXbuBL7/0Is68Qo3zaRzzE0K+u6mdXbO+59r/iGMm4ZrVCyNM6Hfj+sc1q23sz5qaUPkcb05obnmoqQqVq8Y16+iWMxCvPetozz4a59N+Xu1KJyeZagiffiYgr2NWZMWTZ8tZVbad4iZNyXUMC6ots4SAeYsdgOTacuXmW4+dT1snNxFWcMT9vsaVcs5754R/v9r3jK++1F2RsV/DidaR286nOuXIHW9O6IqUUz4C+eU8d6V/QB73rGtwObDj3rajjGZFBXVliByY9bMzY51jWa5WO3XLsRRyvNmfua60CJRZ46SB4yEnJHynLLrrbGAtz1Xm3FXMXXcCRcBVtwOfAf/uuuOeubTrqjNTXye9QuORQJ5b7x0wtQrYElnuSsuraVaUX5u+EVYlI64M1JHfSQgn/gh1xN0WufLXSQV3+rvjzalT5sKvutahTrmLVP7sums/dixw3G24k+75tkA5TltTaZnyOea2proqVN78Auuz0LL731pRTbOmTag01u+OyWRVIB2tD6ctzs/NseO15XDV+brv46rjzs+B9HDiqQ59bmPc/u18i9SH1KkPLnEC9cLdVhlXW+UuR+73cbVRuMqzu57Wfg1tywJts/17xY5t5BXV7snIsd/AaSpzA/I7cjrpbgI+guVxrJSdT8dkstqEJpzzek5fVmdsEFiRcdc79xjBSWin/cgJiS9SHyR14gt5m6D21N2XhO8D3eWmto+RUG8usV3/AjB8+PCZxph9iUDwmKyoqGjg+++/H8lpREpLS2nWzP/Jwun2B3DooYdGTY94EJEc+vatZtas2sIOVj737w/ff19gjKlMZpzZRrr3yBwEvG6M2Q4gIm9FcmiMWS4iPbH2yAwHPhWR04wxn2KZju2PpchMwVJk/gasJcpqjDFmHDAOoGfPnmb/fQdg8goBKDdWAYi1R8ZppIrzLPfNCqzPloVW45dXYdkHS4W1ByXQWLoHA7mupLcbf6excX43eUVW/PlNbPnC75FxGq+mdi/Z3JYnd/sGS+4dm63Psq1WuBH2yEi+pRhIcXNLrGLL7rKmSWsAKgqs5/HukXE60eJC6/06NLMGB7/Nm0m/fQfTyj4hMG/Dr9b7rV9pyVllNca5za34TetO1u/NO1hy5RVbn9WhZklFdj7lVlnvKZXWe4s9SAk02vl2OhdaDZTfPTKxltSdTjXP7rMD5cfOr6Zi7wHavtH6tPNLym17c0ehsztZKbDet8b+NAVNre9FLaz3sMtLpD0yziDOkSPXTheAnLItAHw1ez4H7rkLUmnZnddRLp2BTJ6tTObbMjllplkJAFtqrN/de2Scjt+pQ60sZ+SWrrXkKN9qx2PXiYImIeE7ZTHRPTLOQCPfrkTFTp646nix2O9bYZVRsfdsBMpQXkFIOpTZzat7j4wTn1NX88o2We/ryntnj4yTvl8s2cJBPTsF8tgU2XXBbsNqHKU+gl7gDECdfJTKHdZnufU+TtvgvJ+Tz4H8teuG0xY4n9tqrDLp3iPj1AmnrBXa6RuokzWuvVZu7LYwoODZ6R347jiz072myCoXW6useCLtkWlip3uHplb+FG9eboWz/EcAKpcsBQjskcnJt9wV7NTZ+uxuzZN9vnQr++83kNUV1u+/brbqiXuPTItiK/06NbfyqV0Ty30zY+WvU98CeyXyLXeBOm3nr5OvObbi4NQPJ/+kKrQtN3Yb4JSTqgKnbYu+R8bJt4Kc0Pxy0q0Ie2Ds9Cm2HDm2HO49Ms7kkxQ5bZRdbgvtPsYuV4H2wzWp6BTnWHtklvwwnQ69Bgbev8hVf1sVWXIUVVvlPpDuzh4ZJ53t9mVzleUv1h6ZQjueNnY+N83PDYnX+SyocdU7W3EO5HtuaD0ry7HkibVHpiA3NJ5An5JjlxO7XQm0W3Z7HlCkHMXSab/schdob518cU1i1k5QxG9aFjwma9WqlRk2bJi/AIBJkyZRH/ylCmNMjZx7LsycCfvtV/vD3LnQsydm9uwGrcRAZvbIeJ7SNsaUG2PeN8b8BbgLONH+ydknMxRLkfkR6I3f/TGKoiiKoiiKUl859ljqmJe9+671vBGQbkXmC+Ake39Lc+D4SA5FZB8R6WT/nwP0A5baP38NDAHaGWPWGGutdS0wAr/7Y7yaNwScm+ifkUJzm0dEmDatXVb35r6u8+jyxHpLt3+/cnjFCd9t9lErZ/itibVyRTIVc4UTKx2S9H6xvLnNIuqWn/DyRSpHMfMnZnkJX06iyRApxMiyODOHEcp6xDSIYCKV4rIY+9ORL/Qzslwe39vl2u2rjmlavHnu87NO/L7fM9R/tDLnRe5I373KU+s8tO0JtDVukxqXe+OsDAZM/2znkQ6niBCfe6XBbzn3XD/jrC9e881v++C9zUpxvY4US5xyeG4/XKEmL7/8tVee4/VaDoOeJ6lJVvxyxhmt+fDD0Gfvvw/nndchMwKll7SalhljvhWRl7E25y8Fvgz6+TERedD+fxlwO/C4iBTaz6YB/2eHs1FE1gJzg/xPAQ4AZnuWx14yBSi0e6HCIqsTa1sUj45nMAVNrQpuL88mC8d6uIW9fOx8RhfHYIpbW/IUt06KHE6BaV2YE/KZKOtyrCOsDc0xQM1Ova0fdtorxF2knUf5zmdeuOGEgbxCKx2czwgIgDE0z7fCaZ7vHIaXG8lLkijAAMY2laN5Yu2PU16a5oVXCEMxkF9c2zE59SJvMVVtuyUkB0BzO+ma53trbmqat7c9RE8DJ7RWjumIlzqREHlWGhW19DTEcRquwqhyGYwTnm0aFdHliqlUtt8j4u9O2Y1p3ZFrlbXApxNv9Ogj0sR+vSZh614kDOTY6ZkTu1wYqE3QGDTPdz69lbfqVjtb/7SyTMdy+hwBQFEE9wE7jV+nYvIKaW9H0yFwZ4bXuzOsOhfcD4WjTr465skey41DXH1IWOx8a9o28JlMHDlzXMXJMf0ssj/d9f23vBz2KvFQSHK8pXuLAufTimc3p2DFS6R6FwHnTdoX54Z8esfKJ9Osnf29XTTHMYmUL9jPw/2rpAdjzCY59FBYtQp22gk2bIDKSowxazItWzpI62b/bEJEtgILMi2HEqAEWJdpIZQQNE+yC82P7ELzI7vQ/Mg+djPGeNKgEhiTxZvv6fYH0NMY0zxOv1GRMWMMbdvCBRfAiy/Czz9jbrnF566l+kljVmRmJPv0CCV+ND+yD82T7ELzI7vQ/MguND/qN/HmX33xl6hfD2Hvycknz+PVV2HkSHj++YHGmG9TEVe2kc0XYiqKoiiKoiiKEp35/PIL7NgB338P1p2LjQJVZBRFURRFURSlnmKMMRx0ENx3HwwahGlE5lbpvkcmmxiXaQGUEDQ/sg/Nk+xC8yO70PzILjQ/6jfx5l998Zeo39gceyycfDI8/3xKo8k2Gu0eGUVRFEVRFEVpCIhIEV277mDx4hbGmK2ZliddqCKjKIqiKIqiKEq9Q/fIKIqiKIqiKIpS71BFRlEURVEURUk7InKUiCwQkYUicn2K4nhSRNaIyJygZ21E5GMR+dn+TM6t4VbYu4jIRBH5UUTmishVqY6zMaOKjKIoiqIoipJWRCQXGAscDfQGzhKR3imI6mngKNez64FPjTE9gE/t78miCrjWGLMnMAS43H6vVMbZaFFFRlEURVEURUk3g4CFxphFxpgK4CVgRLIjMcZ8AWxwPR4BPGP//wxwYhLjW+VcRmlvuv8R2DmVcTZmGrUiIyLniYiJ8He47WaAiGwXkV09hPehiCwK8/w6O8x/hfltuojMCPq+xHb7QoQ4Jtm/T7a/Px3lHYL/hsWQfaD9nju74poc672D3H9ixzU6wu+3uWSqEpGlIvJEcLy224dE5F2vcSuKoiiKUq/YGVgW9H25/SwddDDGrAJL8QDapyISEekCDAC+SVecjY3GfI9MMKdhVaBg5gEYY74TkY+BO4FzY4TzBfA7EelsjAkO72Bgu/0ZQESaYRXwf7vC2QqcKCLNg4/QE5Hd7DCCj9W7E/hP0PeLgAuBA4Fq9/tEYQzwpDFmRQx3YRGRXYBD7a/nUvedgnFky8daTr4dGCgi+xhjamw3dwOLRGS4MeazeGRSFEVRFCVrkTDPGsxRuvYY71XgamPMFpFwr6skiioyFrOMMQuj/P4Y8KaI3GCMWRnF3Rf258HACwAikgMcADyOZSfZ1BizzXZ3AJALfO4K52PgcOAULNtOhz8AS7BmMHIBjDG/AL84DkTEsQP9xhhTFUXWACKyD5YScqUX9xH4A9YK33vAMSLSxxgzJ4LbYNm+FJFqrPTpibUEizFmlYi8DfwZUEVGURRFURoWy4Fdgr53BqKNsZLJbyKykz3W2AlYk8zARSQfS4l53hjzWjribKw0atMyH3wEbAHOi+FuGlBG6MrL3kBL4H6sVYihQb8djDX78KUrnB1YFeAPrud/AJ4l+TMWFwPfG2PmJhDGOVirPlcHfffKFvsz3/X8JeBIe7VHURRFUZSGw3Sgh4h0FZEC4EzgrTTF/Ra1VjbnAm8mK2Cxll6eAH40xtyfjjgbM6rIWOSKSF7QX27wj/bqwRTqnnqBy105lh1ksCJzMPCTMeZXrErr/m2uMca9CQ3gv8AwEekMICJDgD2wFJlkcxR1lSnP2LL1BP5rjPkZK61GutMxCCe9i0VkIPA3YC7gXsH5AquMHhGvbIqiKIqiZB/22OoK4EMsa4wJCU6ohkVEXsQal/QUkeUiciGW+foRIvIz1hjj7iRGeQDWxPNwEZll/x2T4jgbLWpaZjHf9f0rrH0cwXwH/EVEcoL2cYTjC+BmEWlnjFmLpaw4SsKX9ndEpAjYDxgfIZzPsUzIRmIV9nOAr40xC5NpZykiHYAuwOwEgjkXqAGes78/g7Vv5wjggzDuy1zf5wPHudPVGLNORJZjHV/4ZALyKYqiKIqSZRhj3sMySU9lHGdF+OmwFMU3mfD7f1IWZ2NGV2QsTsJSKpy/C8O4WQsUAm1ihOXsdznI/jyQWkVmMjDYXkIdbIf3BWEwxhgsxeAPtvszsFZpkk0n+3NtPJ5FpBBLts+CDgp4GSgnsnnZEKx0HgycDmwDPrKVKjdrg2RUFEVRFEVRFEBXZBzmxNjsD9a+FYDiGO6mAJXAwSLyI9bxeo4i8xVQgHV2umNiFlaRsfkvcCNwK9AUS0FINkX2Z3mc/k8AWgOvi0iroOcfYp281sIYs8XlZ2bQZv9pIvIFsAr4E3Cdy+0OYqe5oiiKoiiK0sjQFRnvOCsx66I5MsZsB2ZiKSoHAyuNMYvs3zYDPwT99pMxZnWUsH7C2nNzPfC2MWZTgu8QjvX2Z+s4/Tsb18YCG4P+TsBSQE6PFYAx5jesdO0X5uc2xEhzRVEURVEUpfGhiox3ugLLjDE7Yrq0zMv2Bo6j7ib6ycBwrNPLoq3GOPwLeBv4P++i+mIJ1p6Vbn492qZgR2KdvHFomL/VeDi9zD6GsASXeZt9WMAuwAK/simKoiiKoigNGzUt885gvCke2O6uA46l7t0sXwKXYW0Eixmeff74a7HcxYsxpkJEvsEydwtHWxE5Nczz77EUtTzgAWOM+y4cROQZ4K8i0s1ZlbIZbN8dkwPsBvwF62jq/7iC6INlUuc13RVFURRFUZRGgioyHrDvMdkbuNmjl8lYA/Nc6q7IfEntaRbZMkB/GRjjuqzToRfwvzB+/oJ1vOAvRH6PJ7EUunOA24KeT7Y/DdaqzUzgj8aYaS7/x9m/T/L0FoqiKIqiKEqjQazDsZRoiMh1wKXA7saY6kzLk2xEpAXWDbuXGWOei+U+XYjIPOBVY4xXBVJRFEVRFEVpJOgemRjY971cBdzSEJUYAPtUsXuwzMCSd0lNAojICKADcF+mZVEURVEURVGyDzUti00X4CHg2QzLkWruxzKF2wlYmWFZwDrxbGSKTmpTFEVRFEVR6jlqWqYoiqIoiqIoSr1DTcsURVEURVEURal3NFrTslatWpnu3btnWgzFZtu2bTRt2jTTYihBaJ5kF5of2YXmR3ah+ZF9zJw5c50xpp0Xt/GOyeLN93T7A3/poXin0SoyHTp0YMaMGZkWQ7GZNGkSw4YNy7QYShCaJ9mF5kd2ofmRXWh+ZB8istSr23jHZPHme7r9gb/0ULyTFaZlIlIkItNEZLaIzBWR2+3nt4nIChGZZf8dE8H/USKyQEQWisj16ZVeURRFURRFUZR0ky0rMuXAcGNMqYjkA5NF5H37tweMMfdG8igiucBY4Aisu1Cmi8hbxph5KZdaURRFURRFUZSMkBUrMsai1P6ab/95PU5tELDQGLPIGFMBvASMSIGYiqIoiqIoiqJkCVlz/LK9sjIT6A6MNcZcJyK3AecBW4AZwLXGmI0uf6cCRxljLrK//wEYbIy5Ikwcl/x/e2ceJkdRNvBfzczem2NzZ9ncxwKBkBACRARJBLmUS0DAICKXcoqKgIqAioIXih+oKJdcgiigyI0myBGOQBKSQJIl5+Y+Nsdu9t76/uju2Z7e7pmemZ6dmd339zz7zE5Pd9db11v1Vr1VBVwCMHjw4GmPP/545iIkJEV9fT3l5eXZFkOwIXmSW0h+5BaSH7mF5EfuMWvWrPla60O8fnf2yZ544omkw0g137v7OYCZM2fGTQ8hNXLGkLFQSvUHngKuBLYC2zBmZ34MDNdaf81x/5nAcQ5D5lCt9ZXxwqmurtYLFywIXH4hNd6aN48Zhx+ebTEEG5InuYXkR24h+ZFbSH7kHiWlpb477tXV1XrZsmVJh5Fni/3FkMkAOeFaZsc8yX0OxizLZq11u9a6A/gThhuZk1pghO17FblxMr0gCIIgCIIgCBkiJwwZpdRgcyYGpVQJcAzwsVJquO2204DFLo+/C0xQSo1RShUCZwP/zLDIgiAIgiAIgiBkkVzZtWw48KC5TiYEPKG1flYp9ZBSagqGa9lq4FIApVQl8Get9Yla6zal1BXAi0AYuE9rvSQbkRAEQRAEQRAEoXvICUNGa70ImOpy/TyP+zcAJ9q+Pwc8lzEBBUEQBEEQBEHIKXLCtUwQBEEQBEEQBCEZxJARBEEQBEEQBCHvEENGEARBEARBEIS8QwwZoccR2bE62yIIgiAIgiAIGUYMGaHHENmxOmrE2P8XBEEQBCE1pC0VchkxZIQegShaQRAEQQietgGjsy2CIHgihkwPYkNDGxsa2rIthiAIWUBmIQVBEITehhgyPQS7AdPbjJl4nTfp2Ak9HacBI2VeEARB6C2IIdNDqCyLuP4vCELPRYwWQRAEoTcjPd4cwt4pEZ/U4IjsWJ2V9HTOjImB2Xuxl4WgyoEYMYIgCEJvR3pWOUoqnW/pKOcObu59mejMCrmNVzmQ/BcEQRCE9BHXshzBbXRVRlz9kcjgy8XZrd62jkmIJYj8z8VyLQiCIAjdiQwLCj2CtgGjc8rwqyyLJOysev0uo/W9A5mZEQRBEIT0kFY0R7BGV2WdTH4jMy1Cd+JmwIveEARBEHoLYsjkGNIJSY1sz8YEZcDICH3Pws/MXLqIzhB6Oxsa2mht19kWQxCELCC9JiHvyaYRIzMwQqqI0SoIwVBZFmFNWGVbDEEQsoC0pDmAV0dcRloTk8iIyXQaBj3iLusmegeSx4IgCIKQPjmxa5lSqlgp9Y5SaqFSaolS6hbz+s1KqfVKqQXm34kez69WSn1o3vNe90qfHolOpc+2y5QgCOnhNFrEiBGE3MNqb6XNFYT8Ilda1GZglta6XilVALyulHre/O0OrfUvfbxjptZ6W+ZEDB6/CjNbBzrmO/maZjIr07NwzthJ/gpC7pKv7YYg9FZyYkZGG9SbXwvMP1m5Z0NGidzxanSkMRJyAS+3Q1lbJQi5RduA0dJuCEIeorTODXtBKRUG5gPjgbu01tcppW4GvgrsBt4Dvq21rnN5dhVQh2H8/FFrfY9HGJcAlwAMHjx42uOPP56BmPhDtTUn/YyOFGVAktygvr6e8vLytN6h2pqzkkaZ2i2nIMuLV4PIk96Mn3KRTB5LfuQWkh+5heRH7jFr1qz5WutDvH539smeeOKJpMNINd+7+zmAmTNnxk0PITVyxpCxUEr1B54CrgS2AtswDJQfA8O11l9zeaZSa71BKTUEeBm4Umv9Wrxwqqur9cIFCwKW3j+pzLD05NGit+bNY8bhh2dbjJTIxOh6Lrge5XOe5AJ+y4XfvJb8yC0kP3ILyY/co6S01HfHvbq6Wi9btizpMObMmcPRRx+d888BKKXEkMkAOeFaZkdrvROYAxyvtd6stW7XWncAfwIO9Xhmg/m5BcMIcr0vVxAjRohHLhgxQvpIPgqCIAhCZskJQ0YpNdiciUEpVQIcA3yslBpuu+00YLHLs2VKqT7W/8Dn3O7LJVIxSmSNjCB0ImtMhFTZ0NAW/RMEQRDym5wwZIDhwH+VUouAd4GXtdbPAj83t1VeBMwErgHDlUwp9Zz57FCMXc4WAu8A/9Zav9D9UUgOMWZ6BpnoDEkHKzH5MtvhR07Jb0Ho3cjWz4KQOjnRG9BaLwKmulw/z+P+DcCJ5v8rgYMyKmCGsIwZUV69k3zpjAvpEfShqYIg9Byk/ReE9JCeVA7QNmC0L2Um62QM3NIqG2mTSudUjJfeiRgzuYmc6SNkG7/tvyAI7uSKa1mvR4yUxMSbes+HhkA6TL2bePkvRk72kLTvHuzuU/mgr7sbOcdGEFJDDJkcIp4SEwWX34gRIwiCILgh7bsgpI70rvKEyI7VouxyiGRGccWIEfxgL1NSZoSehrRfgiBkAmkt8wgxZvIP6ZD2TJyuMX7qZTLGr3WvlJ/gca5XkjQWBEHIX0SD5xm92ZiJtyiyu9PEz+Jt6SD1XHprHewpSN0UBEHoGfRqbR5vwWEud1TEmFnd5Vo2sDpDbgaNdJQEQRCEfCZX2lpBiIf0tjzozcZCrpNr+WKfnREDRggKKUuCIGSDeLuD5lr7Kwgp7VqmlCpTSoWDFibXyOUtInNZtt5IZVlEOp6CJ8lu8StlSRCE7sbP1tjS9xByDV+GjFIqpJQ6Vyn1b6XUFuBjYKNSaolS6hdKqQmZFTN7SKUVBCEdxIgRBCHXkb6OkK/4nZH5LzAOuAEYprUeobUeAhwJzANuU0rNzpCMWScXK7hM7wpCfuDXMJFZPUEQsoX0KYR8xW+reYzWutV5UWu9A/g78HelVEGgkuUY4hsqCP6wG/5SZwwS7XInBkxiZOGxIGQWq07l60ZIQu/EV+vpZsSkco+QmHhbDNvvEYRcxFl2ZQCgEzFWgsUqa1K+BCFYpE4J+UTCllUp9XVgGvAqMBv4t9b695kWrCcg2/IKvQ1pAIPH6rCrtmbXQY7ekOa56N4rCL2dIOtlR0dHYO8Sehd+1sjMAi4BrtBafx44KLMi5S5BVNoNDW0JF//G65j0hk6LIHQnudhJtnYP8iNbLsrfnSQTf0v/+tHDPZXeGm8hWILWO2LICKniZ3pgu9ZaK6VuN783Z1KgXCcZd4Z4fvEbGtpkdkYQksSrPqVTl2RwoOcTTw9D75kpt+LrTI/eEn8hd9FaZ1sEIU/xMyPzWwCt9b/M7//InDj5g98R01QbCOlcCUIniUbQe9ooc9uA0aIDbCRKi3RHh3ta+fHC2hnPuUNeb4m/kLuIISOkSkJDRmv9sePSm0ELoZQqVkq9o5RaaJ5Nc4vttyuVUsvM6z/3eP54854apdT1fsO1OgvpdhpSbURTaTx6uxuJ0PvozZ0sP3opXw2e7nTzkhkHd9yMmnxkQ0Mbre26S5nqzboj3xBDRkiVpLSXUurPwOlKqQZgA7AIWKS1/l2acjQDs7TW9eY2zq8rpZ4HSoBTgMla62al1BAXmcLAXcCxQC3wrlLqn1rrpckK4WfrQS9S3Z0pnouZnx3M4r3XIhuNlGyVKgSB345IvnXEknHtseqOjmzqUfUo2TxLRx+mEl48IjtW9+rNF3KNyrIINR6/iRt3fiCGjJAqydbuI4GhWutWpdQ+GAv/J6crhDZKcL35tcD808A3gNu01s3mfVtcHj8UqNFarwRQSv0Vw/hJ2pCxSLXBzIQxk0o4zk5SdyjyROklDX7PwE+9SCdfkx1BzbcOiqzVSA972crW9st+dF1QMnmFJbrTP72xTnXHWV5u/aR0wpLF/kKqqGSsYKXUg8C1HgZFeoIYMyvzgfHAXVrr65RSC4BngOOBJuA7Wut3Hc+dARyvtb7I/H4ecJjW+gqXMC7B2IGNwYMHT3v88cfjy9SW/L4GOlLker21PX46F4RV0nJ4heUWXrz3p0MqaWTHikN9fT3l5eVBiCQEhFuepJrf8cqqRaI64kamynWm8BNHrzhJHckNrDpQ39RCeXFh3Hv9lHs/YQX93p6I1I9O7OUmm2Vl1qxZ87XWh3j9bu+T9e3bd9ozzzyTdBip5nt3Pwcwc+bMuOkhpEayQxX3AHOVUvcCb2O4le0KQhCtdTswRSnVH3hKKXWAKV8FcDgwHXhCKTVWx1pfbq2+a29Ba32PGQeqq6v1jMMP9yVbMrMzycyU2PEaNUr1cMxM7O7kJKj1Om0DRvPWvHn4zQ+he0gmT5ItC6nWk3jky8hrMvGzxylefsRzVfMTXr6kXS5glfXXl67h0/uPSnh/ECPi3THCnkm645BnaUPyD3ufbMiQIfroo49O+h1z5swhH54TMkeyrdfDwF/M5y4DJiulirXW44ISSGu9Uyk1B2MWphb4h2m4vKOU6gAGAVttj9QCI2zfqzDW7wRGMq5m8dwKrM5CkFtfeoXntfVzUC4sQW46IBsY5D/JumPGcwuKt215PFJZFxZP5kx1GL30gBv2e6zFzH7e7byW6Llk0643r4ELsqxnKkw/8jjfnymSOQupN5Ujv/QW98K2NtmYQUiNZHuztVrrm+wXlFJpz1sqpQYDraYRUwIcA9yOsW5mFjBHKTURKAS2OR5/F5iglBoDrAfOBs5NVyYnfhsSv+fLBEk8YwYys+tTkA2rIARJEEaM9XsmOwupGmz251O5149Rk+jdqaZLd8wUdwdG/NdkIczUiVfeMznjE9RAYG/FK/3yfZbOSWtra7ZFEPKUZFuPBUqpq7XWv7UuWAvx02Q48KC5TiYEPKG1flYpVQjcp5RaDLQA55uHc1YCf9Zan6i1blNKXQG8CISB+7TWSwKQqQu53HlPZiYoqE6D28LbVEl3rY0gQHBGjP2+XDJmgqi7mRzg8CLoGSG/YcR7V7ozEzpSlBed9GR1cybkTGZH0Fw1ZoJyMc8EuZpmySAzMkKqJNtiDAWOUUpdB7wPLAQWaK3/lo4QWutFwFSX6y3AbJfrG4ATbd+fA55LRwa/eCnkTCiRoI2mTI56OuOfqwaf0HMJ2oix359pYwa6/7yc7go32ff7HXDx65rn9p4g9VM62/ZbBOlu3J0kO8Pm1/DLtY55KjoDgusX+Em3fJ+haWlpQWuNUvm1gYuQfZLSllrrsyDqTjYJOBBj++O0DJl8oLt96fPdEAhytiYR+bi1cyqGcCqbRQSFnxHzVGYs3TosmexY53K9SmRYZGqHNrdZoSBnb1M1mDJZDpLdOjaI8u9XJ+XihixuyGGTifFjkGXieIR8XHPU0dHB+vXrqaqqyrYoQp7hq/YopWYA86zdwkx3svfNvx5Pd/vS53JnKxWCGLF0I1s+3+ngJXO6ZShTO1NlcsOIIMklWRKRKK+d61ms75lckZFocxCnXKmG4Xxnd+DVUfRb35I5l8vLmEnXSLKTC53UINZZZYpMLI5Px63cq77b0zBTM3K5NrOViAULFoghIySN39pyPnCXUmo58ALwgtZ6U+bEyi/ySVFkk3gGjZyLkHlS6ZS6dT5zyWjIJVkSYS/3fjsY3Rk/Z1iZmqVJd5ODZMNKh1TkTKY9yPT7M4VbuuaCjvAzuJUL6dedhmA+GTPvvPMOn//857MthpBn+KopWuuvAyil9gVOAB5QSvUD/oth2LxhngPTI+nOdTGpEuSIX6ZxlzU5uzjZ7U9zKa/c6G75km0oM1VuUol3d5fhTO0Wlevl0muns2yOtvslCPnidTYzZYgFnbapzCSkWib9yu1nhj4VGfxuGJNqvcvlzX5yiVTTqKioiHnz5gUrjNArSHaNzMfAx8Ad5jbJM4EzgV8DPf60Ursiy7UOiF/lnGtGjZA54uXvhoa2rHdI4+2yl6lyKp2R1OjOWRS3sLMVbrw4W+f6pCOflxthNujuNi1TLseZJCj9kahsddcRDW6ko3vTSZvi4mLmz5+f8vNC7yWpUqqUWgF8iLlbGbDQ3DGsR9NT93DPZ6MmmUYwl/In6PM3LJLNv0y5jAXZ0GcKv2UnmYGBePKK8ZQa+aKTgjJAMj3rmasHK2Y7/GRJtj77HbCxXw8iXCd+Nx5w+57MbFuqMhYWFrJ161a2b9/OwIEDU3qH0DtJVnP+ERgLbMdwMXtEKbUKeAr4sda6R51olMz5ANC9Wy16yZFORzlfOg528q0RTIVkz8dIBntjGtQaiHzpuAe5uUIq9SfZ8FVbc1Z36LPKSqb1RC7pIb8bFOSD/szHGZBcxc+unJlYA5duHnaHO2uq7y8oKABgxYoVYsgISZGs5p2ttZ5ifVFK/QG4ANiN4V52ZXCi5R+57vMej1xthHNxh6zuJh87jsmce5BvdcarU5toNytIPLubCt2ld4J0Lcv1TSScuMm2JqxyWmYvsnFYY3eEn60NY7Khv+KFma+GqmXIbNiwIcuSCPlGslp4l1JqsnmAJVrrBUqpw7XWVyuletxWzKmei+H1rmTDjvc+v+8P2iWpO8mHUU7BG79lOJ/cNNMdmc/U+UqZNGaCmH3yIpn3ZMrwzcdzqLqbZA++tIhnuGcijZPROT01j9OZtQlqLVwqYYfDYQC2bduWdvhC7yLZ1ujrwMNKqQUYa2SqgQ7zt8LgxOp5pKq8E3V8/O5Wlo/0ZCMmk+5iuUYyDWs+GTVeZGsWMejOWa7oD2e5CaIjnIuzhbm4K2Y6hns2jQk/OifI8IPS50GWu2y5+KYapmXI1NXVBSiN0BtIdteyj5RShwKnA5OBGuAmpVQZ8NcMyJdVklkMHMTC4UTkQsMmpEdvMmDsZGPNlxeppncqJ9N3Z94GoR9yxXixE5Tey1WXm3jbc1vkqu5P1Yhxuy9TMzRB57vfOpLMgIaXsQ7pH+Rpvc/ve9KdlUlV3o4OY0y8tLQ05bCF3kmyu5b9RGv9A+Bv5h9KqbB5hsxPMiBfTuJWUXOtoUlG2abSGOVafFOhO3fxyXUDxi0t7IvLs5XfiRrgVBrc7pwxSeUU+O4m2TTMpXLrh1xIYy+S6fBnow4mu7MWpLcQ3Y104x3UJgep6JpUjBi33/24jvt1afWDM9+7Q2dahky/fv0yFobQM0m2VO6jlDpXa/0ogFJqMPAExnkyvYJ86cBn+tyHfPcx9nMCtEWyW1bmG35dvnIpv4Occclk/iWSJUhjpjvySIyY3offPM/1tE63rvltUzNRR5LZOjkTO1o6w/C6Px3a2ox3Dxo0KK33CL2PZEvepcCLSqkaQAP3A9cFLlWOkEsdt1TwOpnbideocb7HPx7JuAUmWpuUzcMC0yWZhj0bxoxbeEHPbsWrJ93RcQ/amLG/1w/dfThfd5BOenZnGXeGlQ/uZE4ybcAEqXfSfU8264JbOngZG5k0ZjKFZciMGjWqW8ITeg6+SrtS6i/A+8AHwOXAo0AbcKrWuiZz4glBkcioyZcdwjLh7paK64HT5SpZhR90WqeSf929biVZusOIyeS7kiETZ3wk6xffU0glDXPFaEhXju7cpTIXZ2CyMRCRLkHMFEHmZpb9tG2BHKZsGjJVVVVpv0voXfgtfQ8CBwFfMz9HA+8Cs5VSi7XWT2ZGvPwm385AyVVjJlsHkyYi1XCCSuN0G67uPHg1mbCSeXcultd0CHJ75lzpnOcqPTF9EnVq09llzMJKtyBmEnXtsi7XVFV1l2t+1sq1tmvX63ZyVV8EkZb2vA+6LY9nzAQVTnt7O6FQiL59+wbyPqH34KsEaq1fBV61viulIsD+GEbN4UBeGjJ+DI1Uzhjw8ivNFSWaLVeoeIra69TyVMNJpZOSzKi48/1+0zNRJyKVRZnpkOpMQKrGTLoEUYdSLWfZdqvTkU1JP9Mbyec0CKoDmoyOT6fuJ0rreO92M2Ls150GTRCzwYnStzs3gEkURqpuhk5jNugznzJ1iG1HRwfl5eUopQJ7p9A78OtaprTW0eEOrXUbsMj8e8jtnmRQShUDrwFFpkxPaq1vMn+7ErgCw5Xt31rr77o8vxrYA7QDbVrrQ1KRwy9+dxFx+623GjO55IaQSBF7NSi55l8d5Psy4dqUi6QTv1zY8CDb4QvBkqybbzIDa2463vle5/ucxoXb7EgypKNXdO0y38ZMZVmEdHzcc/HQ3iDaG2t2xu23dN+bib5MKBQK/J1Cz8dvSfyvUurvwDNa67XWRaVUIfBp4Hzgv8ADKcrRDMzSWtcrpQqA15VSzwMlwCnAZK11s1JqSJx3zNRaJ3UkrJ+K6DblG0/B+Jna9xu2H9I5v8bZ0GXKyMrlzrGf/PDToKTrp5wrHdRkD6/M9IGsuWL4W+SCMSP0HOx6I52DJcFdhyQz++A1QxIEbi6TqRpJXu1xQVilNEDXHbPRQZHsjJFXeqTaD8nklszhcJjt27fT2tpKQUFBIO8Uegd+S+DxGOtjHlNKjQF2AsVAGHgJuENrvSBVIcyZnHrza4H5p4FvALdprZvN+7akGkY6pKK0EinUVJVAKkoXkld0uYSb7Kku+s+0gem1qUKudcgT0TZgtC9XJq9GPagyFfTIn5cvul9f/WQIchvvfCs/PRV7HrW268DWYKS7biVZ/BoxbrMiydR3v7thpjtT6hamn5mIdM686W5jxs+RAV7GbBD6OFHbaYWVKuFwGICtW7dSWVmZ8nuE3odK1hvMnDEZBDRqrXcGJohSYWA+MB64S2t9nVJqAfAMhiHVBHxHa/2uy7OrgDoM4+ePWut7PMK4BLgEYPDgwdMef/zxoMT3xG0BohcF4fi+oaqtOWU5dKQo5WdTJRl565taKC8u7HI9aLnj5Uei9M8WTpm7S876+nrKy8sB77x0y59kyryTTMfNMx4tTV3vLSx2v7cby6SdpsYGikvKAkmjeHUznfglU+ezoZNSxS2PrPxwEmQZzlR6Ot/rVv6hax1It777TZtU2jqrDfGS0S3sVNvUXG9Ps6WjIDaPZ82aNT+eq7+9T9a/f/9pO3fu5Oabb+Yzn/mM7/Ds7VQydPdzADNnzoybHkJqJG0+a61bgY1BC6K1bgemKKX6A08ppQ7AkK8CY0OB6cATSqmxLmtxjtBabzBdz15WSn2stX7NJYx7gHsAqqur9YzDDw86Gl0I6jRgr9EYr4WRTjI5ehTEqOHrS9fw6f0794/PlLyZ3r43CLJ16JqTt+bNI9k6ksunxCeqQ05UVdfzDDJRLv2mWc2Cdxk/Zbrn70GcIm4n2bhm++yWoOt2onxxy49MHYboh0znl9/3B7UNvd+ZU4s3KE65DclUGgdJd29S0h263N4nmzhxom5vb2fjxo0cffTRvt8xZ86cpO7P1nNC5sitHhygtd6plJqDMQtTC/zDNFzeUUp1YMwGbXU8s8H83KKUego4FGPzgKyTyrSuH3cap0L3a9AETSZcH3JxDUIqO5mlQi64+UV92M2d5ILswGTLaAxqsbGTTG9JmgyJXDwyuVYt3Xd3V/3yg1uerqzrOmPR3N4R8z0Zt6V4m8U435PtjThS2UnRrx5LxnU00Roe56xSMrorF9ucoEhls5pstENKKT772c/yr3/9i7vuuivqaiYIicgJQ0YpNRhoNY2YEuAY4HaMdTOzgDlKqYlAIbDN8WwZENJa7zH//xzwo+6S3c/iOy/Fbm8cx1bETuGnujYgk1tXuhHkqeTW+zJFqso52XNs3PATr0waAn7Lk1scEjWEqR6W1p2d12TWxjh/9zJmgtqhMNFhtV73djeZXPMV5NbcQS5CdjNgEpHuRhleZSeRrk1Wx8czkLqzY59rxxP0VDK9OUsQ6xnPPfdcnn76aV555RWOO+64tN4l9B5SLnVKqWOBszDWsyxQSl3itTbFB8OBB811MiHgCa31s+auaPcppRYDLcD5WmutlKoE/qy1PhEYiuGKZsXnUa31C6nGC/wfopXM4rtEu1pZDabdoLErBmcjpqqq43bCktm6Ml3ivTMIIycVV4VcmNmwk+qW3XZSaSTcdpnxepef3ZHSOawy1cM3LdItu6ka3X5mZvzgx9CNl8drunENV6JzkpydllTTNhP6KBsdYitMKw3i6WarLKVizCQiW+c72UnUxtnxau+cBL2jWr4clNkdpNNWOgdp0213Tz75ZAYMGMD9998vhozgm3Rq72XABcAPlFIDgCmpvkhrvQiY6nK9BZjtcn0DcKL5/0qMgzkDIdl9/YPGadB4he1HsSfbAcuEm0yyJ5U7G2KvmSznDFa8+zNJ0OcuZIN0jM1U09tP+XUzxL1IxoWkO1x0kjXiMr0LUjprYzJRp3JtrYGfGfR8Ide2CI83q+WlyzNZR4Pcjri7yFR6pFrO7ekUZH0pKipi9uzZ/OEPf2Dr1q0MHjw4kPcKPZt0au1Wc9ey7yilbsNYjJ/XJOsqkslOUbzOur0T2FyzyPWeovGTo/fG61x3Z4Odiq+3H7c8C6/0SkSqZzgkO0oY7zC3TGy968cwjbcNq24JfjbCLc3sZdgqt273xpMjWX9451kWfkbQneEE3eF1c+GLmYU11yx50d0bETg7f371Ya6dwWH95ibX2IrilNzLEs2YJ6I71zilcxaZHb962ot4ei5ReqqqatTuNb7D8iKXDq22CCrfg6p3zvQJug9x6aWXcuedd3Lfffdx3XXXBfpuoWeSVI1VSt2ktb7F/Ppv67rW+nql1JWBStbN+KmMbqM26RgzqTaSFl5GjPWbvVPoRrZGHYP29bZIlJbxDJ1kG7CgXR2CbjzTNWKc193cYdIpP15l13k9GcMm3loeN1co+zP2d6VrvKXrUpfO2RYWyc6Euj2XyoLtTO6QlIzhmEoe2MuP37CsAScrDeIZyUHP1trrQypuxKms/UvGPdZP22bp5Hh6yYtMzX7nkjGT60ZMJth///056qijuOuuu7j66qspLk5tgFLoPSRbKm9SSpUCA4D3lVIVWus6AK317wKXLg9Ix2UkHSMmFVLppFj35opiT6ZxdD4Xb3MFyHw8s7nrUiL8GmZ+yrKXW6QVRjwD3Ek8g9zLsHEzaJwdU2fH27n+zItcctmJR3evV0mn7iRjMAWB93bbsca6VWbSHXByhptKB9zvoEOm8bsDVpBGTBDp5tQFENxmHanQXccAdNf6p6C58cYbOfbYY7n77rv51re+1S1hCvlLsjVHYxxM+SJwMPCmUupsrfXCwCXrZvyOwHkp3UyslfAa7bOm2YvGT07oWuZGKsooGR/ibGwDm8itzPrdamC9jJpU3WXAO8+78zwDvy5q8cquH+zhODst8dwi7Wxb9Inr9UGTx8V89zO7CF1HqN023LDkdpbReKeNJ5vWfjtBPWF9Va6SytpCe4c5qHUmbuF5zXCm804nft7p1G2J3uvlYpkKfowYtyMGnHXEzRXWr7yJDJpMGTPxwrPLBZndRMPvpgypumynwzHHHMNxxx3HT37yE7761a8yYMCAbpdByB+SraUfa61vMv9/Uin1APAHjC2SezypTH974VQWS7bsif4/aUgf3+/xMmbcOn/OkcZUyMSZOH7xGuVLV9Emmk1Ix33Qb2MflHHnlbeZGl3srllFP7M4Tjc0v4aB1w5Gmdr6OZ4Ln0U+GjWp1vVk9ZFfF9JE8lhlyo+RbMfS1WNt8tgHnIIgFVdXP9uEZ0oPOPMw3ixWOvo6mUEXZ5qkYnwFrUv9urAHtcFOMnJ45ZfbjqpOMlGufv7zn3PwwQdz/fXXc889qW6IK/QGQknev00pNc36orVeDvSIbSWSOb8hXqdTVVXHKE/7egIrDLvCWLJlT4wR48S613rWep+fjo7VUOvaZdEGwJK9siySM+5iuYQ9b5I12uzpbBHZsdqzvFi/JWvEJGqoMpGvbuUH3Bs3vx0V58xLuiTjshaPINwn0n2HW1nqbtLd7jvZsOx/8Qh6hDiZcmPX1Y1tHa73pHKWC/hLu0Rucam8M1P4yadU5WuuWdTlLxVS9U4IKl0tl2en63Oi91v6wa08xGtPvGSPNzgwtqLYMy8z2Y+YPHky11xzDX/605+YO3duRsIQegbJGjJXAQ8rpR5WSl2nlHoEWJUBuXIKPxXVacBArBEDses0EhkwyRBvRNGu4O2dUWeH1Imbcs1F3BSsX8Vq5YEzL9walGQ6J/EMmlSNF0sGv3LYG5hkGxq/nQK7MWPlQ7JbqQ6aPK7LXzoEZcwEQRCdne40ZvyUSa+Ol50g4p3IqMmmMdPdBOmK292Gjdd6RTcS6bZERotubuzym73+ZHO9iNOA8Ko/ftoeN5c7vzK4EW/mLBsGjJ1bbrmFsWPHctFFF9HQ0JDx8IT8JClDxlwLMwV4zLz0X+CcgGXKKVKtrG5GjIWbATNpSJ/onxepzMqAuzFjxxlHtzUPqRo16Sq7IBveRHngZcw48dtw2EfN0umQJmPAuJFsGiZaXG/vWNnz18udxFlek3XlyUWcaZpOHUlnRDmI8mXH2WlOVH+94uxW5tyM+VSN+kxiT8tE8bd0RqoDPl51KRm9mYuzMckQtJzO+uQ2gGcRRPuUSP5cyAe/MljGSzbWxbhRWlrKvffeyyeffMI111yTbXGEHCXpWqy1bsbYevnfie7NJ4IcXUjU6fSzBiaRInFb+A/xt7V1ni2TypkYfvxlLbzSNNGak3Q67fZZiO5oQJJZu5HK4u6gDBi37Yft28QGdSaOZcw41ykkW15TxXpvJrdmdZLqZgfp4LWIHLKzvsYZ52TXE/rZ4tcZnl9Z/OJ3U4l4JLPRg9uCf7dn3bZ09iNHMqR7wHK6Z8hYxNNL8Ta3ccOtzYOuuiuItiLZ552bz9iv2eVyI1l9nUi2VOpKdxpnRx99NNdddx233XYbxx9/PKeffnq3hS3kB8m6lgnEb2i9fvOjLPyMhtgViNvMTLINcaqjoem6nVmzDPF2i4LYKWxn2qTaWUzFpc8tnfw2ql4j7okao6BnYZyjh/b3p7O1qdPNwJkv8WYSg5qdKRo/2fVdQbmTuI28+qkDzmech9nay4WX60x01qWlKZCZvaDOF3HiVx8kmqkMYtTcubYwFexypKpr4tUre9yDmJVK5+DKdMLya8RkY7Tfyxsh6JmZVAkiTRLpbr9rzzL1fBDccsstHHzwwVx22WXs3r07a3IIuUmvXu2dzqyA9bvWmo6ODsLhsOt99tGeoBS4245a9lEae4cu1Z15/BJv9NNry2atNUopANTWT2hua6etzbhX1y5Da03bysUUjNovmq6VNlc9v4aeU06LSUP6eLr3eeE2i9Ta1o5GUxjpjF9zqxF+YSQcjSN0TX8/hkOyo9R+8dqRLd2ZmXgjm14zM5D8SKsTe9p6udlYMvjFz71+zhfxavzt8XVuQz1o8riY351lJ5mZF69yk8yhtH5HrLXWMd9bWlrQWhPq6CAUch8z687ZI601bW3tRCJhmmsWReW119NEOHWHm87QWrO3vJLS+g2JZXLMFIB7nmVyFhv81f1k8iqdti7RrAw4DBStaWlrpyXSGvOelrY2tIaO5QsIhUIUjZ+c9mG3yZKo8+9XJznzP1EcvNqO7tzAI0gKCwv5/e9/z2GHHcZPf/pTbrvttmyLJOQQvXpGxjky6ByxSTRKprXmhBNP5KGHHop7X6ZHMuwj3U4F5zVS7Xw2Hl6L4i38jEpbyvDa736Xfzz1FGCk8aNPPUv5uCn8/Be/Qtcuo7lmEZsWvk2fo85i+KRD+eTtuejaZdH8cI4M+Vmb4Pabcz1SMlteA/z6kacZcuFP+PxPHwSMzui2RZ8w5uu3MeiCH7Nrb2eYzo52qrMffkZt/e6oE29mJvpXWBz73UNurxk0L/ys8bLS0/7nhh8jJshdhpy4zRJ6deKcB4J6xcsZ52TX0PideQnSON5Uu5bLTjsm5trJp5xC/4oK5r71Tsz1ROUpCJznlLS0tHDIcafz3Tvvj96zemsdJ9x6fxcDzCKV9NFac9zxx3P4jBnRa6qqmv+8u4i63fXuz/hse7zy1O2a3zbHs+67/Lk9k069ijfS7yaXHXu7tm77LgZd8GPOv+LbMfccdeM9DLrgxyyt3QLE7uIJsXor3gCYnz+v+CUi3m59Tpns9TqZdZPx1qb5Wa+WK7ubHnrooZx33nnccccdrF69OtviCDlEbpTQPOXNt95i7ty5jBo5kq9+9atJPZuscnAqtaDXPMQj2U6+F0vWbeaee+4hEolw0oknUg6ElKKwIEI43NWmPnFqdZfRUrdTty1ScXVzi5ubr79TwZ969OHc+fBThEKx8hWGwxRGOrdlLRo/mQ5zRDrebIFf15JMzdKkc1YOpO93nsqsjJsRk4+LnbcsXNfl2pCDRgCGUeN3Jze/M1B+dY/bOii3Waj29nZ+fNVFrKlZzuZNGxk6bDgbGtooKCigsLAQhVFHPq5Zyf2P/Z2vnXsG1ePG+JIhKJ7/z2ssWrqMQtqj1978eC1vfLyGN5at4dP7ju7yjJuuWVnX5DmjC7B+3Vpef/11Y/bHrFP3//XvXHrtzZzwqWn84xc3eM5OOWfavNahBb37VjJ1P9lDJdM9D8VtFqLLDM221yiMhCmIxHpFFIRDXWbGvUh3nUy8NWLg3/vDmZ6JzrGxPxsvjEyeUdWdO5v+9Kc/5bHHHuPOO+/k17/+dbeFK+Q2vdqQ+e1j/wTgqrO/4EvZOZVK4YBhXHT5VQwcNJi3l9bw/L+eoXKfKj5/2hc935GMggP3U8nt8lSWRfjbk0+yceNGvjTrUPYZPhSA95auYHdDI7OmJ+9S5rYQsXbVJ7wz9xVC4Qinnndh9Prc555B79lKycmnMbxyn7jv3Vm3g+kzjuCDD5dQXFxMW/FovnTxVXz5iyfz+tI1QBNF4yczHGiZ91RCOd0OYXPDj6J1Pqt2b2XHjh1UTppEZMdq1tSu56nnX2Fk5XBOP+lzjAVW/vt+QqEQzTWLop3N1ffcABgNrNaae59+iV889A/efeVf9DXf/cprb7J42YN89tMzOHC/iQll88LNFcVvg5yoHBprMtI77TtRJ6e9vZ3fPT+P0O6tXPmlL0SNmVcW1XDo+Cr6lnbNz5a2Np56eyl1hX05oXAgE0fug6qqZunyGl6a+wYTp87gc5/7HADNTU088sCfKSwsYvbXLgaMsjDn30+zfcsmPnPCKQwaNhyAZYs+YPsniznp1NOpGDAwbnrFS1+rrI3pX8Q///4E7N3NN77xjWha/e3B+1iz9ENOPXQSVuw+2rWHBXU7qe5bzsEDKgCoeW8lc3UTfYsLORPD3Uw3NwIlXdI9FRc6rTUvv/wydWs+5stfPNnzvkSH6Fod+i9dciWP3P1rNjUphpq//fGxf3S6MAJ3/PGH3PfYkyiluO0H33ENz29c/LouWTry+C9dwL8KC+nQGlVVTRGw6uVFTK0eixo62tV9z74hipsxs2NnZ/wnDelj5H2fobz78UrWrFoZjc/MIw5nYEV/ph9+ePT9f/n3f9i6cjnnfHoKA/uUArguTE+FRPm/feVHPDlnDuecfTaDBxvHwL22bCPvv/YSM6ZN4bCDDwJg4+atfLSihlmf7pxd8nJ/C3rUftOmTTzxt78xftw4TjjhBArq1kR/U1XVPPzkP1ky/20uPu04Jhx+FPWvH8Xr24CdnYMh//vJ16P/F42fzIq1GxjV2krRmANi4uO20YKbO/jKuibqd+/ixb8/Rlmfvhx/xrnR3z548e/M2VnHaWedE9Ufr7/xBu+//z5HThrN9CkHArB+42b+9uwLVA4dwlknnxCV4bGnnuXMLxwPQ8bHyOK11tHvhhLxrruVMTcjOZcGhKqqqjjzzDO59957ueWWW+jTJ5hBViG/6dWuZdf+9n6u/e39Mde83AycrKxrorl8CF+6+gcc8+VLeeWNd7j9lhu5/777fE01O6dx47m4OZ+31pOAoWR+//vfc91111Gzq3O08T/vLeL4K2/i4efnxI2H1/afEOsmM++/L/HI3Xdw769+HHPPS48/wK03fo+1qxIfJzRm3AT+8uQz/PGhv8a4+8RzjbOIlyZ+DtBzW1TptdCysizC5Zdfzpy5c6PlYcXKNVx7y+3c8/DjUVmtkVXLzcH+B7C3qZlfPPYsK9dvprGps0w88c/nufaW23nng1g/b3vZc3N7DGqbXT9GjF/czsvxvFdrVpnlpG3AaNrb27n2ltu5/nd/id5TNH4y//f8m5z684doaevagNbVN/KHuQu59rf3s3B5Z1jvL1rKtbfczl8ffzx6rbm5iVtv/B6/vPVHQKeR8czD9/KHn/2Qjes6O0cL3n6dm677NldceH6XMJ3p5VbmnGXoL48/ybe+cTHfv/HGmOt//PsL3PDIi6zcvAMwZmPer6vjN8tq+N+W7dH7dra08pP/vsfd8z7sIo+dVF3o/vbkk5xy6qn8+o/3J77ZJN4hqAMPPpor7nmaPv36x7jb2OX56tev5IKzv8gZXzjeNR7prGmKx4aGNjY3aY454yt87kwjf1VVNTfd/EPefvBXnoM9iQ6BLYl0Np92t9s6VcaUadOj8lcddAQf/e95fnDNZVGd8Yt7/8oNj7zIVpu7mdeWwfZ4+PmLR0tLCyeffDLXXXcdGzdujF5/8YUXuPaW23ll/sfRa2tqN3Dc2Rfy0JPPdHmPn62zk3Fh0lrT3Nwc/V5bW8t1113HhRddxKpVq7q4U/3mTw/wy4ee4r1NDV02D3H7+8bP7mbSWZfz3EcbceK1LbNbHe/X0cAffvZDHv39HTG//fHOO7j1xu+xfdu26HPPPfcc1113HXPf7HStXDn/Ta695Xbu/uOfo3mstebK7/+YPz3yN8+0TEQ6OjweuWTEWFx11VXs3r2bf/zjH9kWRcgRevWMzFVnfyHm+zuLl/PNS3/I3+/9HZXDhgCxI1DOhft2g2XKYUdwwpmzOeTIma5heW1HGm/UxM3FoKG+nnNOPoGzZn+FL19wEUopjvn8qUybNo3K4cOjz5cMGUFF33KGVPRL+P54WHE842vfYMKkybw95+WY36cf83kmTT6IobawG+rrKSsv93wXwNiKAqBzdElHimIWggO0r/2Iue8v5oNlK/nWl08NbAvNRKO5tbW1vPjSS2zcuJFzzj6bIcCIfYZz1UVfYcLYzjATpV858NLj9/Gnh5+gtKQkev2zR86gT3kZk6onALCnvoGLv/19Zh05g0tmfyn67lS2a4bkRkfT3S0pmZHj/7vrLn74wx9y9913c87ZZxMKhbjqoq/EuBW2trWxrbmDzdt2sXrLTiZWDop5x8hDjuDfvzmIH//5r4wfMTwa/r4TxnLFFVdw8NSpgFGuCguLuODSyygqiq2rnznhFCYeOIWBQ4dGr03YfzJTZxzJVT+903d8nKOmdp3wqWNO5Ie/u4///uMRo4ybZfv000/loIljqBzQF7bsZMhBIzi8fwFbmpqZMqCzrpZHInxt2n4MsM1Ktbe3097e7rmxSDKccvLJXHzRRejGXdFrjY1NhMMhCgsLY+71cnGC2I07QqEQS7bsibprWu42Vh2fPn0606c/5Frm3Fwmg1oobcno3HCioKAAErjhxpuZWYK3260z7uVjJoNtk4vzTj2OjStrqCgz9MLGut1c88C/+c0PhjFq+BDPsJOJtxuhUIjv3/pzfvGTmxk0qLNuHX744VxxxRUccsgh0fTfsdM4TX3xR8vjvjNVHWIvV2+/8w5nnHEGV1x+Oddffz1Dhg7l7LPP5ns33MDYsWNjnmutGMWv77yLJx78E6cc91nAHATbvQZVNSp6n33mYb+p0yh96XVqP1qEnjyyiyxWOlt4eULs6Cji9K9eSt/+FTHPn3bWOWzftpX+/Suief6pGTNobW1l2kGTovdVHjCNqy76CmNGVkV11yuvvcmu3Xt4+vmXufiaG3ylnd9ZmWQI2mUxU0yfPp2SkhIWLlyYbVGEHEH5nYHoaVRXV+sl/3k65trnZ1/Ci3Ne5+3nn+TgA/cH4Js33spLc17n17fcwDFnfAWAZ555hq9fdhk/+81djJl+NOFIV4WSaJ2Fr337teamR1/gtXnv8erc1wG4+4GH+fZllzB+YjXPvPIaxbYOsj0crTXblrzHoP6GQ9Nfnv0Ptz34JOedOJMbLjgTgLWbtnLCNbey/8Tx/P6+v1BRYShn5wnEfhhbUUxHRwd33fELfnPbrfz1ny8wfcanAHj6b3/lD3fewffuvJ+q0WO7PAdQs+BdjjpiRkw6bV38LqM+fyED+/Xh47//ntLiouhzbmsiLA6efhiNjXt57+15lJWVecocz+Vp6Vtz+HjZMq6+6qro9UxskRrZsZqnnnuZsy65mkEDKljx1kuUx5E50fvcuPGHP+Tpp5/mlltu4fTTTgPg1Vdf5ZqrrmDWkTP4v5/+0HhXWxuTZ36BcDjMood/xevb4NOD4NJb7+J/C5bwhxsu46iDD4h5t9OQiTeq/oPvfJPHHryPRx99lNNOPTUafwurTixasZohA/pRUWesHbn6vn8xd+kq7vr+VTGj534WIDvLr5/d6sZWFPP3vz7C3Xf8kvNnf5nrr7++890bNlBZWdnlHfHCdC48j+xY7brw34tBk8exeeceTrv73+zdXcdHT/4+GvdTL/kOy5Yv529PPMG+++7LhoY27vvD//HI/fdywaWXRV3qln64iCsvOp/9Jh3I/933ly4DKyvXrOOMi66ipaWFxXO7HhFmpa8Vz5V1TTQ17uXiU4/lwCOP5YQLv0nIZmBZaeq1buCbX/8a//nfW9x5640cc5ShJ5589gV+ePtvOf2kz/GT643D77bX7eTIk8+hon8/5r4xL/r82eecw5IlS3j0kUc48EDDbef2O+/mgXt+z+wLLuKCr18OQM3yZRx3xHTOv/jrfOt7NzJxaEU0zhZbF7/L7B/8imn7j+fWy85zzQOnvtnQ0EbNgncZP2V6NL9XfryEX3//W3zmxJM588LLY+LvbAOc23Bf8od/8NjrC3nwijM5Z7bhsvR/jz/L3U8+x+UXX8AVX5tN24DRLF68mHPOPZex1fvx+wceib7jo8UfMuPAakpLS13lT8XdVGvNvLff5siJwwBYuryGMy68kn0njOUf990Vve/o02ezeeNG/vOHWxk20Ejf5pZWmlpa6FfeVZe51dsf/ehH/Oy22/jWt77F5Tfc3EWm5cuX88UzzmDC+PHRkXinPn596Ro+vf8o3KhvaKCjdgV9TMPxyz/4FR8s+4SHf/xtDt7XcAv+01Mvcsejz3Dx+V/mW1//Gm0DRlNTU8NnZs7kO9+/mS+dd37c9jDVc5Sam1t47tW5HHfW+TGDCF559pUzTmH9urW88O9nGTXKiO+vfvQ9Hnz8Ka69/CIuOPuL6NplvL14GRfc8lsOnTSRB27+Zsw7knEr27p5M5ec9yV279rF1dd9j5NPN/oP8974H9//1lXsN20G37q1c73KBcfNQGvNfS+8yXH7DpuvtT4kbgKYVFdX62XL/M0kTZs2jcGDB/PCCy8wZ84cjj76aF/P2enu5wCUUr7TQ/BPTszIKKWKgdeAIgyZntRa36SUehywalx/YKfWeorL88cDvwXCwJ+11intzXffb37GZ079MvuN7+xsb9qylRWr1lC/d2/0Wn19PTvr6rj5um/z6tsfsLFzRjwpAybe4uai8ZNZuGI1v7z7XkpLS6KjV6eeeTaRSAH7TjqADU0KmjoPqHSOOA4+YHo0vJ31DdSs28i2nZ17sLe2tbFi1RqGDRlMx5ZPoOKQqNyWEh0cbuZfr8xl+pGzCEciXTqC9tHXEeVh3pv3JgCNjZ3ptXvXLlZ8/BFfP3km97/0FoOHdXYE7Q2Dc5Rp8AHTOee4o9hZ3xA1YrTWtLd3ELGNVu7ctdsY8TRZu3olDQ0NUVctrTX3338/55xzDiUuhl9XIow47jiOO+64mKvpLoj3Wrj7hdkX87PVazn5+M9GjZh4hq5zXYqT2g2bGFDRj8J99gNgy+bN1NTUsMe2/359fT0rVq1h/4njY55dsWoN4XDYCGObIcOGrdupWbeRvU3NOHFboGyPq30U+Se//A1nnPNlTjyq0+febZOKyROMZzE7RRvrHuWTTdtpaHTvRLgZMX4MGPtvTmNm965drF75CVu3bYte+9WPvseP77ibFx67l08fOi0mfHs8x/QvQinV2cGNymJ2ageMBjPelmkeO+/UleUbtrFi5UoG94uVc+2qT6ipqaGlpcV4d1mEuh07WL3yE3bW1UXva25uYvXKT+hfETuSbLG9bidr129g2OBBrjOBbjMS9z/3DJtWraCwuJSTLondMcpKU6/t2Tdu3sKKVWtosOnV3XsaWLFqDZu3drrYtbe3s2LVGgYPHBBTtmpra6mpqaHJ5rLZ0WDkWV3djui1FtNd6c3/zeX7JT/rIkdbWxtHXXQ9NbUbGTGsMxc+qd3Iq+8s5JLTDTe4qKuX+ftIYE1YmfluxG/OwrdY9uEHjBzfue7NOTPjtf34bbP38v7KDYwdOiDaLmzfvYeadRup29k5a9bc3ExNTQ19bWsD3nrxn1x44YWcccYZ/Omee1zXe/pZ42W/XlkWQSnFjMMPpw2jXje3tLBi1RpKS0tinlu9ag3rt26nrd1wbV63eRtn3/BzBvbrw+Pf+ELM5gbWFsgQOwty4403ctJJJzHENktqyVRZFqGlpYWamhqKijoHs5z6VEc2eero8rIydFmn3LWbt1GzbiNNzS3Ra3V76o02csfO6LWWlhZ2bN/OLd+7loHjD2DsvpPwwu0gYEvOeO1GUVEhp514LNRv8LXGsHbtGtasWklra+d205sbjHqyc7eh51RVNY3zP6Rm3Ub2Gdx1zZ/b4n+vGanKsftwzfU/4JLZX6Le1oY0NjSweuUnDBkRu3HH+tUrfbvop0J7ezvbt29nqKOsCL2XnJiRUYbmLdNa1yulCoDXgau11vNs9/wK2KW1/pHj2TCwHDgWqAXeBc7RWi+NF6bbjAwYiisSiUSV74ZNW6jfu5fB1dOiC8uWbdrBti2bGTqskk0txijk2IpiWltbef+dt/nPv/7O7373u6hieP/V56nbXc9BE0dTvtW4Vrt9F/Pf/JBh5aWMG2i4lDS1tlFTVEBRYYQZE43p7/f3FrJkRzMXzz6LtgGjPTtqlgzgPvpXt7uerTt30b+8jCED+htxbW3lvaU1TD/2RAoLC2lqaubN994nPGgUR3zKGCX9xf/9gR9+91ucePJpXPPLP0bD8jpLQWvNxnWrqRg0hJJSo1O+Z9dOdu3Yzob2Qsr69nfNj7H1K5k07bCo/Jbs7Ws/YkvdLoYNrGDH4ve4+r5/EQopHvzlzQBs2l7HlC9fw9fPP4fv/eQXhMNhampq0Fozbtw4QqEQ37n2Wu666y7O/9Jp/PlXtwLG6OKmLVvZd/y4qBvhhrZSlixZwmGHHeY5smknyHMd7O9a/uZ/Wbd5G+OqDDeT5ppF1DU0snDVRgbve2B0BBFg7vzFtHd0cNTUSRSM3p+9jY0cd/aFNOxt5OkH7qLywE+xadMm9uzZw5AhQ+jXzyhre/bsYdOmTZSVlUVnGLTWrJpvuJNMHDs6OsK57v032NvUzD6DB1JWUsyu+gbeW1rD5AmjGWy6Lm7YuoOPV9cybFAF+48ZgaqqpqWlhTlvvsOkI45l6NChCXfg8TL412/ZTkNTE5WDBlBe2nWxuzO93WZH/ByCai/HA1UjO7ZvY8KwgQwZYpSP711zGXf88QF+cdN1fPPi82lauZg3N+yhsKCATx9mDAI09xvBxOpqjj3pZL7z/Zui+sHCz+yMF//pqGTMtsXs+6mjo2mwet16GkuHMHLkyGgnb/HazezauYP+FQOiC4+bGhvZuKGWoqJiKqtGdJEBDBfHrUvnM6bS6CD874MlrNqwma+cNCsa3rz5C9kT6UvV/lMpLSvjmZfnsHL7HiYc3GmcuqWpM96bl7xNQ2MjlUMHG53M2mXsqm9g846d9C0rZdjAClRVNW1tbaxcW0s4FGLc6E6XoJUNYZqbmqiqqooOTmzfvp2P12+hX/8BDBhoxLu5qYkN69dRuc8IiordB5ka9u6ldsG8aLi76hvY94vfYPuuPTz13fM4ZvJ42trbef2jNYRDimNOPgWAN3YXU9JWzw5dypQpU9jWopj/zjwaIuVUHzglYb4D0S3nAdra22lr76C40HC73TNoNDt272HQfgczsKI/bQNG09TUxLp169jZHmafEUZ61K1exlGf+QxfPvdc7vzBVUQiEd54932am5uZMW0qJSVG2Dfc+isoq+Diiy9m5IgRvl3ULJmtsEsbtzCqqnNjl5Vr1tG6fgVjKodSEImwdtNWDp39TcqLC3npxq+xz8B+rNi4jfXbdzNu2ABGDOoPQMPgMSxYvoqK8ZM4+MD94+rM5uZm1q5dS2FhYXQWwslrb7zF+CnTY2S2cOqWtZu20tTSwoghgygxB8l27NrDtl27GVA9hcEDB9A2YDTNzc28t2wlFQMGsoPONsFrQA+8Z2accrixam0t6zdt5tOHToumxwsvvEBlZSWDxhleIuvWrKatrZV9RoxidIUh05YtW9i1axfDwnup6G/o5IaaRdRu2UZJUREjhhpG+hsLllIQiXDoAZ3G9v8+WEJrWzufnrJfdCMEq30cf8hnqKysZNeuXSxes4GBgwbTt19/4/319WzZvJGtLZHopilgbAwEsM/osXyuemjgMzLPPfccJ510En/7298444wzZEZGyA1Dxo5SqhTDkPmG1vpt85oC1gKztNYrHPfPAG7WWh9nfr8BQGvddfjNhpch48Svy8rYimL27NnNtAmjaG9vp2XdElhv+BYfd9G3+e/ilfzlrGM4crTRabx//kf86NV3Of/gfbn5mEMBWLdzD0fd8xRV/cr56K5rgc6dbFRVtach4xxRHltRnJI72/ot2xlz8kVUDh3CmvlzAHjopXn89Kc/5fLvXM/JXzzLNWwLN39x++/vrdoR89uK1TuZMLo/AF+o2MGAiVNj5Hd28hat2cjMm/7Ep/cdzdPXnYdSisiYSZQfdRYzjzicZx/6I3pw7Fa1kR2rWbR0GV8471Luuu0mPn+ssYbpa5dczkPP/Zc///pWzj/LcLf6x79f4kuXfpPLLruMa775TaqqquKmlx/8bktq79hcd+cD3PHoM/zknM9x9UlHAPD6R6s54db7OWLfUbzwg691vuein7KnqZltrz5C37JS2tvb+eotv+X9FWt5699P0K9vH1+LqN3ksQwZe7lpb2/npp/fyc+feY1Hv3k2XzjEmPV5cM58rvjzPznvM1O593bDVW3Ljp1UnXgBRx0+nQcffZxhw4bF7Twl447hxCuOXmXVWRYPGTMg+v+kIX1cO56tra3Me/FZPj3F6FBs2LqD0V+4kOGDKljz7H0A7B0wghknnUVzO7w074OYmRkLv8aM3d1s0ORxvFMygUMbV8ToBLf4J9tBtWSATh3x0rwPOOXbP2H4wApW/vPP0fumnv9dlixbwbvvvMOAMfsCRho709aZnl7xtofphdc6LK+OrzP+yQ76APzsjrt44/1l/OLEI+hbVEh9cysH/vYxygoiLL7m3Gh+3PKTW3ntgyW88sQDHPH5s3wPNLkZMm4UjZ8cd2txS/41a9Ywrk9nWz7+kM+wZtNWlv/jj4yuHIKqqmb25d/h8Wee45/PPMOxxx7bJa28yqmdRAYCGGX43Zpaxg0bQMdKY3H9j199l/vmf8QPZh7ChdP3Z9DkccxdspLP/+xBjp52AC8/80T0PX4GgVx30Jv/NiVjD3KNg9/20K1OOfPUa1DEzUXVwo9uu+fhx/nh7b+lvKyUmnmvRK+POGQWDQ0NPPrII+w/42jXZ/14fzz51od8456nmTRiKHN+dEn0t1Ffv50d9XvZ8MKDUVf0C390Z7R9/PLXr4ne66du2Tl24pBADZn58+cze/Zs6urqWLduHQUFBWLICLnhWgbRmZX5wHjgLsuIMTkS2Ow0Ykz2AewHMdQCh3mEcQlwCcDgwYP53wLb9GphrNLWEWsKexOt7Z0NRHN7B06KwiFq1kBBWPH1iy/knffm8/rC5eZ2qTBw5ESmdBSx+8AjWD5mtPH+5j5M2VhP2QEHs3yy0bneXreTKft/TEX/frxTYiwEV6Zni9q9Bh3ZBEBru47K0djWwXDAmg0viYRYAtSYC6gLwgrVZrkEFaNbvBXPrj0FTJ18IH379ommzeghFdxz1510dHSw5sP3AOgw06O5vYOxpgzYZLAzHGhoNpTfrFJobu7cWe2IcQBGGoVbNTuWf0BJJERNOMSaqNyGzLpkAuw7gZu+24ePlq/g3VJzRGlTC8cf81ku+sps3lpWC8tqXWJWzP33/okCOqLxKh5SxdTJB7J9T3P02sY9LUydchBLPlzE4iVLWFfb+S57GQiCGvOzIGy4gVh5pFtA9x/G1MkH0jx832g5WDegkKkHTmLYqJHRawCTJu1Pc0sL8zY1U9qvFAgzfPz+/OBLX+HD2h3Ajmi5iRePNeFOdxRLlvqmlpg6ArBx3Xre2tzE1AMnsWXQxKgsu4fUM/XASZSO2s/YBhXYUx9h6pSDaFNhXnr5ZSZMmBAN31mPisIhzzTxgz2O9njawxne1vkyeeY8AAAk+ElEQVT/rFJHR2jzFsqKDHXYWG/UIUummDpUtX80frt2R5h64CT6lpfzv/WNqKIS2LaO6v0mcfih01m7eD5g1Be7HEvMz5pwyBZXs272nxzVGxzWmc8rgYZQkZHe0bCW2fTWGjMdOl1vnGnhxC3PtelpE6ran5OPO5Zdu/fwv/WGPKqohFGjRlFYUsryjxYzvL4+Gr+xNn30hQpgZ6ehuGNnp14qMuu2PcxEeik2njExcI1zIn0NXnnQbNS/5kaOOPMCDvt8M7WNhvtOU3MLB+37PoUFhSwdfwTshbaSQgbvM5Kp7SFWbtpBaN68aPh2/Qyx8beXKd1CbJ7bMPLY0P1GPDd1ucfad0+1NWPtx6VbmhhXvS8DhgxjUUMBtduMNByyz0hOO+VkyooivGWT1Sudlji+u9VRK2wjXCPtKJlA2/iRfAwweV/a9rZQVNvKQQ0dtE88mOWTZ7AcWFOmmXrgJAZVjuR/C2LLsls5tvDK37amvexY/kHMvY3mznL29rBTZpcytbRzJ0N7e2sPy65H7NjbYOhMP3ueW7jptvbCcsaOGcPgQQNj0mO/6omocIQ99fWs+fA91/psf79rveo/mcaRYQ6esoohgwbGtCH77W/M5L+7pZXyBkO3RNvHJs281+dG88MZtlf98ouzTzZnzhzX+xobG3nggQd48skn6d+/P9dffz1vvPEGYLhJez0Xj+5+TsgcuTgj0x94CrhSa73YvPZ7oEZr/SuX+88EjtNaX2R+Pw84VGt9Zbxwqqur9eK/3N75nhRGYuwjjc7R1eaaRdERVbcD7yysg+8s7IffOUde7XJ5jTTHk8vC7zodO86RQT+jVG4zMBab13b+P3Rkf746rpE32odzyJgB0RFx+6xMIjm9TniHriNvbu/ySmvwXncRBIlGhoM4JBK8R+zjjbD+b8EyPm1bvJFMWXHK4FWnLPyuLfOzSNXvYn9n+YTOmZl4dShR3viZRbXwGqV3e781I2MPw8Lv4l0vkil3bnXFjz5INDNjD9+Jn93x4tVZL3mc6W/X3VsWrmPTwi3R+9/fabzr4P7GM5EfXcX+NW8waPK4qH600sI5S+WWBm55Dp1pn2jmzSKZWXev+gjJn7flNaPobPfsaQgw7CDDVdNq+6w2L54OtuMl847lH7Cxv7Hmz6rbbvXZKXs8/PYFnLOQFm4uZ8nuYBovz9xItLGEH/zocIt45SbdGRmtNc8++yxXX301q1at4pJLLuH222+nf//+0XtkRkbImRkZC631TqXUHOB4YLFSKgKcDkzzeKQWsFsDVcCGVMN3MxYspeVUjk6SNWKcuBkxXti3evXaAhQ6Fx36WajutnOSJVNzzaLowuQI5oJlADoPiINYBX/ImAExnUXLjczJhNH9KSpq4ZCh7ukKqZ387kaidzi3pfbrVpAK0UP0APtCcPti4KDibcdasO3HTSRT2MtvIiPGTqJtw52NrHObdHs59arH1u+d+VPsuw6BWVfM+hvZsZpKs3Nrl6VrOSqO1qmIGU/rHX7y3y1d4m2bHAT27YH96AMLrwXw4H56uz2sILFkS7Qdu2XAOL9PbWyL6vdBdO5UY6RFcTQMN4PZoLhLfYfEuj8dvLaTDgJ7OY3X7m1auIVhBw1hy8J1DDloBNsWfcKgyeOi9cYuI8Q3yJ3120nctE+iTrsdiOrV1tn1ivPAVHu5t+Lm143WK8+cejTRxhJ+9IldhyUK3+/htMnQ1tbGk08+yW233cbChQuZOHEic+fO5aijjgo8LCH/yQlDRik1GGg1jZgS4BjAmi45BvhYa+3mMwTG4v4JSqkxwHrgbOBcj3u7hu3SODrPhXAaCm6jO/ZRqVRwjko5ZXMbDXGeOmzH/ptfxWY3pOKha5cRwb5bk7cicyp8C2cnclD9TkY40jV6/oZ5j7ezgYFXRyeZToLXO7zKQhA4GwLneTpe8XZrbCz8nPzuNGacHUrDpaWzXCXbwUrU8YzXADob+GTXSXiF48f4d3vWnlaJjEy3dLJ3hLyIqaf295mfahsU7ZN4JsYiXtp45b09buDf8I8968SIo5/6Yo8z0MWg8YtXXJ31NtGavnjc/EHsQM9jz3XEzDZ4GTNOHWgP19JxkLgxDsIodUtXZ9mMZxh47UKnqqopwigvVjtiGTPWDIyVVtZ36554xowbbh3plXVNlERCnnnqdj2ZQT47ybQFznviGTOJyrzXjIhbfnSpV+Z1v3XbrsPczm/zswteKjQ1NfHggw/y85//nJUrV7Lvvvty//33c+6553Y530oQLHLCkMFYSvGguU4mBDyhtX7W/O1s4DH7zUqpSoxtlk/UWrcppa4AXsTYfvk+rbXTvdcVyxXAjpeSsCuueLuS+B2VAvepdT8dUDcSjYqkq9is3617LWMGOmdnvDpqfkZsahas9rzPKbMXbme0WNjTNdFBk/E6RZnGrWPn1cAV+2z4nO93C8/+jN90s5OOoWGR7AFvqXTs/OSh20yRM8xExrVzi2znFs1eckQXcdviZoXlPPDPjURpYs9/54JxZ4fKrhv80LWT46++ODt1QeB1eHGqAxFOIwZg+P7NzNnZxME+jBk/OI05v2nhZ0bLr46DruXey7BxGyBz207cadA48TMzkygtxlYUUxMORWWPN1PjNciXiHj1N5VBLnv9s4fvNKpSrRNu73cbILFwujTacdsy27nFfrq0tLQwduxYNm7cyPTp0/nlL3/JKaecErN9tyC4kROGjNZ6ETDV47evulzbAJxo+/4c8Fyy4bopCK+pdj87uDgZctAIT2PGbsT49Q32ozD87pKVjkHjRRAnTzvfZSdZhe7VOCTT6Q7S9SIRQcQ5lTC8w1wTc93vKHk8md3KiJdMzo6dnzCc70ol7/wYO36Nazf8lCm3zr11TkY6JKqjbgZ0qjPNydQdp1EVBE5jJmg2Lk00R9yJn5k4i1Ty2O8MphfxykWy9cFqSwY57knUFiaDn7bGj9yplDe3ch1k+UqU/8m2s266xK1+p+qtEBSbN2+mpKSEV155hVmzZrmehyQIbuSEIZNrpNqY2kek9jHdTuK5a/ldzJkMqYxqO0f9i22uWE78jOylkn6dh8tlBi+jJpmRuN6GjhT5crtIpcwmk6bp1IlM512i9ElnUCKTJArfbZQ/EUHpgiBxC9/LiLZc+oow9PegyYsYctAnTAbe+ebILu/p98VCvnqVsT2624CUW/hua9OCIp7h77zHi3Rls7tFJtMWgr+NSpzY5c10G+IVbrZIRwY/M/6Jng2axsZGfvvb3/LZz342I+8Xei7Zr409BLcR2kSuP27PZwPXnXCSuDff6Alx6E4kveLTU9Onp8YrXgfQ3hEvrqqm6mhjxHqf07ve+/o22GfyadHviWbUE4UdFNnOt3TbQrd3CZkhl9K3qKiICy+8MNtiCHmIGDIBk0uKIR16SjwEQRCSoYvu83JRdaxZEp0ZS6L0SMZlVOj5FBYWynoYISXEkBEEQRAEH9g72kGsWerNSNoJdmRNjJAqYv4KgiAIgiAIgpB3iCEjCIIgCIIgCELeIYaMIAiCIAiCIAh5hxgygiAIgiAIgiDkHWLICIIgCIIgCIKQd4ghIwiCIAiCIAhC3iGGjCAIgiAIgiAIeYcYMoIgCIIgCIIg5B1iyAiCIAiCIAiCkHeIISMIgiAIgiAIQt4RybYA2WL58uWUlJZmWwxBEARBEARBEFKg1xoyEydOZOGCBdkWQzB5a948Zhx+eLbFEGxInuQWkh+5heRHbiH5kXvIYLHQHYhrmSAIgiAIgiAIeUdWZ2SUUjcD9cABwLNa6ydtv4WA3wCzAA00AWcBJwNjtNbfNO/7IzBOa32M+f1KYILW+qq4gXe0E1n6Hxg2DkJh6kqHgwqxYFM9HRreXLWddg1LN+yiQ0NLWwcAE4b2IRxSzBw/kEg4xOFVfYiEFMU1b6J0O9tfeQ7a29n49gp0ewd7NtUb0itQSlE+rAwVUvQbOwQVCtF/3D6ocIjC4VWoUIjw0JGoUAgGjoBQiLb+VaBCbGxoQwM12xvRwJqdxmfd3hYA+hZHUEoxsl8xIaUYV1FCKKSoLFWElCKy7ROU1rSvXwG6g9Z1K0Br9m7eDhpadu8FIFJahFKKshHDUaEQhROnoMJh2qomQyhMbXMEjeLjbQ10aFixzUivtdv2ooFte5qMz93NANTvbAJgd10jAE0NhryhsEIpRcWQckIhxZUHtXPLf1bxpYMqKQiHGKe2E1bQvvA/0NFOwyc1oHU0+0oqh6FCISL7jEOFwlBhyEsoBEpB424U0LalFrSmffsmQNPesMcoX0UlKKWIVJnPV+0PoTDbiwaBCvHxtr10aFi0aTcdGlZtbUBrqG9uA6DAlL+sMGzka5HxGTLz2Sov7R2GzNb1irIClFKM6l9CSCkmDiwlHFKM6FtASCkKtqxA6Q7aVi8F3UHbptWgNa17jPzR7cZ7w2Y+hSsGolSI8OB9UKEQaqBRjtr7DgEVoqWwLyjF3taOmOJfaMpf1N6IAkJ7tqAw03eX+f/enYTe/xcde3YaYbcYealbW8w6ZL4zYpQ91afCkGXYKEOGQWMgFGJnyJBhs1mGt5llNqIMGQaVRQgpxTDzs2jPZhSaUP02FBrd2mwKXQpK0VE2AFSI9rKBoELsbjHksD6tuG5taEEDW+ub0cCG3UbZXL/DqDu7Gltj8mZQeSEhpZgwpJxwSHHQMKOuj+sbNurQugUo3UHzR+9CRweNm7aA1oSLC1FKUTxuP1Q4DOOno8Jh1qsKtAqxaLNRR1bX7aWzBMPYilJCIcX+g4wyMDzUQEhBaMNHKN1B6/qVoDW6qcF4IDQC5j5EqP8glAoR6m/kvS4sM9LF/NRF5eZ347Op3QjV/KAgZMS3sLXByPu69Sg07bXLjTK30Sxz9Ua44RKjrEUqxxplbNT+qFCYxorRoEKs3mmk89Ite+jQnels1YEBZUa6jqkwyvyY/kWElGJoiaGbwrs2otCovXUo6Mxvs3wQihjxChUYn2Hze4FZHkorQIXY1gwaxco6I/wlWw15ajbXo3VnXZwwzMjfI0dWEAmFGMc2wkrT8NxfoK2VJQ+/TkdrOws+2kZHB9S1tgMwptQon5OOGkk4EkJ/+Wsw9yE44myIFPDfNbtp1/CvDzfS1qFZuWk3WkOJqZuPnDiISDjEMeOMtmNcaTthBZHNy1C6g/a6bYBGlZajlEL3H2aU8z5DQYVoDRWCUoSNpInW2dDODSh0VNd1NOw2kq+0j6EjzDalrWKkUR+VUS421rca9WG3UT/qzPpgURIx0n9AiaGbhpn1Y3i5kQ6FWw1d1fLh69DRzuY35qPbO9g0fy26Q7Nr7S6j7QsZ7+k7og8qpBh68EhC4RCDpx9IKBKmYMJUVDhMR/9KUCE6Svob+RopAqVoNOvzrmYjH9bvNsubmb/vr6mjQ8NhoQZ+9Md3aTPzq6K/0RZOH1NBOBTiU6MqiIQUEyqKCYcU5Y1bzXK30yh3Zrmy0ntbeyGg+MTUF1Z5Wr7R+NzRYJTTZrOclxcZ+Ty0r1G+Rw4w6rfVFo/sZ1wfVmrok/CONYaeNfWtbjTruZlvHf2M/G/uY3x26k8jn1rNCl1eGDLalmKjDRpUhKGvtq8y6vV6o61vM/VJ87YdhvpuN9KpsL9R3iJmGxIZtS8qFI6Wlz0hQ6/UNRn3N5rxbWmzazNsuhQUho4RhO4gl13LvgRUApO11h1KqSqgAXgT+LLtvilASCkV1lq3A58CnvYdSihsfCpjcsps66KNfoejroZDRuWMhI37I+Z3pdvNB41Pq8Np9VysSq2s+0PG88p8T/S7+Yn1acplieH8tLDeH7I+Q7HflWUEaEsu67v7ezrlM9PHTCeN8XuHI3285PJCOeS0VF6BmR5h60JHe6y81vPR9ArHfEfFvq/zOcfz0XjGxs9ZDqLx80onj08nzt+tfAl3yScrfxz55Pk+j/KjYtPD83nruy19lO9cjC8LjjxJWGajMml3Oay4KEccPfCqM4nksPLEM286YvMmGn+zrlif2lGWnOGGuoRDbDieeR+K+exMF49Pj/h2yXuPcLvoBEddse72jKdHPnfNb3c5E8YvKkdsOfOqu1EdHrJ0jXlDm9FB7DA7wh2xtn9n+YhY6W+GHykAOtuMNjNgK1zrvmib4dBx0fwmtjx1KefRemZ+ddaTBPnmVR+9artX/exaH2LbPO0oCM62L2TGPxSJrS9ddJZH+XXmr7ONtuisz7FtdTjkUe6c6e5RnrzC82yDQx7p56HnvPI/UT45w+9SLhK1Jc76HYrfhri/yxEHQegGut21TCn1faXUMqXUK0B1nFuHAxu1NrSl1rpWa10HfABMVEqVKKX6AXuBBcCB5nOfwjB2BEEQBEEQBEHooSjtYaVnJDClpgEPAIdhzAa9D/wBd9eyKuB1YCfwKvCw1voD87c5wA+BEmAmsAIowpiJmae1HukR/iXAJQCDBw+e9sQDf4KCYgDawsaomuWWYrkQNbaYo01mMhUXGqMVfYuMyaxy83uo2XBZatu9C4DWesMNp90c3bNGd8IF5mhcsRFeuKjQeL7Q+FQFxieRIiPciPHdmkZuaremdY1Pa/TPGmUqMke7isxRw0JrUKXNmAbXraZ7ULPx2dEWO5oWHTUz5QmVGIv1dKHx2dJh/N5kht9kPm/JY8nZZr6vw3JriX43w7FGKQuM9BtSqmmkkIGlRrhFykh/9hpuEh2mvBYhM51UYZGZXma6RWdyzNFByw3KHG3V1gyPNfpUaOQ/hSWGnMrIV2v6fG9rbPws9xSlYkf3Qo6RKKtedY7KEnO/lT/F5qhkkTk8q6z8aWk0P81863DM8FnyR8xJVSs9zHTQZnnWynh/h8dobQgzP9ptbiXtRtrvaW6jPKKjs4zWiL3W7iOuWDMSBWbZNT/bMa63mmnX5kjDglDsp+poNWVqiwnXyjMdMuNsxtHKk85Z1NhwrHBbHXXHmZfWiG2xWSZLzbpabOVNi+He12G6eulWM83MEdNQsVGGKC4zwjMnvPeadcRyQbGw8r7ELAsFysyL1ti8t8pyvSqgXLVD2HivMmcCoiO20RHU2FnGLnlP7CyylfedroNmmXPoBKuuqCIjnh1hI3+bzfsaozrAKidGeBFHmbd0VIElrlX2OmLLWedIsPtMjDXjhVkeLE8XK50teZqiOtjAyt8+hcZzRcqcidm5zXhuWz0AexuN8tduRsSqoyV9jDrWNnCQkR99BgKw23R92mm6aDWb4Voj5H1KjPCstqPYmoiw6rypo6IzFFYdtj6xZoLMiLRb9cTMv6jLp6XjrPpo6oSIVR+N91j1osXS0Y6pBkunWflnzZYXmOkQsuRuNNq+1j1GvWg13YfbzbbTEjhsNkYFZUXmp9GmqGKzjbF0eJfZcUs+43KLKWejmb57zXDKaGFHaziqn6yZrzIzvftY6R4x5e8w8ld1xMpppXebNr57lac2M906TEUYVrHpFC3vznJv6ROzTbb0rTPftFm/dcjsAzj0p5VbYUfbUmBVk3azHrc4PtvM8KwZoXBsOVFmW2jlR4eZD5b6svLDrefonIc58XPHzNdaH+Jyq3G/rU9WXFw87fnnn/e61ZP6+nrKy8tz/jmAmTNnxk0PITW627XsSOAprfVeAKXUP71u1FrXKqWqMdbIzAJeVUqdqbV+FXgDY+alBHgLw5D5HrCVOLMxWut7gHsAqieM158eGoHKsQDUle0DwPsbjUbsnZXbAVi8xTBMrM7PvsP7AnDs6MEATB9pfC9Z8T8Atn/4MgAb3lwGwB7zfVZnoE+lUQH6jx8GQMXEEQAU7WPYXpHhow1hB48CMPxUgQ0NhvJZsd3o5GzcaXxaa2T6lRhKb3R/QwmNG2g0DlVlpvLcWgNAe60hV+vaTwDYu8mIp7VGpqDM6KyUjzLSo6hqmiHHyKkArGs2wlm61Wi01m414rdmm/H81j1G4+a9RsZQ1pZ7xsBhRqfvqoPaWRwZyewDqgCYGDLkav/ASM+GtSuwU1pVacg7dCIAauBw4wdLKTcaBlDb5nXGe7ZvND7NRjdkNp4Fg43nGTkBgO3FQ8z4GfFZsdF4z8otRnwtA7fQlL/c0UhajYmzs2xdH1BuNA5jKozwRw824j+qn3G9cLORP22rFhufG1cBdFkjEzHzKTLAKIeRwUY5Cg020qG9n1G+Wor6AXRZIxM1pNqNfAnv2Rz9Te0y/n9tVR1H9G/tukamLXaNjCowykSozOjQRSqNNGwfMg6AnWFDhk1mGbbWyBSYHe8h5cbzleZn8Z5Nhkz1W43wrDUTRUZadZQPMt5fbsTda43MFrNDtafeeH79bkP+2h1GnHc1GR1AK2+G9DE6WPsO7QPAxEqjbk/oZ+Rtwdr3AWhe8jEAjZuNdIqUGM+VDD3ASI9qo67Uhoz0WLDJqCPr64w8tBg/0IjPhCHG5z5hc03K+iUAtNYaZdZaIzNPjWBG4Q7CFUb6hiv6G78XGTqlw/zUxX3M78anc41ModnzKWo1w6urNX5fZ8SrbYNZ5sw1MpFSo6wVDB4PQGiMUWcaBxi6c9VOI50XbzbqlpXOVh0YVG6kz7gBRpkfV2G8b3ip6fKza4Px3r11hvxmfkddoqIdeqtDbn4vNMuDWe62Nhvx+qTOCH/1FkOeFWb6W3XRyt/9RxvPTVRGOWv451wAPnzQ+PxkiWHYWGtkxpUZ4Y6bNRqAHbMvZEbhDjj8JABeWW3oitcWGvH5xNQdpaZunrmfkW/HTzTK7cQy470Fmz4y5Ksz5AiZHXxdYei49r5GnW41DceI1XE162x453qgU9dZa2RCZUb5jQw3nm8baMi9M2TEf0O9Uf5rTV2927FGxjLkK8zBpUqzfuzTx4hP0RZDV7UsNNJr04J3Adj47hoAdq0x2k7LfbrfKEOe4dMNOYbOmAJA4WijX9dRYej+jtIK49McZHSukandbZS3dWb+vrfaKDeHhdbz2Ia+0TUyAyuMtvDwcUY+HzVmAAD7DjSu92ncYqTT3p1AZ7my0ntbuxHfGlNfWOXp4w3Gp3ONTB9zcHJ4P0Pu0YPM+m22xaP7G9crywx9Etmx2kgfU99aa2SUmW8d/Y38b+5rfHbqz9g1Mn2KjDZvgGkoDyk2DZrtK4341C4HoK3WyBfnGpmiCqM8FPQ12pCCMcanVV72hA294meNTNgaW/DpWmbvk/Xr108fffTRvp6zM2fOHPLhOSFzZGONjO8pIK11M/A88LxSajNwKsbszJvApUAxcBeGAbO/+flGwPIKgiAIgiAIgpBjdPcamdeA08z1LX2AL3jdqJQ6WClVaf4fAiYDa8yf3wQOBwZrrbdoYy55K3AKya6PcbgzWNPp1nRtyDGwYI3qWa5T0Wley50juuDX8pswX29Nx1r3W65P0QWSsZ+dC4o77K/p8mlhvd+a9u3oiP2uuywgjK4YdX1Pp3xm+pjpZC0gDDnSx0suL7RDTsu6tdxSrNHjTjeD2Dd3pld7zHec095O9xRH+FFXM49y0Oky5i6/16cT5++d7hLOfPK3WL/zfR7lJ8GCce1IJ21LH+07F+PL0mVRvMdzHY7PzkXbXRLd/HTE0QOvOpNIjqirmlfeOBdNW79HN/ow64qjLDnD7egSDrHheOZ9R8xnl8W8CRb3eua9R7hddIKjrlh3e8bTI5+75re7nAnjF5Ujtpx51d2oDu+wdI3lQ2XOLJquZyFH6xgtH20OF0vTJcxqM6IbwDh0f7TNcOg47Vxc7lXOHe6qXepJgnzzqo9etd2rfnatD7FtnnIUBGfbZ7kXd7o1O1wKEy1ONz+dOtpJZ32ObavbOzzKnTPdPcqTV3iebXCHR/p56Dmv/E+UT87wu5SLRG2Js353xG9D3N/liIMgdAPdukYGjMX+wFcwjJJaYCnGGpkvAI3mbeuAW4BbMda+ALwDXKa1bjLfswT4QGs92/x+M/AdoL/W2nIC9aS6ulrLgZi5gxxmlntInuQWkh+5heRHbiH5kXuUlJb6XhPSr18/vWvXrqTDyCfXMqWUrJHJAN1uyOQKSqk9wLJsyyFEGQRsy7YQQgySJ7mF5EduIfmRW0h+5B6jtNaD/dyYRp8s1Xzv7ucAqrXWfVJ8VvAgl8+RyTTLxDLOHZRS70l+5BaSJ7mF5EduIfmRW0h+5D0p9clSzffufs56NpXnhPh0+zkygiAIgiAIgiAI6SKGjCAIgiAIgiAIeUdvNmTuybYAQgySH7mH5EluIfmRW0h+5BaSH/lNqvmXL8+l+6zgQa9d7C8IgiAIgiAIQv7Sm2dkBEEQBEEQBEHIU8SQEQRBEARBEAQh7+iRhoxSaoRS6r9KqY+UUkuUUleb1wcopV5WSq0wPytsz9yglKpRSi1TSh2XPel7HnHy42al1Hql1ALz70TbM5IfGUQpVayUekcptdDMk1vM61JHskCc/JA6kkWUUmGl1AdKqWfN71I/sohLfkj9yHOUUsebeVSjlLo+Q2Hcp5TaopRabLvmWZcDCC/pPqiQOj1yjYxSajgwXGv9vlKqDzAfOBX4KrBDa32bWWEqtNbXKaX2Bx4DDgUqgVeAiVrr9qxEoIcRJz/OAuq11r903C/5kWGUUgoo01rXK6UKgNeBq4HTkTrS7cTJj+OROpI1lFLfAg4B+mqtP6+U+jlSP7KGS37cjNSPvEUpFQaWA8cCtcC7wDla66UBh3MUUA/8RWt9gHnNtS4HFF5SfdAgwuzN9MgZGa31Rq31++b/e4CPgH2AU4AHzdsexChYmNf/qrVu1lqvAmowFKAQAHHywwvJjwyjDerNrwXmn0bqSFaIkx9eSH5kGKVUFXAS8GfbZakfWcIjP7yQ/MgPDgVqtNYrtdYtwF8x8i5QtNavATscl73qchDhJdsHFdKgRxoydpRSo4GpwNvAUK31RjAKGjDEvG0fYJ3tsVrid7SFFHHkB8AVSqlF5tSvNc0q+dENmG4aC4AtwMtaa6kjWcQjP0DqSLb4DfBdoMN2TepH9vgNXfMDpH7kM9nMJ6+6HCg++6BCGvRoQ0YpVQ78Hfim1np3vFtdrvU8n7ss45IfvwfGAVOAjcCvrFtdHpf8CBitdbvWegpQBRyqlDogzu2SJxnGIz+kjmQBpdTngS1a6/l+H3G5JvkREHHyQ+pHftOj8ymJPqiQBj3WkDH9zP8OPKK1/od5ebPpu2j5MG4xr9cCI2yPVwEbukvW3oBbfmitN5udtw7gT3RO/Ut+dCNa653AHIz1GFJHsow9P6SOZI0jgJOVUqsx3F1mKaUeRupHtnDND6kfeU8288mrLgdCkn1QIQ16pCFjLpy9F/hIa/1r20//BM43/z8feMZ2/WylVJFSagwwAXinu+Tt6Xjlh1WhTU4DrB1FJD8yjFJqsFKqv/l/CXAM8DFSR7KCV35IHckOWusbtNZVWuvRwNnAf7TWs5H6kRW88kPqR97zLjBBKTVGKVWIkbf/7Kawvepy2qTQBxXSIJJtATLEEcB5wIemzznA94DbgCeUUhcCa4EzAbTWS5RSTwBLgTbgctndJFC88uMcpdQUjKnk1cClIPnRTQwHHjR3jQkBT2itn1VKvYXUkWzglR8PSR3JKaQNyS1+LvUjf9FatymlrgBeBMLAfVrrJUGHo5R6DDgaGKSUqgVuwqMuB0RSfVAhPXrk9suCIAiCIAiCIPRseqRrmSAIgiAIgiAIPRsxZARBEARBEARByDvEkBEEQRAEQRAEIe8QQ0YQBEEQBEEQhLxDDBlBEARBEARBEPIOMWQEQRCyhDJ4XSl1gu3aWUqpF7IplyAIQk9CKfV9pdQSpdQipdQCpdRh2ZZJCAbZflkQBCGLKKUOAP4GTMU4S2EBcLzW+pMU3hWW8zIEQRA6UUrNAH4NHK21blZKDQIKtdYbsiyaEAAyIyMIgpBFtNaLgX8B12Ec1PYw8H2l1LtKqQ+UUqcAKKVGK6X+p5R63/z7lHn9aKXUf5VSjwIfZisegiAIOcpwYJvWuhlAa70NOMg8NBWI6tF/ZUtAIXVkRkYQBCHLKKXKgPeBFuBZYInW+mGlVH/gHYzZGg10aK2blFITgMe01ocopY4G/g0coLVelQ35BUEQchWlVDnwOlAKvAI8DrwBrAT201o3KKV+D7yhtX44e5IKqSCGjCAIQg6glPoRUA+cBRQDbeZPA4DjgA3A/wFTgHZgota61DRkbtJaz+xmkQVBEPICpVQYOBKYCVwKXA98CvgP8CSGUTNJa70na0IKKRHJtgCCIAgCAB3mnwK+qLVeZv9RKXUzsBk4CMMtuMn2c0M3ySgIgpB3mGsH5wBzlFIfAucDvwEuB3YA74oRk5/IGhlBEITc4kXgSqWUAlBKTTWv9wM2aq07gPMwNgYQBEEQ4qCUqjbdcS2mAGswDJuDgYsx3M2EPEQMGUEQhNzix0ABsEgptdj8DnA3cL5Sah4wEZmFEQRB8EM58KBSaqlSahGwP3CzOUvzLHCC+SnkIbJGRhAEQRAEQRCEvENmZARBEARBEARByDvEkBEEQRAEQRAEIe8QQ0YQBEEQBEEQhLxDDBlBEARBEARBEPIOMWQEQRAEQRAEQcg7xJARBEEQBEEQBCHvEENGEARBEARBEIS84/8B2GCPqsSlqWoAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Year 200-500 hovmuller plots\n", "fig = plt.figure(figsize=(12, 18))\n", "spec = fig.add_gridspec(ncols=10, nrows=6, figure=fig)\n", "ax1 = fig.add_subplot(spec[4, 0:9])\n", "ax1a = fig.add_subplot(spec[4, 9])\n", "ax2 = fig.add_subplot(spec[0, 0:9])\n", "ax2a = fig.add_subplot(spec[0, 9])\n", "ax3 = fig.add_subplot(spec[1, 0:9])\n", "ax3a = fig.add_subplot(spec[1, 9])\n", "ax4 = fig.add_subplot(spec[2, 0:9])\n", "ax4a = fig.add_subplot(spec[2, 9])\n", "ax5 = fig.add_subplot(spec[3, 0:9])\n", "ax5a = fig.add_subplot(spec[3, 9])\n", "ax6 = fig.add_subplot(spec[5, 0:9])\n", "ax6a = fig.add_subplot(spec[5, 9])\n", "\n", "ylat = 45.\n", "xlim=[200,500]\n", "ylim=[37.6,34.9]\n", "ylim2=[28.1, 27.0]\n", "\n", "#tann = np.linspace(6.5, 495.5, num=490)\n", "tann = np.linspace(200.5, 500.5, num=301)\n", "#levs = np.arange(0,21,1)*0.25-2.5\n", "levs = np.arange(0,16,1)*0.4 - 3\n", "levs2 = [-3,-2,-1,1,2,3]\n", "sigslice = slice(36.95,38.0)\n", "sigclrs = ['w','w','w','k','k','k']\n", "#sigclrs = ['cyan','cyan','cyan','gold','gold','gold']\n", "yticks = [37.5,37,36.5,36,35.5,35]\n", "yticklabs = ('dLSW','37.0','36.5','36.0','35.5','35.0')\n", "xticks1 = [200,250,300,350,400,450]\n", "xtick1labs = ('200','250','300','350','400','450')\n", "xticks2 = [0,5,10,15,20]\n", "xtick2labs = ('0','','10','','20')\n", "\n", "#colmap = copy.copy(plt.cm.bwr)\n", "#colmap = copy.copy(plt.cm.seismic)\n", "colmap = copy.copy(plt.cm.RdBu_r)\n", "overclr = 'gold'\n", "#overclr = 'white'\n", "underclr = 'cyan'\n", "\n", "simstr = 'HR'\n", "work2 = ds2_hr_lpanom_dt.MOCsig.isel(transport_reg=1).isel(moc_comp=0).sel(lat_aux_grid=ylat,method='nearest')\n", "work2a = ds2_hr_lpann_dt.MOCsig.isel(transport_reg=1).isel(moc_comp=0).sel(lat_aux_grid=ylat,method='nearest')\n", "work3 = ds3_hr_lpanom_dt.WMT\n", "work3a = ds3_hr_lpann_dt.WMT\n", "work4 = ds3_hr_lpanom_dt.WMF\n", "work5 = work4.isel(wmf_region=4).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "\n", "markery = work5.copy()\n", "markery.values[:] = 37.5\n", "#work5 = work4.isel(wmf_region=0).sel(sigma_wmf=slice(hr_lsw[0],hr_lsw[1]))\n", "#work5 = work5.where(work5>0)\n", "#lswmax = work5.sigma_wmf[work5.argmax(axis=1)]\n", "\n", "\n", "ax2.set_ylabel(r'$\\sigma_2\\; (kg/m^{3})$')\n", "ax2.set_ylim(ylim)\n", "ax2.set_xlim(xlim)\n", "ax2.set_title('A) WMT (ALL)', fontdict={'size':16}, loc='left')\n", "cntr2 = ax2.contourf(tann, work3.sigma_wmt,work3.isel(wmf_region=0).T,cmap=colmap,levels=levs,extend='both')\n", "cntr2.cmap.set_under(underclr)\n", "cntr2.cmap.set_over(overclr)\n", "cntr2.changed()\n", "work5 = ds3_hr_lpanom_dt.WMF.isel(wmf_region=0).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "cntr2b = ax2.scatter(tann,markery,c=work5,marker='s',cmap=colmap,vmin=-3,vmax=3.)\n", "clim = work3a.isel(wmf_region=0)\n", "sig2max2 = clim.sigma_wmt[clim.argmax(axis=1)]\n", "ax2.plot(tann, sig2max2,color='k',linewidth=2,linestyle='dotted')\n", "ax2.plot(xlim, [37.4,37.4],color='k',linewidth=1)\n", "ax2.grid()\n", "ax2.set_xticks(xticks1)\n", "ax2.set_xticklabels([])\n", "ax2.set_yticks(yticks)\n", "ax2.set_yticklabels(yticklabs)\n", "\n", "mn = work3a.isel(wmf_region=0).mean('time')\n", "ax2a.plot(mn,mn.sigma_wmt, color='black', label=simstr)\n", "ax2a.set_ylim(ylim)\n", "ax2a.set_yticklabels([])\n", "ax2a.set_xlim([0,20])\n", "ax2a.set_xticks(xticks2)\n", "ax2a.set_xticklabels(xtick2labs)\n", "ax2a.grid()\n", "\n", "ax3.set_ylabel(r'$\\sigma_2\\; (kg/m^{3})$')\n", "ax3.set_ylim(ylim)\n", "ax3.set_xlim(xlim)\n", "ax3.set_title('B) WMT (SPG-se)', fontdict={'size':16}, loc='left')\n", "cntr3 = ax3.contourf(tann, work3.sigma_wmt,work3.isel(wmf_region=2).T,cmap=colmap,levels=levs,extend='both')\n", "cntr3.cmap.set_under(underclr)\n", "cntr3.cmap.set_over(overclr)\n", "cntr3.changed()\n", "work5 = ds3_hr_lpanom_dt.WMF.isel(wmf_region=2).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "cntr3b = ax3.scatter(tann,markery,c=work5,marker='s',cmap=colmap,vmin=-3,vmax=3.)\n", "clim = work3a.isel(wmf_region=2)\n", "sig2max3 = clim.sigma_wmt[clim.argmax(axis=1)]\n", "ax3.plot(tann, sig2max3,color='k',linewidth=2,linestyle='dotted')\n", "ax3.plot(xlim, [37.4,37.4],color='k',linewidth=1)\n", "ax3.grid()\n", "ax3.set_xticks(xticks1)\n", "ax3.set_xticklabels([])\n", "ax3.set_yticks(yticks)\n", "ax3.set_yticklabels(yticklabs)\n", "\n", "mn = work3a.isel(wmf_region=2).mean('time')\n", "ax3a.plot(mn,mn.sigma_wmt, color='black', label=simstr)\n", "ax3a.set_ylim(ylim)\n", "ax3a.set_yticklabels([])\n", "ax3a.set_xlim([0,20])\n", "ax3a.set_xticks(xticks2)\n", "ax3a.set_xticklabels(xtick2labs)\n", "ax3a.grid()\n", "\n", "ax4.set_ylabel(r'$\\sigma_2\\; (kg/m^{3})$')\n", "ax4.set_ylim(ylim)\n", "ax4.set_xlim(xlim)\n", "ax4.set_title('C) WMT (IRM)', fontdict={'size':16}, loc='left')\n", "cntr4 = ax4.contourf(tann, work3.sigma_wmt,work3.isel(wmf_region=3).T,cmap=colmap,levels=levs, extend='both')\n", "cntr4.cmap.set_under(underclr)\n", "cntr4.cmap.set_over(overclr)\n", "cntr4.changed()\n", "clim = work3a.isel(wmf_region=3)\n", "sig2max4 = clim.sigma_wmt[clim.argmax(axis=1)]\n", "work5 = ds3_hr_lpanom_dt.WMF.isel(wmf_region=3).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "cntr4b = ax4.scatter(tann,markery,c=work5,marker='s',cmap=colmap,vmin=-3,vmax=3.)\n", "ax4.plot(tann, sig2max4,color='k',linewidth=2,linestyle='dotted')\n", "ax4.plot(xlim, [37.4,37.4],color='k',linewidth=1)\n", "ax4.grid()\n", "ax4.set_xticks(xticks1)\n", "ax4.set_xticklabels([])\n", "ax4.set_yticks(yticks)\n", "ax4.set_yticklabels(yticklabs)\n", "\n", "mn = work3a.isel(wmf_region=3).mean('time')\n", "ax4a.plot(mn,mn.sigma_wmt, color='black', label=simstr)\n", "ax4a.set_ylim(ylim)\n", "ax4a.set_yticklabels([])\n", "ax4a.set_xlim([0,20])\n", "ax4a.set_xticks(xticks2)\n", "ax4a.set_xticklabels(xtick2labs)\n", "ax4a.grid()\n", "\n", "ax5.set_ylabel(r'$\\sigma_2\\; (kg/m^{3})$')\n", "ax5.set_ylim(ylim)\n", "ax5.set_xlim(xlim)\n", "ax5.set_title('D) WMT (GIN)', fontdict={'size':16}, loc='left')\n", "cntr5 = ax5.contourf(tann, work3.sigma_wmt,work3.isel(wmf_region=5).T,cmap=colmap,levels=levs, extend='both')\n", "cntr5.cmap.set_under(underclr)\n", "cntr5.cmap.set_over(overclr)\n", "cntr5.changed()\n", "clim = work3a.isel(wmf_region=5)\n", "sig2max5 = clim.sigma_wmt[clim.argmax(axis=1)]\n", "work5 = ds3_hr_lpanom_dt.WMF.isel(wmf_region=5).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "cntr5b = ax5.scatter(tann,markery,c=work5,marker='s',cmap=colmap,vmin=-3,vmax=3.)\n", "ax5.plot(tann, sig2max5,color='k',linewidth=2,linestyle='dotted')\n", "ax5.plot(xlim, [37.4,37.4],color='k',linewidth=1)\n", "ax5.grid()\n", "ax5.set_xticks(xticks1)\n", "ax5.set_xticklabels([])\n", "ax5.set_yticks(yticks)\n", "ax5.set_yticklabels(yticklabs)\n", "\n", "mn = work3a.isel(wmf_region=5).mean('time')\n", "ax5a.plot(mn,mn.sigma_wmt, color='black', label=simstr)\n", "ax5a.set_ylim(ylim)\n", "ax5a.set_yticklabels([])\n", "ax5a.set_xlim([0,20])\n", "ax5a.set_xticks(xticks2)\n", "ax5a.set_xticklabels(xtick2labs)\n", "ax5a.grid()\n", "\n", "ax1.set_ylabel(r'$\\sigma_2\\; (kg/m^{3})$')\n", "ax1.set_ylim(ylim)\n", "ax1.set_xlim(xlim)\n", "ax1.set_title('E) WMT (SPG-sw)', fontdict={'size':16}, loc='left')\n", "cntr1 = ax1.contourf(tann, work3.sigma_wmt,work3.isel(wmf_region=1).T,cmap=colmap,levels=levs,extend='both')\n", "cntr1.cmap.set_under(underclr)\n", "cntr1.cmap.set_over(overclr)\n", "cntr1.changed()\n", "work5 = ds3_hr_lpanom_dt.WMF.isel(wmf_region=1).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "cntr1b = ax1.scatter(tann,markery,c=work5,marker='s',cmap=colmap,vmin=-3,vmax=3.)\n", "clim = work3a.isel(wmf_region=1)\n", "sig2max1 = clim.sigma_wmt[clim.argmax(axis=1)]\n", "ax1.plot(tann, sig2max1,color='k',linewidth=2,linestyle='dotted')\n", "ax1.plot(xlim, [37.4,37.4],color='k',linewidth=1)\n", "ax1.grid()\n", "ax1.set_xticks(xticks1)\n", "ax1.set_xticklabels([])\n", "ax1.set_yticks(yticks)\n", "ax1.set_yticklabels(yticklabs)\n", "\n", "mn = work3a.isel(wmf_region=1).mean('time')\n", "ax1a.plot(mn,mn.sigma_wmt, color='black', label=simstr)\n", "ax1a.set_ylim(ylim)\n", "ax1a.set_yticklabels([])\n", "ax1a.set_xlim([0,20])\n", "ax1a.set_xticks(xticks2)\n", "ax1a.set_xticklabels(xtick2labs)\n", "ax1a.grid()\n", "\n", "ax6.set_xlabel('Year')\n", "ax6.set_ylabel(r'$\\sigma_2\\; (kg/m^{3})$')\n", "ax6.set_ylim(ylim)\n", "ax6.set_xlim(xlim)\n", "ax6.set_title('F) WMT (LAB)', fontdict={'size':16}, loc='left')\n", "cntr6 = ax6.contourf(tann, work3.sigma_wmt,work3.isel(wmf_region=4).T,cmap=colmap,levels=levs, extend='both')\n", "cntr6.cmap.set_under(underclr)\n", "cntr6.cmap.set_over(overclr)\n", "cntr6.changed()\n", "clim = work3a.isel(wmf_region=4)\n", "sig2max6 = clim.sigma_wmt[clim.argmax(axis=1)]\n", "work5 = ds3_hr_lpanom_dt.WMF.isel(wmf_region=4).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "cntr6b = ax6.scatter(tann,markery,c=work5,marker='s',cmap=colmap,vmin=-3,vmax=3.)\n", "ax6.plot(tann, sig2max6,color='k',linewidth=2,linestyle='dotted')\n", "ax6.plot(xlim, [37.4,37.4],color='k',linewidth=1)\n", "ax6.grid()\n", "ax6.set_xticks(xticks1)\n", "ax6.set_xticklabels(xtick1labs)\n", "ax6.set_yticks(yticks)\n", "ax6.set_yticklabels(yticklabs)\n", "\n", "mn = work3a.isel(wmf_region=4).mean('time')\n", "ax6a.set_xlabel('Sv')\n", "ax6a.plot(mn,mn.sigma_wmt, color='black', label=simstr)\n", "ax6a.set_ylim(ylim)\n", "ax6a.set_yticklabels([])\n", "ax6a.set_xlim([0,20])\n", "ax6a.set_xticks(xticks2)\n", "ax6a.set_xticklabels(xtick2labs)\n", "ax6a.grid()\n", "\n", "fig.subplots_adjust(right=0.9)\n", "cbar_ax = fig.add_axes([0.92, 0.25, 0.02, 0.5])\n", "fig.colorbar(cntr1, cax=cbar_ax, label='Sv', \n", " ticks=[-2.6,-1.8,-1.0,-0.2,0.2,1.0,1.8,2.6],extend='both')\n", "\n", "plt.savefig('fig_S5.pdf')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Fig 5" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/ncar/usr/jupyterhub/envs/cmip6-201910/lib/python3.7/site-packages/ipykernel_launcher.py:174: MatplotlibDeprecationWarning: The 'extend' parameter to Colorbar has no effect because it is overridden by the mappable; it is deprecated since 3.3 and will be removed two minor releases later.\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Year 200-500 hovmuller plots\n", "fig = plt.figure(figsize=(12, 12))\n", "spec = fig.add_gridspec(ncols=10, nrows=4, figure=fig)\n", "ax1 = fig.add_subplot(spec[0, 0:9])\n", "ax1a = fig.add_subplot(spec[0, 9])\n", "ax2 = fig.add_subplot(spec[1, 0:9])\n", "ax2a = fig.add_subplot(spec[1, 9])\n", "ax4 = fig.add_subplot(spec[2, 0:9])\n", "ax4a = fig.add_subplot(spec[2, 9])\n", "ax6 = fig.add_subplot(spec[3, 0:9])\n", "ax6a = fig.add_subplot(spec[3, 9])\n", "\n", "ylat = 45.\n", "xlim=[200,500]\n", "ylim=[37.6,34.9]\n", "ylim2=[28.1, 27.0]\n", "\n", "#tann = np.linspace(6.5, 495.5, num=490)\n", "tann = np.linspace(200.5, 500.5, num=301)\n", "#levs = np.arange(0,21,1)*0.25-2.5\n", "levs = np.arange(0,16,1)*0.4 - 3\n", "levs2 = [-3,-2,-1,1,2,3]\n", "sigslice = slice(36.95,38.0)\n", "sigclrs = ['w','w','w','k','k','k']\n", "#sigclrs = ['cyan','cyan','cyan','gold','gold','gold']\n", "yticks = [37.5,37,36.5,36,35.5,35]\n", "yticklabs = ('dLSW','37.0','36.5','36.0','35.5','35.0')\n", "xticks1 = [200,250,300,350,400,450]\n", "xtick1labs = ('200','250','300','350','400','450')\n", "xticks2 = [0,5,10,15,20]\n", "xtick2labs = ('0','','10','','20')\n", "\n", "#colmap = copy.copy(plt.cm.bwr)\n", "#colmap = copy.copy(plt.cm.seismic)\n", "colmap = copy.copy(plt.cm.RdBu_r)\n", "overclr = 'gold'\n", "#overclr = 'white'\n", "underclr = 'cyan'\n", "\n", "simstr = 'HR'\n", "work2 = ds2_hr_lpanom_dt.MOCsig.isel(transport_reg=1).isel(moc_comp=0).sel(lat_aux_grid=ylat,method='nearest')\n", "work2a = ds2_hr_lpann_dt.MOCsig.isel(transport_reg=1).isel(moc_comp=0).sel(lat_aux_grid=ylat,method='nearest')\n", "work3 = ds3_hr_lpanom_dt.WMT\n", "work3a = ds3_hr_lpann_dt.WMT\n", "work4 = ds3_hr_lpanom_dt.WMF\n", "work5 = work4.isel(wmf_region=4).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "\n", "markery = work5.copy()\n", "markery.values[:] = 37.5\n", "#work5 = work4.isel(wmf_region=0).sel(sigma_wmf=slice(hr_lsw[0],hr_lsw[1]))\n", "#work5 = work5.where(work5>0)\n", "#lswmax = work5.sigma_wmf[work5.argmax(axis=1)]\n", "\n", "ax1.set_ylabel(r'$\\sigma_2\\; (kg/m^{3})$')\n", "ax1.set_ylim(ylim)\n", "ax1.set_xlim(xlim)\n", "ax1.set_title(r'A) $\\Psi$ at {}$^\\circ$N'.format(ylat), fontdict={'size':16}, loc='left')\n", "cntr1 = ax1.contourf(tann, work2.moc_s,work2.T,cmap=colmap,levels=levs,extend='both')\n", "cntr1.cmap.set_under(underclr)\n", "cntr1.cmap.set_over(overclr)\n", "cntr1.changed()\n", "work5 = ds3_hr_lpanom_dt.WMF.isel(wmf_region=0).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "cntr1b = ax1.scatter(tann,markery,c=work5,marker='s',cmap=colmap,vmin=-3,vmax=3.)\n", "sig2max1 = work2a.moc_s[work2a.argmax(axis=1)]\n", "plt1 = ax1.plot(tann, sig2max1,color='k',linewidth=2,linestyle='dotted')\n", "ax1.plot(xlim, [37.4,37.4],color='k',linewidth=1)\n", "ax1.grid()\n", "ax1.set_xticks(xticks1)\n", "ax1.set_xticklabels([])\n", "ax1.set_yticks(yticks)\n", "ax1.set_yticklabels(yticklabs)\n", "\n", "mn = work2a.mean('time')\n", "ax1a.plot(mn,mn.moc_s, color='black', label=simstr)\n", "ax1a.set_ylim(ylim)\n", "ax1a.set_yticklabels([])\n", "ax1a.set_xlim([0,20])\n", "ax1a.set_xticks(xticks2)\n", "ax1a.set_xticklabels(xtick2labs)\n", "ax1a.grid()\n", "\n", "ax2.set_ylabel(r'$\\sigma_2\\; (kg/m^{3})$')\n", "ax2.set_ylim(ylim)\n", "ax2.set_xlim(xlim)\n", "ax2.set_title('B) WMT (ALL)', fontdict={'size':16}, loc='left')\n", "cntr2 = ax2.contourf(tann, work3.sigma_wmt,work3.isel(wmf_region=0).T,cmap=colmap,levels=levs,extend='both')\n", "cntr2.cmap.set_under(underclr)\n", "cntr2.cmap.set_over(overclr)\n", "cntr2.changed()\n", "work5 = ds3_hr_lpanom_dt.WMF.isel(wmf_region=0).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "cntr2b = ax2.scatter(tann,markery,c=work5,marker='s',cmap=colmap,vmin=-3,vmax=3.)\n", "clim = work3a.isel(wmf_region=0)\n", "sig2max2 = clim.sigma_wmt[clim.argmax(axis=1)]\n", "ax2.plot(tann, sig2max2,color='k',linewidth=2,linestyle='dotted')\n", "ax2.plot(xlim, [37.4,37.4],color='k',linewidth=1)\n", "ax2.grid()\n", "ax2.set_xticks(xticks1)\n", "ax2.set_xticklabels([])\n", "ax2.set_yticks(yticks)\n", "ax2.set_yticklabels(yticklabs)\n", "\n", "mn = work3a.isel(wmf_region=0).mean('time')\n", "ax2a.plot(mn,mn.sigma_wmt, color='black', label=simstr)\n", "ax2a.set_ylim(ylim)\n", "ax2a.set_yticklabels([])\n", "ax2a.set_xlim([0,20])\n", "ax2a.set_xticks(xticks2)\n", "ax2a.set_xticklabels(xtick2labs)\n", "ax2a.grid()\n", "\n", "ax4.set_ylabel(r'$\\sigma_2\\; (kg/m^{3})$')\n", "ax4.set_ylim(ylim)\n", "ax4.set_xlim(xlim)\n", "ax4.set_title('C) WMT (IRM+SPG-se)', fontdict={'size':16}, loc='left')\n", "cntr4 = ax4.contourf(tann, work3.sigma_wmt,work3.isel(wmf_region=10).T,cmap=colmap,levels=levs, extend='both')\n", "cntr4.cmap.set_under(underclr)\n", "cntr4.cmap.set_over(overclr)\n", "cntr4.changed()\n", "clim = work3a.isel(wmf_region=10)\n", "sig2max4 = clim.sigma_wmt[clim.argmax(axis=1)]\n", "work5 = ds3_hr_lpanom_dt.WMF.isel(wmf_region=10).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "cntr4b = ax4.scatter(tann,markery,c=work5,marker='s',cmap=colmap,vmin=-3,vmax=3.)\n", "ax4.plot(tann, sig2max4,color='k',linewidth=2,linestyle='dotted')\n", "ax4.plot(xlim, [37.4,37.4],color='k',linewidth=1)\n", "ax4.grid()\n", "ax4.set_xticks(xticks1)\n", "ax4.set_xticklabels([])\n", "ax4.set_yticks(yticks)\n", "ax4.set_yticklabels(yticklabs)\n", "\n", "mn = work3a.isel(wmf_region=10).mean('time')\n", "ax4a.plot(mn,mn.sigma_wmt, color='black', label=simstr)\n", "ax4a.set_ylim(ylim)\n", "ax4a.set_yticklabels([])\n", "ax4a.set_xlim([0,20])\n", "ax4a.set_xticks(xticks2)\n", "ax4a.set_xticklabels(xtick2labs)\n", "ax4a.grid()\n", "\n", "ax6.set_xlabel('Year')\n", "ax6.set_ylabel(r'$\\sigma_2\\; (kg/m^{3})$')\n", "ax6.set_ylim(ylim)\n", "ax6.set_xlim(xlim)\n", "ax6.set_title('D) WMT (LAB+SPG-sw)', fontdict={'size':16}, loc='left')\n", "cntr6 = ax6.contourf(tann, work3.sigma_wmt,work3.isel(wmf_region=9).T,cmap=colmap,levels=levs, extend='both')\n", "cntr6.cmap.set_under(underclr)\n", "cntr6.cmap.set_over(overclr)\n", "cntr6.changed()\n", "clim = work3a.isel(wmf_region=9)\n", "sig2max6 = clim.sigma_wmt[clim.argmax(axis=1)]\n", "work5 = ds3_hr_lpanom_dt.WMF.isel(wmf_region=9).sel(sigma_wmf=slice(hr_dlsw[0],hr_dlsw[1])).sum('sigma_wmf')\n", "cntr6b = ax6.scatter(tann,markery,c=work5,marker='s',cmap=colmap,vmin=-3,vmax=3.)\n", "ax6.plot(tann, sig2max6,color='k',linewidth=2,linestyle='dotted')\n", "ax6.plot(xlim, [37.4,37.4],color='k',linewidth=1)\n", "ax6.grid()\n", "ax6.set_xticks(xticks1)\n", "ax6.set_xticklabels(xtick1labs)\n", "ax6.set_yticks(yticks)\n", "ax6.set_yticklabels(yticklabs)\n", "\n", "mn = work3a.isel(wmf_region=9).mean('time')\n", "ax6a.set_xlabel('Sv')\n", "ax6a.plot(mn,mn.sigma_wmt, color='black', label=simstr)\n", "ax6a.set_ylim(ylim)\n", "ax6a.set_yticklabels([])\n", "ax6a.set_xlim([0,20])\n", "ax6a.set_xticks(xticks2)\n", "ax6a.set_xticklabels(xtick2labs)\n", "ax6a.grid()\n", "\n", "fig.subplots_adjust(right=0.9)\n", "cbar_ax = fig.add_axes([0.92, 0.25, 0.02, 0.5])\n", "fig.colorbar(cntr1, cax=cbar_ax, label='Sv', \n", " ticks=[-2.6,-1.8,-1.0,-0.2,0.2,1.0,1.8,2.6],extend='both')\n", "\n", "plt.savefig('Fig_5.pdf')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "CMIP6 2019.10", "language": "python", "name": "cmip6-201910" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.8" } }, "nbformat": 4, "nbformat_minor": 4 }