diff --git a/data/weather/EuroC_pressure_levels_reanalysis_2001-2021.nc b/data/weather/EuroC_pressure_levels_reanalysis_2001-2021.nc new file mode 100644 index 000000000..042b8cc0b Binary files /dev/null and b/data/weather/EuroC_pressure_levels_reanalysis_2001-2021.nc differ diff --git a/data/weather/EuroC_single_level_reanalysis_2002_2021.nc b/data/weather/EuroC_single_level_reanalysis_2002_2021.nc new file mode 100644 index 000000000..162ae8b21 Binary files /dev/null and b/data/weather/EuroC_single_level_reanalysis_2002_2021.nc differ diff --git a/docs/notebooks/environment_analysis_EuroC_example.ipynb b/docs/notebooks/environment_analysis_EuroC_example.ipynb new file mode 100644 index 000000000..fe60a79bb --- /dev/null +++ b/docs/notebooks/environment_analysis_EuroC_example.ipynb @@ -0,0 +1,51355 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "# Environment Analysis - European Rocketry Challenge Example" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "This notebook intends to present you a brief description of what is possible to be done by using this class of RocketPy library.\n", + "Analyzing weather historical data is of upmost importance for rocket launch operations, specially with regards to range closure decision which may impact safety and rocket flight performance, therefore the results presented here may be useful to support your launch operation design.\n", + "\n", + "In this case we are going to use the European Rocketry Challenge location to perform an historical analysis over the last 20 years (i.e. from 2002 to 2021).\n", + "However, Environment Analysis allows for both different location and time range to be analyzed as well." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Initializing class and loading files" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "Let's start by importing the required libraries for our work:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "slideshow": { + "slide_type": "skip" + } + }, + "outputs": [], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "slideshow": { + "slide_type": "skip" + } + }, + "outputs": [], + "source": [ + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "outputs": [], + "source": [ + "from rocketpy.EnvironmentAnalysis import EnvironmentAnalysis\n", + "from datetime import datetime\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from scipy import stats" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "The next cell will capture the dataset file previous downloaded. For more details about how to get .nc files for another specific time and location, please consult the following thread:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/patrick/projects/RocketPy/venv/lib/python3.8/site-packages/rocketpy-0.12.0-py3.8.egg/rocketpy/EnvironmentAnalysis.py:152: UserWarning: Please notice this class is still under development, and some features may not work as expected as they were not exhaustively tested yet. In case of having any trouble, please raise an issue at https://github.com/RocketPy-Team/RocketPy/issues\n" + ] + } + ], + "source": [ + "env_analysis = EnvironmentAnalysis(\n", + " start_date=datetime(2002, 10, 6), # (Year, Month, Day)\n", + " end_date=datetime(2021, 10, 23), # (Year, Month, Day)\n", + " start_hour=4,\n", + " end_hour=20,\n", + " latitude=39.3897,\n", + " longitude=-8.28896388889,\n", + " surfaceDataFile=\"../../data/weather/EuroC_single_level_reanalysis_2002_2021.nc\",\n", + " pressureLevelDataFile=\"../../data/weather/EuroC_pressure_levels_reanalysis_2001-2021.nc\",\n", + " timezone=\"Portugal\",\n", + " unit_system=\"metric\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "subslide" + } + }, + "source": [ + "## Overview of .nc files\n", + "Running the EnvironmentAnalysis class requires two NETcdf(.nc) files.\n", + "NETcdf is a data format that storages climate data easily accessible only through libraries such as netCDF4.\n", + "In RocketPy we will use these datasets to get variables such as temperature and wind speed at specific times and locations.\n", + "The first one, SurfaceDataFile, must be an .nc file containing environment information about the surface temperature, U and V components of the wind at 10 and 100 meters from the surface etc, that can be found, for example, in ERA5 hourly data on single levels files (https://cds.climate.copernicus.eu/cdsapp#!/dataset/reanalysis-era5-single-levels). The second one, pressureLevelDataFile, must be an .nc file containing the geopotential, U and V components of wind and temperature for each pressure level. These variables can be found, for example, in ERA5 hourly data on pressure levels files (https://cds.climate.copernicus.eu/cdsapp#!/dataset/reanalysis-era5-pressure-levels)." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "# Surface level Analysis" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "At this first section we are looking for at the surface level.\n", + "Data from surface analysis usually come with bigger amounts of information and therefore are important to give us a complete understanding of the scenario faced at the place and time that we are analysing." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Average and record values" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "A good start on our analysis is by checking numerical values that are critical for the selected time range." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dataset Information: \n", + "Time Period: From 2002-10-06 00:00:00+01:00 to 2021-10-23 00:00:00+01:00\n", + "Available hours: From 4 to 20\n", + "Surface Data File Path: ../../data/weather/EuroC_single_level_reanalysis_2002_2021.nc\n", + "Latitude Range: From 40.0 ° To 39.0 °\n", + "Longitude Range: From -9.0 ° To -8.0 °\n", + "Pressure Data File Path: ../../data/weather/EuroC_pressure_levels_reanalysis_2001-2021.nc\n", + "Latitude Range: From 40.0 ° To 39.0 °\n", + "Longitude Range: From -9.0 ° To -8.0 °\n", + "\n", + "Launch Site Details\n", + "Launch Site Latitude: 39.38970°\n", + "Launch Site Longitude: -8.28896°\n", + "Surface Elevation (from surface data file): 113.00194018037647\n", + "Max Expected Altitude: None m\n", + "\n", + "Pressure Information\n", + "Average Surface Pressure: 1002.19 ± 5.20 hPa\n", + "Average Pressure at 305 m: 965.50 ± 8.92 hPa\n", + "Average Pressure at 3048 m: 694.84 ± 8.92 hPa\n", + "Average Pressure at 9144 m: 307.35 ± 8.92 hPa\n", + "\n", + "Sustained Surface Wind Speed Information (10 m above ground)\n", + "Historical Maximum Wind Speed: 12.14 m/s\n", + "Historical Minimum Wind Speed: 0.03 m/s\n", + "Average Daily Maximum Wind Speed: 4.36 m/s\n", + "Average Daily Minimum Wind Speed: 1.79 m/s\n", + "\n", + "Elevated Wind Speed Information (100 m above ground)\n", + "Historical Maximum Wind Speed: 17.72 m/s\n", + "Historical Minimum Wind Speed: 0.05 m/s\n", + "Average Daily Maximum Wind Speed: 6.83 m/s\n", + "Average Daily Minimum Wind Speed: 3.03 m/s\n", + "\n", + "Wind Gust Information\n", + "Historical Maximum Wind Gust: 22.91 m/s\n", + "Average Daily Maximum Wind Gust: 9.05 m/s\n", + "\n", + "Temperature Information\n", + "Historical Maximum Temperature: 36.39 degC\n", + "Historical Minimum Temperature: 6.41 degC\n", + "Average Daily Maximum Temperature: 23.68 degC\n", + "Average Daily Minimum Temperature: 13.71 degC\n", + "\n", + "Precipitation Information\n", + "Percentage of Days with Precipitation: 5.6%\n", + "Maximum Precipitation: 29.7 mm\n", + "Average Precipitation: 1.8 mm\n", + "\n", + "Cloud Base Height Information\n", + "Average Cloud Base Height: 1768.47 m\n", + "Minimum Cloud Base Height: 30.18 m\n", + "Percentage of Days Without Clouds: 66.6 %\n" + ] + } + ], + "source": [ + "env_analysis.allInfo()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "It's also important to look at the variation of temperature and wind distribution throught a typical day, which can be easily done by running the next code cells:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "env_analysis.plot_average_temperature_along_day()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "We can also take a look at sustained surface wind and wind gust plots!" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# help(env_analysis.plot_average_sustained_surface100m_wind_speed_along_day)\n", + "env_analysis.plot_average_sustained_surface100m_wind_speed_along_day()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "env_analysis.plot_wind_gust_distribution_over_average_day()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "The next cell will plot wind gust distribution summarized by every date and every hour available in the source file " + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "env_analysis.plot_wind_gust_distribution()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "## Wind Roses" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "Finally, we can use the previous informations to generate a graphic known as Wind Rose. A Wind Rose is commonly used by meteorologists to identify how wind speed and direction are typically distributed at a particular location. Using a polar coordinate system of gridding, the frequency of winds over a time period is plotted by wind direction, with color bands showing wind speed ranges. These color bands follow the Beaufort wind force scale. The direction of the longest spoke shows the wind direction with the greatest frequency.\n", + "\n", + "**Note**: Wind Roses plot wind direction, which means the **direction** from which the wind is blowing, not to be confused with wind **heading**, which is the direction to which the wind blows." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "607a6ab72d334afda8c94bb96855550b", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Image(value=b'GIF89a \\x03 \\x03\\x87\\x00\\x00\\xfe\\xfe\\xfe\\x00\\xd4\\xfe}\\xfez\\xfe\\xe6\\x00\\xb2\\xb3\\xb3\\xe6\\xe6\\xe7\\x…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# help(EnvironmentAnalysis.animate_average_wind_rose)\n", + "env_analysis.animate_average_wind_rose(filename=\"wind_rose.gif\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "outputs": [ + { + "data": { + "image/png": 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vwubNm2VCQoL09/eX4eHhcsyYMW7Pv2DBAllUVNRp+5VXXinHjRsnx48fLxctWiSLi4ullPozkFLzifT0dJmeni7HjBnTzo/afg9KSkpkQkKCDAoKkiEhITIhIUHW1tZ2On9X34OdO3fKmTNnyvT0dDlhwgT5xRdfSCnbP4O1a9dKQI4fP15OmDBBTpgwQX766adSylP7GUgp5e9+9zs5cuRIOXbsWHnllVe2+nXb78G8efNkdHR062ezaNEit+fv6nuwbNkymZCQIE0mk4yOjpbnnntu63uPPfaYHDZsmExLS5OfffaZ23MtW7ZMjhs3Tqanp8s5c+a0+02aNGmSrKio8PITGVx48ltRUVEhzz77bDl8+HA5b948WVlZKaXUfj+vv/56KaWUTqdT/vznP5ejRo2So0ePlnfeeafb67Z91m3597//LW+55RYppZRXX321fP/991vfCwgIcPu3lF0/k61bt8pFixb9Y9GiRVfJQRCjDYbXgBdgMLwGY7B8MnD77bfLr7/+eqCL0W+crM9h2bJl8sEHHxzoYvQL+jMYePRnMPCcrM+gK7Kzs+WVV1450MXoN06F59PdM9GD5c4vfczyIMBgMFBbW+s2a8VgZty4ccybN2+gi9FvnKzPwel0ejUhbTCiP4OBR38GA8/J+gy6oqKigj/84Q8DXYx+41R4PqfaMzneCCn7b4W0k5WsrCyZkZEx0MXQ0dHR0dHR0RlQsrKyePTRR/8JfL9ixYr/DHR5BgN6y7KOjo6Ojo6Ojo5OF+jBso6Ojo6Ojo6Ojk4X6MGyjo6Ojo6Ojo6OThfowbIbYuOTW1fa6Y9XbHzyQN+Sjo6Ojo6Ojo6OF+jBshvKSg7BaNlvr7KSQ91er6CgAD8/v3Yza1euXMnIkSMZPnw4jz/+uNvjli5dSlRUFBMnTmTixIm88sorHt3n+++/z9ixY1EUha1bt3a5X3JyMuPHj2fixIntEuHfc889fPvttx5dU0dHR0dHR0fnZEJfwW+QkJqaSk5ODgAul4tbbrmFr776iiFDhjBlyhQWL17MmDFjOh132WWX8cILL3h1zXHjxrFs2TJuuummHvddtWoVkZGR7bbddttt3HjjjZx99tleXV9HR0dHR0dHZ7CjtywPQjZv3szw4cMZNmwYJpOJyy+/nOXLl/f7dUaPHs3IkSO9Pj4pKYnKykpKS0v7sVQ6Ojo6Ojo6OoMHPVgehBQVFTF06NDWfw8ZMoSioiK3+3744Yekp6dz8cUXc+TIEbf7LFy4kOLiYq/LI4Tg3HPPJSMjg5dffrnde5MnT2b9+vVen1tHR0dHR0dHZzCjB8snMYsWLaKgoIDt27czf/58rr76arf7ffbZZ8THx3t9nXXr1pGdnc3nn3/Oiy++yJo1a1rfi46O7lMgrqOjo6Ojo6MzmNGD5UFIQkJCu1biwsJCEhISOu0XERGB2WwG4IYbbiArK+u4lQe0wPjCCy9k8+bNre9ZrVb8/PyOy3V1jj9VVVVceOGFBAQEkJSUxNtvvw3A6tWrURSFwMDA1tfrr7/u8XlaePvtt0lKSiIgIIAlS5ZQVVV1XO9L5/SjOw2Wl5dzxRVXEBISQlhYGD/96U+7PI/NZuO6664jODiY2NhYnnnmmXbvf/PNN4waNQp/f3/OOussDh3qfgK3jo43dKXnP/3pT+182c/PD0VRqKiocHseXc/9gx4suyEmLgl2i357xcQleXT9KVOmkJ+fz8GDB7Hb7bzzzjssXry4034lJSWtf69YsYLRo0f3+d470tDQQF1dXevfX375JePGjWt9Py8vr92/dU4ubrnlFkwmE2VlZbz11lv88pe/ZOfOnQDEx8dTX1/f+uqq56Kn8+zcuZObbrqJN954g7KyMvz9/bn55ptPyP3pnD50p8GLLrqI2NhYDh8+zNGjR7nnnnu6PM8jjzxCfn4+hw4dYtWqVTzxxBOsXLkSgIqKCi666CL+8Ic/UFVVRWZmJpdddtkJuT+d04uu9Pyb3/ymnS/fd999zJ07t9ME/BZ0PfcTUsrT/rV161Y5kBw8eFCOHTu23bZPP/1UjhgxQg4bNkw+9thjrdsfeughuXz5cimllPfff78cM2aMTE9Pl3PnzpW7d+92e/4FCxbIoqKiTtuXLVsmExISpMlkktHR0fLcc8+VUkpZVFQkFyxYIKWUcv/+/TI9PV2mp6fLMWPGtCuL3W6Xo0aNkg6Ho28fgM6AUF9fL318fOTevXtbt1155ZXyvvvuk6tWrZIJCQl9Po+UUj7wwAPy//7v/1rf27dvn/Tx8ZEWi6Wf7kTndKc7DX7xxRcyKSlJOp3OXp0rLi5OfvHFF63/fvDBB+Vll10mpZTypZdekjNmzGh3XV9f3y69V0fHG3ry1BZUVZUpKSly6dKlXZ7LGz1/8MEHctGiRf9YtGjRVXIQxGiD4aW3LA9SFi5cSF5eHvv37+e3v/1t6/bf//73ra3Mf/7zn9m5cye5ubmsWrWKUaNGuT1XV2OWL7zwQgoLC7HZbJSVlfHFF18AWoviZ599BsCwYcPIzc0lNzeXnTt3tivLJ598wsUXX4zRqGcgPBnJy8vDaDSSlpbWum3ChAmtrXFHjx4lJiaGlJQU7rzzThoaGlr3u/nmm1tbh3s6z86dO5kwYULre6mpqZhMJvLy8o7r/emcPnSnwY0bNzJy5EiuvvpqIiIimDJlCt99913rfo8//jjnn38+ANXV1ZSUlLTTa3daDggIIDU1tfV9HZ3+oCdPbWHt2rUcPXqUn/zkJ63b+kPP+/fvPy73dTKjB8uDAIPBQG1tbbtFSU4GnE4nd99990AXQ8dL6uvrCQ4ObrctJCSEuro6Ro0aRU5ODiUlJXz77bdkZWVx1113te7397//nb///e89nqfl/ZCQkC7f19HpK91psLCwkC+//JKzzjqL0tJS7r77bi644ILWMZ73338/n3zySet5Wo7teJ6W93Ut6xxvevLUFl5//XUuvvhiAgMDW7f1h54bGxv772ZOEfRgWUOqqjpgFx86dChHjhxpXZTkZOGSSy4hNDR0oIuh4yWBgYFYLJZ22ywWC0FBQcTGxjJmzBgURSElJYUnnniCDz/80OPz9OZ9HZ2+0p3G/Pz8SE5O5vrrr8fHx4fLL7+coUOHuk152RJ0tD2XrmWdE01vdNbY2Mj777/f7VwSb/Xs7+/f53s41dCDZUBRlD2lpaXOgQyYdXRONGlpaTidTvLz81u35ebmMnbs2E77CiHo6vvR03nGjh1Lbm5u63sHDhzAZrO162LU0ekL3WkwPT0dIUS7/Tv+u4WwsDDi4uLa6bU7LTc0NLB//3633xkdHW/pjTd/9NFHhIeHM3fu3C7P46me6+rq2LdvH3FxcdX9eDunBPpgU0BV1XNLS0u/Li4uHtmVieronIrMnTuXW2+9lYceeoi9e/eybNkyXnvtNV566SUSEhKIjY2lrKyMhx9+mFmzZnWZnrCr82RlZTFx4kSee+45XnnlFUaNGsWf/vQn5s6dq49Z1ulXutJgZGQkFRUVPProoyxYsIBVq1Zx6NAhAgMD3er53HPP5f7778doNFJVVcXf//53Hn74YbKyslrncDzxxBPMmjWLl156idTUVBoaGo5b6k6d05PuPBXg+eefZ/78+WRnZ3d7Hk/1nJSU5Fy3bt1SIAhoOu43epIgpJQDXYZBweLFiwVwG5AB1AJuPxiHw2EuKyub73A4hgohrMHBwRvCw8P3dtzvwIEDt8fHx7/u6+tbC1BSUnIWQFxc3KrenKeqqmqkxWKZKaX09fHxORITE/OVj4+Prf/vXOd0prGx0bx169b5Fosl0Wg0Ng0bNmxDWlra3u3bt08qKiqa7HK5zEaj0RoeHr5/woQJG8xmswNg48aNZwFMnz59VXfnablOXl7eyAMHDsx0Op1+wcHBhzMzM7/y9/fX9azTb3SnwcLCwvjdu3efZbfbg81mc/WoUaPWDBkypBggJycns7a2NmHOnDnLAZxOp2HLli1nVVVVDVcUxZWQkLA1PT19W8t1Dh06NHTv3r1z7XZ7cEBAQOmkSZO+DA0N1Qct6/Qr3enZYrEEfPfdd9edccYZ/wkPD69te1w/6dkK+AF/WrFiRT46erDclsWLF5uBhUAS+hAVHR0dHR0dndOPRmD1ihUr9gx0QQYLerCso6Ojo6Ojo6Oj0wV666mOjo6Ojo6Ojo5OF+jBso6Ojo6Ojo6Ojk4X6MGyjo6Ojo6Ojo6OThfowbKOjo6Ojo6Ojo5OF+jBcj8jhLhDCLFDCLFTCPGr5m3hQoivhBD5zf8Pa96uCCH+I4TYIITQs9rrDDp0PeucSuh61jmV0PV84tCD5X5ECDEOuBGYCkwAzhdCDAfuB76RUo4Avmn+N8C5wCbgQuDuE19iHZ2u0fWscyqh61nnVELX84lFD5b7l9HAJillo5TSCXwHXARcALzevM/rwJLmvw2A2vzSlw7UGWzoetY5ldD1rHMqoev5BKIHy/3LDuBMIUSEEMIfbYGToUCMlLKkeZ9SIKb57y+AOcAK4JkTXVgdnR7Q9axzKqHrWedUQtfzCcQ40AU4lZBS7hZC/AX4EmgAcgBXh32kEEI2/+0ELj/R5dTR6Q26nnVOJXQ965xK6Ho+segty/2MlPJVKWWGlHI2UA3kAWVCiDiA5v8fHcgy6uj0Fl3POqcSup51TiV0PZ849GC5nxFCRDf/PxFt/NDbaN0eVzfvcjWwfGBKp6PjGbqedU4ldD3rnEroej5xCCnlQJfhlEIIsRaIABzAXVLKb4QQEcB7QCJwCLhUSlk1gMXU0ekVup51TiV0PeucSuh6PnHowbKOjo6Ojo6Ojo5OF+jDMHR0dHR0dHR0dHS6QA+WdXR0dHR0dHR0dLpAD5Z1dHR0dHR0dHR0ukAPlnV0dHR0dHR0dHS6QA+WdXR0dHR0dHR0dLpAD5Z1dHR0dHR0dHR0ukAPlnV0dHR0dHR0dHS6QA+WdXR0dHR0dHR0dLrAONAFOBUQQgQBY4B4Hx+fhPDw8BEmkylZSpngcrmCpJRGKaUBkIqiOAGH0WiskFIeaWxs3F9VVXUAKEFbbSdfSukawNvROc3R9axzKqHrWedUQtfzwKCv4OchQohAICMwMHBGaGjoWU6nc0xoaKh50qRJIjU11S8xMdE/Pj5exMfHExcXR0hICEajEYPBwIYNG5gyZQp2u53y8nKKi4spKSmhqKjIUVBQ0Lh7927b7t27cTqd1UKITSUlJd9IKbOA3VJKdaDvXefUQ9ezzqmErmedUwldz4MHPVjuBUKIpICAgItCQkJ+5u/vP2T27NmGM888MywjI0OMHj0ao7F3DfSrV69m7ty5Pe5XU1PDtm3b2LRpk2316tWW3Nxc1WAwrCsqKloKfCOlbOrTDemc1uh61jmVGCg9b9682ZGdtc64Y0eey2TyW5OTm/tXdD3r9BFdz4MTPVjuAiHEiKioqF8YDIaLEhMTA37605+GLlmyxCcxMdHrc/ZWvB1xOp18//33vP/++5YVK1bYnE7n/srKyn9ZrdZ3pJSNXhdI57RB17POqcSg0LO0Qt2DOJu28P0PC/nfykI+/2KVvanJurOoqOgFXc86vWVw6LmpWc9bdT27Q0p5wl/Aa8BRYEebbX8AtgM5wJdAfPP2uUBt8/Yc4HdtjrkcyAZ+1U/l8jGbzf8XFxeXO3Xq1PK3335bra2tlf3FqlWr+uU8e/fulQ8++GB9QkLC0bi4uLeAcfL4PCcDsA34pPnfS4GDbZ7FxObtCvAfYAMw9niUZTC/dD33DV3Pg+ul67l3WNV6aXMelrL6aimLkbI0TkrLo3Lv7k3y94/+Rg4fPrxe1/PAv3Q99w6r2iCtaq1U61+SsjhU13PH8p2oC3X4UGYDkzuIN7jN37cD/5THxPtJF+f5uPkDfgcI7EN5wiIiIv4QGxtbcvvtt1sOHDjQnaa8pr+CixacTqf87LPP5KxZs8rj4uKyFUX5Mc29Bf3xAu4C3u4g3ovd7Pcj4BYgBnitv65/srx0PfcPup4Hx0vXc+9wSLv8Ul0p61SLtKoWqTa8KmVxuJTFRimrLpTOxvXys0+XyR+dd649MTHxB13Pup7lINfzW/INWaAekHbVJh22zVJWzNX13PwakGwYUso1QojkDtssbf4ZAPRmfIhoObzN371GCOEXHh5+b0JCwi0PPPBA6LXXXuvj7+/v6WkGDIPBwIIFC1iwYEFkXl5e5KOPPvrmN998UyKE+KWU8ru+nFsIMQT4MfBHNBF3WxRAbX55/BxOdnQ99xLpBNG15eh6Hhzoeu4dJZSyVqxhHWsZzghm+c1hiF8pwrkDo+U+DDVnsCBzJAs+/JVP3pHp4558+q//++abtYeFEFfrej5x6HruHSWUsofd7BG7CSOc6T4zmBy+EmQt5oZ/YKiZw4LM1NNXzycqKndTO0imTU2vedsfgSPADiBKHqvpVQK5wOe0aXYHrkZrtr/bw2sbg4KCfhkbG1vy+OOPNzY2NrqraPU7/d0S5449e/bIH/3oR5WxsbEbgQnS++fzAZBBm5o2Wk1vL1r31V8Bc/N2I1pt+3tgvLfXPJlfup57QLVJ6SyX0lUnpcvS68N0Pet6Hox6dkiH/EZ+JR+Sv2n3elo+Kdepa6RVbZJWV7mUlj9JWWySssRfyurr5Z4dX8hLLl4kx4wevUfXs67n40l/6PlR+Tv5oXxflqml0qY2SWfT51KWjT4t9TxgE/yaa3qfSCnHuXnvAcBXSvmwECIYUKWU9UKIhcCzUsoR3l7XZDKdEx4e/sqVV14Z8eCDDwaGhoZ6eyqP8XZClDds2bKFW2+9tfLw4cMbSktLr5NSVvT2WCHE+cBCKeXNQoi5wD1SyvOFEHFAKWACXgb2Syl/fzzKf7Kh67l7rNKKCxdGBD6uchRhABEKwg+EocfjdT2fWHQ9d48VK2/zBgUUuH3fgIGxjGOWPJNwwjHY12Gw/AqcO8BnGlt2L+G3v/+Mqur6LVlZ2xbqej6+6Hrunp70DBBPAjPlTEYzFqkWYar7EzT967TR82Bdwe8t4CegdZdIKeub//4M8BFCRHp6QiFEUGxs7NszZsx4b+vWrUlPPfXUCRWux0g7qBZwU5m57rrriI6OZty4Y9/7qqoq5s+fz4gRI5g/fz7Dhw9n06ZNEVdeeeWPDQZDiRBitxAiAkAIkSqEeLebq58BLBZCFKDV4M4WQrwppSxprojagH8DU/vxjk9lTns9G4WRp8UTvCXeZp+hCYcSg0M2cN21lzZreUzrvh21XF1dzZQpU7j33nsjjEbjIh8fn2JfX99roVdaBl3P/c1pr2cffCik0O17K677hCein+bmcbfwd/ECr4h/sbZe4ZwrYhg+O5n5lxQzPPIBvnyrkHlnz51iNBpLdX8eUE57PRsxdqnnFoop4gPxPk+Kx/lW2YUl5ElssXWo/rcwJe2vfPlWIQ/+9v4pQ4YM2RUQEHCJB5c/KfQ8aIJlIUTb2tsFwJ7m7bFCCNH891S0Mld6cm6TyTQvJiZm9x//+MefrF69OmzIkCH9Vezjhg0Vl1oFzj1aShdpbX3vmmuuYeXKle32f/zxx5k3bx75+fnMmzePxx9/HIAtW7YoBw8eNE6aNGloQEDA2mZDfgx4sKtrSykfkFIOkVImo80A/lZKeWVzTY/m57EErftKxw26nttTSQVOnBRwkDfFG/xNPM16ZSeXX3sTKz7/AHCCWgGqhcf//Ge3Wn7++efZu3cvzz77rM/w4cNfjI2NXQk8QTdaBl3P/YGu5/ZUUI4Tp9v3JlyTzhUrL2/9dykl/OYvv0GZJ3gu73nOOPda/vjvO1HD/semzVs5cOCAQffnE4uu5/a0+HNvsGJlg1jP0+JJ3hHvccBvOo7oQhwRG1hywfnk5OREzZ8//+XY2NiVLRXA7jhZ9DwgE/yEEP9FG5sSKYQoBB4GFgohRqIN2j4E/KJ594uBXwohnEATcLns5dgRIYRvTEzMKzNmzFjw9ttvhyckJPT3rRwXVFTyRB5Og4NxjEdKCyZXGRiGAoLZs2dTUFDQ7pjly5ezevVqAK6++mrmzp3LX/7yFxRFITAwkF/84hcBW7duHbls2bK8qqqqdaqq5ntRtLeEEFFog+pzOPaMTmt0PXePiko+ee221VHHt+IblDkK4QUROBA4RDCKWsHy5R+yevXXIK2dtGyz2TAYDNx6661+FRUV5/z5z3+2CSFeB3Q99xO6nrvHnZ7bkjQ7kZqCmnbb9i7P46rVV7JRfE/dNfW8P/dD/vyXv6AoRt2fjzO6nrunOz2vuO4T8j/ZR0C0P7/Y8XMAmqqa+PCyj6gtqCUkOYSfvHchE8ImYvrIzKMP/57w8HA+/vjj0DVr1sz7xS9+sUdRlD2qqp7pRdEGlZ4HKhvG/7nZ/GoX+74AvODpNYQQcVFRUV898MADqbfffrtvc2XxpMCOjRy2kS/y+IxPmcgkzjDOwg8jPq4SFLUcVCttJ/CWlZURFxcHQGxsLGVlZQA88MADnHPOOcTHx/Pmm28qeXl54Y2NjbOjoqL+UFFR8buejEBKuRpY3fz32cflhk9ydD13jx07Bzno9j0VlX3kU00V/xAvMkOZSdnRKsJjw8BVSGx0VFda5pJLLjHk5ub6X3XVVUujoqJe1PXcP+h67p7u9NwVDWUNBMUFAhAUG0hdWR0GYdD9+QSg67l7utPzhGvSmXJrJsuvWtG6bf3j35MyL5kz7p/J+sc3sOHxjdz9l3u5/IXL2bJlC8uWLePtt9/mtttuM77xxhuRBw8eHH8q6HnQDMPoT4QQmbGxsVnvvPPO6DvuuGNAhCulxOFwUF9fj8VioaamBpfLhcVioampCVXteul1H0wc5hAANmxsEht5RjzFW+Jt8g0OHIahOGQ9SJs2REOtb3e8EIKWe54/fz5ZWVn873//Y/ny5SxZsoRnnnkmNDAw8H6TyXSoN90kOgPLYNBzXzBibNVzd1RQwf/ECmxYWamsptIQikMxIwSg1nXS8sKFC6moqCA2NjYsPDz83sjIyJVCiMGTi0nHLYNBz33x597quSsyxRQUoaCg6P58CjAY9NwXfPDpUs9JsxPxC/dtt23v8jzSr04HIP3qdAo+PkQYYa09f42Njfj4+LB27VqSkpLYsmVLyEUXXXR7VFTUpyezPw9Iy/LxJCQk5GdpaWl//fzzzyOGDRt23K+nqip1dXXU1NRQU1NDXV0dTqc29sdoNOLr64uiKAghsNls5Ofn43Q6sVqtLSlT8PPzIyQkhJCQEEJDQ2n0a8SGrdO1CjhIgThIEEEMURJRhQkbDkxqCTExEZQU5RMXn0pJaRnR0dHtjm1sbGTp0qV88cUXnH/++ezYscN4yy23xH744Yc7hBBTpJTdj+7XGRBOtJ67wul0YrPZsFqtqKraGmyUl5fj4+ODr68vZrMZdz8UtdS61XNX+McEsLpkNVlxW4kuiSU6OgaUoNb3O2p52bJlfPDBB6avv/767C+//DJLCDFf1/Pg5FT25+4IiAmgrqSe2LgY0ksm6v58ijBY/Lkv1FDjkZ7b9pLExEbTUNaAGbO7nj/eeecdjEYjL730UnBmZuZZDz744Enrz6dUsBwVFfWHKVOm3PLRRx+FBQUF9XyAlzQ0NFBaWkpZWRl2u52goCBCQ0MZMmQIwcHB+Pj4uD2utraWjIyMdtuklDQ1NbWaeUFBAVXWKpJCk6mJraEuyoJqbN/KUUcd34v1VFDBMvE/zjScyfmLLuDfr7/Kb+5/iNeXLuWCCy5od8yTTz7J7bffjo+PD01NTQghmDdvnk9wcHDMBx98sLlZwDv795PS6QsnSs9tcTgc1NbWtuqxvl7rtTAYDJjNZnx9fTEYDAghcLlclJWV4XA4sFqt2Gy21n1bAovg0GD2BeZ51Ic1cvEItr++nTPun8m+1/ex6IJF7d53p2VFUcjMzDTedNNNIy+99FJdz4OQ08Wf3dGi6evuf5a3X39b9+dTgIHw5/5GRWU/+7w+/sdiEX8RTwFaL/b8+fMB+M9//sPChQvJy8vjqaeeIiwsjGeffdZ39OjRJ60/nxLBshBCREZGPjV79uzr33333RCjsf9vq6mpicOHD1NSUoLZbCY2NpZJkybh5+fXp/MKIfD398ff35/4+HisWPlYLqOiuoLQklDi9ibg8LVTmVhBbWwNUpEs+7+PObT6EI0VTdw05JfMefRMZj4wgxWXfspr//6A5KRk3nvvvdZrFBcXs3nzZh5++GEAbrvtNqZMmUJoaCgff/yxuPnmm+POOeecb4UQ50kpc/p0Qzp95kTouQUpJXV1da3BBUBoaCghISGkpaURFBTktrUY4OjRo+3SF7bQNuDem7eX4rpSUoJSqYmtxhJdi8vkat23rZb/NuR5Tcv3z+DDSz9ix6u7GJs0lg/e+6B1/x60TFRUlPj22291PQ8iTmd/bqvpTy9dyYWvXqT780nOifTnnmgZ9mC1WlsbLFwuV2slb+fOnZhMptaGDl9fXwICAjAYtNz2duwcYL9H12zpJRkXN5bgkpAee0mae/546623uPHGG09afx6wRUn6k7i4uOenTJly44cffmjuqtXAG6SUVFRUcODAARwOB4mJicTFxXXZMtETvUkS7sTJ0zxBAw2t28x1vkQejiT4aCi1sdWUJx/F4edod5wBA7dzJ6GEIrxYAXLbtm0sWbKk/vDhw2eeTAI+FTleem5LY2Nja3ARGBhITEwMMTExmM3mXp+j13qWT6BaVEJKwwgpC8FlVKlMLKcmrhppcO8/up5PHXR/1vV8KnEi/NkdLpeLyspKqqqqqK2tpbGxEbPZjL+/f2sgbDabMRgMKIpCTk4O6enp2O321iF0Vqu1tbcwODiYoJAg/hf1MdWB1V0uHF1TUMM757/Xmg3j619/g3+EP+/f/yH/fPyfVFdV88QTT7Tu/+ijjzJhwgSWLFnC7NmzWblyJR9++CFVVVXccccdwMmp55O+ZTk6OvrPZ5111s8effRRc25uLpMnT0ZR+j5vsby8nD179hAQEMDIkSM5UQnFG2loZ8QAtiArRWMLKR5VRFhxOMO2jKAxtIGSkUU4zdr4u5nMIoAAr4y4ZYLL8uXLA88///wvhBBnn2xdJKcKx0vPoAUXlZWV7N+/H4fDQVJSErNnz25tZTgeNNJAg2iAEGgKaaJ0ZDGmBjORh6KIzY+nNraaoylHcfq2Dy50PZ8a6P6s+fMZup5PCY6nP7vDbrdTWlpKaWkpjY2NREREEBERQWJiIn5+fl32+oE2Jr9jq28LLZNZS2tKCNsdQWxjPHWRFmpia6iPqGsNnLvqJfnm0tVMeXWKp70kwMmr55O6ZTkiIuLOmTNnPvzxxx+HGAwG8vLysFgsfRJwTU0Nu3fvxsfHh1GjRhEYGNhv5e2p5UIi2U4OH/JBl/s070hYcTix+XHUxNbQlNrErT63YcLkcZksFgtZWVlkZmYSFBTEnj17OPvss0tKSkqmnoyD8E9mjoeeW6iqqmL37t34+vqSmpraL8FFj3qWUKPa+d7wBRvZ2Ol94RKEFYcTfSCGukgLpSNKcJlchBDKbdyh6/kk51T05yMc5hVe7v5Euj+fkhxPf25LS6NGQUEBDQ0NxMXFERsb2+2QOHd4Em8IlyCoIpjQkjACqgOpia+iPKm8UyMGcNr680kbLJtMpnmjR49+b/PmzeFtu469FbDD4WDXrl00NDQwZsyY49JS0ZN4bVj5hP+RS07vTqgKIg9FklYwinEjxzEk3rOVgjoKt4V169bJn/zkJ3uPHj06WUrZ5NFJdbyiv/XcQl1dHbt370ZKyejRowkODu63MvekZ4sLPq2XnOEPIYrKIWUXX4hPqaOu/Y4SIo5EEr0/hqqEKuanzifVMBwDnrV463oePJyK/mxxyebM9t1ouS26P58yHC9/bouUkpKSEvbt20dgYCApKSmEhoZ6FCC3ped4w8YnrOgUbwinQnhxOJEF0dgCrRSPLMIecCxbxlVcQwrDTjt/PinzLAshhsXExLz9xRdfhHccY5mWlkZwcDDZ2dnd5spsS3l5OevXrycsLIwZM2acsC69jigYOESBBwdIIlIimHXGLMpKyti6dSt2u71Xh3YlXIBZs2aJxx57LCU6OvpD4e03VafX9LeeQUuZtXfvXrZt20ZqairTpk3r10C5NxgFPHBUkJQvuOCIgSP147hVvY+fq3cymjHHdhRQmVjBntm7iFKiKFpbTG1VrUfX0vU8eDhV/dkoBBMPCBYfMXC4jZbHtNVyW3R/PiU4Hv7ckfLyctatW0dFRQVTp05l8uTJhIWFeR0o9wYFxW28IY0qlYkV7D1zF5VDK0jJHsbQ3CSMVh9GMopEkvotUIaTR88nXbAshAiKjo7+6uOPP46OjY11u09vBexyudi+fTv79+9n2rRpJCYmHldx9oRTNfJ/6s+ZxORe7e+DD0u4kEBTIBkZGcTHx7N+/frWrAZd0Z1wW7jxxhvNS5YsOSMyMvJRj29Ep9f0p55bsFgsrFu3DiEEs2bNIiJiYNY1aFLhUHMv3neNcP4RQeo+wWuVEZznuoI7XI+wQJ6PT3N3ntFg5MfDf8zUKVPZs2cPO3bswOVydXMFDV3Pg4dT2Z+bVChwwJpGWHREMGyf4JXKCM5to+W2XdO6P5/8HA9/bktDQwPff/89hw4dYvLkyaSnp+Pr69vzgf2AkEauct3OfM7D6G76moC6KAt7Z+2mLsrCiI0jmZA3CaPq2VS3U0XPJ9UwDCGEiI6O/vavf/3rGVdccUWP01C76yKx2Wxs2bKFuLg4hg0bdkJMuKduka/q4asGyV0RYBYqB5UcvhAraaLR7f7n8SOmMK2dQdtsNrZu3Up0dDTDhw/vdF+9EW4LTqeT2bNnV2/fvv2a+vr6Fd3urOMx/aln0LrxDh48SGFhIRMnTjzuLck96fljC1zYxSg0I7AoCO6LkIz3hVJRSL2oYhSjMWFCSklBQQGHDx9m8uTJXWpV1/Pg4VT35670bAAWB8G9EZL0Zi1/LT5jLGOZwlTdn09S+tuf29Li1YcPHyY9PZ3w8PB+K3cLPen50zp4sxbui5SMMEEJBXyhfEIZpW73P1c9j/D8SCrKKnr9+3Iq6fmkalkODg7+xY9//ONJvREudF3jq62tZcOGDaSlpZGamjqgrRUtNKjwgQWerBTE5wn+r9BATeNkfqX+hhvU20gltd3+kUQxlemdBtmbzWZmzJhBY2Mj2dnZ7VrmPBEuaLNpV6xYERYSEvKSvuxq/9NfegZt2EVubi61tbWcccYZJ3zIRUcaVFjZ0PX7TuCjOpheIJh8QLC9bggp6vhWPQshSElJYdKkSWRlZbltjdP1PLg4lf25vhs9u9C0PKNAMOmA4PPqIfxU/TkT1Bm6P5/E9Kc/t6WpqYkNGzbQ2NjImWeeeVwC5Z5oUGFFHbxjgUkHBDMOCtZakrlWvZVbXA8wnZnt9o8kimnKDMaMHMOECRPIyckhLy+P7hpbTzk9SylPihcwNDEx8WhdXZ30lL1798otW7ZIl8slS0tL5apVq6Q35+krq1at6vI9i1PK0flSsrP9KylPyifKVVnjVGW50yrXyNXyUfk7eUQekS7p6vZ6Bw8elGvXrpV2u13W1tbKb7/9VlosFo/L/eGHHzpiYmI+k4NAB6fKq7/0LKWUVqtVrlu3Tu7bt0+qqurx+bylOz3XudzruavX5kYpnV0UveX+8vPzW+9P1/Pgep3y/uyhnjd1o+cWdH8evK/+9Oe2VFZWym+//VaWl5d7fF5P8cafg3ZLeUuxKg/ZVVnjdMlcdbt8Uj7eKd5wuVxyx44dctOmTdLhcHQ6/6mo55OiZbm5O+T9pUuXRnqTKqilxrd+/Xr27t3LzJkz+zXlUH+x283cj0MOuPeoIDpPcHuJmWDrbO5WHyFKRqP08PiSk5MZPnw469atY8uWLb2u4XXkoosuMk6bNm16QEDAxR4frNOJ/tJzdnZ265i3ESNGDJpWuBbc6dkdPwuB0WYwdFH0lta4+vp6duzYQW1trUctFh3R9dy/nA7+LOi9nq8MgTFt9GzDhoPOKbh0fx6c9Kc/t21hPnz4MDt27GDatGlERkb2Z5E9Rkr3eq5T4cXqlknZSvNE1nuJ7hBvKIrC2LFjiYuLY/369TQ2Hhsq6mmLckcGq55PimA5NDT0l4sWLRp91llneR0JBAcH09TUhK+vLwO5PGVXbOohYYpdwn8tMLdA4JICs9C695w4sWHr8jh/f3+cTieKovRp4sBrr70WFhoa+oIQYmC/5acA/aHntLQ0/Pz8+O677xg3blyXyecHio3uh9l3IkyB52MhsAcnUhSFCRMmYLfbWb9+PRkZGV4ZcQu6nvuP08Gfe6vn0A56duKklFIqqXQbMOv+PPjoL39uCZhdLhe7d++mrKyMmTNn4u/v35/F9Yqe4g3QJmX/rEhglQKTcJ9TeejQoaSnp7Np0yZqamr6HCi3MBj1POiDZSFETFBQ0CPPPvus14MwKysrycvLY+7cuYSGhvY5zUt/06TCp/W92/eZWPBp8xV24OAHtmOnczWxRbjTp09n1KhRbNq0qVfZBdwRERHBCy+8EBkbG/uaVyfQAfpHz6CNeysvLychIYGCgoJBp+fPeqnnp2PB1MufpLq6Ompra4mNjeXQoUMt3aVeoeu5fzhd/Lm3en4mFswd/Pkd3uJVXu4UMOv+PPjoL38GLWAOCgpi9erVWK1WMjMzB0VF0NN4w9yDP4eFhTF16lSysrLYtGlTnwNlGJx6HvTBckxMzJNPPPFEeEBAgFfHNzY2sn37dqZMmYLJZOq3vIj9iV3C2rYtF/OTYcl4uGgiXJqpbXv6PvwuSuer267Cr/mpLX1zKdf/7TpW8DFZbG0XMHes4cXFxTFkyBBycnK8DjKWLFliGDp06EwhRLpXJ9Dps55BmzW8ZcsWxo8fz4QJEwadnh1SS6/VSi/1/OZ/XuNvf33C7Tlb9DxlyhQmTZqEy+Vi//79fSqnrue+czr4s7d6XvrmUm7423U00IANW7uAWffnwUl/+HMLUkqcTidGoxGn09mnyn1/4ugYb3TBFF+4LJhWPXdHSyVPURSvK3wdGWx6HtTBshAiNSwsbMGll17qWQbsZpxOJ1u3bmXixIn4+fm1bh9shmwSkGPtsPHfq2BZDry3FepqYXc223K342cy8cMPP1DbVMsL/36BlFuSAPicT1sD5q66QpKTkzEajV4HGUIIXnzxxYjY2NiXvLzV05q+6hk0A962bRvJycmt+ZNPFT2/9vqb/OKm80G2d/KOehZCkJ6eTllZWY85a7tD13Pf0P05p0d/Tm72Z6A1YD5iOcLWrK26Pw8y+sOf27J//35sNhuzZ88mJCRk0OjZp6Oe3VT+xNP3UXtBOjddc1Xrbm+++SZ/+9vfOp2vxZ+nTp3K9OnT2bZtGw0N3aRC6iWDTc+DOliOjY19/rnnnovwZhnJlqAiJSWFsLCwTu8PJkPOsWrph7pEUUjAQbxB0tTUiOKj8Oen/szw24Zh8Dn2vf6cT9lk2ejWiFsYP358n4KMKVOmMGHChDQhxGyvTnAa0xc9t5CXl4e/vz+JiYnttg8mPW/zUs8ptyXh9BuKy1nUGjB3VfFTFIXMzEx2795NXV03Sw73gK5n7zld/NljPRt9eOqJZznjthnt/BlAWASbszaTkpmCb1DnMcq6Pw8c/eHPLbQ8w4kTJyKEGFR6dhtvdKj8DdmXTVbOdswmE7k/5NLU1MRr/36NW265pd1hHf05ICCAiRMnsnXrVpxOZ5/LOpj0PGiDZSHExKSkpKnz58/3apD94cOHMZlMDB06tMt9BoOA7e7GDwkBN54Ll2TAey8TFxLELy5YyJmZk4iLi8MvKIz1m9aTtmREu8N8Lb4UZhXik2nEHGTGHS1Bxq5du3q99GpHnnvuufCYmJh/DOalKQcbfdUzaAZcVVXFmDHul9cdLHruNL6zBz0HhgTyv00rSFgSz8vinzQZY3E5i7BYjnY7WcRsNjN58uRO+Wo9Rdez55xO/tyTnmNDgripjZ7NwSG8t34zf1z8HCkMaz3M1+JLSlYqBzLzeTvoDbeT/nR/Hhj6w59bqKurY/fu3WRmZrZbnGTQ6rkDMT4KScJBgCJpbGxE+Aj+76nLuf626xFtJkx11ZARFhbGsGHDyM7O7pehJ4NFz4M2WI6Li3vhhRde8CoxdVNTEwcPHmTs2LE97jvQAm7qOB4O4I118EE2/PNz+O+L3LJ/Db/+9b3k5OTw6JNPc8l9v+Oxh/+G7V9OPrh0GWsfW9dqxAcz9/NV0BedxjC3xWw2M3LkSLZv3+5VmdPS0pg3b168oigLvTrBaUhf9AzgcDjYtWsXkyZN6jY93GDQ83c96PnWNnr+89N/5rqHrmXm72ew7ZUcXrn0NS754yWUNwWRtTWbzIyx3U4WCQ4OZujQoezevdvrMut69hzdn9vr+b57j/nzj+55iLyf/54fP/MK/7vkC3Y8tqudP1uDrJ3GMLdF9+cTT1/9uQWXy0V2djaTJk3CbO7cYDUY9NzJnztU/v45PIgFCxYyadIkouOi2RyyiV2bdlG85AgNNODE2WPWi6FDhxIQEEB+fn6fyzxY9Dwog2UhxIiEhIS0zMxMj4+VUpKTk8O4ceN6PfN0IAXsK2BzxzQuMQna/yOiSVlwIWLHZsyKNov17+u3kd0kucV3FFvfz+Hld/+FZU8dvssDWo0Y2o9hdkd8fDwAxcXFXpX7d7/7XWhMTMzvvTr4NKMvem5hx44djBgxolfppQa7nmnWs106+Xzb51TJKiJGhrPr/d1c/N5FHN1zlHeXv8OYzIn4+9V2GsPckZSUFGpra6mqqvK63Lqee8/p5M9+Su/82SQ0f/7H+m3st0tIHsmajz4g+tl3Me0OIHh5WDt/BroNmHV/PnH0hz+3sHv3boYOHUpISEiX+ww6f25T+Qt890X8stfwm/vuZUvOFm58+gZefOhF5vx+NmteWcvsS8/kNw/9plfp4UaPHk1paSkWi6XP5R4Meh6UwXJsbOxvH3zwQa9qeYWFhfj7+3uc9Pt4CFhKidVqpa6ujpqaGlwuF/X19e3G8uy1g61tT0VjAzRoYzBNTQ2Eb/qSSePGoUqocsFvHnoIbvsDOxscbGpwkVKbTkRVJAdT2xsxaAHzD+R2mYc5PT2dvXv34nB0zv/ZEyNHjmTYsGGJQoiem4dOc/qiZ9CGXzgcDhISEnp9zEAZsid6blQN/PPBf3HVH36G6lCRLomvxZfgqmD2pebzVvAbrUMyuguYhRBMnDiR7du3ez0cQ9dz7zmd/HmPDay91HO1Cx5o9mecDlBdfFpWR0llFWNSJhEXFN+pDD74YMeGSud70v35xNBXf26hsrKS2tpaUlJSetz3eOhZRcWJo/UFsvnvY2sxdPJnaK38mSOjufHiC9m+ZTMSSRNN/H3biyBpbcy47JVL2LxlMz6hPvgF+dEdLbnxc3Jy+nyPg0HPgy5YFkIEGI3Gheeff77HZXO5XOzbt4/Ro0d7de2+CtjpdFJSUsLu3bv5/vvvWb16Ndu2bSMvL4+DBw9is9nYvXs3GzZsYPXq1WzNymJj3n5SrDXakjoAlWVw5Sy4cAIhP53Kj3/8YxYs+BFWCXNe/RjX2EyIjofgUETqaKZOmkhAQCiXzfi/TuUZznDGMA4D7if3mkwmkpOTvZ59/dvf/jYyLi7uN14dfJrQFz0DqKrK7t27SU9P93h1vv4yZIfDQUVFBfv27SMrK4uNGzeyYcMGGhoa2LRpEz/88AOHDx+mutbCyroOTtyNnjP/tZyyURn8PPYuxoSOJWF0PP+c+DLVgdWEzQylhpp2Y5i7C5gDAgIYMmQIBw4c8Po+dT33jO7PXet5dgd/DhwxGteFE9miBPLesJlcol7XbgzzcEZwG78ingTMdO6y1/35+NNXf27B5XLxww8/tE7o6w39HTA30cjveaT1VUwJv+cR3uINJCpOCZ93HK/cpvJ3j18DG775kvHjx2FTJcv5mK8e+pq5f5iN6lARNkFKVir10XV8qLzfOiSjO0JCQoiJiWHfvn19vr+B1rMYLLn/WvD397/h17/+9bOPPvqox8vc7N+/H5fLRVpaWp/KkJeXh8ViYfLkyfRmZqzFYuHAgQNUV1cTExNDWFgYoaGh+Pr6tvvirF69mrlz5wJaEFRcW8dTB2vwqT5KtKORNUFD+DokEaviQ6oPbE8FfwXqXfCHCnii8tg1h9gs3F2axdNxmYQFBbEmWbJDWc+X4nMMGDiPBUwmAxPuV95pQVVV1qxZw4wZM9yOseoOl8tFUlJSeVFRUbKUPfSVn6b0Rc8ABQUFNDU1eR1ggOd6Bi3/7ZEjRygtLUVRFEJCQggNDSUkJASTyYTBYGDdunVMnz6dhoYGamtrKa+uYWd1PQXCl1XBQ9kcEItT0SpqHfX8WAX8pVnPN4RKHguoY132V+zN3NWphySCCG6Vd2CQdlC6bs1wuVysWbOGM844A5Ope913dbyu5+45lfxZ+Ip2/rxh9QZmzp0JgEE1UFrbwFMFNfhU9ezPbfUM7f250KR1Vd8UKnkqFpYpS0ljlO7Pg4C++nML+/btQ0rJiBEjet65A974cwuqqlJfX09NTQ1Hq2uos9TgcrpAQFNdPX6BgZj9/AgPDcEvOIy7G0P52N5mKN+RA3D7hZgEpBqc/PSKK7jj/t9yyCHJ+ewDlm5/iRmPTMPX4suGGzaydedWoiZGceFbFxBEED/nlwQQgJGuh1S1aHj69Ol9WqVyoPU86ILl+Pj4XVu2bBntSZczaK1f69at48wzz+yXVXJ6I+D6+np27NiBlJLU1FSioqK6rVW2DZZBW4wkcq+2HnuAy848y2HOshzh+8B4bpk4gpkBCqrQlqacUwAtT8qdEY83w5pkyX4lm0QxlBBCezTiFoqKiqisrCQ93fPc3w8++GDD008/fVtTU9O/PT74NMBbPYPWErZ27VpmzZqFj49Pn8rRW0OuqakhPz8fm81GYmIi8fHxXX6f3Ok5ai8EWus523KYjIYy1gfF83nIMD4f5sMMP1Cbx8zNLmiv5z+WZ/GjaRl8FvIBBzjWkhZOBD/lyl7r+fDhw9TV1fVq8pg7dD13z6nkz1asfMB7lKGlaRuyOpHCuYf5EQsYy7hWPVt68Gd3eu7ozy38IUryq3AwGRy6Pw8C+uLPLbRoe/bs2RgM3qVo9qYCeOjQIcrLywkODiY0NBRjUCh/tIbwg6r9VlyTv5qlw+fwcFAjExy1VFbXsKK4GqPq4rugoawKHoJV0fZdk0SrP29qgrkF8Eq85MJgB6/Xv0B0VmynMfcASSRzPTf2WN6+aLgtA6nnQTUMQwgRHxMTE+mNcA8ePNia1L0/6K6LRErJ/v37ycrKIi0tjRkzZhAdHe1xN/khuxYoAzQYTKwIG849iXMY5afgyl5HQ10tjSpccqRnI/7BBi9UCcbIyUQQ2WsjBm0ySXV1NVZrx8z7PXPVVVcFRERE9PxtOQ3pi55B03RiYmKfA2XoucvP6XSyY8cOdu3aRWpqKrNmzSIxMdGj79NhuxZYFJsCeTNyDPcNnY3FYOb5knUMtZRhVKBRhYvd6Pm30Zn8tiGIS9RrGUYqABOZxM3c6pGehw4dSkVFhVdaBl3P3XEy+LMdO1Zp7ZU/CwRncTbns4jzWUQoIZzPotahEi16hvb+PLKDP7vTs7tA+aoQuDNC4KcI3Z8HAX315xby8/MZNmyY14Ey9H5IRnV1Nd9//z27du0iKiqKuXPnkpmZyfDhwwmLjKTO4MOmJi3gbVBhk1UQGxhAfHw8vsPH8GDCGfw5biom6eLPR9bxs4qdXO7vYJIvrf58yRFQgeuLBctLrIzNmsjRzNJOgfJEJvEzrnY73r4j8fHx1NbW9nmxkoHU86AKlv39/S+44oorPF6TXVVVioqKus3Z6Q3uBNzQ0MD69eux2WzMmjWL8PDwrsuFSjFFbGA9G1hPAw1sYD0qKqqEr9zoxs+gcPvEEWROnsS23O08vWUP5U7t2l0ZcZACHwyBX4WDnyJQPHysQghSUlI4ePCgR8eB9hkZjcbhQojuR/ufhnirZ9A0XVhYSFJSUs8795KuDLmyspJ169YREBDAjBkzutV0l+WV8GUHPdsVA9+HJbPgjBkcPXKIzdnZXH3IQVnzHLyOen6lRvCrUrhEvZaruIbzWYQJk0d6FkIwbNgwr7QMup67Y7D7sx07exv2sHb9WppsTT36s1GaKGtK4PPKkXxeOZJaly+fV47EJP3c6hk0f76jrT9v7b0//z0OAhQweJgtVvfn40Nf/LkFu93O0aNH+0Xb3QXMLpeLXbt2sXPnTsaOHcv06dOJjY1t1wodqMAYNyN1hploF2/UGn1ZHjacuxPnUG0K5PqD62mqKqdRhcsLafXnBJuF6u1ZFKVlcnXArQShadqMmcv5P85nca/9WQjByJEj2bt3r3cfTjMDqedBFSyHhYVdvWTJEs8GZgElJSVER0f3W6tFW9oKuKqqis2bNzN27FjGjBnTY01SQaGRJlbzLav5ljosbGQDKip1Knztxoz/HK2lK1ICgvhhzBnkO+Deki0kW6vdGvEUX9iTCgsDIbAPi3QmJCRQWlrq1USD888/3wTM8/7qpybe6hm0lFExMTH9rumOhrxv3z727NnDlClTSElJ8bh3pIU6Fb7pQs/Bfr6MyZjCD/7RzM1bzxB7XZeBRa5V4JCQKFMwNU966ipbQFfEx8dTWlrqdWYMXc/uGcz+vDV7K7uqdrJj8052jN1OypgUFEP3P28GISh1Cu4s015HHPBoucAlRbd6bvXnsWeQb++9Pwf04ddW9+f+py/+3EJBQQFJSUkejzXuCncBc01NDevWrcNsNnPGGWcQHOw+vjcIyOwwJDhU0fTqLt5QhcJ5aUlMnjqNvfv2s2xLLt/VaRP22vrztbXBfGTx4Ub1LkYwktu5kxGM9Kh3BCAqKor6+nqve/1aGCg9D5pgWQjh7+PjM8ybAfKHDh0iOTm5/wvVTFpaGj4+PmzcuJEpU6a4XZ61K5JkKr+WD/Jr+SAxxHG7vIcGl8AsYF2HIerpZrguFMwCDjvg7qMK70aM4qA5hD8VrufZ2EmtRiyAByJgdTLEGbUvhKv7RVm7xWAwEB0dTWlpqcfHXnbZZSHx8fFXe33xU5C+6BmOr6bT0tIICgpi9erV1NTUMGPGDAICAvp0Tl8BazvoeYIZrg3V9FzoFNwsh/BMzGTuL97MA8Wb2wUWbfUcoghMwogTJ3ZsfM1X7OSHXuvbYDAQExPjlZZB17M7BrM/J6cl0+TTyP6NB9g/JY/qsCre4e3m9FndM7pDqDTKrC3c4NuDPx9xwD0e+nNf0P25f+mrP4M2HPN495iUlJSQm5tLRkYGqampPTZmuNNzo9q9nkP8/QifNI031VB+V/Q9aY2V7Sp+ErihWFBk9+ES9UoCCcQHn3Yp6XqDEIKkpCQOHTrU62PcMVB6HjTBMnDO4sWLPZ4q2dTUhJSyzz/23WGxWKiuriYpKYk9e/Z4WLsX+O4WmHYLsq1wY7HAiIEKF5S72u4F/0nQRG2VsPgIONBqeNPrS1geNpzLK/eiSJVYI6xNht9EarOxERI7diqo8Ei8HUlMTOTIkSMeHzdjxgxUVT1TCDGY9DTQeKVn0Ib6KIqCv3+fJmh3ixACRVE8Xo5UbfNfy78lsld6tjdfSgKqEK3jPDvpGWhUXeSxl7/xVzbyPetY51FlsC+mrOvZLYPSn+3Y2W3ZTXF1CeVJR0nYMxRUqKcOq2qkvgerTvBp/yM42gw+QIULjvZCz936c5Sm5/5apFf3537Fa39u4ejRo0RERBy3HhMhBDk5OUybNo3AwEDszf91R1d6Lu/Bny8oFHwRksTqoCH8vvh7/hk9obXiF2uENcmQZBL4Nreg27GTTx6NeDYGOSEhgeLi4j4tgz1Qeh40X574+PifXHDBBV0vB9MFZWVlxMbGHo8iAdrEp+zsbDIzMxk7dqzHeRFtEpLbzM8a7wt+Ar7toLEbQrX0Wo0q3FwC++ztu0JaWjB+U5/H7lSY4qcNu2hUXdRTz9u8ycv8A4H3zhwUFERTU1O7pPy9wWg0MmHCBAUY5fXFTzG81TNo3dYtK3gdDwoLC6mpqWHOnDmEhIR4pGcHDjazkW/5mjosFFOElNKtnoc16/mWEshvo+e/xE/lL3FTuLs0iwt8He303KBCkRMcUiGHbdSj5QAtoZgaqnt9jwEBATidTuz27n9c3KHruTOD0Z8lEofTwZ7sPRzI3Efx2EIagxsZmT2aq5238Uq1IM8Gjm6kbZeQ1Mafx5m78WeTez136c8KPeah9QTdn/uPvvhzC0eOHCExMbG/itSO8vJyGhoaSE5OZseOHVhVK2tZQwUV3TYaeKRnH2iUmp5b4o0FtQW8FjWWqyt24qs6+VEg7fTcoIJdhY9Zxn95izV851EDndFoJCwsjMrKyp537uYcA6HnQRMsSymnZWRkeHxcaWnpcQ2Wd+3aRUpKCoGBgYDnicSdUusKaWGyL9R3mDwSaYCnY7QxR180wH9qO08WMQmYNSaNc+zliPpaFKkZd65VoVa1cYD9OHCwjew+DceIioqivLzc4+PmzJkTJITw/AGeonirZ9ACjJiYmH4ukYbVaiU/P59JkyYhhPBYzyoqDTRQRDF2HCgYaFCVLvX8ZQO87kbPR32DCUkezm9qdhBqoFXPT1VC6j54vgpmq+e1u/Za1nhkzDExMRw9erTX+7dF13N7BqM/CwT7du1jcspkhgRqGQ2caXbSg6bwyaZc7imVLDmiDavoCqds33Wd4QsNXfkzXeu5oz8bhAsHdkoo7rSUdV/Q/bl/6Is/gzZpta6urttlrT0oDDQeWxLaZrOxY8cOpk2bxujRowkIDuDr7K/5Tl3Ff3mz6wqYdLnVc3fxxpf1nfX8ZUgKa4OH8krjTj4YQid/XtcIaVKLU7eT63EDXVxcnNdD5FoYCD0PimBZCGEwGo3hngrP6XRis9mOWxdfRUUFDQ0NnWqPngQYfqK9eEeawNhhfOdzsWACalxwbXFnIx5hgu3D4NowhckTJ5Kdk8u6BpVx++EnhYIIIghGG/S/ke89mgzVkdjYWMrKyjw+btq0ab5xcXH6JBK81zNos6tVVe1T8vaukFKSm5vL2LFj26Wj66hnFbXLoNQoTUxTz2G+42qCZQTRMg5DBz0/30bP13Sj50tHJIDTQUFxGRuaYPx+eKRcax35e7UggsjWGdgAO9nh0f3GxsZ6bcq6no8xmP25saGR4YnD+T+uZDFLuFa9gy8j0/hIBvOr0myKHCrXFmstYu7o6M9pJjrp+ble6rnFn7flbuOQWsALPMc7vN2v96z7c9/piz+3UFlZSXh4uNcTotvRVAfCBdIFahM//PADo0aNwmw2Y8dOUVohh4ILSMlOpVat5SM+bD8cQ63TVjeVjfgJlVFt5t2luYk3euPPz0xKIsnVRGNlOfUu2vnznysFyep4QOtpzGWbRw10kZGRVFRU9OkjGwg9D4pgGRjpzSICFRUVREZGHofiaKladuzY0eXylb0NmM2KVrsDbZxQlFGroR1ubmyY5Q8XBIFLwJJCCGlqL9xrQmDbMBhu0o63+wWxyj+Of+Tkc9ABJU5t1va5ciEAlVRQSgkS78YEhYeHU13d++7uFiZPnoyUcppXFz318ErPoI2Di46O7ufiaBQWFmIymdyev0XPWdlZWFUrBRzE0WF8nAsXQkhW1AkS8gU/2AAETSocaqPnxb3UsyIEQ8ems2rHLhYecHCgTQNciRNWtdE1aF3aWWztddd2cHAwdXV1Xo2P0/XcjkHvzyZMpMuJSKnw9yrBsvA0CsxawPyxReV9i+a7HTErWm8fHPPntno+w6/3/mwSTgxBBiriylmZv5JqqqmjjgMc6FMDRlt0f+4XvPbnFvq9x8RshsppFBbtQSKJiYtBRcWJkx/YTllaCY3BjaRkp7JL3clOdmj+LFVcsgk7Ck3CgCJcZDQnVetLvDHCLBiTPoHcHTu5/oiDOYdo9edvG6BeVZjCVAC+b87w1VsMBgN+fn7U1dV5/XENhJ4HRbAshMiYPXu2x/kOa2pqvMoJ2xsKCwuJjY3Fz6/rdH49BcwqKg7sjG9uufAV4JDHanlG4PV4LQfiYxVQXHNMuBbfIJYNgefjtNYPm4RXayB5H/zJP5UZ9cX4qpp6n6wUJKnHvvzrWOv1RD8hBL6+vjQ1NXl0XGhoKEajMVwI0YcEdqcG3uoZoKqqioiIiP4uEqqqsn//fsaNG9flPsPThhMQHMDy7I95T32HehpaW5nt2KmhBlVVmNCNnv/joZ7TjvjybmAyC2o755DtqGuATWzsdUVQCEFQUJBXpqzr+RgnhT9LiampiQBFkJsKVwTTLmC+tVjlqFPTZkfSu9NzQu/13Kga2MRGtqfmElYcjuLQfl7Xs6bfhmLo/tx3+uLPLVRVVfVPRdDWBNYGcOTgsu0mL7+KwvTDVFCOEwdmzNzCbaQzoV3A/Im6gnoacGDHqYTQoCog/QBjj/7s6qWe37L58axfCqbD+e2KLIGnK2GK62wAKqjgKGUeNdBFR0f3qXV5IPQ8KILl+Pj4s6ZOnepxvsOampr+GTPUASklBw8eJCUlpYsdjnU5tA2YbaoNFy7s2HHgoIJypGpgWHO3iK+izTxdWa/9++4IiDZArg3eLDom3PiQIPYOhwXaMGl+sMH0g3B7KdSr4BIKq4KHMs9yGIA1jVDjEkxnJgB72dOnloyQkBBqa2s9Pm706NEA3ufiOUXwVs8AtbW1x0XTJSUlREVFdV4NUFpBPdaCvD5tLVXBVQzJTuQt9Q2cODFII00uI42OcCyq6KTnz5v1fE+E1pLRGz3PaKPnVcGJnFFXhFFt35W3uhHqVIWpTG/dVk0VRRT12phDQ0Opqanx6LNqQdezxknhz0114LJixIW/cPByPLybAF9GagHzTSXZXHBYxepGNilt9Gxro+e7IyDaAz3fWSYY55oBiqRyaAURh6MAKKCAJjwLbrtD9+e+0Rd/Blrzt/dlxb5WBBBkhoYnKKx/kpD4ELaZsnmR5/mSL3DiREFhMUu4lMupTqukMbiRIdmJvKe+g5Q+gImXq32IzxMccvTsz9s98OfPg4aS0VDW2jDXwr9rBCEikCi0XkpP55P0xZdbONF6HhTBsqIoacOGDfP4uKampm5bfr2lurqaoKAgzGY33yfZBLIRm7S2/mCnpaURGBzI5uzNfK1+CUCjS8HsiibfrmAEogxaTc+IFtwONcLDUeAEbttv4a7SLJ6Jy+Sq+CBWJWnJxO0S7iyFSQdo7vI+xjfBicyxFGqTA4AnKyHDNQfQWrQ38b3XrRneCnnUqFFm4PhMDz6J8FbPUkpcLle/LG/dEbe5bqUdXEdxCgU7dpw4uYz/Q0kTNAY3EpAdyJfqShxSsteukJgveN8iMNBez2ub9fy7KG3CVG/0vL2Nnu2KgayAGKY0dB6L+WQFZLrmoqAQTwIzOQN//HqtbW8DC9D13MJJ4c8OG/j741CPUkMdPoqdRUGSPalQEK8FzOccyua+UrVTOrm2ejZwTM8Pe6jnd2rBT/iSSCKVieVEFEa0roO9vg+9fR3R/blveKvnFiwWS/9UAlUVLFWgqEjrJxwsHUlBitbDJpFsZhN/42n2sgeAtOYFQZQ0gS3YyrisSRyxg0MKxpkFNSp8Va9peEEgBCvu/fnWNnq+ugd/dgmF1cFDmWspbFf0WhU+tMC56o8ByGOvRxP9goODsVgsPe/YDSdaz4MiWHY6nTFxcXEeHWO1WjGbzf0zwL4DPaWEsWEnV+RSSy127KioDEkbwq7gHdiy7aguAwYM/KxI8LtybTWo0WYt9QrAHnvz8Avg5n0WrirM4j9DMnk3LYgHm/11mQWG7YNXanDbhtZgMHHUx58UmxYIvGcRhCkBLGAhN/ILzmSO163LoaGhXgUYycnJ/oBnD/IUxBs9A9TV1bVmXelPGhsbu8h168Su+PMVX/AW/6GRRvzw43puZETacJqCG6nLrsfuEowxwXkB2ipQdaqW4aVFz7vtsLQrPUf2Ts/fBidydnNPCWiByxx/SPIRRCqBPMjvuIbrmMd8oonp9epR3moZdD23MOj92doIlkqQR0GJ5FXxMm/xH2xKLVFGJ2uTIXV4GofMwZh2Z7O+XsXaxhqt8piehfBez00SltbAPPljXCYXNn8bfrVarvQd/ICR/ukx1v25b3jrzy30W4+JtQH8fKDxeWodF+PnH8BOc/tJzA008C7/5U3+g02VCFcQN3Ajlw6/DotfOC9t2Mb39Spz/Nv4cwO8Ew4RBi1w3tONnn/brOeP6rr259VBQ5hT1z5Y9hXwfZMggVRu5Bf8hoc8uvWWVnlvV1mFE6/nQREsCyH8PZ3939jYeNxmWVdXV7sfNypVcB5AiCC+4HOe5RnWsQYXLnzw4cK0i0gNGs1L67fhcKm8FAdbrdoyp6NNWoL6jU3w40DIUKCx2sI5h7LYkprJd2OCGGuGEhecdwh+WgyV3egoWAFneDQPGCvZPgyOjACrClOYxlCGYsSImfYt49oY6p5b5Pz8/LxakjIhIcEnLCzM+yr7KYI3eoZealqt14ZOeEBFRUXnVHRSgqsUIULYJrI5yEGe5RnW8h0AcziLRWkXMC4ogxWbt+FQVf4df0zPY5r1vKlFz35a197UA1lsbdbzOLM2Ua83eq73DSRZWnkiSrJ9GNSOgo+Hwm0RYBQCIz744osPx1rde1MZ9PHx8TgvbQu6njWOiz9LqzaDX63Reus8oJM/CwGRYahIDnKAOupa9bxOrMao2PldtOSOyWlU+AXz3dZs6p0qDunEgQOjUI/5c6Om58w2et7igZ6fqxLEyASCCcYv2o/Myqncwm3cw304e8gYoEqoc0GtSzYP57Nhk03a704bdH/uG976cwv19fUEBfUpRbOGbwD4hwA+lDTcQkN8Q5eTl4sowoCJf9cI7KoJozQTOCyNMt9gVm3NxtnGn30M8OunwG7XeqQ7+nO7eKNZz1cUde3PtUZfVEXhIrOVJ6Jp9ec/RmsLnnQVb/REYGAgDQ2eLWrSlhOt5wEPloUQwseLfmer1ep5ei3pBLUWpA1VrcOGrdMPrtPpRFEU92u9ywZcSjC5bMOBAxcuVrOK53mWIooIluEMGT6CEt9gXv4+Gz9UbgrVRHh2gPZhr26EN2Lh0GELK7/KYlFGJv9KDkI64I8VMHIfrHfz2xFlgIuC4O+xkD8cykfC3UmhTHLUMt5Xm9UdbBAYMeKQUOvSjNchocoFNS6V9azrVbAshPAqg0BcXBwBAQGpHh94CuGtnqGXmhY+YLkXGv8NjmxQG3FKB1aa3OoZtHHQoaGh7TfKOlzCzC52YkX74W3R8zu8jUGaiFCHMHxEGjt9gnl5g6bnX4Rqejo7QMu9OVHCfxPgcI0F284sgsdn8nJyEAa0SSRd6TnaAD9p1vO+Zj2PCQvkBnMd433BJLT8nqbmSSoteq5zSSxY2M9+Sijp9Wer69k7jp8/m+DoSKi+FCz3gfULXNKFFStOnF3quZM/qyo01IA5CIchjvViXeu+LXp+gec4qhwk08/Fs9PSMAUHsyc7G7tV0KhKjAjm+mv+vKoR3kyAQ816DhqfycupQSiid3q+M1xL1XUn93B26DzCa8OJIRYDhtZgoqM/Fzngm3oth+0tpbC5SUuT+DIvIXFBhyBb92fv6Ys/t+BV7KHWNTd0tNGzooAwQ8Bd1NQpZIRlcj03Mps5JJKIoU1PxDw5nx9scEcZjNsPWVbBJF/427Q01MBgXmrjz9IEE0eByUdbt+GNNv7cVs/dxRsd/fn8+FCe8Kvlzgja+bNZEbjQvrd2tU67z15iNpux2bwfmnSi9dzjOo1CiNeA84GjUspxzdsmAv8EfNGG3d4spdwstD63Z4GFQCNwjZQyu/mYO4GfAX+RUr7b5hLhERERHn/zvRNsMRxNAhGKjFjLAUWhmiriSSCCSPzxp7y2nMCQQFy42olV+zD8cAkTRlFOKqkc4UhzloBqlvIqo8UYlhgu4qHMEby/PZ8vtmRzx9TJNDUpLPaD9SqcHwi2GgtbtmRx5qxMfH2D+D4bZk6E16pprVcm+cCZzV0rZwVoXSo2CUEKKM09m2HBQeyts9CoakZ/2KHVJLOssNsGe2yw3661kqxIVPmKLxjLOPzpeRllIQSqqrqvNHRBfHw8QoihvdlXCPEjNK0YgFeklI8LIcYCrwB5wLVSSu/GkXR/3UGpZ9CS0QcH9zBJWzqh8flj/w56isKAi/iKL4kkihhiiCeeSCLxwx8nDqprqxkxqvM8CKcSwRBh5hzmc5ADrXqeps7iPQu8XydYGg8PZabx/vY8Vm7J5rapk9luVzjbH3IlVFZAUICFLTlZLJiaSaxvEPkHICEBnmizSFNyBz2Hu9FzaEgIR6trMQcGt+p5h01rLdljg1InfJsEf+IvAMzjHBJI6PFzbTFlT/1C1zNwPP1ZLQR7Idi/Atdh6sxTeYan8MWXKKKIJLpVz136s6JAUDhgxYdAfsQC8sijoI2eW/x5pjiDecoC7p2Yxs7teXz8yTbOXzCJAh/BEj9Y74K7gkG1WChu0XNIEGub4MZiKGzT6JfkA7P94dwAreLYXs8CKQ0EBERSY9nVzp/b6nl3sz93bL6YHwDRPUxg1f35xPtzC17FHjjBcjcYx4FPBhhHghKFDQdSUbA22gn2CyaEEBIYghMnRoyUc5R88hilTuG2Ss0oCxxw9iEtBdzrbvzZ6lJYdBbk7dS0ZKu3sCUri4VTM4nxSs9QFBpKtaWG+pgYTOKYnk1CEmCqZCc7mCamgOz9sCtfX1+vekhaONF67s2i5kuBF4D/tNn2BPColPJzIcTC5n/PBRagzU4cAUwD/gFME0IEAlOAqcCHQFvxRnqzWpnNZiMsLMzj4wCQNSCbOEIl61jbutmIkcSaJAJDA6mhmnjiiSaGYIJRUXEJbbhFOhMYyzgMKFRTzT72cYD9FHCQT/kfP+YSLhqfxo68PLZnZzNl8kQam7SJryn1FrKyslhwbibCEMTld8Pna2H92/DRcKhwaUGFvwJIrQbXKDXh+ilgUTWDzbXCNqvCOIfCjXlODqr9uz69r68vNpvNowk6UVFRuFyuqJ72a0738iIwHygEtgghVgB3AYuBy4FzgZXelL0HljII9QyaCUdF9fjxdcKBgyMc5giH2203YiRcRpDgHMoGn/Xt9az4IlEJJYwzOJOpTMcHI9VUY5aRvG4XrGmEhDx4KgauaNbzD9uymTZ5Mo02BYMC4cEWtuRmsWBiJkIN4vK74Iv1cHQdvBQHMUaY5dc7PRfIUAyFpfzLNpQiN72RYV72g7WYsqc/cLqegQHwZytWjjT/15b2/qw1ckQTjdkQBphxqBAm4jlTiWUGM1v9OZ98DnKANHUsH9VpPSNXjErD4chjx/ZtZGRMRggFowEctRays7OYMT0Te1AQlxdp2QRGm+GmIPhRgHt/tkptm0WFA3bI0f3ZW5YyCPXcFpfLhdHo4fOUNmj6d/ttYZ+QZx7KLutOAsyB7BV7Wv1ZQcGJs7m6GIsF+HcCPBSlrbr3TYM2ca/Fn/9vdBr7Dmj+nDlpMubmCSXJdRZ+2KH5c1x4EJ9Z4PzCY3peENg7f/5BhOIoK+Q9P62S1+LPT0TDksgaDnKAaWSCB5P8vEmB2JYTrecen7iUco0QIrnjZqClCSwEKG7++wLgP1LrI9oohAgVQsQB9W2O64iP2Wz2eBaIw+Ho96wBTpzYmuyUxxxkO7mt2wWCEEKIapbufHkeO2wGUnwgSEQxSkYyWkwhQAhcaOusf1wHN41Io2J/Htu25ZCRMRkpVXbvzGLq1Exy84JYvRnuugbefUYbQuo0gsFXE265UxuYn92ktRbvsWutEbUd6j73KM3j10z9OzHMaDTicDg8MmOTyYSUsjcuMhXYJ6U8ACCEeAdNOwY0jah48q3zgMGqZ+h/TTtxUmWvJNgcwja2tm5v0XMkUUQRRRzxDFfHYBRGgmQUduCecHg4EspcmjE/X9Ws5315ZGdnk5ExGZdLZcf2LKZM0PS8IQcevEnTM8BlJm04aW/1HOUI4IamRreBcl/w8fHB4fA8M4yuZ+Ak8OdfyPv5a0UQP1i1IGCSr8IEX1OrP4+WkYwRU1GkwuwAwef18EIj3DQpjcqCPH74IZuMyZqed+/KIiMzk93mIL6phkei4MMh4HKCzQpGBcwq1KG1Emc1af/fbYe9NqjR/blPDFY9Hx8kddRR0FhAeEAEm9kItPfnM5mDnzOZMqdgmA8M84HrQ+HKEG3uSKkLvmvQVuRLiEqjSuaRlZVN+oTJqKrKnl1ZTJyo+fPG7TBvBjSO0kaDNKENGWrx5732bvQs/Xm6qYmvvR9i3AmTyeT15OuW40+knr2t7v4K+EII8RRai/zM5u0J0K45oBBIkFJuFUL8AGwFnuxwLq+GEEkpj8tMa0VVUA3tHU8iqWn+7yAHmMd5TDygvRdugFEmwWizkfFmmO6nzay+JRzMAiJHppGXl8fatWupr6/jjFlnY/QJYvIYmD4J6o3amKF1TVqNbbddC7btvewoCnXZCHLZPRi92TusVqvHE6N8fHyoqKjoTbeIO51MQ+sm+RTIR+t2O1H8igHWM+Bxt2pvUFzd63kfWsL567mV58rieL0WRpm0oCPdDGcGaGPXJFqrQ+So9nqedebZGIxBTJ8AZ2ZoveK7HPBBned6dgqFZFvf0gm5w2azeRUs63oGTgJ/Bih2aOMzv+jwY97Wn9PNWqvwT4K0X0ezAP+kNFwH9rbzZ4MxiHQgIwSOlMIX+2DrDth9QHt98g/4rYT/9kKquj/3C79iEPjz8UJxCVTjMU239eeRjKK0KZklzXep6Vnz5wlmbUW+nwSBvQlCAiEqbDj79uWzZdNaGhqOxRvTJ4CPEY6UwM79MC0dvjDAk1WQ3xt/FoIhdu9X3HOHy+XqU8vyidazt8HyL4E7pZQfCiEuBV4FzunuACnln4E/u3lLNDY2Bq1evdqjAjQ1NVFeXu5hd4gdHE9pfxrLsQono2i/QpipyUTQ0eB24m1XWGAt3/GUtfN2o4AdCuwTWhqiYEXb7nK5qK/XKrvbc7cCAiG0WludqnXhRUqYIWGGB3cDkGqr5c7SLBoMXRtAgAI5h2AUY9nGts5jsd1QW1tLVlaWR61DqqricDi8nmYspdyGJuITzYDrGaChoYFNmzb1EDCrxzQMYBiCTTnYScethVEFpiYTo1Z3v7zrXnYwybmX+ObfX4E2Vi1LgZ1t9IzU9NzQoOk5N0fTsyq1lEVBAVApIdLluZ4NUiXG2chTh1e7fx/4vpTWe62jntW437ctdXV1VFRUkJeX50FpdD03c/z8ua2OlVBchuwuddyCO3/eyRbOcShM7ibZhAAMArIV2CW0vLL+Quv5aOvPP2zfipQCKcHSnIaryQaRZpgxQnvl7YT5AjJ6kfWqN/7ckYASKDY0EUMs37O5OX9t+4qH7s8n3p9bqKurw/Pjne31DmB00SBqGOpIxuA0EFTeeb5KBZWgfsdT9vbbW/w5W4HDBghqlociwOk85s8tem7x57oGsNpgmwOMBrjWg/qWWaqdvHlIMRww2ggmlI1sbVZp7xp87HY7VqvVi89S40Tr2dtg+Wrgjua/30cbJA1QBLSN9Ic0b+sOp9lsrps7d65HN719+3aGDBni2XKqrsNw9Dztz4jNfGOqZCs72+0y5IdEauKqqY90X4vyw4/L5P/xarFgrEmbPDfSDLFGaFK12c3+Chx1NrdcNFnYsjWL2XPOYtPGDQQFBTE+fTJZuxSmxEFkODTaIDBAm/N80K6tGJXdZpLeQQddJsm6q2Qr70aMpMjUdSqbGX6wItHJc4aH+RE/IpyeP7Ps7GyGDx/e84SzNtjtdmJjY/f3YldvdHI8GXA9A2zZsoXRo0d3n2tZbYCyecf+HfQU+QGTWC/WuN3dp8mHxNxk9k/Pd/u+CRORRDFP/RF7m8KJac4525WeDbUWtm/PYtaZZ7F5c3s9jxoLkWHQYNOCZpfwTM/hziZ+eTSXP8ZPd/OuNma5OE3yJ+VBQJvgN4e5XX9WzezcuZPo6GiPx4PregaOlz9LFUrPOvZv8wXUhP2bZ8RT7vdvKbAbf57rWsTSkiDetmiVupHNLW9d+XOwoq0yXFkLYYEWtm7NYtas2WzZsomgoCDS0yezZafCyBY9N0GQPzhdcLAIkhNgmQ1WWTRNF/TRnzvyn3hJamgua8lnkVyIL2YtC04bdH8GTrA/t7B69Wrmzp3r2UGuUjg6v/22sP+xwRzKzqrthBaHUzj+cKfDFrEYe+NUPqjW4o0Mv/b+7JIQLOBQMfj7gr9ZizdmzZrDli0b8fcPZNKkDLbuVBg/AcxmLUWh2QeM5ub5Ir3056cPr+aexPb3/US0ZHJkPutYw0J5Ln5SAaV3Q46OHj1KeXk5Y8d2X0HuihOtZ2+D5WJgDrAaOBto+SVeAdzaPCZkGlArpeypB8rpTRepoih9SmjdFS4fJ0a7kUACm2dkRxFLLHHEE04EZszUqSovxhowiWODXTY1wqf18F0jNKrwSjwk2Cxs2ZZFZkYGUgnGZPLF1z+YrKxsxo6bzBsrFJ5aCjnLYF0jJJpguBkSfLQ0cQ6pndwstG7GXc2ZLnY2j/nca4NA1UGj0v/dSi6Xy+MhAU6nEyFEb+qqW4ARQogUNNFeDlzheSn7jQHXM2iJ2vtb0y4fVxd6TiCccMyYtSVVhcJUv2OD/DY1wSd12mqTTRL+FafpeccPmp5RgjGbfAkK6qznjDFwzgyYPxOGx0O8AhdFgKO5gaytnrdatf/vtoHVbqf+OGjZ6XR6tTStrmfgJPBnX0z8MRqej4UgA63ZJ8yKE5c0AIJNjfBJvabnSAMsiweTogXKY8dlYDIH4+vri59/MFu2anr+z3JNz5lj4Q+3QVIypKWCXYVLzXBhECC04UnFDk3DbfW81677cz8x4Ho+njh9nPjZ/EghhUiiiSWmnT/Xm+HFWNrFGxub440tVvhfjNZi7GeysDUriymZGShGLd7wDwxp1XPRUQVbDDxWC+cEwHxFizfiexFvHGxyYFf6d5Kqy+Xq05LhJ1rPvUkd91+0maeRQohC4GHgRuBZIYQRsAI/b979M7Q0LvvQUrlc24sy1FVXV3ucyqWvOfoAFBTCiWie5qRNdPIJMeGqcZIWPxInTgwYWhdCsGOnwSUQKKxv0mZJr2nQJiypaN16f4iGX4RBtcXCqi1ZnJWeQXV9MAkxWiASFpGG3Z7HJ19kc82Fk7nmQgWXhHnNlcpgBWb6w1n+8KNArRbZqEKcEZJMcG4gNKjaufyFZHWJlXNTzWyzwXarNkZ0j03LqtEXbDab++W+u6G2thaDwdDjwCYppVMIcSvwBVrv+mtSyp09HNYvDFY9Q981raAQSlirnuNJINoYw051Jxerl6Aq6jE9S0GDClYBTmlgfaOm57WN7fX8+yj4Zbikvq6Or9voOTpc02DUsDSqao/p+YrzFa68D275g1am4ECYOQnOnwM3Xaq1Nnel56rCWiz+IVwyRJsIuL25Urjb1v2CJj3hjZZB13MzA+rPHfVsDPHp7M8GH8IMEjt2JAKzQeUwh6imijFyOpF7tTGZx/QMFdUWdu7IYvyEDOzOYMJ9waVCSHgaVpum52svmsxPFylc9yAMiYOLi+H7Jq2n7uyAY/7cpEK8EZI76NlPSL4rsTI/1UyOTcv40h96Bt2fm3c/of7cpoxezi8xgCEFjKPAOBqM6UwmmozADDbUf890pneKN1y4MBscOFUzf68WvF6jTcBr8edHozRPjYqysCr7mD/HRraPN1atyWbu7Mngq9Coavm8QUsNN7ONnkea3PtzVUUNtbEhXJ+mjXHOtmrxRooJFC/nenqXgu8YJ1rPvcmG8X9dvJXhZl8J3OJhGcpKS0s9/rS9ytEngiDwseY8h6OZRwBnMgeJihEfjBhpCm0i91AuBgyouBAIGmiggIPsI58zWMBvy/z4V037Uy8K1FqTfQWsPWphf04WS6ZkUFgcjNEISpRWI3x9Odx5VRq7D+Tx939nc/1PJ+Prp/DZULihBIqdsLJee913VDvfFD+Y66+leZnUrC2TAKfNSqCfLzMCBDP9tZQvDgl+QsvdedCuBRwWlzbDNpSwXsva6XR6PJu9pKQEIUSvujeklJ+hmd0JZbDqGTzQtPAHw0jNdH2mM4Sh3MWvCSIIJ852egY4HHiYpvom/IJ9EWjjMT+qg8+aW9r22TtfokXPfoqLI/X7KMwu5pyMDA4VaXoODgSDAi/Vwq3j09hbkMd/P8zmZ5dO5v2/KqzZCj9/GIrKYOVaSEmAI40wugimttHzxDZ6rqutISE+nkh/zcAbJDjb6PlIc4PQTM6gnHL86d0Knt6asq5n4ET4s/AHQzJmzMxjPgkkEElUGz1LjM3/defP+eRziAKqOJbge7jMYFGgCbs85s/rjlrYl5PFRVMyiAgJpskOJarmz0s/hjuvTmNPsz9fd8Vk3vyLgkNqlUiLemwi4X1HtVa4qV34s6uNP5/hxp8P2LWAI7tNI8ehXjZ66v584v25hZaKoCeZSFAiIbapefVVl6Z5YcIXQGi9iqrDhdHH6FbPV4ufE6gkst2mFb3Fn81C8n15HftysrigTbwRH6ddtiXeCPDL48sd2ZydOZkPhiisbTwWb7jT8xx/WNhGz02WWsJCQ4gyQpRRqzC26DmIYSSRggsHXQ9I6ozVau28WJYHnGg992+7uhdIKe1Dhw71uJ7t6+vrRdoRMwTeD+LYFLfWJRqlC2QdPmZf6pvq2SazOCAOcIgCLByb9uxv8Oe+yPP4V40m2kQfeCUOZvhrVZYHD1oYmpfFiEkZ+PsG4+8HwxPhjzUwV4G4SPjXB3DtRWn86fk8nvlnNrNnTWZWhkL+cHj4KPy16tiaTVaptfatbYQ/VGjXmOjbnEC8qYa4kFDqm40+oE1F14y20s54X7Cp4EDlVm7v1eQ+bykuLsZutxcctwucBHirZ9A03ePyn8IEMTXaUsEIEAH4CQN+aMbd8nxVVKw0YcQHc6iZH2pyKQ0u5RAFXK/ezWs1Rj6r73z6Y3qWmBUnn1k+pTGrkckZGQT6BHHjw7DpHchXNVtMM8F/rXDl4jQOHsjjg6xsYsZPZvZ0hb2fwSMvwN/egF9fD881avk73en5TH84u6qWxJGjW/Uc2EHPo80AgnM4FweOXmtZVVWvuvt0PR9HfxYKRGwA43AQoSAbMQBnMhulzQSh1mfsxp/3i/0c4hB1bfy5IweUXN5IyMSFwAD89qCFxGZ/DgwN5qIi+GgoPFUOcxSIi4J/vQ/X/UTz57++lM2cMydzxmTNn393FP7Wxp+70nNbf65rHhbS0Z/TfbXXJao21MlHaC+XBBtJOJgBbib3eYuu5775cwve5LhGNIdazWPPVVTsWDFipJ46HCF2Pqv9jILIg271/JX4lJ+F/JJnq+BvMcf8uaK2gdod2xg+MYMw/2B+3OzPPkJrzGiJN667OI2lljxy12UzJ3MyswLcxxtt9fxYGz3/vKyG5OFphLm0SbHH4g0Bzd9RozB6JFVvFopqy4nW84Avdw3gcDgcqurZYkBeJbRW/EG0mK+jeelrOzj3QOMLYLkdKaDMr5TPGz/jB7a3C5QBNrCeKINkjj88EAm7UrVWsDInLNilBcqFaRmcGRXMW1bYHqkZYa5VE+LZ0+G3z2rrtv/2tjSKKoL5alU2j/1DxUfVulX2DNdqbu5woY0j+msVvH2kip/XhzL1ANxVCh9boNKpdaPUubTczaAthR2o+GDC1KsAw+FweJ50HSguLpZVVVXuZ5KdRnijZwA/P7+eNS18tJcSAkpwBz3XNOs5DyR8yic8yeN8FvYJeZV5rXrer2zj3g6LWPkAv4nQ9DzXz4G/UPm35VUasxrxz/An3mc4f39HEOCnTUj97VGt+3m2P9xdBnYfSBmZxtcimC+2ZHN/hYoww8O3wKGvISxECzI60qLnf1Y42WtVCd/v06OejRjxww8Tph4/U2+eQwu6njWOmz+bZjR3uWl6Ngn/Y4FyWz07drv15x380GWgbMDAbOYwQUwAJKVO+NEuLVAuTMtgdlQwL1drwyEsqraIiE3CwtkQHw2+JrjvZs2fjxZl41BVJNowjt3DtRSh7nDnz9MOaN+R7vw51KAFHyYBforWCziZDIxSgmz/Oer+3De89ecW/Pz8em7U6EhrvOHCLu1sYiMf8j5P8jjP8BS5ETlUHq3sUs9llGKTdrYNgzP9ndiUKl6xvMza7C+ZNWUS04KDWPoxBPhp2S5aOHs6PPisVtd8MCONIt9gvtySzW/KND23xBvd6Xlbk4q1zsKCyiCC99Lqz1/Wg1WVOHBgw4bsYdXJjjQ0NODv3/Nqwl1xovU8KIJlo9FYUV5e7tExAQEBngnWbgVbjbaSjj0b6p+A6p9AWTiUjwbLr6BpKdJVQHhcOOGFkW5Po6JyVCng6yTJbyK0itRbFjh3l4UlR7JYnpjBoynBOCT8+qg2DMJg1LrZ6lSt5cLsAzf+Tjvf9f+XRklFMPMmZnOgQeWoC+IN8HUS/Cdey6voDiElkxuOkuMfzW47vFwDFxZCZB6M2Q83l8JbtVDkAKsKtS5tFmxvqK2t9WiWdQuHDx9ucDgcAzlrelDgjZ4BgoKCsFg8yDOs1nXQ88XNeh6JUy3CV/rSRBMN4fX41wQiXFq1/0uxkil+kNLcizvbH/KGa5W/AAV8FEG1pYSkrBTqMiwsDP4xBmFgdibcfiUYfTQ9N0gIM2g/9teVgCrghglpHDIHY96dzYwDKhVGCI8Ak2/3ep5ZX8ymwFgk9Kue6+vrCQrqfSaCtuh61jgh/twJBWqu0PRcMabX/gyQTDK3cydzmItDNfGfGoXzdlm48EgWHw/V/Nkm4cFyTftGNM3VqxDgDzEz4YFKLVvAXx5IY8K4YJ7bks3MAyplLkgwwDce+vNL1Z7rWUHBqASC0l6/uj/3DW/9uYWQkJCee7WlrTk47uDPFZkIBKv5lr3soQmtIlQbW0NIWajbZVRa9BxoAClsFCj5vGJ5mdCsMCozyokMCUBFcO1F8OZfwLfNUPa4KNj5v+aJgfKYP5t2a3puiTe60/OkxqNs949Cbc6b3uLPK+slNdTxPH/jE1awnRws1OLEiRUrajdDMqSU2O12r+aStHCi9TwogmVFUQoLCws9PQZFUXqfmN3pAEsd2DdDZQbUPwj2b0C2N3RT3SPMjJ9JWHF4J+EGEMClXE6iGIJERSK5vBD+UGDhtpIsXojL4JURwQjgmmKtRXlhkLZs5AG71hLXYINzz4CocDCbtJnWf304Df/oYP61NZtx+1Teq9MufWkwHBwO14Z27t2Y0FjOXt9w7EpndR9ywJu18LNiGJIPSflwXTH8s/rYAhG1LnB2oeXa2lpCQkJ697m24cCBA1aOra502uKNnkFLsu5yuZCyl7UaYYSKDLd6NtU/yRnMat4PauKqCSuKALTlhMsp5aFIybsJ8FkiJPlAYLOULHX1bM/eQ+bksdwQdCM21ch15bA5Hs6dBX7mY3quV+EMP23Fyq1WmOwLKcPTKDAHc84hTc//rQOpaHo+MByuCems57Mth1kd5D6/fE96tjUHG043H1tNTY1XWgZdzy2cEH/uiGwAEeiVP1/J1QQRhCoFNil5tUjz5+fjMng1LRgFuLbZn38cBL4KfJvUHCj4wtM18EwVZDkhOBQ+jU5ju4+m5/H7VN5t489d6dkbf36pGvbZNH+ucbm6DDZ0f+4b3vpzC6GhodTU1HS9g3RB3SNQtQBKg9v489fgzEG6CsmQme0PMUjqIyyElIa2bmur51BCMWHGBx8iLVEMyxrO4YxDXBZ8OTbVyM8qYNgh8I3R4ooW7Ab41Axhh2Gzzb0/96TnhTUH+TI4qV15BXB3BGxWvqWGGnLJ4UM+4Cme4Gme4GOWsZXNVFONvbXicMwLGhsb+9SqDCdez4MiWK6pqVmfm5vr8QzVXtXwWvBvrp37ZIBhWNf7Wd/G16hgjDS0ClcgmMJUfsXdjGI0ANWiEkVAUJOFu0uzeDo2g/uSgok2aGngPqnXPtwMX3BJyVsJkggDmHwlbz4Bv70bnqkBYYbQELgrII2D5mBuKsnm+iKVq4o00/QT8FwMZKXAuDaVsEU1+/k0NKVXt37UBcvqtBmwI/ZB1F64vhiEkBzlKC5cWLHiRBNzTU2NVwPvt23bpgK7PD7wFMNbPQMEBgZSV9fblZIM4P8L9281Po8fJpLRNFKefJTog9EgNT0XKwe5IgQuCNJak1sWW7NYLGRlbSMjI5OI4FicqsqGRsG7dXBHGZib59TlD9dSHBoEzGvedl2xdp7fR0NBvGbIN5Vkc0ORys+KtG5uf6Gl+NqaAmOb9TyyqYoag5kKn96ZZ0c9R+fB5UXwTCX8YD0WPNul91oGXc8tnBB/7ogSDIH3dd7eC382qi4c0sHz4hkO1W/nj+VZvD1E8+cYgzYes8WfJ/tq4zuH+GgjLwOUY3q+thhQ4FcRnukZvPPnm0thxH74aaEWvGxgHaWUtrbU6f7cP/TFn+HYmOUuGzVkIzg2gON7oPPsaVP9Y8zkjObFZo5RllpGzP5YhGyvZxOm1n3rLfX8kPUDZ2WcxQXBS/BTQ1jfKPi0XsuFH9KhbuavHFudrzt/bok3Ouo5qXlF1SPm9j0Z8wIgQFHZypZO99dAA7vYySf8jw1yHVKtgJpraBtu1tbW9mlyH5x4PQ+KYLmuru77tWvXVnt6XI81vI4EhkJ1Ofjf3u1upsZ3SE+ZQGx+PLEyjpu5jfP4ESZMSFTWsYYXeY4v65dxXXEWW4ZlMDkimCtCwCQkuVZJqKJN3nBKaFJqGBGSjUFpwtfHxQEHJBfCA+Xwpwot/+yyofBlpCbgX5Vm87FFZex+bQY2QjvXphRtcH+6tQoV0UnAvcWiat3nlWoTL/Asf+T3vM0brOE7jnAES50FnyAfHPQ+H6XT6aS6utoupXQzbez0wls9g6bp6upeHipM4HcN4H7AmY/1U2ZJrXXZ6eugMbSBlKJh3MytZJCBWRGY2ziAFihnkZGRQXBwKAgjDuHDDc119/FmTc9GoaUMMgLBBjivOQd9gQMer9AmKC3voOflFpVxbfQ8wRc2p8BfoyVXVu3ho7ARXnxazeVWj2WPST8AoXth0RF4rBwKq2rxCw7Gjl3Xs5ecMH/uiHE0GMd02tyVP5sxY5QKCk4MqMywnMGe7J1EZoSzckwQPw0BHzf+3BaD0NJlgZd67gd/viVcsl/J5ku+4O88z5/4A2/xBmtYzRGOUFdXR1CA2mksc3foej5GX/y5hYCAgNZVHzshAiDg110f3PQaPkAqw9tttgfYEEEKFx+57Jie2+RgaOvP4cHhpDAMgzByZ3MauL7ouWO8McEXNiVLHq/ZzkeRozrdwq8jJAeV7T18SnAGszDXP6kNJWrTS1RZWUlYWFiPx3fFQOh5UATLwLaNGzd6PEM1MjISj8Yemf2hrg78rwO6noUpLPcxLCCFhOh45u07hyii8JFgl3aW8hqrWYXZYsaaZcOSUcXLI4J4M0FiUhzsV3ZxZVgdxWmSpfESo5AUUMAmNlJPPRJJkgkCmiuVT1RCtQpRirbww7LwYwIucqhMPQjPVmqtGH4Crgt28YzlBw4nj/P042rHvZGSXMNaAJw4KaCA1XzL0qbXKDQd4T/KUr7hKw6wHzs2bNiwu6klt7Br1y58fHz+n73zDo+ruPrwO9vUe5dlWW5y73LDNpgaQyAYktBDQiD5SAiEAIGQkAQCCYRAIJAChAAh9GJaEkrAFu5Vkqts2ZZkWZZk1dWqbp3vj7srr6RdaVfFluR5/czj3Xvn3jt396ez586cOXNScnEOA/qkZ4Dk5GSqq6uDOEJC2FU+9+gsP2Es44kiihBCmDF1BmMOjiW6PQYTnWPFOjvK2o98s0tzOI+6R8/OjNAc5a6M89Lz7730/LwfPT/ppecLLaVckBLNjKTYIO65ZzwZZP5UZWWXTeDSG/mY/yg9952TY5+7YYTw27tt9WWfO/QsdCCMtJuPYd1hJXNeJl/EfEKEzuHHPne/6vh+6PnGaCeP98M+ZxlhYRh8Jj7t2ObAwRFKyWUNq9s+x2DSozNfAI5SbSXEAFB67kSf7bOHlJQUqqqqfO8UOgg5D3Spfo83ta3q6MgALSvXxXyNy6deTm1xLc62zt9rV/usQ4dA0Oyysm2c5Lk0yfUxvu1zsHr2+BuVJYeZmhzP6hlxrPQKm88waNmLPhMf9/gZZZFFGCHQ+ieIuKcj9l5KSW1tLQkJCT0e3xOnQs9DwlmWUjaZzWZrsPFtERERWK3WwOPidHpIHw/WFgi7wn+90PNBWlmUvZiqiuO0WJoR0oFAMkpmEGoJZeyO8ZTMO0xBdD6tuhpCdS6aaeYt3uBv+t/zvO4pskJaCMHGZDmRG+T1JJKASzpoc8Ei94izTcK3j4FDwMVRcE10ZwFL6eK+GlhRps3cLinaT9boDP46PpIvxmjGNVgWhUGKXrKB9d32xVTFYk41U8ExNrKBl3iB3/Igz/E3PuFjCtmHXdqQrnb3BDPtUXbHjh0us9m8OvjWjDz6qmfQJvk1NzcHnsVBF6WlQ/SFqwIch/iaXMkd/JQ5xnlMmzqN3bt2dxpC9OUoSyThQjLWJJnojoG7KFIb1utKsHr+ZQ18pQzKm1qoKDvCvGlT+Nco+qxnf8xrPY4zPpl2rOxgexc9P8MnfMx+CmmlFTs2bK4WpWcfnDT73BVhhPBrtdhlb7ra56bOcc2WJhs7CsrJmT2a+VFzuEXehl4In/Z5IPVc67bPY/thn38UJ6mminZ89xpPrpxCWkIVOEvBkKU5ZgGg9HyC/thnD6mpqRw/fryni0D4//ndLSx3MppMYohlOjP4CXcxh7mEGcOYPm06O3fu7LDR/uxzCy08pX+If+n+xtmxZXwvTg6Inu+rgT8ebeLosWNMmjyeJAP8a5QW159l1EY+aqmhhZ4n8C6RyzC2/wcMc0Gf1bG9qamJyMjIfq3edyr0PCScZQCj0Vi4f//+oI9LSkoKrvfCJaGmASLu7r5PPwHi10HMCxh1UYTqQpk1axYFO3ficklMjjIWNi1i2o6ZlMw7THt0O8s5mxhicWFnNyeGJWqoJkQY0GMnlHBCCUegI4RQwnXaCn0e1rRqw8hG4Nl0GGfsLGCddLGuFVbsrqe01kxy1jgidbAsDPaOh18maimHAuWuBEm57oDPCSSxVbE0pnYeoZJIaqhhO1t5k9dx4EA0/Rgst0Dbq+A8xo7tG2lubt4ceCtGNn3VsxCCxMREamtrAz9Ilw7G+d236ydglHbGktmRai0lJQWDwYBngosvQwxgx87H4t+cF3uMgnGSjVmSpX5Civ3p2YB/PW9qcfHKlgLaJsykTeg76fm+RBgIn3l+SxUXjU1lj35Dp+2anqvZzlZe4xUe4bcUyHx0ruNKz344afa5K9IFYddqr/3Z54KCjofLE3rOITo2E5N0ESIlTpw+7bMvwnXaIiMeAtHz+la40I99DlTPIQK+Fwerdb7XTogiGudxF2mhD0DYTSdyzwXAunXrzErPJ+irnj2EhIQgpfS/SqUuDCJuA3+pWmUdwnGAm+UPuZTLCCe8Y+W+pKQkIiIiKCoq6tE+r+ZzXLio4Bgvi+cw6Hy3JVj7fKmpnSWlebTNaqZSX4lVthKpg6VuPd8WD+t0n/X4+UQSxTjGo7PcAZF3aJOz3FRVVZGa6r/XPRBOhZ6HjLNcX1//cW5ubtCLtqempvofDvFFaDjEJoMuU5vsB2iLlTwISTvBtAh0J3oyYmNjSU1NZefugzS2xLBr+3aWzlvC7Kg5jCaTpSzDJAUh0spC12zukT/nPHk+4xin5QzVRbqHBt1/NEJgFNpqT978sFJb1SlUwIejNePqLeBUWzPXVe3k/2Jmc0+1tlSxXmh/CHcnwKEJnf8g/JGo13oIPxX/6bZPZ9dhsBmwhfsfnp7MFARWaH0O2v4Fjd+C2oVs3bpVAHm9t+D0oK96Bk3TlZWVgR8gwiDiTq8NXno2TsUkOgtjxowZlJSUUFpa6tMQO3BwgP1sYTMvib/xR91vCA/bhcB3T0zQeq7cwY+r8tgcnsJXLfH8tIpOer4nAQ5N7OywBIvJ5WSco4UJsZF8SW6PdfXomcEsDI0/VHr2w0mzz13RRWpDuL3Z5507aWxs7KxnEQoiAp0unBBCWMhC7uHnnIeXffaBUWg20ptg7PPdx0Wf9PyNaLBipYRin/vn2+djs1oINxVCxE+0dQMCZO3atQ6Unjvoj332kJ6ezrFjPWUuM0DIJT62a/bZYBiPpszu6dOmT59OXV0dGzdu7GafQUsr+DVW8l2+RzaTSCSpRz0Hap/DIiL4/sE1WLIbKIrdT5JMwmjLA1cLRuEkXAcG4eAiLmYs/iewzpfzwXEIZDOEXt6xKIuUksrKSlJSUnr43HrnVOh5yDjLLS0t773yyivmYI+Li4vDbDYHN9RnMEJtDYTfAabzIblYMz4i/MRKO15MmDABKSUbN+Uxd+4cEsLqOY/zuF5+BwPuRSIwECJMhDkOs9iVzXXy2z3Gk00L6dwbXOuENxqh1eUiywiPuLW0Kj6bGkMYfzi6lr8kz6LKFMHfGmBhiZaCqNWlpfzKMMBHmfBOBqT0MLpxU6ykATMNdJ/fEFcRjznV3ONHt0wuI6Tln522Ham9CodDlKvJIyfoq54BEhISqK+vx+kMMKxO6CH0ayDiA9Kz0Whk6tSp7N69m7Fjx3bP2SrBIe3EoU3AsGGjRBRj0Plvj7eedUBOGFQ7JHYcZJlO6Pn9uAmkO1oYY7Xw71gtK80zZlhQok1A8eh5tAH+nQlvZ0ByH0brzmg+RnxKKhW6wz3m+wSYyjSEbAabFieq9Nydk2qfu6JLCsw+b9zI3LlzO+vZK0whhFDCCGMxS7iOb+Mzqa2baSGde4OrnXDPcS0nsreefdnnvur5ngTJXv0m3x8BOjIqRpMWuwlCVmgPAgFy5MgR2tvbjyo9n6A/9tlDRkYGR48e9Z8VQ0R1z+hiuqCTfRZ+Rjeamppob28nOjqaysrKbtcwYMCIkTGM4RtcwQ+4pcdFQbr6G770vNJk5TxbDfZkK83HmrnR+X3C2t5D13AhOEvwZPYwCSMxxHAt13MVVxNBRKdr6dCxkMUYm36lTUD38oMaGhqIjIzEZOp9QSl/nCo9DxlnWUpZeuTIkdbA02ZpCCFIS0ujoiKIdHthUYAOwr4Jce+BLg10EX6rNzU1YTabSUlJobikApdIxySdmOBE+hddhNbDZ5iMUcRgwN5tEpU37VJLK5eoh58lSCqzJVdEu4jCToRO8n9xcF4EpNuamdNWw7rIUXzNXIzOLby9Vi25/RuNWq+cEFrao4sjtV6MW+K6f7k64CcJsEn3uc82JRxNpC7T/5BpIkkkk4xo+oXXVgMffZFIcUnpE34PPA3pq55By1GbmpoanKalhMQtAenZYrGwe/duFi9eTFlZWWeDL60YpIUZrjR+JG/ju/ImsplENtk9rpjXLmFFhKblimzJq6OcxBnMhKInQrj4vzi4KMTOTyu3sykynS+jRnUMYQPss8K0w/B6Fz1fEqmNmvzQh557YoWljHMnZPKZjxGUrmgPgM+73yk9++Kk2ueu6CIDt8/Fxb3G+xsxYsDQq33O6ZJk5l+N0C4loW4992SfPXp+rwmaXbJXPc8O1TLM5OI7DHMyU6goKycz7s9aCKEIfKGd999/39bY2PivgA84DeiPffYQEhJCZGQk9fU+liYFzYgZZ4I+WwuVi/sQ4lYFZJ937NhBTk4OixcvxmazsWXLFp8rYgoEoYRixOizh9qDx9/w5pkGKHNoE1Mvb6/gR0c30jilnpJ5h5kdPYf92z6Fxlsg4UvQj9f8G6/rmjCRzWRu504WsLDDF5rEZHTYwPouRN7V6V5LSkrIysry285AOFV6HjLOMoDL5Xr/008/DTr/4ZgxYygtLQ1iMQcB0YlanhVdxIkksz7wFu6cOXOIjIxkw6Z8mpqdCOFDnMJwwnHu4byhAl5Kl5RNlPwy0UoyxUTr2hHCDkIQLiRPOku5p2o7f0qZy3MpszrFyIH2B3BjJVx3DCxOsLs8S1vDI8mwe3znP5AVkWAUTnZS0K09YeZwHEYH9jD/I1OL5RnobNuAVq8bWckHH33iamxsfNfvgacpfdUzQFZWVnCa1oWDfmzAep43bx6JiYksXryY2tpatm3bRnt7uxZbJmIxiCiMrnrGOOGb8nKmyKnd8oJ6EyrgndGSu5La0evriNA5CZfNiOY/gGynueY4Pylbz+6YdN6Nz2ZVwiSfen6gBmxSYpV2nDgJ0UGUHn6fDLvGa3lxe2Nsu5nEUCPWcCc19Bwvm0Iq8SRA86/dN6L07I+TZp+DwKd93rAhiFzlvgkV2up+AJNN8Eyq1qGhE3ZcOAOyzyYBM0IkzZixYu1Rzz+JlxzD/yjI3IZ5hOgrCQuLAdOCHv/Gu/Lqq682Njc3v9evD2QE0h/77GHcuHEcPny4hxoGiH0Fkoog5CtB2efo6GiEEMyYMYPx48ezefNmjhw50qe/I289e3AB3z9iY9uOHdRWVjD/jHlUJx3ne/JmpmTkE2NaRd7Rd3CJSVoMts+7MxBCCOfzFW7hNtJIZ6lcRkjLK2A6p9NDXXt7Oy0tLcTHxwfdfm9OlZ6HlLNcXV39+uuvv+7nMc0/YWFhhIeHB56fFiAsEow9DwX4Eu7EiROZOXMm+QUFHDx4sM8/ACE6mGC0E+YqJlznAn2mNsyoi6S1tZXNmzdjb25ixhlLKXPn6+w6qcTD+01aL8ZOKzS7R8oj9ZqRX5sFz6VBjA7uTpAc1uX7bE9ycQrV4/3P7jVhYhaz0Vvu6PwZOW+hpKS8VkpZ1qcPYgTTVz2DpumwsDD/vRa+ED3HK/iaLGI0GpkzZw5jxoxh06ZNlJeXIxFalg19KkKXRAh6LU69B0J0IHASJXTE2XZhrJ1PSPUY7K1fkl9QQGlpKQsWLuanUzM6XO6ueh5tgC1jJcfEAf4snsQhHUiX9mAWqYcpJliXBc+mQXQPlutS82HOyB7HVl3vk6XPkGegt23AM8So9Oyfk2qfA6BH+5yf32/7/N1YTY87xkm+EWehRVQTpRO0tVSyedOGHu1zrHCxLksSZ6rhr7rH2CQ34JQOLYMQnfX8fJoWr/yZzvcoSCJJWEqaGJ/wRwj/EcH8bFssFo4ePdqs9Nyd/thnD3FxcTgcDv+L7wgTGGe4neTg/A1vkpKSWLp0KWazmQ0bNvgMzeiJEJ22WqWHaIeVK+v2c8XhDbQkpDJt7lzCQ8K5SbpDLyw/IHvGXUTHjCKvoLDX0ZoQQkgkkZv4HqmkIVoecY+AnAiWPnDgABMmTEAE8aDXlVOp5yHlLAPbNmzY4LDZ/E8w88eECRM4cODAgDWkJ+HGxMSwdOlSnE4n69ato6Kiok9GWYdDW01QhIMwYrVa2b9/P1u3bmXixInMnjmD+ZEGfuL1IObPYS53aHHMj9drcXJSgs49weS6GCidCAvC4H9e+Ts9hDSHENISSnOC/96YGcxCylpweK3YY5jCfz8rxWKxvBL0zZ8e9FnPANnZ2RQWFg5Ij1xPegYtb+jSpUupq6tj7dq1lJWVaTHTukj3KEnvXboGXJiq4tA3fJ0W11fZU7uRDfvuICkpgwULFhAdHkpOGNzhQ8+/qM5j8xgndfoDvK17hQvkBQhpQwhdx6x/j56/5dbzVT7WfBhjtTBetpOaGMcOH6tLeRNCCNOZgd7yE/cNKD33wmllnzOMkrEhdThFM5EYiLKs5nDeD8jb9D4Ts8f6tc9VodG8bckj1lDN33V/YqFcxBksweQoxfsn16Pna2LAgYtUfGcImN+0gLbm4yRE7YHw73XKLNAb//nPf1xOp1P1KvumX/bZw5QpUygsLPRfIQDb2Zt9Bq1jY9asWcyZM4fa2lpyc3PZt28ftbW12O09z1WUUjLV1cLSpmP8tHIbD1Zu5oL4UK4/dxkzMuMROhsGDAjZis5Z5A69mEL2pKlER0eTl5fXq8OsQ4cRE0bphKTdELKsY85Ac3MzFouFtLS0Xj+LnjiVeh5SzrKU0iWlfO+DDz4IMMnsCWJjYzEajf1Mgq8RiHB1Oh2TJ09m3rx51NXVkZuby4EDB2hpaQlq6NwlJTU1NezYsYPNmzcTFhbGsmXLSExMBLSQigeTYY7X35s/h9kF3F+jLXTSKmXHimVhOojVg17YuY7rSSCxUzPSCzOomFJOD6PsWlxn8586bwy/neeef8leU1Pzt8Bu+PSiP3oGiI6OJiIioud8ngEQiJ7hhDFeuHAhra2trF27lvz8fMrKyrBYLD0aS7vdTk1NJYfMb7Hh8AfsPHQh8QmZnLX8HDJGZ3b0JkTqtOVWvfW8LTmbS9OiKdz1JW/zCt+Q32SSHIdJtgP6bsOWYTptBcq/p8HGLMj26rC5tq6QCZOnUKrf3evnMlvOweU6Dg53SjGl5x453eyzXrQS5WynvfRR9my4j63bjhMWOZVlZ11BYrzWTdfVPkfr4J55E4mJ1fNFwX9Y4FzI+VygOcr6DJ+xqmE6iNbpuZSVfI//62SfTZjQ7dczJf1FRPg3g/uggCeeeKJe6dk3/bXPHuLi4tDr9cGl+/QiUPvsISIighkzZnDmmWcSExNDRUUFmzdvJjc3l+3bt7N792727t1LW1sbO3fuZOPGjeTm5rJ/zx6+oW/moukTuen8Mzl7iolVphf5i/537GIn7bRr+oy8D/RTOkIvsrOzA3aYAdCFgi4OvGKo9+/fz+TJk/vVqwynVs9iMOLI+oMQInvhwoXrN2/enBTssc3NzeTn57N06dI+fynBCteDw+GgoqKCiooK2traCA0NJTY2lpiYGEwmEzqdjry8PGbNmkVLSwuNjY00NjbicrmIi4tj9OjRxMXF+Wy3S8IxB0w5BC1eX9fl9UVkWS08mToXl/sJ7pJIeD1Dslr3IdlMYizjOk3McuLEhYvNbGQNqzGZTaQXZnBocZHfextNJtfLbxFSFQWemDoRQXHLFs4+56K9R44c6d9ygiOY/ugZoK2tja1bt3LmmWf2SdN91TNovRH19fU0NDTQ2NhIU1MTer0eo9GITqejpqaG+Ph4rFYrBoOBmJhIYmNiSUhMJjzcf1orl4QKB0w+BPF6bai7Tn+AtYc+J9symaWz5xMqbKCLdWea8Y9Daon2/1QHbx6t4zLzYe5ePp8/6R6mtZek+XfIu4i1/Bpan1Z6DpDTyz434LIfJS7yMKMzZxKXskLrT+iSss1jnxeWwCeZWujF33V/Yn7RQlIsKeTMiEFnHN3jpC4PXe3zLPMcEgtjWZJ1NiTuBmPg0iwuLmbp0qU7KyoqZgd80GlGf+2zh+bmZvLy8li6dCk6XXBhMn21z12RUtLc3IzNZsPpdLJr1y7mzp1LREQEISEhtLhc2KTkoG47/xOfYcLEAhawgEUIBCGE9DgvxZP3ee7cuUHdY11dHUVFRSxevLhf93eq9ew7b8kpREpZlJ6efuzQoUNJEyZM6P0ALyIjI4mOjqaiooJRo0YFfe3+CNdgMJCZmUlmZiZSStrb2zGbzTQ2NuJwOHA6ndjtdqqrqwkNDSUjI4Np06ZhMPT+FegEJOjh7+lwjVdax1Xx2VxeX8TtVXk8mTqXr0bpeD1D8onuHXZSwDa2soKLyJE5mDCA0OP5t5DFzJJz+N++zyia1vPw6BK5BKP1M/CefBJ2Lc/+8e9UVlY+GNQHdZrRHz2DFu+ZmJhIaWkpY8f6z2vpi/4aYiEECQkJnZYldTgcHXresmULc+fOxWQyBeX86ITmJL+RAfNCZUfoxTcmfhNDkY49+XuYOzcHXS+OMmjLuxoE/CjWxYJ9e2meOptaqnt1lLMYSxgmzVEGpecAOe3ss16CtLpDkXzPCfDY58MTtJXNPKEX50+8gNIDO8jbZWbuvOyAhnG72ueCvQVMz1oDhjnaBN4g+NOf/tRUW1v7cFAHnWb01z57iIyMJCUlhYMHDzJp0qSAjhlIRxk0ex0VdSIw2WAwdJpMF6HTUcFB9rKbK7iSLHeeZGOAS0BlZ2dTVFREXl5ewA6zw+Fg9+7dzJ/vY9GsIDnVeh5SYRgeampqHnj00Uf9RMz3zOTJkykqKiLYOKSBFK4QgrCwMNLS0pg8eTLTp09n1qxZhIWFMW3aNMaPH09CQkJAjrKHcB18Lap7nKYnJOMPtXm8mu7scJQB0hnFPDkPo7McZGun40yYaChrYFzEeL4e8w2i8X3PEUQwkUnoGm/vtL2FW3nr7Q/Mdrt9VcA3cZrSHz0DTJo0iSNHjtDS0rMD6M1AG2IPBoOB0NBQIiIi0Ol0hISE9KmXMFwHy8JdWPXlmqPsDr2YMiGV6JgE8vJ3B77kN1BRfJCM1BTOTo4Enc2vnj0skUu1pVjdKD0Hzmlln4XRHbff8+RZz2INm3VrNEfZHXqRnT2L6Jj4wIew3Xjsc1RkBDEJCyDqN0HFKre0tPDWW281Kz33Tn/ts4eJEydy/PhxLBZLr3UHyz73xnjGcw3fYjwTMLr/BUOwIRn79+9nzJgxRET0PqrSE0NBz0PSWXY4HB99+OGHLWazOehjQ0JCmDRpErt39x6z6OFUCTdYInRanObYLvq2Z2bzldRoPi/4gJ2uAkBzlG+Q38Xk2I/QpWrZDbxoa2ujpKSEGdNmMJ4J3MZPWMLSbqsAzZM5SGcpuI6c2Gg8g3+9+j8sFsvTUsp+rYJ0OtAfPYPmoM6YMYOdO3cGFG85XPQco9eRpkvmanntiRhlXSzZ2ZODMsgWi4Xjx48zceJEonU60kn3q2eAqI6lWN0T+5Seg0LZZ98YhZGV8vJuMcpBx3zibZ9nQci57jRcgXeuvPTSSzabzfa80nPv9Nc+e9DpdMyePZuCgoIeF5Q6lXrWoSOEEL+r/QVCoHqura3FYrH0O68yDA09D0lnWUrpbGtr+91DDz3UpxVa0tPTO5ZV7I3hYog9hOrgg9En4mc8Mcr7J+2kIrqCsXnjSXd5Ocr6id1i5aSUFBQUdISB6NFjwsTZnMNt3M5oMgEt8fhizsDUdH+n49t0t/LEn/7WWl9f/8eTcMvDnv7qGbRV/aKjoykpKemx3nDTswEDY8nqcJQ9McqBGmSn00lBQQGzZ8/uGBY8oedzO+nZw3y5QFuK1aUtlKH0HBzKPvvHiNBmiHSZzBeMw9zVPiNMQS1t3dbWxsMPP2xWeg6MgbDPHqKjoxk9erTfjo3hpmd/9Kbn1tZWdu/ezZw5c/o9qW+o6HlIOssAFovl2VdeeaU+EIPqi5kzZ7J//35aW1v91hmOwjUIGGeE3yWfcJQ9oRfHsysxRBuYkzcPg63Qp6MMWqB8REQESUmd5zSYCCGOeL7NDXydbzKL2RhwQftrJyrpkvjz8wepr294VEppHuTbHTH0V8+gpSg6duyY31nXw1HPevSESIfPyXy9GWQpJTt37iQjI8Pn/ZowddJzGGHo0LGARRib7tMqKT33CWWf/SAMWriED7sbqMPszz4HyhNPPNHW2tr6Z6XnwBkI++whKysLvV5PcXFx12sMPz33gD89OxwOtm/f3hHa1F+Gip6HrLMspXQ0Njbe9bOf/axPsUQmk4lZs2axfft2HA5Ht/3DWbgRerglXnZylEELvbhi4hXERbaTv8uKi+5Cra6upqqqiunTfc+q9ixjOZVpXCa/jsm2He+ccmbr9fzjH/9qr62tfXQw7m2k0l89A+j1enJycti9e3c3J2M46xldlN+sFz05GMXFxeh0uh4nPnr0PI3p/IS7uIRL0WMDqxb6pvTcN5R97hu9Ocy92efeMJvNPP300+aGhobH+tvW04mBsM8ePKvuVVVVdaT9PF30LKUkPz+frKysfq/UB0NLz0PWWQZob29/59NPP608ePBgn46Pj48nKyuL/Pz8TkMiI0G4YTrQ69o5iJbyzTtGOTs7x+ekkubmZvbt20dOTk6vM1mNGBFCIIwLIHEHGKYDOh79axvVNbV3Sim7L1Sv6JH+6hm07BhdnYyRoOee8OVgeJyKmTNnBjTMZ8BAKKFMl9MwuZqUngcAZZ/7hj+HORj77I8HH3ywqaWl5TdKz8EzEPbZg06nIycnh/3791NWVnZa6HnHjh0UFBQQGRlJZmZm7wcGwFDS85B2lqWUsqam5oe33nprn9dJzczMJDw8nP379wMjxxALBAaMXMFVjCKjW4xyV4NstVrZvn07c+bMISQk8FnV6CLBMBMSt1De8iIf/vuLtoaGhucG785GLgOhZ9CcjHHjxrF161YaGhpGhJ57w1vPtbW1fXYqQkQYQpeu9DwAKPvcdwbMPntRXl7Oq6++Wt/U1PT8ADf3tGCg7LOHkJAQpk6dys6dOxk3btyI1vPEiRNpbW2lvr6e7OzsATnnUNPzkHaWAZxO55r8/Pxt77//vv/ppb0wderUjoDzkWSIDRjIIIMb5fd8TubzGOTt27ezZcsWpkyZQkxMTPAXEnokYXz3h/9sLyo6fImUsvu4qSIgBkLPABkZGSQkJLBhwwZmz549IvTcG9nZ2RiNRrZu3cr8+fP77FQoPQ8cyj73nQGzz2jx+9dee219fX39jUrPfWeg7DNoD3579uxh0aJFlJaW9nsl1qGKy+UiPz+fpKQkMjIyyM/PDypNoi+Gop6HvLMMUF1dfd0Pf/jD2rq6uj4dL4Rg/PjxlJWVkZiYOKIMsYkQDDj8TubLysrCbDYjhOjzhBGAf/zjH7Zdu/a+a7PZv+hPexX91zNohriiooKJEydSWFjoM+5zpFFXV0dDQwNjxoyhsLCwXwZZ6XngUPa57wykfT5w4MDHNptN6bmfDJR99jz4JSUlsWjRIg4dOsShQ4cCXm59OGC1Wtm0aRMxMTFMmTKFSZMmBZ0m0RdDUc/DwlmWUtaYzebbvvvd7/ZpeMRisZCfn8+SJUuw2WwUFhaOKMEiQn06ym1tbWzevJlZs2aRkpLSZwGXl5dz33331Rw/fvzmgWju6c5A6NljiCdNmkRmZiYbNmzoMbPAcKesrIy9e/eycOFCpk2b1i+DrPQ8sCj73DeUfR6aDKR99jz4hYSEsHjxYlpaWsjPz+8xD/NwobGxkU2bNjFx4kTGjx/fMXekL3nFvRmqeh4WzjJAa2vrW5s3b9763nvvBdWF5i3c2NhY5s6di8vl8jsLe6RQX1/P5s2bmTZtGikpKX0WsJSSq6++ur6mpuZbUsp+56FUaAyEnj2GOCMjg5kzZ7Jlyxb60xsyFHG5XOzZs4fjx49zxhlndKQiUnoeWij7HBzKPg9tBtI+e9DpdMyaNYu4uDg2bNgQ0Ep/QxEpJcXFxRQUFJCTk0NycnK3OiNSz1LKYVOAxNTU1MqjR4/KQGhsbJSrV6+WjY2N3fYdOXJEfvnll7KlpSWgcw0Ea9asOSnXKSsr83tvBw4ckNu2bZNOpzOgcz3xxBNtKSkpL8sh8P2PtDKQepZSytbWVrl27Vp56NAh6XK5AjpnfxhsPbe1tcmNGzfK/fv3+70fpeehU5R9Dgxln4dHGWj73LXul19+Kffv3x/wdx0sg6Hn5uZmuX79erlnzx7pcDh6rT+S9HzKGxBs0ev1S6ZOnVrXmxENRLh1dXVy9erV8tixYz2ea6AYbGNst9tlQUGB3Lp1q7Tb7X7rBSrgzz//3JmUlLQbCJFD4LsfiWUg9SyllA6HQ+7evVuuX79eNjc391i3vwyWnl0ulzx69KhcvXq1rKqq6rW+0vPQKco++0fZ5+FXBto+e+N0OuX+/fvll19+KWtqagI+LlAGUs92u10WFRXJNWvWyLq6uqCOHSl6PuUN6EuJjY29+ZJLLmnw19sUjHCtVqvctm2b3L59u7Rarb3W7w+DaYyrq6vlmjVrZGlpaUC9ir0J+PDhwzItLe0YkCqHwHc+kstA6tlDbW2tXLNmjSwuLh60XubB0HNbW5vcsmWLzMvLkzabLeDjlJ6HTlH2uTvKPg/fMhj22Zumpia5detWuXHjRmk2m/t0Dl8MhJ6dTqcsKSmRq1evlgcPHgyoN9kXI0HPp7wBfS3JyckvPPDAA926zvoq3GPHjsnVq1fL8vLyYeVcWK1WWVBQIDdt2iRbW1uDOtafgC0Wi5w4cWItMFcOge/6dCgDrWcptd6APXv2yNzcXFlZWTnguh5IPdtsNrlv3z65Zs2agHqTfaH0PHSKss8ayj6PjDIY9rkrDQ0NcsOGDXLLli2ytra23zrvj57tdrssLi6Wa9askfv27Quq48Ifw13Pp7wBfW44GJKSkra+++67HeNZ/RVue3u7LCgokGvXrpXV1dV9OkdPDPSwyIEDB+Tq1atlWVlZn/+wugrYbrfLc845pyE6Ovo6OQS+59OlDIaePbS2tsq8vDy5bt26ATHCHgZCz3a7XR48eFCuXr1alpSUdDKkY8aMkWPGjAnqfMHqGfgOIIHv+NqvSo+aPdv92V3hY9+Qsc/bt2+XgPz73//eYz1ln1XxVwbTPnelvr5ebt++Xebm5srDhw/L9vb2Pp0nWD27XC5ZX18vCwoK5OrVq2VRUdGAj+YMZz2f8gb0q/EQl5SUdODjjz92DqRwm5qa5LZt2+TGjRtlXV3dkHMuiouL5erVq+WhQ4f6PCzijUfANptNXnrppebExMTfyCHw/Z5uZbD07KGxsVFu27ZNrl27VpaVlfVbO9569jgkCxYs8Fn3tddek27HShYXF8vm5ma5Z8+eDqNssVhkSEiIDAsL6/hx6IuzLGVweg7WWfaq712swBHgVWBWIOcZ7gUtk1KBuwg/dQZUz1u3bpWA/O1vfxu0fV65cqVMTU2VTU1Nfuso+6xKT2Ww7XNX2tvb5aFDh+S6devkunXrZFFRkWxsbAzYHwlEzw6HQ1ZVVXU4yNu2bZNVVVWDOkF8uOr5lDeg3zcAicnJySWPP/74gAu3oaFBbtu2TX755ZfyyJEjPU7KCIT+GOOmpqYO5+LAgQMDMiziTWFhobz44outSUlJj8kh8L2ermUw9eyhtbVVFhYWytWrV8uCggJ5/PjxPv2oe+vZ6XTKuLg4qdfrfbb7xhtvlEIICcif/exncv369bK8vLyjh+F///ufBOT555/fccyhQ4fkoUOHgr9BGbie++EsFwD3u8sfgS3u7e3AkkDONZwLcI37fq/ppd6A6fnee+/teNiSMjj7vGXLlg5H2x/KPqvSWzkZ9tkX7e3t8siRI3LLli1y9erVcsOGDXLPnj2yvLxc1tfXy9bW1m7hDd56ttvtsqmpSdbU1Mji4mKZl5cnc3NzZW5urty9e7esqakZtKwcvhiOehZSDv/k70KIlOTk5M3//Oc/M1esWDHguaPb2tooKyujoqKC2NhYUlJSSE5OxmAwBHWe3Nxcli9fHnD9lpYWqqqqqKqqQqfTkZmZSVpaGjrdwN6iw+Hg6quvbly/fv2/qqqqbpMjQRTDmMHWswcpJbW1tVRVVVFbW0tkZCTJycnExcURGRnZq8666vnyyy/nvffe48MPP+SSSy7BbrdjNpupr6/n7LPPJi0tjZKSEs4//3zefPPNTuf6+c9/zsMPP8wjjzzCPffc06/7CkbPQojvAC8CN0gpX+rt3F71/yml/E6Xfc8A/wfkSinP7vsdDH2EEBuA6WgTctp6qTsgep4yZQohISEUFBR02h6ofZ4yZQqtra2UlJT41Layz4pAOFn2uSfa29tpbGzEbDbT1tZGe3s7VqsVb2k0NTURFRUFgF6vJzQ0lNDQUCIjI4mNjSU6Ohq9Xn/S2z5s9XyqvfWBKkBiUlLSAe+YooHG5XLJuro6uXfvXpmbmys3btwoDx06JGtrawPqde6p58LlcsmWlhZ57NgxuWfPHrlmzRq5adMmWVJSEvTEkGBoa2uTX/3qV82JiYm/lUPge1Tl5OnZG5fLJRsbG+XBgwfltm3b5Jo1a+TatWtlQUGBPHDggDxy5Ig8fvy4NJvNsqmpSTY3N8vPP/9cWiwWWVdXJ48dOybvv/9+Ccirr7664/hdu3bJjRs3SkA+9NBD8vLLL5dpaWndrr9w4UIJyG3btnVs8xWG8eKLL0pAvvjii3L16tXyrLPOkpGRkTIqKkpedNFFMj8/36eegQnA20AD0AJsBL5K33uWX/Kxb757X7OPfTHAw8ABtN7nBuBT4DwfdQXwbXcba9z1j7rrX+mjfgbwZ6AYLSSkDvgQmO+jbhTwS2APYAGagMPAm8C8AD+Dye77/Jef/aXuEgk84W57m16vb7/77rsdUmo9XQ899JCcMGGCDAkJkePGjZNPP/20X30WFhZKQN5///0d2ywWi/zNb34jp02bJqOiomRkZKTMysqSK1askM8++2w3++zR5yeffOLzGso+qxJoOdn2uS+crLzhwTCc9Rxc1+gQRkpZK4RY9IMf/OCT3bt3T//Vr34V7ll+caAQQhAfH098fDyg9SzU1tZSXl7Ovn37cDqdREREEBYWRkhISMeTnF6vRwiBw+Ggrq4Ou91Oe3t7x9NgS0sLVquVsLAwYmNjSUhIYNKkSUH3XAdLZWUlK1asqC8vL3+orq7uiUG9mCIoToaevRFCEB0d3WnVKbvdTlNTU0fPRVNTE1arFZfLhcvlor29nQMHDmA0GgkNDWXp0qUA7Nq1i7POOqtj+dN//OMfAJxzzjnExMSwatUq9u3bx9SpUwFt1avt27cTFxfH3LlzA2rvv//9bz744AMuvPBCbr75Zvbt28d///tfPv30UxkZGfmY2Wx+yOveJgKbgATgY7QQignA++73A43d+40QIhbYAEwFtgFPAonAFcBnQogfSCmf9Trkt8C9QAnwFtAIpKE5499Ec2w9554LfAbEoznTq9znXgmsF0JcJqX8r7uuAD4BzkD7PJ4HHGjO9tnAOmBHAPd3nvv/9T3UMQL/c7frA8DkdDqvfvTRR0MqKyvbW1paQrds2cKFF15ISEgIb7/9NrfeeitJSUlceeWV3U62atUqAC677DJA6+RZsWIFGzduZPHixdx0000YDAbKy8tZs2YNX/3qV5k5c2Yn+xwZGQnA66+/zrhx45R9VvSZk22fRwLDXs+n2lsf6AIYkpOTX7jkkksaTubqT1JqcZsWi0VWV1fLo0ePyoMHD8rdu3fLnTt3yoKCAvnf//5X7ty5U+7bt08WFxfLiooKWVdXJ9va2k5qO6WUctu2bXLUqFHHjUbjOXIIfG+qDD0994avnou0tDQphOiUreCaa66RkZGRHansgE69iB9++KEE5GWXXdbpXD31LOv1evn55593bN+2bZuMjIxsQevxvFt2/gw/c2//cZftl3Jikt53ZGDfx3fw37P8d/e+j7psf9a9/Vm8JsMBE9EcYSuQ5bW9DigHwn1cI9HrtQE4hNbzfFaXeunAMaASd5J/YIa7He/5OK8OiAvwM3jDfR6fPdFovcoS+AivBQaAZe7t1piYGIf3YiOHDx+WRqNRzp49u5umpJQyJydHjh8/vuP9rl27JCBXrlzZra7T6ZT19fXdttfX10tAzpkzR9lnVQakDDf7fKoYCXo+5Q0YrBIbG/uDqVOn1gW6VOXJYKiI95VXXrElJSUdAsbJIfBdqTJy9HzddddJQL755psd29LS0uSFF17Y8T45ObmTY3z77bdLQP75z3/udK6enOVrr722Y5uXns90O2PvSPfnhtZrKtFCFPSyy+cK5PbRWS6g8wS/be7tx4Bsr/omtLCPJiDex/kedB/3K69tdWi9yj2uZOXl7P/Bz/4fu/df5H7vcZZfC+Ree7juRvd50v3s9zjL433sKwZkaGjoE131vHz5cmkwGLpNNi0rK5OAvOuuuzq2eZzlq6++WgZDaGioTElJ8blP2WdV+lqGi30+FYwUPZ+S4PSTQUNDw98OHDjwtfnz51etWrXKcarbMxRobm7mhhtuaLzjjjvW19TUzJFSFp/qNikCY7jo+ZxzzgFg9erVABQWFlJZWcnZZ5+Y77Z8+XJyc3NxuVyd6p577rkBXycnJ6ebntGcOIA4r6pz3P+vl1I6fZwqN+CLdmYW8Gt3+QmQA5QBi6WURV71JgHhwE4pZb2P86zu0k7QUtBlAfuEEA8LIVYIIWJ8HLvY/f8YIcT9XQuwwL1/ivv/fWhO/tVCiA1CiLuFEGcIIUyB3zaghbOAFnftD7OU8rCP7RUA7e3t93fV86hRo3A4HFRVVXU64P333wdOhGAATJ06ldmzZ/P666+zZMkSHn30UTZu3IjNZuux4fHx8dTW1vZ8d6cIZZ+HL8PFPp9MRpyeT4WHDowG1qAZ7724h0eBPwD7gV3Ae0Cse3sW0MaJvJ7PeJ1rObAdeNTPtRJTUlI+/trXvlZfW1sb0JPQYHEqn/S++OIL1+jRo6tjYmJuxkdeVCAU2ArsdH8nD7i3/whtqFfSeQh4OdoQsuc78e4ZuwrIA27vep2RWJSeT3DkyBEJyAkTJkgppXz66aclILdv395R569//WvHturqaimEkKNGjep2rp56ln/605/61LNbp7leej7i3rZB+tAzcLP79SOB6JkuYRhok/FSgJ8DLvffT7jXsUvd9d+Wvr9Pz2S5NV7b9O5r7eREmIgdLfZ3gle9v3vt76n82uuYOE5MuvPstwBPA5EyMD23uY8bI33ruQkolT707P5upPSh56uuukoCsqSkpNN3vnz5cpmamtottVV9fb28/fbbZUZGRse9RkVFyR/96Ed+8ynHxcXJyMhIn/uUfR6ZJQA9nzb2+WQxEvV8qsSbhntpQ7TZ2UVok18uAAzu7b8Hfi9PiHePn3O9CYQBjwOT/V0zPDz8m2lpaVWrVq3qf5b4PnIqxNvU1CRvuOEGc3Jy8iZgtPT/nQhO/Fga0fLGLkLr8cpCG1rtKt5/+znX+2g/+G94zjmSi9JzZ8aPHy8BWVZWJi+77DIZGxvbydHxZDZ49NFH5ZtvvikBef3113c7jy9n+W9/+5sEZGRk5CFfeuaEsyzQsjFc4t5W40vPaGEUHmc5ED3/H/5jlv/g3vdHr22e0Id1fs7tWQXvfT/7k4HL0Sb6SbQfEk8M8mPubV/zdWxvBW2S441oP1oSd3aL3vTMiRjwZ6UPPbs/21LpQ890cZY9JTw8/JuhoaFtdHGWa2pqpF6vlzfffLNPrXk4ePCgfP755+X8+fMlIK+77rpudZxOpxRCyHHjxvk8h7LPI7P0pmf39tPGPg8mI1nPpyQMQ0pZKaXMc79uAgqBUVLKz6SUniGMzWjxhr2hQzPcLrQvwCctLS1vV1ZWTv/BD37w+YoVKxoOHjzYv5sY4rhcLl5//XXn1KlTa9599917q6urz5BSHvVX3631Zvdbo7tIKWW+lLI0yMt7vgdJD9/JSEHpuTOecIrPP/+c3NxczjrrrE65ZydPnkxqaiqrV68OOATDo+ef//znTQDNzc0PBajnfPemaLQejq56Xh7ALQWq59+gOeU/EkKMdW87ALQCs9xZMbriiU/J83VCKWW1lHKVlPIKtJCN8Wj5jUHTFGgT54JGSnlISvkP4CygGS0GOhA973KfYlIAlwlYz+3t7e8DXH/99Y0ePX/00Uc4nc5OIRi+mDBhAjfeeCNffvklkZGRfPDBB93qHDhwACkls2fPDqDZg4uyzycPZZ8Hn9NCz4PlhQda0J4iyoDoLts/Aq7zqtOC9sP3JbDMq95X0H5oHg/immenpKQUXn/99eaKigp5sjhZT3qffvqpa/LkyTUpKSn/BFJk4J+LHm2Ioxn3U7bXvlK6P+nVoQ2jfAxM89r3bfd3dWeg1x4pRelZyjfeeEMCcsaMGRKQTz75ZLc6V199tYyIiJBjx46VgCwvL+9Wx9Oz3EXPt9HDhDz3vlzZWc8OumTDcOv5Ok6EIjwSiJ7pIRuGu+6d7v3/9Nr2nHvb013qjgfMgA0Y694Wgo8VANF+TPLd55nite0QmjN+kZ/2LMYdFgKMxcckG7TMGTbguI993fQMXIxXb7gPPVdyome5k57x07Ps3veS+7xXefR8/vnny9jY2G4r4hUXF8vDhw9308yxY8ek0WiUycnJ3fa98MILki6ZWLxR9nnkF196dm8/bezzQHO66PlUCzcSLa/n5V22/wIthsizwmAIkOB+PQ8t3i66n9cWoaGh30hOTj5yxx13NDU0NASmjH4w2OLdunWrXLBgQW1qaup/fP0oBlqAWLQYr+le27qKN5oTwygXAQf7er2RUpSeNTxxyG7HR+7atatbneeee65j/6RJk3yeJy0tTZpMJqe3nullERG8nGWvbXPRnEEJ/Af4nfvH0I62eIdEi13uVc/07iyHoTmLTk44tfFovVkSrQfrYbR440a0Hqofeh0f6653EG1Y8ffAn9DiLSXwQZfrzXRfT6Llcv4LWjjIG2iLjUi0VfZAy73sQhvyfMn9OfwdqHbXu6PLuf3p+X7357lN+tazAzji5/PJpXdnOQsQJpPpOsA1adIke1c9v/fee1IIIRcsWCC//e1vy3vvvVfedNNNMikpSQLy8ccf76anq666Sur1ellWVuZTb8o+j+zSg55PK/s8UJxuej6VwjWiJdHvaqC/g5Ywv1uOUa86uUDOALXDEB0d/cOUlJTym266yVxUVNSDPPrHYIjX4XDI9957zzlv3ryatLS09cAsOTCfy6+Au7zedxKvj/o97h/pRem5MzNnzpSATExMlC6Xq9v+gwcPdjjLP/zhDzu2e+tZp9O1A8dk988zKGfZvf1JtPABM5qj3A5c7e98/vRML86yu86t7jrvem2LRXN8D6LlVTajLdpxQZdjjcDdaL0nZe521qA52TcDJh/XS0brGd+D1svc7L7OO2i95564zAw0B3kDUOVuR7n7Whf6aEdPen4ar17uLnXagQo/n00uATjL7vffBKTJZHquq56PHj0q7733XnnGGWfIlJQUaTKZ5KhRo+SKFSvkf//73256M5vNMjQ0VF566aV+Navs88gtAej5tLLPfeV01vOpEq4AXgae7LJ9BVoPSlKX7Um4c6QC49BymXbLWdrPNukNBsOlaWlp+QsXLqx+8803nVar1bdi+shAivfo0aPyl7/8ZcuoUaOqU1NTX8JrlnxfivszjnW/DkNbzetir/2dxAmkcuJJfIH7h73brNfToSg99x+l56FTAtEzWkiHFa3Xe1D0DLyG5vyH91fPTz31lATkunXr/NZReh6ZRdnn/qP0fOqcZU86pV2cSAVyEVr83VG6pGwBvo6WXqQALV7okkFu38Tk5OS/pqSkVF122WU1b7/9tstisfQopkDor3iLiorkI4880j5r1qzqtLS0fWFhYTcCEb7uIdiCNpyb7/5O9uBOzYIWI1qONrRaATzv3v4j93eyE63X64yBaMdwLErPfUPpeWiWIPRcgJZi63sDrWe0xVwa8ZElJFg9t7a2yrS0NPn1r3/dbx0plZ5HalH2uW8oPXcuHk9d4QMhhA7ISUpKulqv16/MzMyMuPbaa2PPPvts45QpUzAYDEGdLzc3l+XLlwdc32w2s2PHDj744APLRx99ZLXb7Yfr6upeam9v/1BKWRnc3ShOd5SeFQOJECIabUGWz6WUG07B9QPSc2FhIW+++Sbf+c53yMrK8ns+pWfFqUTZ56FNcJ/+aYaU0oWWg3Qr8BMhxJi9e/deFh8ff6Hdbp8SGxsbunDhQv2yZctiZ8+erRs1ahRJSUno9fqgrtPW1kZlZSUlJSVs2bKlfe3atU379u2TDoejXqfTbT127Ng7wBdSytZBuE3FaYLSs2IgkVJagAdO4fUD1vMll1yiCw0Nxel0Kj0rhiTKPg9tVM9yPxBCRAGzIyMjF8XFxS11uVwZTqczUa/Xm0JDQ/VpaWmu2NhYndFoxGAwiObm5kiTydRktVrl8ePHqaurEw6Hw+5yuVqNRmOV0+k8WFlZuVpKuQMokr6X51UoBgWlZ8VIQulZMZJQej61KGd5kBBCGNGWwY1C68E3oqVtsqPF49QADVJ9AYphgNKzYiSh9KwYSSg9Dz7KWVYoFAqFQqFQKPxwSpa7VigUCoVCoVAohgPKWVYoFAqFQqFQKPygnGWFQqFQKBQKhcIPyllWKBQKhUKhUCj8oJxlhUKhUCgUCoXCD8pZVigUCoVCoVAo/KCcZYVCoVAoFAqFwg/KWVYoFAqFQqFQKPygnOV+IIQYLYRYI4TYJ4TYK4T4sXv7m0KIAncpFUIUeB1zrxDikBDigBDiK17brxJC5Akhbj/5d6JQKD0rRhZKz4qRhNLzqcVwqhswzHEAd0op89zrtu8QQvxPSnmlp4IQ4nGg0f16KnAVMA1IBz4XQmS712S/CpgPvCqEiJRSNp/sm1Gc9ig9K0YSSs+KkYTS8ylE9Sz3AyllpZQyz/26CSgERnn2CyEEcAXwunvTpcAbUkqrlLIEOAQs8FT3nNbrtUJx0lB6VowklJ4VIwml51OLcpYHCCFEFjAH2OK1eRlwXEp50P1+FHDUa385J8S+CtgObHf/ISgUpwylZ8VIQulZMZJQej75qDCMAUAIEQm8C9wupbR47bqaE095PSKl/Cfwz0FonkIRFErPipGE0rNiJKH0fGpQznI/EUIY0YT7qpRyldd2A3A5MM+r+jFgtNf7DPc2hWJIoPSsGEkoPStGEkrPpw4VhtEP3DFC/wAKpZR/7LL7PGC/lLLca9uHwFVCiBAhxFhgIrD15LRWoegZpWfFSELpWTGSUHo+taie5f6xBPgWsNsrXcvPpZT/RZtt2mlIREq5VwjxFrAPbWbrLe6ZqQrFUEDpWTGSUHpWjCSUnk8hQkp5qtugUCgUCoVCoVAMSVQYhkKhUCgUCoVC4QflLCsUCoVCoVAoFH5QzrJCoVAoFAqFQuEH5SwrFAqFQqFQKBR+UM6yQqFQKBQKhULhB+UsKxQKhUKhUCgUflDOskKhUCgUCoVC4QflLCsUCoVCoVAoFH5QzrJCoVAoFAqFQuEH5SwrFAqFQqFQKBR+UM6yQqFQKBQKhULhB+UsKxQKhUKhUCgUflDOskKhUCgUCoVC4QflLAeBECJeCPGeEKJFCHFECHGN175bhRAlQgiLEGK7EGJpD+cRQojfCyHq3OX3QgjhtX+2EGKHEKLV/f/sQb41xWmIPz279fkLIUSZW89vCCGiezhPiBDiBXfdKiHEHV32nyuE2O/W8xohxJjBvjfF6YcQ4kdu22sVQrzUZV/AGlR6VgwF/OlZCGESQrwjhCgVQkghxPJezqP8jQFAOcvB8RfABqQA1wJ/E0JME0IsBB4BvgHEAP8A3hNC6P2c5/vASmAWMBO4BPg/0P4QgA+AV4A44J/AB+7tCsVA4lPPwPXAt4AlQDoQBjzdw3nuByYCY4CzgbuFECsAhBCJwCrgl0A8sB14cxDuRaGoAB4CXvDe2AcN3o/Ss+LU41PPbtYD1wFVAZxH+RsDgZRSlQAKEIHmWGR7bfsXmpN8JbC1S10JpPk510bg+17vbwQ2u19fABwDhNf+MmDFqf4MVBk5pRc9vwP81Gv7GUA7EO7nXBXABV7vHwTecL/+PrCxy3XbgMmn+jNQZWQWNAfjJa/3QWlQ6VmVoVS66rnLvnJgeS/HK39jAIrqWQ6cbMAhpSzy2rYTmAZ8DOiFEAvdvcnfBQpwP/UJIa4RQuzyOm6a+9iu5/Hs2yXdqnWzy2u/QjEQ9KRnAOG1XQAhaL1tCCF+JoT4t/t1HJBGz3ru2CelbAEOo/SsOHn0qEGlZ8VIQvkbg4PhVDdgGBEJWLpsawSigCbgXbShEQGYgQs9ApRSvga81uVcjV3OE+mOI+q6z/s6CsVA0ZOeP0Aben4LaADuce8PB5BSPtLlPJ5ju57Hs7/Gz3UUipNBjxpUelaMJJS/MTionuXAaQa6TnKKRnOUbwRuQHsaM6HFEv1bCJEe4LmigWa3c93TdRSKgaInnb0AvA7kAnuBNe795X7O4zm263l6u45CcTIIRoNKz4qRhvI3BgDlLAdOEWAQQkz02jYLzZmYDfxbSlkkpXRJKT8BKtFiPX2x131s1/N49s30nq2KFpS/F4Vi4PCrZ7eGfy2lzJJSZqBp75i7dEJK2YCm9Z703LFPCBEBjEfpWXHyCFiDSs+KEYjyNwYA5SwHiDs2bRXwGyFEhBBiCXAp2qSobcBXhRDj3GlazkeLCd3j53QvA3cIIUa5e5/vBF5y78sFnMBt7hRGP3JvXz0Y96U4PelJz+6UcuPdWp4K/BH4jZTS5ed0LwP3CSHihBCTge9xQs/vAdOFEF8XQoQCv0KLkds/iLenOA0RQhjcGtOjzSEJFUIYCF6DSs+KU04PevakNwx1VzW59wk/p1L+xkBwqmcYDqeClirofaAFbcboNe7tAviNe1sTUAh8y+u4a9F67PCq/yhQ7y6P0nk26hxgB9os6zxgzqm+d1VGXulBz9nAAaAVOALc0eW4nwMfe70PQQvdsADHfdQ/D9jv1nMukHWq712VkVfQUr7JLuV+9z6/GlR6VmUoll70XOpjX5Z7n/I3BqEI94elUCgUCoVCoVAouqDCMBQKhUKhUCgUCj8oZ1mhUCgUCoVCofCDcpYVCoVCoVAoFAo/KGdZoVAoFAqFQqHwg3KWFQqFQqFQKBQKPyhneYARQvxYCLFHCLFXCHG7e1u8EOJ/QoiD7v/j3Nt1QoiXhRAbhRBqLXbFkEPpWTGSUHpWjCSUnk8eylkeQIQQ09ES2C9AWyXnYiHEBOBnwBdSyonAF+73ABcAW4DL0BKFKxRDBqVnxUhC6VkxklB6PrkoZ3lgmQJskVK2SikdwJfA5Wgro/3TXeefwEr3az3gchd/q+8oFKcKpWfFSELpWTGSUHo+iShneWDZAywTQiQIIcKBi4DRQIqUstJdpwpIcb/+FDgL+BBtSWGFYiih9KwYSSg9K0YSSs8nEcOpbsBIQkpZKIT4PfAZ2hLCBWjrrnvXkUII6X7tAK462e1UKAJB6VkxklB6VowklJ5PLqpneYCRUv5DSjlPSnkm0AAUAceFEGkA7v+rT2UbFYpAUXpWjCSUnhUjCaXnk4dylgcYIUSy+/9MtPih19CGPb7trvJt4INT0zqFIjiUnhUjCaVnxUhC6fnkIaSUp7oNIwohxDogAbADd0gpvxBCJABvAZnAEeAKKWX9KWymQhEQSs+KkYTSs2IkofR88lDOskKhUCgUCoVC4QcVhqFQKBQKhUKhUPhBOcsKhUKhUCgUCoUflLOsUCgUCoVCoVD4QTnLCoVCoVAoFAqFH5SzrFAoFAqFQqFQ+EE5ywqFQqFQKBQKhR+Us6xQKBQKhUKhUPhBOcsKhUKhUCgUCoUfDKe6ASMBIUQUMBVINxqNo+Lj4yeaTKYsKeUop9MZJaU0SCn1gNTpdA7AbjAYaqWUR1tbWw/X19cXA5Voq+0clFI6T+HtKE5zlJ4VIwmlZ8VIQun51KBW8AsSIUQkMC8yMnJxbGzs2Q6HY2psbGzInDlzxPjx48MyMzPD09PTRXp6OmlpacTExGAwGNDr9WzcuJH58+djs9moqamhoqKCyspKjh07Zi8tLW0tLCy0FhYW4nA4GoQQWyorK7+QUu4ACqWUrlN974qRh9KzYiSh9KwYSSg9Dx2UsxwAQogxERERl8fExHwrPDw848wzz9QvW7Ysbt68eWLKlCkYDIF10Ofm5rJ8+fJe65nNZvLz89m6das9b8d6w549RU6TKWxtwc6dTwBfSCnb+ndHitMZpWfFSELpWTGSUHoemihn2Q9CiIlJSUk36/X6yzMzMyOuvfba2JUrVxozMzP7fM5AxduBbIemB3C0bWTT7ov46JNyPv50ja2trX3vsWPH/tze3v6GlLK1zw1SnDYMHT3fh6Ntm9Kzol8MDT23ufW8XelZ0S+UnocBUsqTXoAXgGpgj9e2B4FdQAHwGZDu3r4caHRvLwB+5XXMVUAecPsAtcsYEhJydVpa2s4FCxbUvPbaa67GxkY5UKxZsyao+u2uNmlz2aTdtkPK2nOlrEqT0vKAPFC4Rf7mgZ/LCRMmNKelpb0KTO/L/fZWAD2QD/zb/f4loMTru5jt3q4DXgY2AtMGoy1DuSg9B4izUcqaHCkr0IrS85AsSs8B4jQrPQ+DovQcIErPPbfvZF2oy4dyJjC3i3ijvV7fBjwjT4j3337O8777A34DiOxHe+ISEhIeTE1NrbztttssxcXFPUmqzwQrXru0ySfk43K9a51sd7XJdme1lJaHpKwIl7L+Mulo3SD/+59VcsVXLrBlZmbu1ul0X8U9WjAQBbgDeK2LeL/ho94K4BYgBXhhoK4/XIrSc4C47FJWRJ8wxh3FoPQ8hIrSc4C42qSs0Cs9D/Gi9BwgSs89llOSDUNKuVYIkdVlm8XrbQQQSHyI8Bzu9TpghBBh8fHxd48aNeqWe++9N/aGG24whoeHB3uaQaOSKuqp41PxMV/wP6aKaSyLvJG4yDvR29ajt3yfC3McXPju7caio4um/+HxJz764ot1ZUKIb0spv+zPtYUQGcBXgd+iibgn9IDLXYL+HoY7Ss+B4QBkajU62zb0ljvAse3Envb30Le/x4U5k5SeTzFKzwFiLwB8JRJQeh5KKD0HhgsT9pQyQpr/BC2PockFlJ41hlSeZSHEb4UQR4FrgV957VoshNgphPhYCDHNa/sqYDuwXUrZFMR1DNHR0T9ITU0tvvvuu+85ePBg0i233DKkhOvAwUEOdHq/i538RTzN8+J5vn7z0yRPq2baORLsu8mOXUJsaL4A+5iY6KjcyMjIJiHEUgAhxBIhxC4hxHYhxET3tlghxGdCCH8aeBK4mxN/MR5+6z7XE0KIEPe2T4GzgA+BPw7cpzC8UXo+gQMHa0Uuz4i/kW8yYUtcjzXlGET8lE5myHkALD8gO3YJf/+DUXz80TNjvvmNS3KnTZ26Xwgxqx9NeBKl536h9HwCp7Tj1CWCYV4vFZWehypKzydw4GCjWM8nuq3UR92NNbUJV9x7oBsDwHd/AskzYPqZJ/R82vkbJ6sL20dXehZewyJd9t0LPOB+HY17yAO4CC0vYJ+vazQaz0tJSSm98847mxoaGuTJJJhhkTbZJv8hn5O/lD/3Wa7/8jr5wx03yzHTMqXZ1SDbXU3y4w/vkfbyFClrFspvXXOmzBqTIefNm7MV+DeQASwFHpfaZ/kYsFz6/vwvBv4quwxLAWloT3IhwD/xiuc63YvSc8901fOD8n75gXxP1rlqZburRTpbV0lZNcbHECBS1iyUW9c+LM8/b5lHz4kyuO9G6VnpuVeC1fMB135pdVllu6NcSvMdvrWr9DwkitJzz3S1z8/JZ+Re125pc9mk1V4kv/z3eXLHJ8hpk07o+NPXkPYyTht/Y0j1LHvxKvB10IZLpJTN7tf/BYxCiMRgTyiEiEpNTX1t8eLFb23fvn3MY489FhkbGzugjR5IjBgpp9zv/jFnZqKP19FKK4+LP/CaeJPxF9+ATD+KPeZ5LvtKG2fMa+C+X/xsfmho6Hkmk+lyIBywCyHGA6OllLl+Tr8E+JoQohQtPuscIcQrUspK99+WFXgRWDCQ9zyCUXruomcbNrazjSfFHzn3xvNJGnMT086NwJZ0AEKv5qe/gcnLYOa5cNm3tjAx6V4+e7Wcr1++cr7BYKgSQhwOotdC6XlgOe31bMDAG+I1HhUP86l+Ow3Rv8Ca2oIr9l3Q9ZLBwL6F+RM0Pd/3i5/Nz8jI2BcREfHNIC6v9DywnPZ67mqfj1LGG+J1/ij+wFp9CfMueo+I7F2gSwdiAbhgORgMgH0Ll527dsT7G0PGWfb88Lm5FNjv3p4qhBDu1wvQ2lwXzLlNJtO5KSkphb/97W+/npubG5eRkTFQzR40aqnBgSPg+iUU8y/xMk+KP7LRUMPf307kvJVPsvLSi/n4449DwsPD/2gwGF4HXkGLC7rP37mklPdKKTOklFloM4BXSymvE0KkAbi/j5XAnr7f4chG6bkzPel5/HfGcfknK6mjlrX6I7TEPsdZK1exe8df2PVFNNnj4OGngYi72LZtB3l5efolS5Ykh4aGfiaESEDT8u+kn0T6Ss/9R+m5M7XU4sDhfujbyhPicV4Rr1AUOhl78iHsSfsh5IqeTxJxFysvvZiCgoKk888//7nU1NRP3HruEaXn/qP03Bl/9rmFFtaKL3lUPMLH4n/YdZHYU4/jSNgGpuUd9V54HS686Bsj2t84Jc6yEOJ1YBMwSQhRLoS4EXhECLFHCLELuAD4sbv6N4A9QoidwFPAVdLdRx/AdUJTU1NfWbx48Vs7duwYdeONN5rcfwcnBZfLRVtbGy0tLTQ3N+N0OmltbcVms9HTLbhwcZCiPl2zCQv3/+4BKgwVXHvd9aALZ/ny5TQ0NOjfeuut6ISEhC+FEGFoGnxTCPGKECIlwNO/KoTYDewGEoGH+tTIEcbpoue+0puex5yZSVh8KC5crBW5PCoeofErzVREX4g9tYb5y39PefV4CP8ORlMoISEh/OpXv4pcsWJFZnJy8n4hxMIeei16QunZB0rPPePCxSEfej7CEa668WriUuLInr2C1rgXaE81U+f4A+dfqWfiEjj/SmgwA4ZZvPtxLNNmzGflypX84x//iP3b3/52bnJy8n6dTreuj01TevbB6aLn/vkbB3s8t0RSzGEaqOfP4mm2GW1Y4z/BmnKc3/7tHAzGWK694S8j2t8YsYuSCCHSkpKS/veLX/xi/G233RY6WKJ1uVw0NzdjNpsxm800Nzdjs9kA0Ol0mEwm9Ho9Qgiqq6tJTEzE4XB0qhMaGkpMTAwxMTHExsZCKLzNm706zOZSM29c/BY37/l+x7adL+1ix7P5rP1iLVnhWei8noeklJx99tm0traa8/Pzyx0Ox8VosVwXSCl/McAfjWIAOVl6DoZAk963096rnn1pGSCeeN655D3+74r/41vXXUvBzl3cfPPNhIWF8a9//Ytbb72V0tLSxvLy8qdra2t/FegPm+LUMlL1fGRtGaZIEx9c/yE/3HMz2Uxi7U/XMzp+NPfceR6PPXglDfVH+P2TO1l+/m3897//ZdWqVTQ0NHDrrbdy+eWXU1JSovQ8zDgd/Q0DBqpfqmXzs1v4/PPPiQ2PBjFy/Y1TkjpusBFC5KSmpn746quvppxzzjkD2nsupaSpqYmqqiqqq6txOBxERUURExNDeno6kZGRhISE4OuPJTc3lwULOofdOJ1O2trasFgs1NfXU1xcTLu1HVeUJC41AUuyGafJV3qi7hz65DAbH93EH798nFHhozo5ygAvv/wyK1eu5Ec/+lHshAkTIpuaml6sr6//HVpskWKIMph6PhkYMFDGkT4d+8FvP8JhcPDN674JQsfs2bPZvHkzAGvXriUrK4vf/va3MRdffPE9jY2N3xVCLJFSlg5g8xUDzHDXsxGjXz2POTMTc6kZ0Hrs9lPI2x++zW25t7LD6OLqH+Ry/tnn8Xv9OHQ6HVarldbWVoxGI+vWrWPMmDG89dZbMbfccstt77333jwhxDfk6bxq2jDgdPU39n9ygP89+jl//PJxwiLC6BqoMNL8jRHnLMfExHwrOzv7iY8//jhh3LhxA3Zes9nM0aNHqa2tJTIykpSUFObPn09ISEjvB/eAXq8nMjKSyMhI0tPTAaiVtWyxbCKmKpYJmyfh0rswpzVQn1HbIeRVV7/PkdwjtNa28WTG05z1wDI2PLwJl9XJY+f/kcd5gkWLFvHMM88A0NrayksvvcRnn32GwWDgX//6l+HKK69crtfrFzudzq/079NRDBaDpefekFLS3t6OxWKhra0Nq9VKe3s77e3tuFwupJS0tLSwadMmjEYjoaGhHSU8PJzo6GgMBs28NNKIFWvQbdj50i6K/11MwRc7CRWh3dr30EMP8cYbb3DrrbeyZs0a41NPPZX4t7/9bbsQYraU0v/sWMUp41TpeSAxYw5Kzy3HW3Cm2fkP/yY6LYbq47Wgi+Tee+/lvPPOIz09nVdeeYVvfvObvPHGGxgMBp599tnonJycs++7774dQojzlZ6HJsrfcJ02/saIcpaTkpIenD9//i3vvfdeXFRUVL/P53Q6KS8v58iRI4SFhZGZmcnUqVPR6/UD0FrfuHBRLA7RFtNKW0wrVZMqMLYZiauIZ+LGybRHtVE97jiXv76y27FzbpzNN7mSyUzBiLHTvvDwcNasWdPxftmyZVRUVIj169eHXHHFFW+4DfLeQbsxRdAMtJ57wuVyUV9fT01NDWazmfb2dsLCwoiOjiYsLIyoqCiSkpIIDQ3tGOZbv349c+bMwW63dzjS7e3t1NXV0djYiMvlIioqCktcI6YUE7YIW8Dt8YySvPPlO0SFd7/3l19+mYsuuoj4+HhaW1vR6XSsXLnSVF5enrBu3bqtSs9Dj5Op58HChYvDvcR39sRXxAp+Kx4G4Pzzz+f8888HTui5qKiIxx57jLi4OP70pz+FTpkyZdIVV1yh9DwEGTn+xuF++RtTmIqhiys5Ev2NEeEsCyFEYmLiY2eeeeaNb775ZoynR6uvOBwOiouLOXbsGOnp6SxYsIDQ0NDeDxwAbNgoprjTNnuYnerxx6ked5yI+khSD6VhsBqomHSM5qQTudHHMIZJTO7mKPfE0qVLxerVq9POO++81UKIr0gpCwbqXhR9Y6D17A+Hw8Hx48epqqrCYrEQHx9PcnIyWVlZhIaG+hza88YT/xYaGoqvHwuXy0VtUy1f1h8mc1cWBqsRS3Ij5rQGWmNbOtZe8tdrgRVuO//HCITfXguAO+64g4suugiTycRrr72GlFLpeQhxsvQcCJ6wB8+DndVqxel0IqWkra2NvXv3YjKZCAkJ6dB2REREh8Piyz73RkRKBE2VzUxPm050ZQzJycmd9nv0/Omnn3LxxRezatUq3nnnHV599VW+973vKfs8xBh5/sbhTtsC9zeymMTkbo5yTwxnf2NEOMupqalPzZ8//3tvvPFGSH+E63K5KCsro6SkhMzMTM4888xBfarzhQEDRyj1vVNAS0IzxQmHCGkOIX1/BqmH0jg2pRxrbDuX882gHGUPkydP5qOPPkpeuXLlOiHEsuEk4JHIQOnZH42NjZSUlNDQ0EBaWhrjx48nJiamV+c4WHQ6HfEx8RTHHKJlbAs6h47o6hiSi1MIbQ6lPqOO2sxan70W826cy4+5g1hiEV1WNPXVa7F79+5OdZSehw6DrWd/OJ1O6urqqK+vp7GxkdbWVkJCQggPD+9whGNiYtDr9eh0OqqqqkhKSsJms2G1WmlqaqK9vZ3m5mYAoqOjiYqJojKpAiIJeKHdSV+byO5/7uFXP7ufZ/75DJdeemmn/X/4wx+47bbbMBqNtLW1IYRAp9PR2qqFKiv7PLRQ/obH3/jGaeVvDHtnOTk5+eGzzz77Ww888EDIzp07mTt3Ljpd8DH21dXV7Nu3j5SUFJYuXYrRGLwIBoJWWmihpdd61kgrJTmHCTeHM6owg3hTAobpBkRI8A6PxWLBbDbzwQcfRF588cWfCiHOGW5DJCOFgdKzL2pqaigqKsJgMDB27FhmzZo14A5yV7z17DK4MKc3YE5vQG/Tk3A0kUkbJtOU0ETVxEocofaO45awjAgiujnKgaD0PHQYTD37wmazUVVVRVVVFa2trSQkJJCQkEBmZiZhYWE96t1gMHTr9fXgdDqxWCxUmSuJK0wgtTWdpkQL5lQzzQlNPY6SnPGzxXxxRS7z/zGfrDFZvPXWWx3nraioYOvWrfz6178G4NZbb2X+/PnExsby/vvvA0rPQwnlb5y+/sawTh2XkJDwkzPOOOPX77//foxer6eoqAiLxRKUgO12O3v37sVqtTJz5kzCwsIGrb29pSaSSHZRwLu8E9R5Y4jlyqqrOVh4kOzsbEaNGhXwsRaLhR07dpCTk0NUVBT79+/nnHPOqaysrFygJpWcXAZCz74wm83s27ePkJAQJk2aRGRk5IC0d0D0LCG2Mo7UonQsKWaqJlQRZYziVn6MCVPQbVJ6HjoMlp67IqWkrq6O0tJSWlpaSEtLIzU1laioqKAeBgPR804KWMU7CKcgqjaa2Mo4IhoiMafXUzOmptMDn4cYYpWeRwDK39A4Xf2NYZe2x4PJZDo3IyPjvnfeeSfGM3SRnZ1NdHQ0eXl5uFw+F/PqRHV1NevXrychIYEFCxYMqnADwYaVQxwK+rhLWUlaahpLliyhqqqKbdu2YbX2Plu7q3BBGyJ56623UpOTk//nTiauOAkMhJ670tbWxvbt2yksLGTatGnMmzdvwBzlQLBh613PAszpDew/cy+2MBuT1k9hafGZ6GTwpknpeegwGHruipSSiooK1q1bR1lZGePHj+fMM8/suI5PR9llBZfFd8HlY3tzx6E2bBx261nqJZaURspml7J/2T5sYTbGb51IVt44TC2dMxZcykr0BD+8rvQ8dFD+xglOV39jWDrLQohxKSkpr3366afxXVOpBCJgKSX79+/n8OHDLFq0iNGjRw/6cHQg6ND7jx/ywyQmk8kY9OgxmUzMmzePjIwMNm7ciNls9nucL+F6WLp0qXjooYfGJicnvyuGwgczwumvnrsipeTo0aNs3ryZzMxMFi9eTExMzGA0vUd06ALXsw5qs2pwLXMQ1hbGlo1baGnpfXjQg9Lz0GGg9eyLmpoa1q9fT21tLQsWLGDu3LnExcX1bseFnnaho03IbkXSfZtVnIhU9KdnaXBRl1nLgWX7qBtdy9i8cYzeOQZDu7GTfQ4Gpeehg/I3TnA6+xvDzlkWQkQlJyf/7/33309OTU31WacnATscDrZt24bT6WTRokWn/OnOGyF1RBB4z58RIyu5rNvwXlpaGgsWLGDnzp2Ul3cf2ehJuB6+973vhaxcuXJJYmLiA8HdhSIY+qvnrrS3t7N161bq6upYunSp3xjMk4EdO2bMAdc3YmSl4TJmTpvJlClT2LZtG8XFxT0u1QpKz0OJgdZzVzy5vY8cOcLcuXOZOXNmcJkDhIF60cg74v1upQFzp/cfiY8xiBOxpL3qWUBTkoUDSwtpSrIwcfMkZhXNweAKbmqQ0vPQYST7G32yz6exvzGsnGUhhEhOTv7wiSeeGD1v3rwe6/oScGtrKxs3biQ1NZVp06YNiac7b6ocOq5z3cyPnL9gCcu6rcDXlXM4F6OfOLiIiAjOOOMMjh07xr59+zocjkCE6+Evf/lL9MSJE38UGRn5tb7dkaIn+qvnrtTX17Np0ybGjh3L7NmzT9mkEQ/B9lqcw3kdeo6Pj2fZsmW0tLSwbds2HA6Hz2OUnocOA61nb6SUFBcXs23bNiZNmkROTg4RERF9amcoYRykqFtpx9rpvZkG7JyIQQ5Yz+7QotFnZqCTOtavX4/FYgnoUKXnocOw8TekA2Rr94KryzYruE6kfuuPfe7K6eBvDCtnOTo6+uavfvWrc6655pqAvABvAVssFrZs2cL06dPJzMwc7KYGTYsLHqoVpBwQ/PJ4OBNsX+EO5wNcKa8llthu9RNJYgGLepw0YjQaWbBgAVJKCgoKaGxsDFi4oM0O//DDD+NiYmKeFUIk9Of+FN3pj567OhhlZWXs2bOHhQsXntLeZA82bBykKOD6SSSxgIWd9KzX65kxYwZpaWls3LixI5WWh2AMMSg9DzYDqWdv2traOr7/ZcuWER8f3792Eh1QlpVEkjrq9UXPC3WLmDppKrNmzaKgoICioqIeR0mUnocWw8ffcEFVJFRFdC72/M7vG7/fccRA2OeujHR/Y9g4y0KI0bGxsQ889dRTQQVfZmdnExISwvr165k9e3a/De1g4ZKwtgVaJDxnhgmHBBeW6ShqmsIPXHfxf647mcHMjvqX842A4uCEEEydOhWdTseGDRuYN29eQML1kJiYyNNPP52YkpLyr77cl8I3/dGzt4MhpWTv3r0cP36cM844g/Dw8MFqclBIZFA9Fz3pefTo0cyYMYMtW7ZQX18PBO9YeFB6HhwGSs9dqa+vZ/PmzUyaNInp06cPSB5aFy5i6L2ZKaR05JHtj55jYmJYunQpdrvd7yiJ0vPQYlj5G9IG+jG91zNMB6GNxgykffZmJPsbw8JZdg+HvP3SSy8lBjubv6WlhdraWjIyMjh8+PCAzMIeDISAwi6rAW9sg8vLBWMOCv5aE8dyxxXc7nyA6+UNJJHUa5iGh6amJurr6zs+g2DTBV5++eWGhQsXLoqIiPhGUAcqfNIfPcMJB2PHjh0UFBQAkJOTw6lcGc0XNdQEVG8Ws0nsRc9xcXEsWrSIXbt2ceTIkT45Fh6UngeWgdJzV4fZe7QkMTFxwNrrxEkiSb3WSyO9kyb7o2edTse0adNIS0tjw4YNnUZJ+uooe1B6HliGm79hA+xJB7CnWjsVaZzbeVvEj0FomjRgwEJTzyd2E4h99mak+hvDwlmOjY39wSWXXDLl7LPPDirox2azsW3bNubMmcPMmTMHNG3RQLO51f++Gif8rk6QWiS4vcrAOMYTQoj/A7zwNsQzZszAZDJRWFgYdPteeOGFuNjY2D8LIQbuV+s0pa969mbixIm0tLTQ0NDA5MmTh1z8fTlHA6oXSihf5ZKA9BwWFsb06dPZtWsX48aN65Nj4UHpeeAYCD17O8xOp5PCwsJBGy0xYCApAGfZ26EeKD2PHj2amTNnsmXLFsxmc78dZQ9KzwPHcPM3dLpQ1ov1PCEe71SqOd7pvVWc6I1rd+n4ies+bnDdwhiy/J47GPsMI9vfGPLOshAiJSoq6v4//elP0cEc53K52L59O5MnTyY2NhYY+DyfA0WbC/7b7LXBYobbvwEXT4ZLpkDBJnj8HlyXzeTQnddjldrf8CuvvMKTTz7p97xdDbFniKSpqcnnrNWeSEhI4M9//nNiamrqC8HfocJDX/XsjZSSXbt2kZyczKhRo8jPzx9SerZjDzgebgUXBZxWy2KxsHv3bs444wxKSko6QjL6gtLzwDAQevaQnZ1NVFQUubm5tLe3D9poiREjaaT3WEePngi0IWs7doo4ENC5A9FzXFwcCxYsYMeOHWzZsqXfjjIoPQ8Uw9HfMGAgnjiau/xz4up43UYbYWiZONpc8MtqwczDgo8a0vhK/TfI//o+Xpr8L/425VnKN5Xz+T2reXbm39l4/eYOPZ/u/saQd5ZTUlL+8Oijj8YHO/N57969JCYm0jXdy1B0mG0S1nr3LD/8Y1i6Av69H97dCcnpUJjH/I93kR1h4tDe3bS1tfHiiy9yyy23+Dynvx4LIQRz587l8OHDPeZF9MXKlSv1o0ePPkMIMbP32gpf9FXP3njSqU2ZMoVJkyYNOT07cVLqFQ/Xbm7n7W+8y18nP8NfvYzxCzNf4o/XP9ERF9qTMfbWc0JCAgsXLmTnzp3dJv0Fg9Jz/xkIPXuQUuJwODAYDDgcjqCHb4MhFd9pwDzEE48DLbbYiZMjHOn1nKPIYDozOvTcE06nE9DCMzyv+4vSc/8Zrv5GShB69vgbh+3w4+OCMd+9nbpFX+XTnUfYn1/OtWk3UJdXz292PUCyKYX9u/crf4Mh7iwLIcbHxcVdeMUVVwQ1q6OsrAyr1crEiRN97h9qDnOIgIJ295umRtixFr5+o/beZIKYeHDYeTldYm1rxWg08thjj3Hrrbf6TA/W29Ce0WgkJyeH/Pz8gFbe8SCE4C9/+UtCamrqs325z9OdvurZm+rqaqqqqpg5c2ZH6MVQ07MBPVVUdrz/9Mf/Y8KK8fxw/838386biEyP4njecQp2FRBiCmH37p4f/nzpOSwsjFmzZrF9+3a/aeV6Q+m5fwyEnr05fPgwVquVM888k5iYmEHVcxw9T7xKIhmJ5qzru+j5qay/8MyMv/Pc7Od5Pkfr+PrinjU8NfNpbrz+xo56/h7+PHpesGABixYtIj8/P6gFePyh9Nw/hrO/EYyeu/obru1r2XTRjUw9LFhREcoRw1xS7Glc4biRttY25W+4GdLOcmpq6tNPPfVUQqDrroOW27C4uJjZs2f3GMc5lByM/Hbo6FsoL4G4JPjFDfD1OfCrm0DoWPKVi7hi0RzS09KIioli05ZNrFy5stu5Ao2Bi4iIYPLkyezatSuots6fP59Zs2ZlCyHODOpARZ/07E1zczP79u0jJyeHrucYSnqupBIXWhvaG9spW1vG7BtnAaA36QmLDyXCHkGkjOrVGPek5/j4eMaOHUteXl6feyGVnvtOf/XszfHjxzl+/HiH3R5sPevRE47/WOgkkjp6iPXSwC3OX3A253RMcrp+zbV8v+Ambtr+Xdob22nNayNvV36vD39d9RwREcHs2bP79dDnjdJz3xnO/kYweu7J39h+903cWKVHv+wizspZQHpaOjExMWzZsuW09zeGrLMshJg9ZsyYBeeff37AQfae/H4zZswIKNZtKDgYtq7xyk4HFObBVT+Ad/MhLILIFx7h0wfuZldBAY8//ji//OUvufw3l/HM889wxRVX8NBDDwHBz6pOS0tDp9Nx7NixoNr81FNPxaekpPxtKC9NOdToi569cblc5OXlMWfOHLouuephKOjZgYMir3hlc0kj4UnhfHjDv3luzj/46Kb/EK2L5qqLrmbRnEWkpaX5NcaB6Hn06NGEhYVRUlLS5zYrPQdPf/XsTVNTE4WFhd0eAgdTzw7sPWbESGcUevTYXPD7WsFdVaGkWM/hLtdviCCSeE6kgY3SRRNtj8YkTbS2+h/586fnuLg4xo0b16+HPm+UnoNnuPsbwei5N38j4oVH+KiLv/Gb3/yG559//rT2N4ass5yWlvbnP//5z0Elpj5y5AhRUVEkJAR+2Kl2MNokfOkddpmSoZWZC7X3F3yDSYfz8Pwpbs3fyhFZyqFJRfz97ed45a1XOHz4MPn5+X2aVT1jxgyKioqCGh7Jzs7m3HPPTdfpdBcFfNBpTl/07E1RURGpqanExPSc9vNU69mBg1JOOK4uh4vKvCpyfjCX7+ffiCnCSPkjFdx9990UFBTw8OMP+zTGwRjiqVOncvTo0T4PZSs9B09/9ezB6XT2+BA4WHoW6Hp0LpLRFvZpk/BJC7zcCNMOC5aXCuzSyFsXrOL9ef+h9rkGvhl1BRdedCFz5szx+/DXm55Hjx5NREQEBw8e7Pe9KT0Hz3D3NwS6HjO8eOu5N39j8uE8TG63ND8/HyklkyZN4u233+att946bf2NIeksCyEmjho1KjsnJyfgY9rb2yktLWXKlClBX2+wBCylxGq10tLSgsViwel00tra2mm4LVTA1javg5JSIXU0lGizr8fu+IKlM6YSotNmZf/0lz9l5oPTcdldNDgb+JzPsDvsfU4/ZDKZmDJlCnv27AnquF/96lexKSkpvwnqoNOUvujZm8bGRmpqapgwYUJA9U+lw2xzmljuOp9U0gCIzogiOiOaUQtHAXDuN86lNO8IBgzYsbM6/wuc0tnJGO/fv58PPvggYD17VvorKCjoc8+c0nPg9FfP3hQWFjJ69OgeHwIHQ89GjGSQQZTXPz26jtcx7lVTw3Sd7fOOdqh5aT1lr+Vxxj8/5cs/b+BIbhU/u/tnFPjpifvlL38ZkH2eMmUKVVVVAS+N3RNKz4EzEvwNEyaSZQoGqwFTSwihljCEU2BqNaFz6Dv0HKi/4XGWf/nLX/Lggw9it9s7JqI6HI7T0t8YWqsYuElNTf3FfffdF9RT3oEDB8jOzu5zqqHs7GyKiorIy8tj7ty53WJCA8Fut1NbW4vZbKaxsZG2tjZCQkIwGo3odDqsVit79uyhvb0dl8tFdHQ0LRExZLbFcSgkDukZZfj503DPtQi7jexJ4/jVSy8iJbz73ofoc3REpWsCTZmdwnen3ciktMlcfuXlfU4/lJqaSklJCWazuSPtTW9MmjSJcePGZQohpkkp9/bpwqcJfdGzB5fLxc6dO5k9e3ZQmhwIPfeFGqeOta1j+E70LTTRQl7ql7wzehW1B+pInZSC/Qsn06ZOQyJpo43bf3k7tzz3Q1rsLTidTiwWC/X19YwfPz4oPcfHxxMbG0tJSQnjxo0Lut1Kz4HTHz17U1dXR2NjI9OmTeu17kDrWYeOOTKH6fKEg7SJL7nUdSUCaJWSaD3st0J71+evlFE0uOAlfQo/vPQydm3bwVeWnw107om79957efvtt7niiiu4/PLe7bNOp+tYGnvp0qX9ukel58AZKf6Gpa2JsSHjcRgdSJ3EZDWRsSeT0PYw1rnWERMdE7C/AfD++++Tk5NDerqWZnH27NkdC+tceeWVp52/IQYzPU9fEEJEZGRklJSWliYFurRpc3Mz+fn5LF26tN+LMxQVFWGxWAIWsJSS+vp6SktLaWpqIiUlhdjYWGJjYwkNDe3UntzcXJYvXw5oTlCDxcI75Y3sq65jrLWRTZHpfBozhkZDKAAPJMGdCRChg1YXVDkkOkMVL+j+DECoJZSxO8ZTknOY2VFzOI8Lely7vSfMZjOFhYUsXrw44GM+/vhjbrzxxtcqKiqu7dNFTwP6omdvjhw5QktLC1OnTu3T9YPVc1esViuNjY2YzWbMZnOnVG1NTU1ERUWh0+mIjo4mOiaWj0Qsd7VEE6bXcX2M5KcJULY7n5v/71tYbVamjpvKP1/8J5FxEdz6/q0UFuzjrPvPJJtJbLp1Cx//52NycnJ46623gm6rw+Fg3bp1LF261Oes7d5Qeu6d/urZg9PpZN26dcyfP59g0nT1V8/eVDsgxSsd+GNludyVuZzzIuDtDIjUwR/r4J5qr4NaW0C6ICKKX4S38Pk153P/r37FihUrALj44ot57rnnCA8PZ+XKlfz617/mxRdf5M4772TWrFkBtevAgQMdkxz7g9Jz74wkf8MR6uAP4pGOupNzp7F/+V7GM4Fvuq6gzWIP2N/wxUAtoAPD098Ycj3LYWFhV3/3u9+NCMYQ79+/f8BWMQvmia+6upoDBw4QHh7O2LFjiYuLC7gNOp0OfVQs70fH8oluDCEuB0uajvGLii2UhsSwIXUydyWEEq6DZic8WAt/bxBsHJvKd40/4rXm5zsc5faodjazCaDPDnNsbCwGg4GamhqSknpf3QrgggsuQKfTnS+ECJdS9j3h7QimL3r24HQ6KS4uZunSpX2+fl96MFwuFxUVFZSVleF0Ojt6bdPT04mIiOjQuOfhz+FwYLFYqKw3015ZzGPNjewNS+A/bWP4S0MMyxLm8rcv9zAnDKJ0AhtWcllD8spEkldqk5zLLEc49/JzefB3DxIf1XMaJH8YDAbGjh3LoUOH+jQ8qvTcO/3RszclJSWMGjUqKEcZ+t8j53K5aG5uxmw2U28280hVI0aXNrw8ytbE42W5RIeFUd4WS1h0DJvbYoHQEyeoOw63XYZJwCq9g2uvuabDUfbuibNYLCQnJ/OjH/2I2bNnB+wog7Y659q1a8nMzCQ0NLT3A/yg9Nw7I8nfcOLEgKEjn7KHRJIw6kzYoiJ4LyqWT3vxN3wxkI4yDE9/Y8jFLMfGxt7x/e9/P+D1TS0WC3a7PeAPPBB6iymy2+3k5+dTUlLCvHnzmDdvHvHx8UH/8YQJ2Oj+yq06A6tjxnD36DPZHpHCQxWbqD1WjtUlybfCH+qgwQVnlAgaGyKYt2NRh6PsYTOb2MImrAQePO/NlClTOHAgsJWqQIsV/c53vhMeGhp6ZZ8ueBoQrJ69KSkpISMjo0+9pN4EGiPncrk4dOgQX375JRaLhVmzZrFs2TKmTZvGqFGjiIyM9Klxg8FAfHw8E8eP43dJc7kjczk7IlK4pm4/9x/bSE1dHQJBGAKrC1qd+o6HOzgxQrI/Zy//jfo3NmzdrhEomZmZHD9+nPb29t4rd0HpuXf6o2cPdrudo0eP9ilcBnrRs8v3b6hn9cfc3FyKioqw2WzEpqTzbtYi7sxczp2Zyyk3RXHn6LMwTJxOfHQUrQ315BTv4JGja7nQXEKoyw6jx8F7O/l8x0527d7L3b+4u0OvK1eu5P777+9wLP7xj3+wd+9eXn311aDuT6fTMXHiRIqKAlsF0x9Kz70zkvwNO3YS6L46dBppGDESroON7nhlf/6Gr0iDgXaUPQw3f2NIOctCiPSUlJTEUaNGBXzM4cOHGT9+/IC3xZ+Aq6urWb9+PYmJiSxYsIDw8L7/bhy1g6Xr34YQZKalseSMJdTWVLN92za+W2LFI+GINgtrt+0gdeZCrom4qdOhs5nDQhYHtIKULyIjIzGZTDQ0NAR8zPXXXx+RkJDwvT5dcITTFz17cDgc/XIoutKbQW5sbGT9+vW4XC6WLVvG1KlTu/X62bBixswx9z87do5xrKMno8ym6dklBHkRKfwufSHPJ83gtsYDRBzeDS4HbRJ2tev5P9ddGDB0CiVqj2qniAO8xRt9dpg9jkZfswooPfunP3r25uDBg4wbN47+9E771LNswYUVq1enU0NDA5s2bWLfvn0kJSWxfPlycnJymDBhAvGJiYwL72IrhWBmXATp6emETZjKL0Yt4eG0BZikk4ePrudbtXu5KtzOnDAw6MCJgzrqsGMHBs6xSE9Pp7Gxsd+LlSg9+2fE+BuuZnBpk0J9ZcTwTLY+YoMmH/7G6LQ0lizR/I1t27Z1ylQxWI4yDD9/Y0g5y+Hh4Zdec801Aa/JbrPZaGxsHNCnPG+8Bex0Ojlw4ADFxcUsXryY0aNH92sYxiXhMx92MEoHz6RBXJiJSbPn8s+wTG4p28gYq4UMq4U7q3bwaGoOZ9dE025P5buuHxFCCFdyNRfzNUyYOhLn94Xx48dTXFwccH33JIcJQoiwPl90hBKsnr05evQoo0aN6pdD0RVfBtnlcrF//3527drF7Nmze5y0YsBIAfk8y195lr9SQw3P8lccOPzquTE0iiuWLSYuKpK169bzkwN1nF8m2NsWwfWNP2DcjgndRkiOUEo1x/vsMKenp1NXV4fdbg/6WKVn//RHzx5sNhvV1dWMHj263+3ppGdnEy5nPW3CRKWoxuq0sm/fPvbu3cu0adNYtGgRqampnYa5I3Qw1UfK8vGmzva50RDKB3ETuDPzLOpNkdxYsoG2uhps2Hibt/gHz1FDDfWW+gFzLIQQTJo0KaieN18oPftnWPsb0gWuJpBtOIQOqzBpGTFI6XbeeOJxSfifD/scqYNn0yAu1MTcuXPJzMxk48aNWCyWQXWUPQwnf2NIOctxcXHfXrlype8VF3xw9OhRMjMzByR2yB/Z2dlERUWRm5tLS0sLCxcuDCqOzIkTi/ufCxfNNGPHRpMLvvAh3t8la+mKWlzwQgP83ZDKH9Lmc1flNu6t2MrjaTmUm6I6QjJcjlRud/2cbCb1eXKfN/Hx8TQ1NWGzBe6oXHzxxSbg3H5ffIQRrJ49SCk5cuQIWVlZA94mb4Nss9nYvHkzQgiWnLGQ6N5m66MjnfRO20IJxYjBr54fToYwvSB5zFj2T1rAhPJCzjQf4caDTezeXsiiuefgiDoRYzeKDG7jdlJI7bOehRCMHj2asrKyPh2v9OybvurZm9LSUsaMGTNg2Vk0PYexIy+fFhHL38UzvGd+h43rN2IKMbFkyRKio337Q3oBOV1MeYxOs7++9OwSOi7MHsPcBQs5ePgguTtzOew4hA0br1peZvuO7czOmT1gjkVSUhLNzc19CinyRunZN8PS33BZQbaDbMcq9NjQsZ2dmIW5V/v8uT/77PWnmJqayvz589m2bRtbt24dVEcZhpe/MWScZSFEuNFoHOdvfXVflJeXk5GRMYit0nC5XBgMBpxOZ6eYHs/QW080YeEZ/sIz/IUaqnmPVThxEiJgXZfwupkh8N1Ybe32MjvceVzbrpPuXkAh0LuvL4Cb4yDVIAgXBowYceDA5v7XVzyORnl5ecDHXHnllTHp6enf7vNFRyB90bOH+vp6oqKiMJn6//Dji+zsbCIiIvjiiy8YPXo0k7LHo9ObsNP7j/IoRrGUZSxlGZFEcjbnYcdOqA89zwqBG2I1PR+1w08aw3kgfTHLmsq5r3wjP07IocSQzM2un2LEyDLO4rvcRCRRfQ4l8uDRcF+y/Sg9d6c/evYgpeTYsWMD0qt84qQtTBgXTXhMAh/mf4Cj0knKzjRK55WQOb53x6Zrz/KUEC3zkC89z3TrOTYihAkLJ3AgtpAJmyYRURdBxo5Mdubk0RbVFtDvQiAIIRgzZgxHjhzp13mUnrszHP0NAIQBGzpqRTP/FR/ziPgd/xX/Zi97cOAgyb34iIckkjrs83o//kbXSX2eUUchxICsKNkTw8nfGDLOMnDe1772tYC7bJubmwkNDR00h8KDJ3XXmWeeSUxMTMcQtg0bRznq3zGVNnA1E+qK5ceun3Gb62ckk8rV8ltIl5E6J9Q4T1QXwMujNCPdLuFrR8EOHaEXv09fwMPpC7m9agcTsbIuC36edELozS4nhzjIk/yROur6dc/p6elUVlYGXH/x4sW4XK5lQoihpKdTTVB69qasrIwxY8b07+quFq34wOFwUF9fT1JSEsePV+GSOreeK3t90AqVEcS3fYXYtq9gkNGMsi/C5TJRG4CebRJS7C1EO6yUm6IY31bPijLB/rYIbnXex1mchREjgv733JhMJiIjIzGbzUEfq/Tskz7r2UN1dTUJCQl9zk3bDdmihV7o4/lf9ie0CytZBeM4uPAAJZGH2cTGHuxzO7iaGGXs/CM42QQm6FHPLimwSagZU019Ri0TN02mbFYpTVFNvMDfqaW2Xx0W3owaNYqKiop+OS1Kzz4ZVv5GB0KPFJJ1Yj355HXMFymlBAcOoonuZD8TSUKHnpoe9OyNJ/RiwYIFLFy4kB07dgS12l5fGC7+xpD540lPT//6pZdeGnB/f1VVFampqYPZJFpaWigpKWH27NkdeS+jo6PZnredj13/5WVepJZanHip0NUE0oaUTmzCgAPB1MOCsP2CvHZ4ql4QgqHbEN9NsTDeqPVq/LASDtlOOMqe0IsKUySFGVN4sWknOaGSSHe4xjEH1Dh0VHOcZppYz1qsAfQS+iMsLAyn0xnw0IjBYGDWrFk6YHKfLzrCCFbPHqSUmM3moJZQ9YmzBFqeAtkKsnMqoV27dpGRkUHOvNlER8doenb+l5eFDz13oU0KriwXLCwRFFrhHYsgFD2rfeh5nFvPt1TCQW89p8/nofRFLG86yrWyjpmhgjBhwES/Rvi7kZaWRlVVVdDHKT13p6969sYzjD1gSBD6DF4T/8Je4yC0JYTqrONk7skCF6zhC2qp6WKfLeBqQroasAsTVglZXoMYM0I1B6In+3zXcUGTPYlrG28kqTSZ8mllZOzNROfQMYYs4ojr17wRbwwGA3FxcdTV9b0DROm5O8PJ3+jqMIcQwoVcRBha2G4Y4cyV83G4TDhxEEtcR90UUtFLA0ar1ovswaNnnWzuyCDTNUY5MjKSKVOmsHPnzkHtYR4u/saQcZallAvnzZsXcP3jx4+TktI9mH0A28POnTuZMWNGp56QrOwsKqMrqM+rx+Vy8TqvaE93UoJ04RB67AhKRAWtoh2H1Ib2PMwLhZYuwfaJeng8RYuh+7QFXm7s7iibBDydCn+clkqY0cDxYxW0uuCxOhh/CO6rFkx1agm+97GX/ko7JSWF6urq3iu6Oeuss6KEEIF/gSOcYPXsoaGhgdjY2P7FxbmaoPl30PxzqJmDy1lFu9QenqqqqnA6nWSOTgdhOKHn/C567nbOVpCanif70PNnfvT8WQv804eehV5P/PS5XHd8N5HSQcggWKLk5OSgNOyN0nNn+qpnDy6Xi6amph6XtQ4aXQRO4eQK69WM3zOBwwsPUjWlgtboVsbmjXfr+VUv+2zFiRW7CKFC5+iwz7707M8+f9YCf6qHb+xvomTHEebOXUzt2BrqR9dzxt5lXMnVhBKKYQCXMOjrQ583Ss+dGS7+RjeH2dYOLid69HyTK7nJdSu3u35Ofess6hw6JJ0zYqSRTkuLjvUb4SEj1GbCK2nwWAqE6O04RCggsDRW+5zMl5qaisFgoKKiYtDuHYaHvzEknGUhhN5gMMQHakhtNhsul6tfCdt7o7S0lOjo6E49fHbs/I9P2ZG9rcMgN7oaeY93sQk7VqwUUczT4kk+F5/jkAITspMxzjZpRnetV/zQU6na0F+DE26o6O5YTDTBrnFavFyEDsZOncGuoiIWH2jn/hptePudJm19+PFMwImT7Wz17fQESEpKSlAGeuHChaFpaWlqEgnB69mbgenBkND+rvbSWYRdH8d2sRWLzcK+wn3MnDkTgVXTs/SjZ2yag+GygKsWmh+G1lcIE65OD38ePXvHdz7t1rPZCd/xoedst56vTw1nbNYY9hTu6ef9+sZgMGAymTqtOhgoSs8n6I+ePdTV1fUpF71fpA2kE4PLzsHdB5k/eQHnhVyAHj3Hsyu76dkuHFhxUiwaeEb8NkDlKAABAABJREFUlb+L56injjAh+6Tn71Xs4I6EHFyhWXzf9WOuGnMVkW2RNNY0Dsz9eZGYmEhtbW2/zqH0fIIh62+EhZIQ1X2Rng6Hefs2XC6JXWixzMnO8WxrTmHKYcG5RwRvWUBIYydnOZFEDAa441EYtRyu+QmsEBCCxIaNVeId6ppb2ZG3h5y503xO5psxYwZFRUX9nmjaE8PB3xgSzjIwadq0aQFXrq+v7/8wdQ/Y7XZKS0u1VcCkzd2r5kIimc8C4ojvZJD3ufZSSglgJENkcp3zFq51fZ/tLdHYEMxz/40JIMkAbS5tAh/A0nC4NAqcAlYehZi2zo7Fd2IgfxxMMGnH1zngphojD0VNZmnV/o422yQ81wBnuy4EYAtbkP3oX46JiaGpqSng+nPnzkVKubDPFxxZBKVnb4JZ0cgn0gqtz4InZjLsh7Rj5zM+ZdWedzFk69GFCFy6cE3Pwree97JHm6gk26HuYpxhV9IceiM2CXN96PmILz2Xd9fzDTGQ56XnUWPG0Gxppaqufz1n/gjWCHtQeu5En/XsYeCHsZ1Qt5CK0rcQOBmdOooc5vMDbumm5/mOpbhcBpwyjASRyPnyq9zpeoAQ+1jaJdwZA5tGa/HK8SJwPRcao3iuQZAqkkgQicyYOZM9e/f0KWVhT+j1esLCwoKyx11Reu7E0PQ3Jk8Go67D3/AmOyuT6Khotu/ZzYeuDygVJYQKycxQQblbbqtboc2lY7FzBXc4HySFdHBG0NoOZRVa30drO4SFaHrGFU6oJZQvd3zJrHnuLC4+FvUxGo1MnjyZ/fv3d9s3UAwHf2NIOMtCiHlnnnlmwPkOzWYzsbGxg9YeT3ojvc6hOR6tf0EiAEkCidzCrcxkVodBnpU3hzTHBBqdeoQzks0tYSQf0GI7w3XarFPQYuHs8kSvsgH4Z7qW0/OhGqhsPGGIG0OjWJUBT6dpK/1ZJfzDDFmHYFUTbIlIZay1kRjHiae9PzcIkkghnHAaMVPGEVz4X7GtJ4QQhISEBPw06V6+Ml4IMXCJgYcpwerZg8PhQAjRzwlQLmj9c8c7W9Q9bGA9Ic0h6NsMfD7qM553T0Lyp+exeeP5t+tDmkULTmJoT9jE+23TuLxcEKLTMauLntd56fnldHBKeKgWKswn9Gxx6/mpLnqeVqxj8vTpFB8IPNdmMMTHx/dpkp/S8wn6qmdv6uvrSUzsvrpYn5AS7AU4rbs4cMjMjPQ7wLEfk8vWTc9TomZQllfNpIOSaocg1BWDwzqBc0p1TDksCNcJjG2w6lloMYO1PTg9P5gMOgTtLh2ERJA+Np0DB/uXG9kXycnJ/epdVno+wZD0N9JT0es7+xs2z0q8Tgfo9GRNHk959FHIF6Q5JmB26UjTw+3xWrWNrVoauBqn4IwSHaV2MAgd67Zr+w0GePlhECZ4qFbw3YNNROyIwZCj4/Poz3AII/jxF1JTU2lsbBy03uXh4G8MCWc5PT397AULFgQ8u6exsXHQxCulpLy83D0RxQUtT2ENu5qP+Q+f8SkOHOjQ8TVWcgVXkZKdxOSomby4MZ8LSiV6oePcSEGcXlvNrMwO49wTaEN1WmaAT5q193cmQLIBdlrhlYoThjg9JooD4+HCSK3ebissLoHbqqDZo2Uh+CQmi680nkgrdMQOm9vgfLkCgA2s61cao9jYWBobAx9WnDJlCkDfc0uNEILVs4fGxsb+xXRKCbZN4HTnFzZMR+jSKBD5JB9O5fh4bcZxJRX8haeok00gdUiXqUPPDdl1tEa3kpk3FqcjBKfOhBPBj6sE/2vxreePvfSc5NHzsRN6HhUTxYEJvvV8yAabdVHodDoaGgNfySlQoqOjsVgsfTpW6Vmjr3r24HRqE+wGbIEd2QTNv6e89izS4zdiEhuhdgY03YPOZUUnBV9jJT92/YzEsTm86Ijm6+V5XFrmQqBnrElQ6dDsc7ld62n7wwvQ3AoOLz3flQBJ+u56Tvej57urBYmjsqg+Xj3gvcuxsbF9eujzRulZY2j6G2M0b7aLv2HFikMPdpzUUosr29HJ39AJeCAZRhk0PR+1Q7oBCm3ayF17G3yyXrvWXTdAYjzkufW8uHgHz6XncG7EpXyVS5BCgi7SZzuFEGRlZfU7jWFPDHV/Y0g4yzqdLjuYZX1bW1sJCxucBVxqamqIj4/HoNeDPQ9EJDpdMvkij61s4Uke5wDacEQ2k7jQdQXvxGfzpS6ac4/k8bMqFxJtVRyA/zWDHs3ohgowSYjXw2gD/DpJM863HrZwR9UO/piWw/XpUawZA3F6LbTiJ1Uwpxh2+cjesj5qFIubKxBeM1V/XysY75qNDh3ttPdrVnawBnry5MkhwABOdx+eBKtnD/3uwZDN0PJox1tn9BPsZQ9Wh43I+kgsKScMkR490TKB848IPmoGu8vEJDmF27idsOxQZkXNZ8O2ffysSvaoZwNaT5w/PX87PYrVYyBWp/VC+9LzH+oEqWPGDooh1ul06HQ6HI7g4/eVnjX6qmcPFotlYCf2YUe2/5vSmgvISv7Evc0FrX/FJpxUCu2hMIRIQoVgb2o2pSHRnHckj7vd9vkZt54/aQa9HpLiIdQERj38PhreHwW/SgIHvu1zrK67fX6lEcJ0JlJGpwSVNzYQ+vPQ50HpWWPI+RuxsRiEBHu+X39DGnQkisRe/Y3PfNjntdshMx3uuxlkSGc9T4yLQgBhrrBec9sPRBrDnhjq/saQcJYdDkdKWlpaQHVtNhsmk2nQVtHpSJovm6D5UZzRf2Q3u7G6h0RaaOFNXudVXqaVVozCwU8TYPyEbI6ERGMszGNTs4uzwuErEdqqOU022JQGyTrQOeF2A+wZpQ14/PCQhevLd/DPjBzezI7ilwkggfeaYNwheN6M38hjq85ASUgME6wNhAo4KxwWh0G0Tsd9/JrruaFfn0V0dHRQT3pZWVnhQGBf5AgmGD170++eZREBYd+DsBvBMA2naRkbxQZiq2Ixp5nxTl98Luez3wprWuGb5XBxGVQ6/p+9M4+Pqywb9vXMPslksu9N23RJ9zVdaGmhICiLILIoiIoLoCIi4Poqoiiur35s4quCbAIKLiwKCEJb6N40aZruabqkbZp9zySznuf740zSSZplZjJp0/S5+ju/Zs45c5aZK3fu86wmDAEnN2ufJyF/Bi8EnIg9p/rcoekjCDiC0WOvF57J6e3zc0Gfv582tM8fdAIp6TQ3NvceUzRGJCYmRpVoKJ91ovW5m5aWltgly1oXuB6ltXM8cdZ6rOaQ79V+Cz7gSf7ICzyH39BKhsnPuokn47MlGJ9XxcGH4/Uh4jo9MD0fHPGAhKu/AqsM4PfA74/39vm+kPg8uY/PHRq82AqZuTkcPR7d7JED0V0q311KHw3KZ51Rl29kZYDZB67h5xugt7kPjc/7DsEffwQY4ct94vN30yRG4cEgNL1mchBMJhOJiYk0N8e+BhBGf74xKpJlIURcuD1Nu7q6RuwpD0KrXCR41hCwLGej2HDKfoc5zCP8P9aJtQSkxv3pcNeCAhrsTtZsK8GvaTydA9vcYA7Alg/0D3tDCdx2PwgBL1S1seRQMUWTF/H+zARmSRAB2O+CT1VB4yBx0WnQqwFnZaTwVHwLrdPh1Tz4n3QwCIEJU3Cqy+hnQrPb7RG1UcrNzTUnJydHXwQ1RojE51A6OzuJjz+1N3T4JzaA7VpwPgypWzBh5lI+wuSGqZgyTL0Gq58eWMIvG0++XtsJUw7ALxsFAYxkGAV3DuBznAFmWvT/i7vgSgcU2vWqvSWHitkW9HmuBWr88JFK3eeGQXx+tFkQ70ykoW14vf77Iy4uLqoRMZTPOtH63E1HR8fgU+ZGUlIlDICZ2raryUnZ2GuT1/EDNrIBieyJz+vFWkwGL/dnyFPi8zM5UOTWa79nTIY4K2zeAU6HHp+Ld7Sx+GAx7pm6z7OtUB0Y3OeHmwR2axJGgzHm7TsdDgcuV/8TDYWD8lln1OUbKSm6cEPkG7/jMfzShIB+842XU+FqP1i1k/F5SxlceSGsXAQv1/bON2ZaJUJ0UkaZnpzLjiGvN9o+IOEw2vONM54sCyGE2WwOO6Nzu92xG8LF64GQkiy/399TbQsGyGrAgJHpTGc84zHSu81dgAAttOCWgiI3LLTDw0sL0BxO/rCxBDsaX04CzQptQQ/XbIUnfgzVXW24dxeTMGcRf5yYgNELP/09LLwepptPPhV2k2GE6xLgd1lQMQXqCuDFXLguN4k4VwsWAUlGsMTwAdhoNEZU0pednU18fPzk2F3B2UekPofi9/uHP7uZEHq7M0M8BmFgKlNxtjq5OfFm7uOHfJHbuJprsAszb/bpfOxD78g066CeFPfn85eSoCkAX0kBg4TzbfDnVDja0oZndzHOOYv4w8QEDF7QPPCjetjQdeplhvp8YAr8PEMQn+iko2XogB0pNpstqsRF+Tw8n7sZMma7WsHXDoEa0FqDIxC1BCd46hN/hBXi76XFewPJE1+DlHUQ/z9gvQ5hHE+JKO7ZNUCAtazhtzxKneEQi+L8p/j8XI7+R3DFQjAYYG0R/PmXUHm8jbIdxRjjF/HVjAQMAn7aANMqBvf5q8n69O6Rtr8MB6vVOqzZ1JTPZyDfkAF9hKJ+fO7JNwSAGDLfWCUvZrcHZh6Eoq5T47OGxnOvQmMz/ChNj89rtuo+d7nayC0vJmnOIv44Wff59XaBV7PyjvgPBswghv5YYtF2fiBGe74xZLIshHhKCFEnhNgVsm6+EGKzEKJUCLFNCLEkuF4IIR4VQlQIIcqEEAtD3nOPEKJECPHJPqdISU1NDbtowe12Y7XGaKYvo0Gvmva8D4Fq2lqbSHTa8WsdBAxxICyYhIlVXMynuYXvcz9f4at8iEuZzGQsWFimXcJDjXBxJXymSv9A71tUQGaik/8UlfC1ZI02Da64UK+uu2gJaIE21hcXc/mSRXwiJYF1W2H6lfCrP8GeCijbD49nwmcS4c85UDUVKqfCn3LgS8kw2QJWA1iFht1poa0t9mN7hhJuG6WcnByEEHnh7CuEuEwIsT/oyneD62YJITYJIZ4dqaksR5vP/VxftG/tl0AgABLijPGYMTOBicxnAT4JjdOgJB9+mg6XxEN88NRHfLrPn67Sfz1+EPT5v0Ul3J2k0RSAORa9QHBzKbhdbRQFfb4hxOdfPAnfDRYoTjAP7POUoM/ZyQm0t0Y/PNZARJssK5+BYfoMYSYcHje4fgm1SVCbCU2XQ9vXwfUweN7Hp3WioeHGjdtgoLPLiz0uBawrIOGHkPQ0Rgzcwud7xWeAFpp5hqd4TbyEzdjFDxZN7YnPiwwaHZ1w+Uo9Pn/0QvC42ygqKubyDy9i/swEDkmYUQG/bKRn5PqJQZ+fz4HjfXw2CUFyUjKNzU100YUPL378+KUPtOhLm6P1uBvlM3C68w1/GdRmneJzaL6ByQti4HzjkqDP07Ql/KpB6PH56Mn43JNvlJXwtU9rVFZDCnp87vb59beKKVywiE9kJ7CuC6ZX6GOGe6WRGcxkP/sJIEDrv+ZCIvHhw+w003qO5hvhFGM9A/wWeC5k3a+AB6SUbwkhrgi+XgVcjt47cSqwFPg/YKkQwgEsBpYA/wBeCjlWWiQz43g8nuFVVYcS8OuPX02rAGipvZpEUzI+8Sj72IEdOxlk4sSJAQN+fGSQSQaZnMcyTBjxYWS6VXC1Q297mVuuz47zqTkF7CovZ2dxCfPnLcTvNGA0QEF+G2W7irl8/iKElsCN98KbH+jVgF/6JFy2AmZOhlkmuMGplxR3Sn2oLbtB7/F60As73LDULphmtWAQIjalkv1gNpvx+XxYLJYh901PTycQCAw5SLDQh3t5HLgUOA4UCSFeB+4FrgZuBD4M/GfAg0TPM4win7vx+XyxGy0ghPb2dpxOJ3S26T0+8GASThKFB/Ax3xbHbJuFr2q6X4e8eieR91x6x71xIT4f2VvO7tIS5s5biMEQ9HlCG9t36j4bZG+fBTDZDg0FepUgsrfPFiHxCx8NNJAsk3EmptK6O/bDbkVbIqd8BqL0OZRAIBBZbJIt4NusL92r0vbwtuEQB6kg3Z1BvNXBfrFPj8/CiSasaHjJIJNMsljGcowYaKaZCio4xEGOcJjf8Cvukj/gujkF7Cwvp2xnCYsXLqTLo/ucn61P+Xv5hxdhMCbwzgaYsxwSjPClBL3p2wp7/z53x+dDXqgxJ+FsOUYRf6Geetpo4zPcwlSZCERXUmmz2ejq6qdYO0yUz8CZyDf68Rm6840UaO3AnfgEjcKFHRtOEoP5hr8n31jCeSBM/CxDH/t7dT/xeVd5OTt3lrCkcCGd7t4+X3bpImz2BD57Qh96doYVrkyA1gBcabwWgwggtQAacbgCev8Tu0Gf3t0mJHWGo+ykjAZDPRmGrHMy3xjybqWUHwghJvZdDXSPU5gIdM+F+DHgOak/GmwWQiQJIbKBjpD39cVstVrDLk7z+/0Ms1ZwQNxeJ2nWHYBGMUUcRe+kIRAkkkga6aSTzkIW4dAy8EqBVejVbx916LPr1QTgAxf8tgm+NqWAYwfKKQ0mGP6Axr49xSyct4gd5QlsLIUffhVe+n/6U6AfsNnBLKDeD/vdepvQnR7Y54V9HmgNqaX4+zgosEpsNiter3fE5PX7/WHJa7FYkFKGcxFLgAop5SEAIcRf0d0xojui0as7WuwYbT53M1Jed3V16cFeAmjQege4/w7G8WCajifpeeoMLixGCzZSmGI1km+RfCbJSJwQ1AQEq13wWBPcMbWA+spydpaVMC/o855dxRQGfV5XDPfectLnAOA3QmLQ531eKAnx+Q/ZUGNbzQbW8SW+Qq5p3Ih08LNYLFEN5aV8BqL0eSTw4aeOOlydnaTEp7IVPfkIjc8ruRC7fyI1fguTzZAg0pku05ghluAQ4BEerAbB/zbCbVMLaDxUzrZtJcydvxC/X2PvnmKWLDkZnz/+IZhohaJ8cGtgEnqiXO+H/V49Pu/y6J1c93ugJajvUlscD3Z1cZCDMbt/i8UyrKYdymdg1OUbpeAuRSb+jvf4LxUcQCBwkhjMNtLJJocsskg2pJBvNfJli+Sz/cTnu4L5RtG2EubM0eNzqM/zp8MjWfB8rj52uEfqtSBGBPU+A/u85l7xuTvfKMqHRvtutgR/39JtWedkvhHt3d4NvC2E+DV6y4PlwfW5wLGQ/Y4DuVLKbUKIncA24H/7HCuiJnFSyhHrmRrQLBgMp/5RlUhagv8qOEASyTS5MvjoMX0YuOkW/UltnlV/6rveDiaHPm7nzJkF7Ny5j21b1+HqaOf8lRdjMiVw3jxYWajv45bwiAv2BoNuhVcflihc3B5PzMf17KarqyvsYbfMZjMNDQ3hVIv058lS4BHgDeAA8PsIL3U43M0Z8rkbKWWwrXxsCQQC/RxXQqBSX/CwkQ3sYTcAccSRJtJIM2awMvBRkGauS9AjikVAfn4Bhw+Xs3Fj0OcVF2My6z5fvFQvWdvQBeu7hva5v3XDmaVsMKI5rvIZiNLnkcQQEGimkw9VofF5GtOp6ZrINcG71OOzYIbVyBwrFNrjmGuFLyeD6ILJkwuQspyiLetwuXr7vLIQjlWDyQhPtcB/XRHEZyHo6oht+/tAIDCskmXlM3CW5ButtNAazDdCsWMnXWSQZkwniywmGCbwKWc2XVIQcJ/MN4q39c43ls0Du10fmevtLr1PSrT5hubWzsl8I9pk+SvAPVLKfwghPgH8CbhksDdIKX8O/LyfTaKzszNh7dq1YZ24q6uL6urq2DzVSKk/T/h+rR/bm0Zty0KM1cUkkUoc/ffgbqIZv/Y+v/aeXCcAg4ASA7Sa9Q59jnh9nd8fwOXSA+fOHdsQQuD1QWuH3mw6PgHSfLBMwrIILt9YA+sNkrbWNrZu3ToiT8Ctra1s3bo1rM9b0zR8Pl/UvSGklNvRJT7dnDGfu9E0ja6uLiJ931B4vV6klFQdO6Y3OQpcBtrJj1ju34MVG9PpPf1rF11sZz2NfkEASDToM+8hQdNCfC7bhpQCf0DvIOUSUOuHNDm0z/W14BdepjOLPezlABVomhbzz0DTNDo7OyM+rvIZiNLnUNrb2wf/7LUA+uNYIQR+3f/1mSqRAqYzC4PPgNFvJKH+1EnYGmiEPrEZ9PhsErDfAMeCnaHtwRwoND6X7dgGCAIatLRDlxuOZoLRD8u08ONzvEH3Z/rak79XhzhMFUZgb5hH6Y3X68Xtdkf9+6F8Bk53viG7wN+/0935hsnoRu7fQTwJp8ThAa+LLo5yjBNUk0IKbRokBJsGBQK98w0pBZoErxeM1vDjczd1teAX/p5rC7QGzsl8I9qM8xbg68Gf/wY8Gfy5CgjN9McF1w2G32q1tq9atSqsm969ezfp6elkZGREcr394+3SR6GvuVg/9rHPku4sJWHa+7wgXupphhGKBQtX8zEM7nnsbRcU2vUxDbNM+viGPql3lKoNQHIA8LWxbVsx559/Idu2bcbhSGDuvIUc1AwsMYHBCwEjXGTWq60Pe/UZo0qCT377PHDY1/8klH8fJ1mR4Ke0qJiZs+bEri13CFu3bmXWrFlhHdvr9ZKVlRVOvWM0nowkZ8znbrq6uigrK2Pp0tj+LTpx4gQdHR0U5GaBXULrH8D9t57t7szjrDfsIYCfTDLJIZd0Mognno6AwC8NOICWVj1xSEnQ28BdcMGFbNly0ucjmoEMs56AuIKBeyift+ZLmuxvs43dXCi/Qq4Yx9q1a1m1alVMPwO328327dtZtiySR1Hlc5CofA5lyO+0owXwgfaG3gGqH7xpe/iPuZx97MbR6CDpRArH55wan6/iarydS/h7s2CWhVPic0CCU8CO/ZCRAgn2NkpKilmx4kKKijbjdCYwe85COjBgMoLRCz5NrzEMoLdHLvNAsVt3ea9H7xDbNz4vtcODR9ZQvGprz7rPyFuYqiWCMbo24HV1ddTX1zNrVngJVV+Uz8Dpzjd826Hhiv6PHcw3MhLL6Mqs42+GN04pSbZg6Wn+mUEGOeSSRjoOHLg1iU8aiBOCar/AJkA2tbFn98l8IyEhgblzF4IwoAUrGF1Sj88avX0eKN8oypc02t9iW7D28byi81k+c/k5l29EmyyfAC4E1gIXQ883/DpwZ7BNyFKgVUpZPcSx/JEU6RsMhhFp1whgMnbiD+hfUjwO8sknDb26I5tcUkjBihUfPnwWyd2poqexy5ZO+HcHvN+pB+Unc8DiaWNPcTGz5xRij3NisdiwxTnZtq2EWXMX8lyHgd80wyIbfCgePuyAKVbINcO1CXrijdCrv0/4dJm3uWFPMEh3t7zy+UamsT3oT2/hNg/w+/0IIcKpQykCpgoh8tGlvRH4VPRXOWzOmM/dGAyGYU04MBBmsxmvN6SYzXolWC4G80IwTcEg4ljBSgQCv2ZBkwKj0JtSvNmhd1pdFQcPpkNtnZ4oz5pTiMV6qs8vugz8ohEW2fXRNS6N133O6eOzNehzqgmqmUwbrVixjtjMUJqmRdV5UvkMROnzSOI3+7F77MH4nEEWmb3ic4cVHs/S42Z3fN7cCW906OMq/ytTr9Ez0sa24mLmzCnEZHFis9mw2Z0UFwfjc3tIfPbqk5hMDTM+OwI+jDGOyYFAYFidgJXPwCjNNwByyCWZ5H7zDYEIzsarS9epGXixRfBsq94J7+VcsLW3sWunnm/EOYLx2e6kaFsJM2cv5GWfgZ/2E59zzfDxfuLznmASnWEENwmYMePDh/TJczLfGPKOhRB/Qe95miaEOA78ELgNeEQIYQLcwO3B3d8ErgAqgE4Iawq59ubm5rD/Sg53rMneCMAA1qvANB1n2mJaOrJIxcr1fAI/fowYeyb28OIlgJ7Q2IXggXr4V7veIF4D4gT8JAO+nCzpaG9nc3Exi2cX4vY5SRC65lOnFLBrdzn/fquEz1+xkJsTDdx8Ar5ao1+R06DPwndxPFzmgGkWPfnOMcFEi55QuzT9WHEGMGHC4/XFbji9Png8nrCP3draitFoHLJxqJTSL4S4E3gbvZH9U1LK3cO70vAYbT53Y7FYeie1McLpdFJeXg4ms14PZ7sBhB0pdJ/1iUo0OmjHG0jlsqN6h6Vun3+cro+pXN/URllZMfMXFGJ2OvEHL3XWjAK27yinfE8Jn124kE86DXy6+qTPCQZYboeL4vWRBKZZ9OCebQKLQTCZyeSRh0DD1dFCXFxczD+DaId/Uj4DUfrc5xoj+iN4EiMY88E0HQyJLGEJ57GMREciGzs2ch7n9RufrUYffs3K75oFz7b09vmBdAgIyExvY/cOPbHwSydOm94qLzmtAI+3d3wO9dlpgOVxcFGcHp+nW/X4nGWSTLSInvjc1NBCozOR7/A9GmmgmmqSSdbvKUqGO+av8hk4o/lGiM+mGTjTFtHSkU1OViFG4HxW9PgsJCA7ATdC2DkkDrKffRzhCHXU8llxKwnGCVyXIPhKCrTVt7GlqJilSwshyYn06zlCUqru8xv/KeFTVy7k+vze+UZofL7RCakmjYDwkmsxMcFi4sMO6JSSDBazjOV0yS62eLack/lGOKNh3DTApsJ+9pXAVyO8htqampqwW9DbbLbYdQISAgIdkPQciDiSzAGOnCjFKuxoaGgEEAhcuDjCYSo4wBGO0EQjd8jv0KElsMOjX/pVDr002W4IcKhjLwdLKli24GIqq5yYTFDbpLfprPXBtOkF7DxQzu+eLuELn1rI3zMNrPPBrdVwwg9vu/TlO3X6U94Su166d7kDFgRjpUWAWYgRn2Eoko5n1dXVCCHCqt6QUr6JHuxOK6PN525GqhOJ1aqPlBKwWPAJgREjnn58NmPhXuP9eKWeWHT7bBPwQV0bh0uL+XhhIR1OJ20B8Bj0X5/NXTB7egFbD5Xz+IYSvrBsIS/nGtjQqftcFeLzd0N8vjAOrnDAfJsBn7RhEhotrU3B2TNjS7RJhvIZiNLnULoTjkHjlMEAxvPA8SCYC8E0E4zZ+oQO+LGIOLKC4yZjCE5g4AtgMpt64vMBDlAZ9PkWcTsOw3jK+sRnq4AN9W0cKi3mo0sLsZmdJMRBsQc0CX9+Hb7+2QL2HNTj8xdvXsjLGQY2JJ/0+T8d+vKdOv33455U+HaqRj1VZItsLMYAnvYm0pOTiA/+y2M8frwgok+83G73sH4/lM/A6c43DOMg+a0Qn91AoFe+gYjDIjXQOvTyO60FvO+D5z/gXYc3fRub2UQ5J4fVPCD2cINzAp0arKtro7asmA8vLqQ1wYlNQnGRPvRbRSUsmasPk/iH50q4+/aF/H2cgXWdp+Ybi+2SJvMOSthGPvlMpYBskY1ZBDB2/3MbibfHvvlFN6M53xiZsvQIkFJ68/Lywq5/ttls1NfXx+bkZiugP8VoaGAL0OXuolk2c1gc5CAHqeQIbbSd8tYiw2q+mfoxXmmHJ7JhWZwkTvhoaG9md/EuZhfOxmFO4LYfwpa/6tV+69bBNj80aPDpqwv4ySPlvPyqnjCviDNwYAr8sA4eaoLuD8Qj9fEU13XCTxr0x6L5NlgZp08zPLm1BXtiIl68PYPwx4pIq8VPnDiB1+s9EtOLOMuI1OdQoi+BOxUNDS8eTJixxJvZ5iriqKNyQJ99eKkRx3gwIw+nQbAsTnft+4fbGF9ezNQFhcSnOPnIEdiaDz9rgJVCTx6K/PD56QW8W1zOQ+tLuHDRQs6PN1A+hM8PBn3+Thp8I1WjsvUIE9Pz8eBBIGLmc7TJsvJ5eD53Y7PZBk+WTWaQBrBeDrZ4ECGlr92ziskAHtmFUZjpoB1fopc3W9/kSNph2vvx+b/iDT6T+BUeaYKHM/X4bBPwi8p2HHt1n1OcTlYcgS35eg3hKgN86wvQ3gXXXqnH5//3+xIuXLmQ8xf277NbwiXxkkOGUl7lnxgw6JXoLeOYVDBJn0YYfXg7i7DqMxBGicfjGVbJsvL5DOQbhlSwXXbydcgseTarhrurE+k7gvCtBs9/wbsOtN75n7Xzr6yIu5RysZ9EkriGjzNOTsQrBT8+0kZeMD470pxcdgS2ToSc5Xq+MWcG7JFw/dUF7NhRzrqtJfhmLWR5vKB8iuBHQZ/HmfUa7YfFm3TRSSVHWMuaHp8nMpGpFGBuseBIcpyT+cYZT5YBfD6fL9wkYbizGPUgffilB2Gw0UQzFRzgkDiItAk2dK3DFzd4lXgJJVxouJp9kwVGwGwQtB37JLsP3MpFiy7GEZdGe6vgqlXQ6YFEh14Sd168PmXqjQXwvTsLOHa0nCe3llA+ZSG/yDLwQDp8KUWfDXBzP6MEBdDbERW74eEm+H5bC5/Pc/If3mIqU5nARMyY0dCwYAlWs0dHJFUiACdOnJBNTU0Hht5zbBOJz6F0ux1VUwTp06vthB0CxxDGSbwmXuUQB3EmJeFr8tHkaBjw7UaMNIlqLnPkYcSPVwq2NrgYX17MsYJCvpDu5IlmfRr2TgmlbliiwQVxMLkCbk6E7xcWcOeWct4pKuHfM3r7/Nkq2DSAzx9PkOw1bOZw0xHem/pfkklmQjA4x8Jnt9tNampqxO9TPutE63M3drsdl8s1cKmorZ+SKr8PfG6wWSFwCDxrMMbdxu/5HXXUkpSaTFxdPO1ppybKALXU4JFetk+yokk/nYZWjrY2sOTQCbbOKGRlupM/NuujVnRKmGnVO/+1Shh/DKoK4Dt3FHD3A+W8s7qEf69dyC++YeCB1N4+T+hJMvT5DDQ0TmhVJLUl81LCXxAI0khjAvkh8dkU9Nkakc8ul2tYzZSUzzqnNd8YZGI4YTBgsxnpqlpCnHXghFy0fYfcuM/xYS5jCUvxaiaO+w18sbyNa44Vc7ygkC8G43O8AVzos/PdLiFgh1UV+iyTCxYUcE9JOdftLcFTOBW70c796Wa+lCIoc0vqqKWLzl7n1tA4QRUnqGIjG8hpGYcpycghDvbON2QAK1Y9yYmS0Z5vjMiUlZFiMpkawn16i3oWI80DWqterecrgY5fYfSu5rg8zmM8zFu8wX720ZzZSHJ18qCHmshE7uIebEYfNgOYDdDW1khxxZcpnPokaQlJdGDgn8DXPw9WM8H53yHNqE/t+7kTYLBCIL+A9w1OLHtLWH5Ioy4AOUZ4bwI8l6OPEzogUrKks5bW9Dq2sZW/8AK/4Kc8xsP8m9fZQSkBGQDp1e89Qjo6OiLq8Xr06FGXz+c7k72mRwWR+ByK0+kc1qQDtN4OtSlQPwWvbMSIkS66aM5tIuX4wMlit8/zmI/Z4GOXoYQnXQ+h7Sli7sJCfpzvxCIkv2jUk2MTkG/RE92UoM8PNujjg35xXgGV1lN9fncAn2cExyhf71qHZtTwW/zUU882inp8fjToc5U8jhcvaJ393cbAH0trqz6LYYQon3Wi9bmbxMTE6Lz2ecFfCfUzoO0OpH8/c+QcAFqzWkisTep32olunx1GQHjZZSjhibY/sqOkmHGFuXx7QgJeCffV6z5bRYCrnG5MAuINEqsBPn8CTFb44o0FVFY7yXSU4PNptMvePn8v7dQkw1mXSFt6Gwj9d0L3OTQ+P8K/+RdllOKRHmR3fJYDF3hKKfF6vcNqK6p81jkt+UaYZGZmUt12y+A7WeaA7GQxS/BoZv7VbuDDe/RE+bXxhTyQ78RmkGSaJbck6fF5n1cf9SI5GJ8/Xw0BEzx23lRSk8y8WfoP/qj9Hr+xhYlmP5fES3yGduwM0lRKQmJtIsfTjvfy+ff8DhNm8LyuF9pEyWjPN0ZFsmwwGI4fP3483H0xGo1RDIrtg67noMYJDYXQcR+i+TPkkEMyKT17NY1r1BOLfoJwPPF8ghv5NLeQRBKWYBOOtrY2iovLKCxchDPvFTqlmS+egDtqYa8R4kJqztwSzrfDq+1Q5IXJFsifUsARq5NLKkuYXaHxUrt++k844dAU+Fxi/9PLnO9vJsvp4L+Wt3qtb6GFHZSymnfRCED9PPoffG5wWlpaImojd+jQITcnZ1c6Z4nE51CSkpJoaWmJ7qTSq8/KJ10AWF1PsEKuBMAb70FIsLh6/6Ht5bN0YJQm3uO/vNP2NtnFOZQVbmdxWjxm4adDejg8VXJvqsQc7CgVb9A7NxXlS36WAVYhWGiTp/h8yCcBPzf04/M9qZIacZTEo0k0ju//D1hr0GcTJr3qT4RfFS2ljLoZhvJZJ1qfu4nKa5MZrHYwZIJZH07R3P59lrAUAwakUdKR2kZiTVLPW0J9TiABDcnfeIl32t5mfPEEjhZWkpWYilfC3bXQJfUpf80GDaMAkHQF4/Mr7VDihwUz4ZJVBVx9iZN/lZUwuU98/lwSVBkO9SohzjicScOEgZOx7vj8Kq8g0RCtX9Tbp8qB2zN3dnYOu/Or8lnn9OQb4TFuXD7Hmy6g3xYIhnRIegmS30IIBxJJMzUs8LdxT00xv80u5MmpTkzCx3viLZYkVHKTU2I3wEGvHps7NH169lfb9ZFaNBmgcVo1Lmcn8SUOntB+j0QjQXiYwETu5ZsspLDfGo/45ni6ErrQzL0f6sYzHr+sg7avo89DHB2jPd8YFclyS0vLhh07doTdYCWqkgqDA2zXAKHNK9oQvh2cJ0+OvxqwBHA73DiaHD3rBILFLOFuvsF0ZvSqDtYT5WIKCwtxOlPxarCxU/DvDv3DLezzN9ph0IeJA/jCCb3W4scZcCRHTzC+VF3CrVUan6nS23fGCXgsC7blw6w+hQq3dRwiYUISLlz93vJSeR7CvxuMGUTT4iZSebdv364BeyI+0RgjUp+7SUpKir5k2RAP8ffSk4Z2/IgUUsgiG4C6SbVkHNLHdz3FZ82L8G1HuP9OYdtiphZP43DhQS50XojVGEATfl4zPscLhj+QapTYDJBo1Nsbxxs18s0CqyGAweDDYRQ8EOLzI00ljDcFWGd4D2Hw4DAGenxeaodPJcK7gTdJrE2iJad5wNvLIpsUkaonFINUbfbF7XZjt9uj6kCpfNaJ1uduutssRzw0oKbpU5zGf0N/7XkNAx6mMwOA2sm1ZB7MQsjePhukn1bZwmM8QmXbEfKLJ3O48CCXOC8hHgc+6eOJbMlLuZKFNjBjxoYNgSDBIHri8+dPgMkON18FJbkFvMrJ+PzZKn3WMyEFhRTyZe4gg0xsbXrJnNs5dGnkDGYiZCd0vQiWi8AwcDLc2to67M6vymed05JvhInFasORkEmTa1XIWgFxX4b0g2D7GF6DmRpRzWM8wvMdT3KkbBOXLC7kJ/lOsowBjAhmyJlsNazHZvRT7ddr/dxSzy8uDsk3NEys4mIMBQKv08vykpVo3n2I1s9g1txYpZHLubLH51DSD2fSMLHulHtYIVdi7XgU4u5kOLOgj/Z8Y1Qky+3t7ZvWrVs38F/KPkQtr0gCy6peq0zt32YhhZhCksnaKTVkVuhJRhbZ3MHX+AiXYcXaa7/eibJezesDbg0+68yxgr/Pr6RR6KNa3OCEv42TgMQofLyWB++k6QnG3TUlvNamMfugPiwdAubZ9I5VD2Xqk55k+zoZH+iiOG1jv7dqxEghizG1fQfivwUi8h6sHR0dOByOoXdEH/OwubnZK6WM7RyvZyGR+txNd5Vf1OMNi3iwXBp84cXoXc8yqc8M25rVgqPJQW7nuN4+SwPggaZL6aj+JruL1nFh4SoWOBcyh3lYgv8+zS3cxKfwid4lLEZhACF7DeFlE/BaHswumMrS9ATeLP0bG7QP+C2PUEsNFqOXeTZYOwG80gcHBY15DUjDwPe9TC7HiJF+q3wGobm5mcTExIjeA8rnUKL1OZT4+Hg6Ip3+2e4ATGD9KAi9GZHF9SwrQ2tMEgxcf+yTus/Sgkl6Mbn/TQJOxrXl9STKE535zGEeAsFTxof5o+EhFjmP4u9TEmYU+vCcoE/O8IsGvU/eJY7e8fnVNo0bjoNRSASCTLK4XX6Z+WULqZ9eG9btrZQrsXY+pXdsHKK2pLGxkeTkwZsHDoby+SSnLd8IkymTJ1JR90X9hWk+pO2AhP9FGhz4hGA963iCP+Br85JfPJmSwq3EJbv4qEMSL9yY0BgvM7lOXgdSsjdYQeGW+iRRHwn6fMQHP28Ab8DMzXyGa6ZeQ5pDsnPrs2hdr0DHz0F6sWIlkyy+xFe4nCv1vwCdFqydVjpSeuuTRx4O4sH1CMTdHlGtX19Ge74xKpJlYPvmzZvD7qGanJxMU1NT5GcR8XriGIp3LchWZjOnZ1VXYidCCC6t/Qi3cTvppPc0ueimv0S5PQC/a4Jjwfh7Qbw+xWpfxpslT2RrzLP7sBgCSKGRaoQns+GfKScDcpVPY8lheLhRL2W2C7g9GQ5NkfymfSd5BZMpF/tPPQEwi9kI2QH+nWC9JKLSONAb25tMprA79ezZswez2XxaxuI8C4jI526EECQkJNDW1n+npaEP4ADHt3teGtvuZjZzsGLFKqyMnz2e2aVzSZNpJ30WBhDxtFneofjgtyjMv5s08xo+LC/r6e1swIAVKwk4++0B3bfKziAg1QjfSoMN096j0dlIfslkWrVW/sjv2cRGAsKL1SDRXO0U1E4jdVLKKcftxoaN2czRk+UIg3F9fT3p6ekRvQeUz32IyudQMjMzqampifyNFhu42yHuVgBE+/fJIINxjOOjXM21M6+l4VADgc4u0Oqg8UPQ8kncJ+4mszgLCsHstHAt1wNQwjZaaaWRRvaKndj7eUCbbNELJAB+0wh+JGkG2Ss+/7CuhBdzAhRRxCY24MfP0YNHGZ8yni8nf5UZzBz0tjLIJJU0aL8f4r8NImHAfaWUNDQ0RNVJtRvlcy9OT74RJolJGQhzPrXeP0HaBjDNwmew4sLFMzzNWlZjbbP2PPhZnBYyDckkGIVeoygsCGHCisQgoThYqeGXeu3HpBCff90IHimwa3ZSNMH0xAtwxh2h5MhjaPHf04+HHvPNmClkEXfLbzBj52xOTKs6peB4uVyB2fMO2D4+rM/gbMg3RkWyLKVsb2lp8fj94bV3SUhIoKOjI/KZdYQBrBeBIbvXaqvr/3radwLMZg5Xz/0Yvj1+pJfgzDkn6S9Rlkik8HBniuSDiZKPOuCjDn3ikFMvw4vd6MeAERMmrFixG+CjCfApZ++EWUqNR5qgMSBxSz8Wgx9PzXEmx1lIzrKSRP+lDSvkSqyuJyDuS/TfIGpwamtrI5ris7i4WGtpaVkd8YnGIJH6HEpWVlZ0SQXofluW622XAfy7kFo1V8truIdvsjT1PJwJTo4e6T1NcFu7l+IdLgoLl+KMa8NgnIRxgDbu4fbetxvAYvCRShq1BdV0OjvJL5mMpmm8x3/5M8/QoXWwe8duFs5byHWGG/gcX+jX5/lyAVJI0CJ7iJBS0tTURErKwIn4QCifTzIcn7vJysqitja8EtdeWO3Q6YX4e9D/XHVi8B/gVvklFrAQu9nO7JmT2VH6PrJuGvg209Y1juI9BSwq+DvXJVzPF+StmDFjwMBCFvEVvsps5jCdGT21IaF0aXC9E36WITleIJFoGIy+nvi8N6uAj+U42brjXd6Qr/Ee7/Ji+585VnWMqdOmEk881zGwzwDL5XKM3k1gzAHL4kFHEWhvb8fhcAxr9j7l80lOW74RAXPnTGPPoQl4fSa8ws9BKniUhzjGUWxttp5E2eP0cBM36x3qQhFmEHF0YuKqBMm/8yRTLGAQEq8GVyXAd1MllVMlJiGRgFk4wPYpCiYn40y7kJLt+065RwsWmo83M9E6kesybujlcxxxFDANQ+s94PgOGCLvRN3N2ZBvjIpkGcBsNu/dt29fWPsKIUhLS6OhYeChsAYl7iu9X3c8SBKJzGYOt3I7H+PjJNmSKJhawK5du3rt2l+iDPo4tVsMa3nI8CBWexHP5vr5UHz/SaoVKxYswWrlk8Qb4A85MMl8MmH+Tm0JGycE8BmP87DhF5S793Og4gAL5swmiSTu5C5WcVGvY2WRTQop0PEgxN8FhsgnLampqSErKyvs/detW9fS0dGxOeITjVEi8TmUzMzM6JKKHgTEBcfpN07BorkoYCpxxGHGzIwZM6isrMTl0tu5n/R5Ec7keZBxCEwzeo0HGi0WLFzNNSST0ithRoNKKnnzwBtkpGeQmGDEgoUJTORO7uLCPj6fzwq9RDvCYNw9CkY0Q54pn3sTrc/dWK36dOYRz4ZmMIIzFTSz7nXKOozGiRiEAbM0gOYi3fJj4g3/orzqI3qifPAbFE7+DU7D/2Fxv0oidozBggkLFrLJ4WNcw0Qm9nvKOAF/yJZ8JcWDwdiOw6ghED3xeUO+pKugmYPOA+SXTMboNmIpsVE6r5ijxsqeMWi7fe4bn61YmcNcjG33BNt5Du5npLG4P5TPvTmt+UYY2OxpTJ46lbJdZbzFG7zI87hx90qU3U43q7iIdDJOyR26MRu8aLYdpCRswmRw0WGowyrguVzJ99IDJBv9xBl8GISmty9KegISH6WgYBZOp5OSkpJeCbPb7aaiooK5s+YygQm9fC6Ui5GBSj0uGycP6/7Phnxj1CTLTU1Nb61duzbsLqdRV+sJO8TfSe8Ob0aMgSNcJ28gl3H6eIFAbm4ufr+fEyf0RsgDJcoAJsxcwCq+yl00inr+bnyCgIi8B61NwOt5YAY+SC/gqmwnVTs38Ay/p0vr4uD2g0ybWYDZ6MUo9YkbVnABd3Mv+UwCgu07vevB+mGi6dgXCARwuVwkJAxcNdiXDz74wA+URHyyMUqkPndjNpsxGo3RD1ckbHptguNBSN8BpqlYxcmHJZPJxLx58ygqKqKhoaG3z8IGIlnvDBsjjBi5mU9jxNgrYZ5ybCq5jeOYWjCV7jBkRE+aV3IBX+de8sknn0nYhD3i4eJAn+Ep2iRD+dybaH0OJScnh6qqKEZ60iT4LOD8X7Ccd9JPYYSWT0DXn5g9/mkaO6azcd8DeqJsPw7m5WD9KCZxasc5K7ZBEg6wGMBuECSQgDn4D8AqJEZDB2+LN6gtqKYrvotZa+ZyoqCK5qRm/syzHJIH8Up3P/E5H4C5zEdqdeDfpzcvGWSiEikl1dXVZGZmDrhPOCife3Pa8o1w0VzkZNnx+X3UntALS/omyuMZz/msHHQyEDNmXuc13uINWmllO8UIgx+zEJiFF5P0YQZM0gfCBNgh+PtRUFDQK2HWNI3S0lJmzZql/10KxucVwfh8Pudj6XhAr/UR0U9QcrbkG6MmWXa5XK88//zzLeHun5aWRmNjY5SdoYxgu1r/0XIpZBzCaMjDKIy9AqgQgvnz53PgwAEqKysHTJThZLvORBL5EJfyRW4n0s5IoLdxnmiG32XDpnxJ5jQ7uxPLyC+ezOLSpUxOmUyu8RPQ9XTPMGEWLDhJ5GY+w418Sm/f2Xa3XjUySFu4gWhoaCAtLS3sEQQqKytxu93HVOeRk0Tqcyjjxo3j2LFjwzi7gPi79SAoTn1YSk5OJj8/n02bNjFnzpzePkfYtn0ojBhJIplL+QgAtQXV2LGTtiuDxYsWY8RzyigAFiwkksjNfJZPypv0RCXCkm4pJTU1NVElGcrnUxmOz910ex1xzLbFgcmkJ5WhPssAJD4Dxkm0u3Nwe5NxxlVS3bQcSSIkv6IXjkSBQGDtZ9IQsxDYhJVL+Qgmj4nE+iRaM1pJrUoDTR+BaBL5WFq/BIEjoHWGxOfPciM3sVJegKXjN2C/gaH+RjQ3N+NwOLBYok9GlM+ncnrzjSHQXND1HKb6PBZMq2DqgWmMrxzfK1G2YeNGbu632VAoEslyVrCKi0kggVzG4cMH0o9NSoSw6IltzwNnb7+7E+bi4mJKS0tJTk4+pXlEd3w2YwDrtWD/xLBqIs+WfGPUJMtSyiOVlZWd4c7DbjAYSElJiW4qSpEAjh9C8ut6QDVk9zRs74vFYmHmzJmUlZUxadKksCY36G5i0bdTYLjEG+HGRInVVMczht9TO7Wa1M5U7M1xTEu+HSwXgP3zYDiZCHdPD1zANCQ+sN0A5rlRzahTWVlJXl5e2Pu/+uqr3tbW1j9HfKIxTKQ+h5Kbm0tVVVX0gdngHNBn0GtIDh06xJw5c9i1a1dPk4yRwoKFxSxmspzC1CMF5HrGkT8xn507tqPRf4e9bp/t0oRBeiIOxvX19aSkpGAyRV6zonw+leH43I3VasXhcETXWcrSjyfCCIYU2iyrKT74Pyya8huWFTyI15/AlsPP0uWxDGtGsQEvBQt51eOZvXEuJ2Yco7LwEJ3OThaVLOFD2oewNF6ij+lfPxtkA0h/SHyejh0b4IP47w7ZtOjw4cNMnDhxWNerfD6V05pvDHgRwcloWj4JbXcAHmydn2XW5Goyy3JwTWrH7dRnD7yOG/p9eOuLUQoukiu4SK4gAQez5XRsGvpDpiG+38KTvkydOpXOzk6am5uZMmVKv/sIBGZhB9sVIIfXlvtsyTdGTbIMoGnaq2+//XbYGcKECROorKyM/ERCgDEfrB8JCjSwgG1tbezatYvzzjuPI0eO9DTJGGkcBkGawYnD72Bx8VImZ0wmL+UNth/8Alrc9wdMhkyYsIg4vWRRRt4hxO1243a7Ixrv8IUXXmjt6Oh4JeKTjXEi9bkbk8lESkrKMNsu909oU6KJEyf2NMk4fPjwyJSaBAm4NQqKpjOjaRbLzlvGjGkTcCamnNJGri/CYImqdHA4SYbyuX+i9TmUSZMmcfDgwVhdEm3tLoq3H6Jw8ZU4HRaE0Jgz3cDkKQvYvGU7lZWVMfXa6/VSXFxMbVUtH1p+CVq67u7EqROY6pzKrs2Ponk3AQISHwOR0itBMWHCKmyQ8AswThz0XG63G5fLFVUH1VCUz/1z2vKNfk/eoc8kXD8DPG/0rG7rGsfuvXUsXdDO5CMFjDuRRyGLyGfSkKXKAIIAgpODVggkIowEuRu/309xcTGZmZmMGzeO7du3D96xUVgHLZgZirMp3xhVyXJdXd1f/vKXv4Rd7JCUlITb7Y6ufachYch2NqGJRXp6OsuWLeP48eOUlJSM2Iw+obQ3tlO4fgkz02YyK/12pk224kw5j5LS/UP3zDU49fm0I+TIkSNMmDAh7P3b2to4duxYh5Ty6NB7n1tE6nMokyZN4tChQzG9nv7a3CcnJ7NixQo6OjrYtGkTnZ2Rtw0eDCklVVVVbNq0iQnj8yhcWIhJeMEQd0obuVjR0dGB3++Panxl5fPADMfnbpKTk/H7/TEZt7aXz4njIHUzWK8A50OkZ4xnxYoVtLS0sGHDBqqrq4eVNHs8Hvbt28eGDRvIzs5m0aJFxFvj+SQ3cZ5cxqVcyoyU23Haiig5eA9awhNg++TA7f8NjkEnIQHYv38/U6ZMiWpCnW6UzwNzWvONUKQXAkehcQVo1T2rQzunZhhvZtn848w5Po/ckjyEL0wHhCXYXMkKiODP4dXKNTY2sn79etLT05k+fTrTpk0bkfgcytmUb4yqZBko2rBhg9/r9Q69Z5D8/PyYJxXQf2JhsVhYvHgxGRkZrF+/fkRK/kB/utu5cycV+ytYsmgBk9P+pTe9cPyAgmn991qNBYFAgOrqasaNGxf2e9544w0tEAioUov+idjnbhISEjCbzTHrgT1o51STiTlz5jBt2jSKioooKysbdtOM7jbDGzdupK6ujvPPP5+crHEISa8kYSQS5n379lFQUBDVe5XPgxK1z6HMmDGDvXv3DusYp/gcbJJByhs9Y3GbzWbmzZvHggULaGhoYO3atezZs4eGhoYhCzuklLhcLqqqqigqKmLz5s3Y7XYuuOACcnJyAL2UOIdcLuFSvemFbwMFOa/gTFlIyd5ZaEQ/PXVHRwdtbW1kZ2cPvfMgKJ8H5czkG8KiD++Z+CTdZcC9RnGx61Nx2zpvY/HCKact39i/fz9LlizplbyOVIEGnH35xqhKlqWUmpTylddeey3sbyUnJ4f6+nrcbnfMrmOwxEIIwbhx41i2bBmVlZVs2bKFhoaGmFT1+f1+Dh06xLp163A4HCxbtowERwrEfxkcP+ip7hgpgQ8fPsy4ceMiGs/zoYceaqqvr/+/mF3EGCIan0PpTiqG69ZgPoeSmprKBRdcQHp6OqWlpWzcuJGjR4/S0dER1jX4/X6amprYt28fa9eupa6ujvnz57NgwYKTHZT6KSWLpc8tLS34fL6oJiIB5fNgDNfnbpKTkzEajVE/CA7oszD2/j9IfHw8c+bM4YILLiAxMZETJ06wefNm1q5dy7Zt29i5cye7d++mq6uLHTt2sHHjRtauXcuuXbvo6OigoKCACy+8kAkTJpwSG/X5LQMgO9GbXjxBwYyrw2piNBj79u1j+vTpwypVBuXzYJzRfMPgANv1kPgUbV15pyTKADgfxmSIY/y48act34iLO/UBT+UbOmIk2ylGgxCiYOnSpes3b94c9l+7qqoqGhsbmTt37rDPH25i0U1raysVFRV0dHQwbtw4srOzsdvt/Qa5tWvXsmrVql7rNE2jpaWFY8eO0dTURF5eHhMmTMBsHrrqpLy8nLa2NhYuXBjVWLKh+Hw+1q9fz8qVK8PuFHXo0CFWrFix48SJE/OHdfIxTDQ+h1JaWkpGRkZPaVakROpzKC6XixMnTtDc3IzL5cJisZCYmNgzvN3BgweZMGECnZ2dtLW1YTAYcDqdpKWlkZ2dHfEkCrHwedOmTcyYMSOiNnDdKJ+HZrg+d9PR0UFJSQkrVqyI6Lsejs99kVLS0dGB1+slEAhQVlbGwoULiY+Px2qNoAmb1ECrAs9qsF3X0/QiWp8bGxspLy9n2bJlkd5SL5TPQ3PG843WGoq3baAw/x6c9pARkKwfhaS/ntIeWOUbZ87nyLuKjzBSyvKcnJyqioqK9IF6YvYlJyeHgwcP4nK5iI+PvrF5NIE4MTGRwsJCvF4vx48fp6ysjK6uLmw2G0lJSTidzp7kwu/3U1tbS1dXFy0tLbS1taFpGomJieTm5jJ37tyIShIKCgooLy+npKRk2AJXVFSQn58f0egBjzzySHtDQ8PPoz7pOUA0Pocybdo0tmzZQmZmZsTJ53ATi/j4eKZOndrz2uPx0NbWhs/nIxAIIIQgMTGRrKysqCf/CGW4PtfW1mI2m6NKlEH5HA7D9bkbh8NBZmYmBw4cYNq0aWG9J5aJMpycXr6b7o61kR/IoHfks13bq41yND53V4kvXrw48uvog/J5aM54vlGyl8JF5+M0/xhavwBIfXSupOf77Tin8o0z6LOUctQtJpPpmttuu61FRkBtba0sKiqK5C29aG1tlatXr5atra1RH6MbTdNkZ2enrK6ulvv27ZO7du2SZWVl8s0335S7d++WBw8elI2NjdLn8w37XFJKuX//fllUVCQDgUBU7+/s7JRr1qyJ6P0dHR0yKyvrBGCWo8CZ0bxE43MoFRUVcteuXRG9J5Y+D8SaNWtG5LjR+Oz1euXq1atlV1dXVOdUPp8+n7sJBALy/fffD8vRc8XnnTt3ykOHDg37nMrnkfU55vlGoF1K19NSnjBK6dkkpeYJ+1gq3zg9y6hqs9yN3+//1+uvv+5qaWkJ+z0ZGRlIKaOaZWckSizsdjtZWVlMmzaNWbNmMWfOHOx2OzNnzmTSpElRjwHbH8NpUySlpKysjJkzZ0b0pPjMM894vV7vk1LKkR8W5CwnGp9DmTRpEi0tLWGPTxtrn0830fi8e/dupkyZgs3W/7jNQ6F8Dp/h+tyNwWBg/vz5lJaWEggEBtzvXPG5oaGBtra2YY+rDMrnSBgV+UZ3G+a0nWCaHdGMeCrfOD2MymRZShno6ur62YMPPhjRDC1z585l7969RNK79WwPxN1EK/CxY8ewWq2nzNIzGF1dXfz85z9vaWpq+n/RXOu5RrQ+dyOEYN68eZSVlQ2aVMC56XNdXR0ejyeiXtWhKJ8jY7g+h+J0OsnLy2PHjh1IeWr/mXPF587OTnbu3MmCBQuG3alP+RwZoybfMDjANHng4QZHEedivjEqk2WAtra2Pzz//PNN1dXVQ+8cxGq1UlBQwM6dO8M9x5gIxN1EKnBXVxcHDx5k1qxZEZ3noYce6urs7PytlLIlyks954jG51AcDgcTJ06ktLS036QieI5zzufOzk52797NvHnzok4ylM+RM1yfQ5k4cSJGo/GUIbnOFZ/9fj/btm1j3rx52O3RTc8divI5ckZNvhFBifKZ5lzLN0Ztsiyl9Le2tn7zu9/9bkSj1+fm5qJpGlVVVYPuN9YCcTfhCiylpLS0lFmzZoXVE7ablpYWHnvssZbm5uZfx+J6zxWi9TmUiRMnYjKZ+p0B7Vz0OTTJiLb5hfI5OmLhczdCCObMmUNNTU3PWLLnis9SSrZv387EiROHPVMfKJ+jReUb0XEu5RujNlkGcLvdf3/77berDxw4ENH75s+fT0VFBQO1QRqr4nYTjsC7d+8mJSUlouoQgJ/85CftLpfrx1LKYU5jdO4Rrc+hzJkzh9ra2l4D1J+LPkspKSkpGXaSoXyOnlj43I3BYGDRokXs27ePo0ePnhM+FxcXU1paisPhYPz48TE5tvI5elS+ER3nSr4xqpNlKaWsr6+/42tf+1pzJO8zm80UFhayffv2UwYPH+vidjOYwEePHqWrqyviWc6OHz/OCy+80NTe3v5kLK/1XCFan0PpTir27t1Lc3PzOelzIBBg9+7dxMfHDyvJUD4Pj1j4HIrVamXmzJns2LGDSZMmjWmfp06dSmdnJ01NTVHPNtkX5fPwUPlG9JwL+caoTpYBAoHAmu3btxe9+uqrg/ds6oPD4WDWrFls27atp1PUuSJuN/0J3NTUxJEjRyLuSCKl5Oabb25qamr6opTSP1LXPNaJ1udQrFYrS5YsoaSkhK1bt55TPickJPD+++/j8/mYOXNm1MdSPseGWPjcTVtbG7t27eK8887jyJEjIza975lG0zS2b99Oeno648aNY/v27cOeGU35HBtUvhE9Yz3fGPXJMkBdXd2n77jjjobGxsaI3peRkcG4cePYtm0bLS0t55S43YQK3NzczI4dO1i0aFHEw8j86U9/8u7fv/8tr9f73ghd6jlDtD6H4vfr8UMIMeQIGWMFKSV+vx+DwYDf7x+wo2M4KJ9jRyx8Dk0s0tPTOe+886ioqKCiomJY3/Now+PxsGnTJhITE5kxYwbTpk2LyVTCyufYofKN6BnL+cZZkSxLKetbWlru+sIXvhBxdd/EiRNxOBxs2LCBBQsWnFPidlNQUIDFYmHTpk0sWrSo3/nfB+P48ePcd9999bW1tV8eoUs8pxiOz3AysVi8eDHLli1jx44dY7YUrhtN09ixYweBQIALL7yQxMTEqBMM5XNsiZXPoYmF1Wpl2bJluFwutm/fPiYeCFtbW9m0aRNTp05l8uTJPSVtwxm3FpTPsUblG8NjrOYbZ0WyDNDZ2fny5s2bt77yyisRFcm3tbVRV1fHxIkT2b9//5gIupHSPaHF+PHj2b9/f0QBWUrJTTfd1FRfX/8ZKeWwx1VV6AzH59DEIi4ujmXLlo3JUrhuukvjEhISmDNnDkKIqBMM5fPIECufQzEYDMybN4/k5GQ2bNhAW1tbTK/5dCGl5NChQ5SWlrJo0aJ+Ozkpn0cXKt+InrGab5w1yTKcrB45fvx4WPuHBuJZs2aRmZnJ5s2b8Xg8I3ylo4fq6mpKS0tZvHgxs2fPjjggP/LII+4DBw68EQgE1ozwpZ5zDMfn0MQitBSuuwPcWKG1tZWNGzeeUhoH0SUYyueRI1Y+9yU/P79npr9I//ieaVwuFxs3bqSrq4sVK1bgcAw84YTyeXSh8o3IGdP5xpmaZzvaxWg0nj9z5sxGl8slB+OUudeD1NbWytWrV8uWloimgo8Ja9asOW3n0jRN7t+/X27cuFF6PL3nmQ93bvd33303kJ6evhOwylHw3Y/FZbg+9+Xw4cNyzZo1srGxcdD9YsFI+hwIBOT+/fvl+++/L9vb2wfdV/k8epZY+xxKIBCQ+/btk++//76sr68P+33hEkuffT6fLC8vj+p3Ufk8ehaVb4THuZBvnPELiGZJSkr68lVXXdWsaVq/H/pQgbi9vV2uXbtWHj9+vN/tI8Xpktfn88mioiK5c+fOAQUdSuCDBw/K7OzsKiBLjoLvfCwvw/W5Lx0dHXL9+vVy165d0u/3h/WeaBgpn1tbW+UHH3wg9+3bN2SA7Ub5PHqWWPvcl/b2drl161a5cePGmCYhsfA5EAjIw4cPy9WrV8sDBw5E/funfB49i8o3BudcyTfO+AVEu2RkZDz1wAMPdPT90MMNxF6vV27dulVu27btlCehkeJ0yFtfXy/XrFkjKysrh9x3IIHb2trk1KlTG4CFchR81+fCMlyf+6JpmqyoqJBr1qyRVVVVcqBAPxxi7bPH45G7du2S77//flRJkPJ59Cyx9rk/mpub5YYNG+SWLVtkQ0PDsB0fjs8+n08eOnRIrlmzRu7Zs0d6vd5hXYuUyufRtKh8o3/OpXzjjF9A1BcOpvT09K3/+Mc/fN0fejSB+Pjx43L16tWyuro67PdEy0jK6/P5ZFlZmdy4caMcqsoolL4C+3w+efHFFzc7nc5Py1HwPZ8rS6x87ktnZ6csLS2VH3zwQcyrrmPlc3eV9erVq+WRI0eGlfQon0fHMlI+90dTU5Pctm2bXLt2rTx48KB0u91RHSdSnzVNk01NTbK0tFSuXr1alpeXxzwRUj6PjkXlG705F/ONM34Bw7p4SE5PT9//1ltvBYYTiN1ut9y6dassKiqSHR2nPDzGjJGQV9M0WVVVJdesWSMPHz4cVaLRLbDX65Uf+9jHWtLS0n4sR8H3e64tsfK5P7qrrjds2CCrq6tjUtI8XJ89Ho/cv3//sKus+6J8Hh3LSPrcH263W1ZUVMh169bJdevWyfLyctna2hq26+H47Pf7ZU1NTU+CXFRUJGtqakak5qYb5fPoWFS+cW7nG0LKs3uoKSFEWkZGRtF3vvOdibfeeuuwxjWsr69n3759JCYmUlBQgM1mi+GVwtq1a1m1alXMjhfL6923bx/f+ta3vFu2bHmsrq7umzG7SEVExNLn/mhvb+fw4cM0NjaSm5tLXl4edrs9qmNF47OUksbGRiorK2lvb2fChAnk5eVFPGj9UCifRwcj7fNAeDweamtrqampweVyYbVaSUxMJCkpibi4OGw2G1arFYPh5IBQoT77/X7cbjdut5v29nZaWlp6hq5LTU0lKyuLlJSUXu8fSZTPowOVb5y7+cZZnywDCCEyMzIyNj/77LPjL7vssmFFLyklJ06c4MCBA6SnpzNp0qSok4m+xEJeKSX19fVUVFRgsViYMWMG8fHxwzqm3+/npptual2/fv2fa2pq7pJjQYqzmFj6PBB+v5+qqiqOHz9OIBAgIyODrKwsEhMTw56WNFyf/X4/9fX11NTU0NzcTHJyMhMmTCA5OTmiKVDDRfk8ujgdPg+F2+2mtbWVlpYWurq6cLvdeDweQtVob28nISEBAKPRiM1mw2az4XA4SEpKwul0YjQaT/u1K59HFyrfODfzjTGRLIP+xJeenr7h97///aRrr7122MVUmqZx4sQJDh8+jM1mY8KECaSnpw/rj/tw5PV6vRw7doxjx46RlJTEpEmTYlJK43a7uf7661u3bNnyeH19/feHfUBFTIi1z4Ph8/moq6ujpqaGtrY2bDYbSUlJPQmC3W7vtwStr89S6tNRu1yunsSktbUVKSXp6elkZWWNWILcjfJ5dHI6fY6WWJfExQLl8+hE5RvRcTb7PGaSZQAhRHJGRsZ/7rjjjtn3339/XKz+KLe0tFBZWUlTU1NPFVxqamrEpQyRyut2u6mpqaGmpgaPx8O4cePIy8vDYrFEeAf9U11dzWWXXdZ0/PjxBxsbGx+KyUEVMWOkfB4MKSVut5uWlpaeqme3291TAmexWDAajQghqK+vJzU1FZ/P1zMRitlsxm63k5SURGJiIomJiTFvYjEQyufRzZnwORJGW7KsfB7dqHwjMs52n8dUsgwghDBlZGT8cenSpR//61//mhTpvOSDoWkajY2N1NTU0NDQQHx8PCkpKT2JgdlsHvT9g8krpaSrq6snSWloaMBoNJKVlUVmZuagMz9Fw7Zt27jmmmvq6urqbvJ6vatjenBFzBhJnyNFSonX60XTNDRNY8uWLSxbtgyz2XzaEuKBUD6fHYwmn/sympJl5fPZgco3wmMs+DzmkuVukpOTv5KTk/Pg22+/nTJu3LiYH19KSUdHB83NzT3VzYFAALvd3tPWzWq1YrPZMBgMCCHYsWMHc+fOxefz9XQe8Xg8dHV14fV6iYuL6+mEkpKSErMnur688MILvnvuuedofX39h6WUh0bkJIqYMtI+R8NoSS6Uz2cfyueBUT6ffah8Y2DGis9jNlkGMJlM56enp//98ccfTzsd7eQ0TeuRsltMj8fTUxJ37NgxJkyYgMlk6hG8exkpUUPp6Ojga1/7Wuubb75ZUldX9zEpZfuIn1QRM063z0NxppML5fPZjfK5N8rnsxuVb/RmzPl8JsarA/KANcAeYDfw9eD6/wX2AWXAK0BScP1EoAsoDS6/DznWKmAb8KsBzpWWmZn51tVXX93U0NAgzySnc672vrz33ntaXl5eXWJi4pcJPiTJ3p+TDdgK7Ah+Jw8E198JVAASSJO9P/fWkO/k/pBtNwIlwN19zzMWF+Xz6Uf5rHyONcrnsbkon08/Y9HnMyVvNsGpDYEEoByYCXwYMAXX/xL4pTwp764BjvUSYAd+A0wf6JxxcXE3ZGdn1/zzn/+MzcwHUXAm5G1vb5ef//znWzIyMjYBeXLg70QAjuDPZmALcB6wIPj5H+lH3n8PcKxXASPw1+5jjuVF+Xz6UD4rn0cK5fPYXJTPp4+x7PMZGfNSSlktpSwJ/twO7AVypZTvSCn9wd02A+E0/jGgP4Vo6F9Av7hcrr9VV1fP/spXvvLuZZdd1nzgwIHh3cQoR9M0/vKXvwRmzpxZ/49//ON/6urqlkspjw20f9D1juBLc3CRUsrtUsojEZ6++3uQDPKdjBWUzyOP8vn0oXweeZTPpw/l88hzTvg8Ull4uAv6U8RRwNln/b+AT4fs4wK2A+8DK0P2+wh6EfxvIjjnRZmZmXs/+9nPtpw4cUKeLk7Xk97bb7+tTZ8+vT4zM/NZIFOG/7kY0as4Ogg+ZYdsO8KpT3qN6NUobwGzQrbdEvyuvhHuucfKonyOPcpn5fPpQPk89hflc+w5V3w+0+I6gGLg2j7rv4/ehqi7A6IVSA3+XAgc6yt7FOcWNpvt+oyMjMp77723vbm5OTwzhsFIy7t161a5ZMmShqysrDeASTL6zyYJvY3X7JB1feV1crIa5QrgQLTnGyuL8jm2KJ+Vz8pn5XOsFuVzbDnXfD6T4pqBt4F7+6z/HLAJiBvkvWuBRTG6DpPT6bwjMzPz+K233tpSXl4+iB7DYyTk9fv98pVXXgkUFhbWZ2dnrwfmydh8LvcD3wx53UvefvYfdPtYX5TPsUH5PDoW5XNsUD6PjkX5HBvOZZ/PlLgCeA54uM/6y9B7rKb3WZ8OGIM/TwKqgJQYX5PRZDJ9LDs7e/vSpUvrXnrppYDH4+nfmCiJpbzHjh2TP/jBD1y5ubl1WVlZzwBT5PDuP52TvYHtwDrgoyHbe8kJZHHySXwJetXWKb1ez4VF+Tx8lM+jZ1E+Dx/l8+hZlM/DR/l85pLlFeiNscs4ORTIFehDhhyjz5AtwHXow4uUorcXumqEr29qRkbG7zIzM2s+/vGP1//tb3/T2traBpUpHIYrb3l5ufzFL37hnjdvXl12dvYeu93+RSC+v3uIdAHmorf7KQN2ERyaBbgLOA74gRPAk8H1dwa/kx3onSOWx+I6zsZF+RwdyufRuSifo0P5PDoX5XN0KJ97L2N6UpLhIoQwAIvS09NvMhqN14wfPz7+5ptvTrrooovMM2bMiHiK30gHvW9paaG4uJjXXnut7V//+pfH5/MdbGxsfMbtdr8upayO7G4U5zrKZ8VYQvmsGEson0c3Z3zWpNGMlFJDHzh7K3CPEGLC7t27P56SknK5z+ebkZSUZFu6dKlx5cqVSfPnzzfk5uaSnp6O0WiM6DxdXV1UV1dz+PBhtmzZ4v7ggw/a9+zZI/1+f5PBYNhaVVX1d+A9KWXnCNym4hxB+awYSyifFWMJ5fPoRpUsDwMhRAIw3+FwnJecnLxC07RxgUAgzWg0Wmw2mzE7O1tLSkoymM1mTCaT6OjocFgslnaPxyNra2tpbGwUfr/fp2lap9lsrgkEAgeqq6tXSymLgXIpZeBM36Pi3EH5rBhLKJ8VYwnl85lFJcsjhBDCDGSizxhkQu+NqwE+9PY49UCzVF+A4ixA+awYSyifFWMJ5fPIo5JlhUKhUCgUCoViAM7IdNcKhUKhUCgUCsXZgEqWFQqFQqFQKBSKAVDJskKhUCgUCoVCMQAqWVYoFAqFQqFQKAZAJcsKhUKhUCgUCsUAqGRZoVAoFAqFQqEYAJUsKxQKhUKhUCgUA6CSZYVCoVAoFAqFYgBUsjwMhBB5Qog1Qog9QojdQoivB9e/JIQoDS5HhBClIe/5HyFEhRBivxDiIyHrbxRClAgh7j79d6JQKJ8VYwvls2IsoXw+s5jO9AWc5fiBb0gpS4LzthcLIf4rpfxk9w5CiN8ArcGfZwI3ArOAHOBdIURBcE72G4HFwAtCCIeUsuN034zinEf5rBhLKJ8VYwnl8xlElSwPAylltZSyJPhzO7AXyO3eLoQQwCeAvwRXfQz4q5TSI6U8DFQAS7p37z5syM8KxWlD+awYSyifFWMJ5fOZRSXLMUIIMRFYAGwJWb0SqJVSHgi+zgWOhWw/zknZ/wlsA7YFfxEUijOG8lkxllA+K8YSyufTj2qGEQOEEA7gH8DdUsq2kE03cfIpb1CklM8Cz47A5SkUEaF8VowllM+KsYTy+cygkuVhIoQwo4v7gpTynyHrTcC1QGHI7lVAXsjrccF1CsWoQPmsGEsonxVjCeXzmUM1wxgGwTZCfwL2Sin/X5/NlwD7pJTHQ9a9DtwohLAKIfKBqcDW03O1CsXgKJ8VYwnls2IsoXw+s6iS5eFxPvAZYGfIcC3fk1K+id7btFeViJRytxDiZWAPes/WrwZ7pioUowHls2IsoXxWjCWUz2cQIaU809egUCgUCoVCoVCMSlQzDIVCoVAoFAqFYgBUsqxQKBQKhUKhUAyASpYVCoVCoVAoFIoBUMmyQqFQKBQKhUIxACpZVigUCoVCoVAoBkAlywqFQqFQKBQKxQCoZFmhUCgUCoVCoRgAlSwrFAqFQqFQKBQDoJJlhUKhUCgUCoViAFSyrFAoFAqFQqFQDIBKlhUKhUKhUCgUigFQybJCoVAoFAqFQjEAKllWKBQKhUKhUCgGQCXLESCEuFMIsU0I4RFCPBOy/jwhxH+FEE1CiHohxN+EENmDHEcIIX4phGgMLr8UQoiQ7fOFEMVCiM7g//NH9s4U5yKD+DwzuL45uLwrhJg5yHGUz4ozzkA+99nnfiGEFEJcMshxrEKIp4QQbUKIGiHEvX22f0gIsS/o8xohxIQY34pCMVh8nhh0uCNk+cEgx1E+xwCVLEfGCeBB4Kk+65OBPwITgQlAO/D0IMe5HbgGmAfMBa4CvgQghLAArwHPB4/7LPBacL1CEUsG8vkEcD2QAqQBrwN/HeQ4ymfFaGAgnwEQQkwGbgCqhzjOj4Cp6LH8IuDbQojLgsdIA/4J/AD992Mb8FIMrl2h6MugPgNJUkpHcPnJIMf5EcrnYaOS5QiQUv5TSvkq0Nhn/VtSyr9JKduklJ3Ab4HzBznULcBvpJTHpZRVwG+AzwW3rQJMwMNSSo+U8lFAABfH9GYU5zyD+NwipTwipZTo7gWAKYMcSvmsOOMM5HMIjwPfAbxDHOoW4CdSymYp5V7gCU76fC2wOxjv3eiJyDwhxPRhXr5C0YswfA4X5XMMUMnyyHABsLv7hRDiU0KIspDts4AdIa93BNd1bysLJirdlIVsVyhOC0KIFsANPAb8LGS98llxViGEuAHwSCnf7Gfbd4UQ/w7+nAxkM7jPPduklC7gIMpnxemnUghxXAjxdLCEGFA+jxSmM30BYw0hxFzgfuBj3euklC8CL4bs5gBaQ163Ao5gO8++27q3J4zIBSsUAyClTBJCxKOXTFSGrFc+K84ahBAJ6A97l/a3XUr5i5CXjuD/fX1OCNle3+cQymfF6aQBWAyUAqnoNSYvAB8B5fNIoZLlGCKEmAK8BXxdSrlukF07AGfIayfQIaWUQoi+27q3t8f0YhWKMJBSuoQQvwfqhRAzpJR1/eymfFaMZn4E/FlKeSSMfTuC/zvRa1W6f24P2a58VpwxpJQd6G2LAWqFEHcC1UKIBCllXw+VzzFCNcOIEcEepO+itw368xC770bvDNXNPE4229gNzA0dTQC909RuFIozgwGIA3IH2K58VoxmPgTcFRwJoAbIA14WQnyn745Symb0DoCD+dyzLVjzMhnls+LM0d3E7ZR8TvkcO1SyHAFCCJMQwgYYAaMQwhZclwusBn4rpfx9GId6DrhXCJErhMgBvgE8E9y2Fr1D1V3BIV/uDK5fHct7USgG8flSIcQCIYRRCOEE/h/QDOwd4FDKZ8UZZyCf0ZPl2cD84HICfbSWxwc41HPAfUKI5GBHp9s46fMrwGwhxHXBc92P3iZ/38jcleJcZZD4vFQIMU0IYRBCpAKPAmullH2bu3WjfI4FUkq1hLmgV+fJPsuPgB8Gf+4IXULedzN6j9Pu1wL4FdAUXH4FiJDtC4BioAsoARac6XtXy9hbBvH5BmBf0ON64A1gbsj7lM9qGXXLQD73s98R4JKQ198D3gp5bUUfrqsNqAXu7fP+S4K/H13oD4MTz/S9q2XsLYPE55uAw4ALvdT4OSAr5H3K5xFYRPDDUigUCoVCoVAoFH1QzTAUCoVCoVAoFIoBUMmyQqFQKBQKhUIxACpZVigUCoVCoVAoBkAlywqFQqFQKBQKxQCoZFmhUCgUCoVCoRgAlSzHGCHE14UQu4QQu4UQdwfXpQgh/iuEOBD8Pzm43iCEeE4IsVEIoeZiV4w6lM+KsYTyWTGWUD6fPlSyHEOEELPRB/xegj4rzkeDU2B/F3hPSjkVeC/4GuDDwBbg4+gTOSgUowbls2IsoXxWjCWUz6cXlSzHlhnAFillp5TSD7wPXAt8DHg2uM+zwDXBn42AFlwECsXoQvmsGEsonxVjCeXzaUQly7FlF7BSCJEqhIgDrgDygEwpZXVwnxogM/jz28CFwOvoUworFKMJ5bNiLKF8VowllM+nEdOZvoCxhJRyrxDil8A76FNRlgKBPvtIIYQM/uwHbjzd16lQhIPyWTGWUD4rxhLK59OLKlmOMVLKP0kpC6WUFwDNQDlQK4TIBgj+X3cmr1GhCBfls2IsoXxWjCWUz6cPlSzHGCFERvD/8ejth15Er/a4JbjLLcBrZ+bqFIrIUD4rxhLKZ8VYQvl8+hBSyjN9DWMKIcQ6IBXwAfdKKd8TQqQCLwPjgUrgE1LKpjN4mQpFWCifFWMJ5bNiLKF8Pn2oZFmhUCgUCoVCoRgA1QxDoVAoFAqFQqEYAJUsKxQKhUKhUCgUA6CSZYVCoVAoFAqFYgBUsqxQKBQKhUKhUAyASpYVCoVCoVAoFIoBUMmyQqFQKBQKhUIxACpZVigUCoVCoVAoBkAlywqFQqFQKBQKxQCYzvQFjAWEEAnATCDHbDbnZmRkTLNYLPmapuUGAoEETdOMUkojIA0GQ0AI4TObzQ1SymMul6uivr6+AqhGn23ngJQycCbvR3Fuo3xWjCX6+pySkjLVYrFMlFLmBgKBBCmlKcRnP+AzmUwNUspjnZ2dB5uamg6hfFaMEpTPZwY1g1+ECCEcQKHD4ViWlJR0kd/vn5mVlZ60uHB6fN64TJGdnU12diY52RlkZ2eQmJiAyWTEaDSyccshFi/Mw+v1UV/fxIkTdVTX1FFdXUN1dTWHjtRRtrOis7W19ZgQYkt1dfV7UspiYK+UUjvT964YeyifFWOJ/nxOSkqyLliwQEyePNk+fvz4uJycHJGTk0N2djaJiYmYTCbd540bWbx4MV6vl/r6ek6cOEF1dTVVVVW+I0eOdO7du9ezd+9e/H5/s/JZcTpQPo8eVLIcBkKICfHx8dcmJiZ+Ji4ubtwFF1xgXLlyZXJhYaGYMWMGJqOEjh9Dx4ODHmftrl+zavY3B94hsxEMKbS0tLB9+3a2bNniWbt2bduOHTs0o9G4vqqq6hngPSllV0xvUHFOoXxWjCWG9NkUXgXq2rVrWbVq1ZD7KZ8VI4nyeXSikuUBEEJMTU9P/7LRaLx2/Pjx8TfffHPSNddcYx4/fnz/b3C/Bs3XDHrMQZML4YDMJhDmUzb5/X42bdrE3/72t7bXX3/d4/f7DzY2Nj7hdrv/KqXsjPDWFOcgkfv8KjR/fNBjDu1zIwjLKZsG8xn4EnArIIGdwOeBPwFzgH9LKb8XvJ/7gF1SylfDuH3FGCNin8Mg3OSiLyo+K4aL8vksQEp52hfgKaAO/Y9d97qfAGVAKfAOkBNcvwpoDa4vBe4Pec+NQAlwd4yuy2y1Wm/Kzs7esWTJkvoXX3xRa21tlWHhOyDlCQZd1rzz64G31xdKGWgJ61T79++X9913X0dubm5ddnb2C8DsEfqejMB29CQF4BngcMh3MT+43gA8B2wEZo3EtYzmRfncn8+LIvY5KyurQQjRARQGr/9l4C7gyeDr/wKJQDbwryg+D+XzuepzGKxZsyYmx1HxeXQtyufhoXwOXt/pOlGfD+UCYGEfeZ0hP98F/F6elPffAxzn1eAH/FfAMYzrSU5NTf1JVlZW9V133dV26NChwdzpF4/WKbsC1YMuq9f8d5DtDdIf6IjonH6/X7755ptyxYoV9dnZ2SUGg+FKgrUFsViAe4EX+8h7fT/7XQZ8FcgEnorV+c+WZSz6LDW3lCfipDxhG3BZ885vBt7e/AUpA5EF/srKSpmamiqXLl3akJWVtR3YCnwdeCEYINcCDuAJYGEUn4vy+Vz1OQxilVx0o+Lz6FiUz7Hh17/+tczLy5N2u91vtVqbhBDXBGNzGfAzefL+7gOukZF/LqPa5zMyGoaU8gMhxMQ+69pCXsajV8MOheh+e8jPYSOEsKekpHw7Nzf3q//zP/+T9PnPf94cFxcX6WGCBzPyjthMO+0D7mInnn8Y/tvvtoUUMo3pvVdqbSASQPR/a0ajkcsvv5zLL788rby8PO2BBx54/r333qsWQnxFSvl+dDeiI4QYB1wJ/BRd4sEwAlpwifh7ONsZiz570DBnDewyAPs/QMty9X8tCERYt3yS8ePH84Mf/IDvf//7qRaLJXX8+PE+j8fjqK2t3Y1eovNnYApgkFKWRHJs5XP4jEWfzwQqPo8OlM/Dp6qqit/+9rfs378fu91uvPzyy5Pr6upe3LNnj8ftdl8D3CeESATigKVSysE7vPThbPB5VA0dJ4T4KfBZ9GqQi0I2LRNC7ABOAN+UUu4Orv8nsA14Xko5xF/2XucxJSQk3JaVlXX/3XffnXjXXXfZ7Xb7sK49QIBmmjlIxYD7TGcW+9nX77bzWIYhdNhr6QXPf8CQDpbzAAHCNuCxCwoKeOGFF5L279+fdPfdd/8zOzv7QE1NzZeklDuivKWHgW8DCX3W/1QIcT/wHvBdKaUHeBt4Hv27uz3K8405zmafpRA8z7NUUAGawOwxY3abMXlNCE0gpCDXl8dDNb9BM2r4bD58Nh8Bsx8E3MLnmcyUiM7Z3NzMa6+9xuHDh0lKSuKGG24wn3/++TNWr16dWVpaeqCmpuZd4EHgS0KI7wPzgP9KKZ8I4/APo3weFmezz2caFZ9HH8rnyPD7/XR1dWE2mzEajXz2s5+1v/vuu3afz/fP9957z+T3+2cAXwR+GMXhH2aU+zyqJiWRUn5fSpmHXrR/Z3B1CTBBSjkPeAy9KqR7/2ellAuklL8J9xwWi+WSzMzMittvv/1Xe/fuzfrOd74TE3FNmEgnPer3p/V9r+yCzseh6WKonwGu3+olzVpb/wcIMm3aNN56662U119/femSJUvey87Ofl0IkRbJtQghPgrUSX0YmVD+B5gOLAZSgO8ASCn9UsobpZTLpJQ7IznXWOZs89nv99PY2MjBgwfZVbKLpPdTmLF2FtPXzWB82QTSjqbjaHIQ1xaHrcOGIWAgrjUOZ30iWQeymVQ0mRnvz2LG2lkc31DFrl27OH78OO3t7Uht6JGI3n33XfLz80lPT8dsNnPttddy+PDhHp+nTJmyzm63FwB5wGQp5SeA64UQgxbPKJ9jw9nm82hExefRg/I5fHJzc/nmN7/J+PHje4ao+/rXv87kyZOpqalJueOOO5yzZs16y2q1fhg4GsmxzxafR1XJcggvAG8CPwytLpFSvimE+J0QIk1K2RDJAYUQCZmZmX9YtmzZZS+88ELyuHHjYnrBZsxkkR3Vew0YcODovVLYwLtV/zlQCe3fgvbvg+16HvpTDk8+/W+EMDBnzlyefvppvvjFL7Jz504++tGP8rOf/YzFixdz1VVXpXZ0dFz55z//eVd8fPzXXC7X38K8pPOBq4UQVwA2wCmEeF5K+engdo8Q4mlgkHHDFCGMSp+llDQ3N1NdXU1DQwNCCBITE0lKSmLq5KkYEgSvGv454PuTTqRQPf3EKesNGLjG+3HaW9ppbW2luroaV0c7VquRrKwMsrImYO+n+nH8+PFs3ryZzs5O7HY77733HosWLQJg/vz5jBs3LuHHP/5x3F133fVmY2NjafBtRsACDNZLW/kcW0alz2cTixcvZsuWLamvvPLKFXfeeaeKz2cW5fMQ9FPrx/PPP8/DDz/cs89VV12VdPfddyfcc889hw0Gw04p5dNh1vqdFT6PmpJlIcTUkJcfA729ghAiSwi90a4QYgn6NTdGcmyLxfKhzMzMvT/96U+vW7t27YiJmx1lspxMCn78vVf6ywF3nz29VB1+kUcf/TXb3jKza+u3CQS8/PEPj2G32ykrK6OoqKgnQdmyZQu/+MUvDGVlZZmXXnrpH7Oysv4jhEgd6nqklP8jpRwnpZyI3gN4tZTy00KIbIDg93ENsCuqGz4HGK0+Sympra2lpKSENWvWUFlZSUpKCueffz4XXHAB8+bNY8KECSQmJpJtiN5ng8VARkYGU6dOZfHixaxakc7cnBvRXM9SUrKGDz5Yy759u3G5TrZ5Xrp0Kddffz0LFy5kzpw5aJrG7bfrtWyPP/44t9xyCzfddJNx7969KdnZ2StMJlM7sFtK2TLEPSufh8lo9fmMEaM5Gz7+8Y8bVXw+/YwVn/1+Py6Xi8bGRqqqqjh06BAVFRUcOHAAj8fDwYMHOXLkCDU1NbS0tOB2u7s7yUVEf7V+Gzdu7Nn+2muvUVhYyAUXXGC86qqrHFdfffUMk8n0s2Bb5EE5W3w+IyXLQoi/oPc6TRNCHEdv43KFEGIaeqPtSuDLwd2vB74ihPADXcCNMsxvWwhhy8zMfHLZsmWXv/jiiym5ubmxvpVeJJMS1fvSSUeG9i+QfvC8NeD+fj90dezELD5HZ7MJ2VVPV2cqmr8Vn8+H0Wjk/vvv54EHHgAgNTWVV199NemVV1750J133rnb4XDc3tHR8XoUl/qCECIdvVF9KSe/o3Oas8Fnt9vNkSNHqK6uJjU1lYkTJ5KcnIwYoPMoQMqwfA5JJoI+x1trmGz9JZPTfolPzqK26252lOp/hybmTyErK4sHHnigx9tQ7r777p6f09LSqKqqsrzyyiuGO++885MOh+M95XPsOBt8PqNIPwSOgTFLT5oN8cM6nIrPI8tY8bmrq4uWlpaexe12YzKZsNls2Gw2rFYrVqsVs9mMEAIhBBaLBb/fT3NzM263G4/Hg9utF8IlJCSQlJREUlJSz8x/AzFYrZ/P5+Phhx/mjTfe4MCBA9jtdl588cWkuXPnyvr6+mKHw3HbWPB5zE5KIoTITk9P/+/3v//9yXfddZdtsKQgVvjx87/8gi76n/Bm+tpZ7Fu1+5T1K7mAi7kEI0YAPNIF0ovV9Qfo+CHg7bX/I0/C938Bdht8+EJ44XG4+35Yuzmez9x8Ix/6yK089tj/8aennj3lXI2NjVx11VXNBw4ceLyhoeH+cAOB4swSrc8dHR3s378fl8vFxIkTyc3NxWg0hvXeWPmM1gotN+odVk/BhovPc7j+k9Q3+snLyyM/f3LY16h8Pjs5E/F5KMKdxMGrdWAIHMXU/l0wzYD4e0HYBx25KFyUz2cnI+GzlJKmpiZqamqor6/HarWSnJzc01TOZrMNWtgxmM+aptHe3t4r+bZYLGRmZpKVlUV/o3T88Ic/5KWXXsJkMrFgwQKefPJJrFYrDz/8MElJSXzuc59DSsmnPvUpdu3axRVXXMG3v/3tMePzmEyWhRCLsrKyXn/hhRcyL7744tPW1MRNF3/mOY4N0L59oOTik9zELGb3vPbj59+8znnyPFJIxejdgLHtHvCX0dwC190GL/0ekpxww+1w/Ufh09edPN5VX5jMH554k6ef/Rs7duzg0ksv5bbbbjt5fL+fr371q22vvPLKhvr6+uvluTwrz1lAND53dXWxf/9+Ojo6mDZtGmlpaYMG1v5w4+bPPDtsn5FeqE0HOXjnVL/hPA433svx2lQm5Y8jb/wUDIahb1f5fHZxpuIzWhfgGXDz2g+KWXVBYT9bDGBw9rzy42e7LGYe85GyGavrd+ArocX3JW796lPs2rUHIQw89dRTvPrqq7z11lvMnz+f5557DoDnn3+ehoaGXrUloSifzy5i6bOUkpaWFiorK2lubiY5OZmsrCzS0tLCnua6m0hn8Ovs7KSmpoaamhp8Ph+5ubnk5eVhtVojvIvejBWfR2sHv6hJTEz8TEFBwUNvvfVW6qRJk07beaWUeNxe0trS9eFVuofacpsxaAaEFNhcNqZsKiBgDuCzefHZfHhtPuxxcfid/p5fhlZaKaGYElFMJlkst5zP7LRtSK2Gd9+5nfy8/5AebNl27RWwcdvJZPm1d5wULrmBjk44ePAgL7/8Mh/5yEe4+eabe54WTSYTf/jDH5yLFi266L777isWQlwqpTx+2j4sRdhE6rPP56O8vJyGhgYKCgqYN29exElyNwJBOukDJssDkUlm7xWBo0MmygAmbTNTkz/BRGcOB+q/ywdHKplWMJmsrAkIw8Alzcrns4czFZ91AtD5NHgGqBEO3ATN/QwPm/QCcDJZbqWVf4nX+Q9vMVvMZaXjazhJ4K7PXMllK07w92duw2v6HNXVNZSUlFBWVsatt97Kzp07mTJlCk8//TT/+U9/tSw6yuezh1j5HAgEOH78OJWVlcTFxTFhwoRhxe5oiIuLY9KkSUyaNAmfz8fx48fZvHkzDoeDSZMmkZycHNVxx4rPYypZTk9P/8nixYu/+sorryQnJPQdri+2aJpGU1MT9fX1Pe2HbHYb8U4Hwi7oSuiiLb0Vn82HZtSQAqaun8aRBYcx+YyY3WbMbgsWt5nWxlY2tm5E0zQSEhJoS27FkmnBG++llhpeEf/gTf7NfMMCkqfdy6ZfHaHD8j3ifd/hvfXVLJqrX5PPBw8/NY433vwWByqO9fyiBQIBvF7vKVUrt912m23GjBnTPvGJT2wNCnxqMaHijBGpz7W1tezZs4dJkyYxc+bMYQdaM2Yy+ia+YZBIUs/PmgwQEPGYLR8B79vhndd4gplZd5GfksLequc5dqyWufMWYLMNPM44KJ9HO6czPvdL9wiD3rX9b9c+2v82w8m2+xoaBzkAgA8f2ylmuygmpTWV1Rv28eRzh/Fqx7G4vk+KqQWftwUZ6KCz04XZbObXv/41X/va1zCbzUNervJ5dBMLnzVN48iRI1RWVpKdnc2SJUuGjHOnA7PZTH5+PhMnTqSpqYkDBw7g9/uZMWNG1Enz2e7zmEiWhRAiLS3t1xdccMEXX3rppcRIqyvCxe/3U1tbS01NDW1tbaSkpJCRkcHEiRN72g8d4TDrGWByJgP4bT78Nh/uhGAje5zMZjZmzGiaRkN7A+83HWR82URMHjNtGa20ZDfTmeRii9gM58GU66cw9/wfYjclM3/eIm7/ogF4jcf/PIlbbrmLuPgU5s5NprOzkzlz5nDFFVeQlJTU7yWtWLFCrF69OvuSSy5ZLYT4iJSydEQ+PEXYROqzz+dj165d+Hw+li1bFrNga8BADpF1UkkIKYED8AofRw2tjE95FSE7sLqe7Lcdfn/YHbNYmHcBtfUdbNq0ialTp5KbmzvoQ4DyefRxuuLz0BdiAPPCyN5jyIGQzqpevBzi0Cm77Tm8B5kuWfaF82jd0cr5C1fw0COPcPmld7FgXhYfungliU4LW7Zs4gc/+EHYp1c+jz5i4bOUkqqqKioqKsjOzmblypURN7M4HQghSE1NJTU1ldbWVvbu3YvBYGDGjBlE84BwNvs8JtosZ2dnP7Z48eLb/vGPf1jDeWKPlNbWVg4fPkxzczPZ2dlkZWWRmJjY7x/tDtr5Fb/o9zj9tfGcxCQ+yaewow9U7sfPb/gVLlwY/AacdYkkVSdj67DRNK6RhvENaOYAAAkksFguYQnnYcSLRfMiDOlRdTLZvn0711xzTcfRo0dXnk0Cj0Ui8bm+vp5du3aFlUhGQ6x8duNmJrNYKVee0g6/f0yQfgCME0CIXg8E8+fPx2KxDHrdyufRw0jH54gI1EBd/0Mirt31a1bN7jOUq+VDkPx3MCQBveNzKCe2VfPUec/w+Q2fJXdpLm9//b9kObN46McPkUcewr+bL3/pV9zx1W9Ssn0777zzDnPnzuW+++4L67KVz6OH4frc0tJCWVkZycnJFBQUDLtN8EBE2mY5XBobG9m7dy9Op5OZM2dGleSfjT6PmnGWoyUjI+PnF1xwwWd+9atfWXfs2IEWxkxh4VJfX8+GDRvYt28fOTk5rFq1iunTp5OUlDRgUmInDlMEBfZpZPTavxNXTyDWTBotOc0cKTzEgWX7AZi2YTrjdo7H5DbTTjurxXv8SvyccnEUr8EZVaLc1tZGS0sLr732miM3N/dtIcSsiA+iiAnh+iyl5ODBg5SXl7Ns2TLGjRs3Iu3bYuVzgAA7KeN34nGeEH+kzJKIL60IT8YxiPvaqQeK/yYY0np8NpvNLFiwgLy8PDZu3Eh7+8CzzSqfRw8jGZ+jwpAGSX/pfzFNOnVdws+Ak8lMaHwOxTkuAec4J7lL9ZqYGddPY0/JHp4RT/GYeIR3d9YQwMK06dP529/+xssvv8zBgwc5cODAkJesfB49DMdnTdPYu3cvu3btYsGCBcyZM2fEEuWwkQHQXPpwiGGSmprK+eefT2JiIuvXr6ehIaL5Ws5an0dfuX8EpKam3rN8+fKvvPjii4lGo5Hy8nJKSkpYuHBhWL3oB6KlpYU9e/ZgtVqZN28eDodj6DcF8eEjhVTqqA1r/2yyepILieRwP1V8AAFLgLrJtdRNqiWpOpkpmwtoy2yhZkoNCeYEpjEdixi8tK0/2traKC4uZtGiRSQkJPDuu+9mXHzxxf8VQiw5Gxvhn82E63MgEKCsTC+RXbZs2bBcH4qR8Flvh/9P3uQN5hsWcL7zAezOn2N2v4Gh7R4QJnDc1+/4tdnZ2cTHx1NcXMz06dPJysrqtV35PHoYqfgcDVJK2tvbaWhp4HhrDp0tLrRA71pVX4ePN7cEmxFJMMUZyUiykJ3YSlKyAYvVMmB8dmQ5cOYl0LC/kbRpqRx+7wjpM9O6D8Wj9z/Gk398Ep/PRyCg1wwaDAY6OwcfGED5PHoYjs8tLS3s2LGD3Nxczj///NPacW9ApISuv4DrNxB/D9hvCHvccCEEEyZMICMjg9LSUk6cOBFWKfPZ7PNZ2wzDYrF8aMaMGS9v3bo1JfTprLy8nLa2tqgCcldXF7t378bn8zFz5kwSExMjvi43bl7jFXb3M9lMf9XWX+IOcoPtQj14+Devs4PSoU+kQdrRdNIPZzJpwiQK8wsxicieffqK28369evlddddt7+urm6hlLL/QXYVMSVcnz0eD0VFReTk5JCfnz/iQfd0+TyRfM6XK5jEZKRswyKcIAau4vR6vWzbto309HSmTJmCEEL5PIoYifgcCT6fj9raWpqbm2lpaSEQCOBwOIhPjGdXUhl7knYTCDZn66aXzxKsLitXt34cQ4uBlpYWPF4PrXGtVCedoD2tDVdKhz5dQpCa0lr+fesbBLwBkiYlc/XTV2JPtpP9ai7VpTX8+Ec/BuCb3/wmb7/9NnPnzuWFF14Y8B6Uz6OH4fh89OhRjhw5woIFC6Jq5xstQzbD0Nqh7Q7oel5/LRLBfgs4vqX/LOL1dv5DIKWksrKSo0ePsmjRon7HaIaz3+ezMlkWQkwaN27cpqKiooy+JUsQeUCWUnL8+HEqKiqYNWsWGRkZUV+bhsZa1rCW1ads6y+5+B/u62nf6cPHYzxMCy1hn2+afzpz9s+jvaWd+fPnEx8f3mxSA4nbzRNPPOG57777VtfV1V15Ng8kfjYQrs8zZ86kqKiIGTNmDMvRSAgQ4APWsuY0+byAQq7kSiwMXT2paRqlpaXYbDZyc3MpKSlRPo8CYh2fw0VKSUNDA0ePHqW9vZ3s7GxSU1NJTEzsGX1iOPHZK738vvN3+Fv8JNYmEdcWR3N2E43jG/HZ+++wOo3p3MAnsRBZrZ+Kz6OHaH2WUrJ79266urpYsGDBae/AN1Sy7JUeJB4sXS8jWr8FoXHachHEfwusqwABYuhO483NzZSWljJ37lxSU3vP2j4WfD7r2iwLIRIyMjL+++qrr/YrLkBBQQFOp5OSkpIh2xS53W62bt1KY2MjK1asGHYSEskIAlasvYKoD19EiYUZM9eYPs7cWXOZMWMGRUVFHDp0aMi534cSF+C2226zXnPNNeenpaWdOvewImaE67Pdbmft2rXMnDnztCXKAEaMp9XnD/PhsBJl0KuxFyxYgMvlYuPGjRQWFiqfzzCxjs/hEAgEOHLkCO+//z5VVVXk5+dz4YUX9kzGE9oJy4Chp+ZjKPr67Bd+GuLracltpnLhYfafvxefzUd+8SQmbZ1CfFPvggozZq7h4zFPlEH5fLqI1mefz8fmzZsxm80sWrRoVI504RcB/iZepdJ+Mb6sWvxp28Bysb7Ruwaar4C6KdDxG9CaQWvTm24MQHJyMueddx579uzhyJEjPevHis9nVbIshBAZGRmvP/TQQ3mFhf3NtHSScAJyU1MTmzZtIj8/n/nz54c19mU4ZBBeMpNOOj58Pa8rORLReS7mEszBQJySksLKlStxuVwUFRXh9/ffYD8ccbt5/PHHnVOnTr3T4XBcHdGFKcIiXJ/dbjf19fXk5ORQWVl52jtJpZ8Bn8Olvb2d9vZ20tPTOXbs2KAPisrnkSXW8XkoAoEA+/fv54MPPsDj8bB8+XLmz59PSkrKoM2TYuWzZtZonNBA+Yp91EytJuNgFgXrp5NQr7d7jsZnFZ9HD9H67Ha72bRpExMmTGDatGmjo31yP1RyhHL285T4E78Vj7LV1IUn5U08mXXg+AlgAu0EdNwHtRngXQ9DtJKw2+0sX76c+vr6nhL3seLzWZUsO53OL1955ZULPvWpT4WV1Q4WkI8ePcquXbtYunRpzEvqnDgRDP0LkkZ6z35evBygPOxzpJPOEpb2KrUwGo3MmTOH7OxsNm7ceErnkUjEBX3mnddffz05MTHxD0KI1CHfoIiIcHz2+/1s3bqVWbNmMX/+/JiWyIVLIolR+jx0T/9u+vN5KLp9Xrx4MYWFhXi9XioqKgbcX/k8ssQyPg9FU1MT69atw2QyccEFFzBt2rQhhxPsuc4RiM+dyS4OLz7IkQWHyTiUybTS6SzwLYzKZxWfRwfR+BwXF8fq1aspKCggJydnpC8xavr63Ewz/xFv8UvxM/5tWEut41a8We0Ekt8B0ywwTdGbZBj6b48citFopLCwkKamJjZs2DBmfD5rkmUhRF5SUtIDjz76aES97voG5O52RLW1tSxfvnzAxujDQUMjkaEvM5NMzOi/hxIZUUncx7keI/1PAZyXl8ecOXPYsmULTU1NQOSBuJu0tDQee+yxtMzMzD+H/SbFkITjs5SSkpIS8vPzSU9PB2JfhR0OAQK9ZuUbiFN9Phz2Oa4dxOf+6OuzEIJ58+ZRX19Pbe3AI3con0eGWMXnoQgEAuzevZu9e/eyePFiJk+ejNEYvjcwsvHZG+/h4JIDzEmdy5b1W6irqwvrmlR8Hl1E47PX66WhoYGsrCyOHz9+5odJHISBfPbjZwelPC4e40/iT+yypuFL244nbQuE2TwOoKOjg87OTlJSUqiurg77faPZ57MiWQ5Wh/ztmWeeSYtkGLduugNycXExpaWlACPajihAIKyqvmxyMIR8BfXUh3X8ecwnnfRe7+1Ld/uhsrIyKisrowrE3Vx77bWmpUuXnhcfH399xG9WnEK4Pu/fv5/4+Hjy8vJ6rT/dCbPuc/qQ+4X6LDjVZy2g8ccFf+KvH30ZgFdufo0/zH2CXd/bQ1rQ5wcffJBXX3110PMMlFgYDAYWLVrE3r17Bx2HWfkcW2IVn4fyubm5mXXr1mGz2Vi+fHnYnZn7MuLxWcxnWt50zjvvPA4fPkxpaSk+n2/A/aNNlLtRPseWaHwOBAJs3bqVgoICFi5ceEZqACNlKJ+rOcE/xN95S7wJwgoivIfS0Bq/xYsX09ra2qsN81CMVp/PimQ5KSnpK1ddddWMiy66KOrGP1OnTsXlctHc3Mz06dNHtB2RGTNppA25X1pIAnKcY2Ed24aNK7kKaxhPeXa7ndmzZ1NWVsakSZOGNWzNU089lZyUlPRbIcTQN6YYlHB8rqqqoqWlhZkzZ/a7/XQmzGbMYSXLoT4f68fnrY8UkTZDr12rLavDZDdxd9ldtBa14W51U11dzZYtW7jmmmsGPMdQiYXFYmHhwoUUFxfj9Q48pbbyOXbEIj4P5rOmaezevZs9e/awaNEiJk+ePKz4fbris91uZ8mSJaSkpLBhwwbq609NToabKHejfI4dkfospewZQ7m7E+CZqAGMhL4+D1SQ8cH31vNhPoIVa1QFGQaDgYULF3Ls2LGIJi8ZjT6P+mRZCJGZkJDwo0ceecQZ7TGklJSVlZGRkUFubi7bt28fVODAIH9kw8GEiRwGb69kxEg8esmID1/Y7ZUv44qwq6vb2trYuXMny5cv5/Dhwz1NMqIhNTWV3/72t2lZWVlPRX0QRVg+u1wuDhw4QGFh4aBJwekKyCZMZNP/FMHdDOVz2/E2DrxRwYJb5wNgMBvwd/m5VPsIfp8fo9HI/fffzwMPDNwZOtzEwul0Mm3aNEpLSwfs8Kd8jg2xiM/d9Oez3+9ny5YtWCwWli9fHtEEUQMRTXwuZ39Yx+4bn4UQjB8/nqVLl1JeXs7Ro0d7tsUqUQblc6yIxudDhw5hNBqZOHFir/WjNWHuz+f+CjK+VHYb7iI3Ha0dwyrIMBqNLFq0iJ07dw45CU83o9HnUZ8sZ2Zm/u+vfvWrlGir3ICe4dRmzJjBtGnTBhXY63LRduIEPo97OJdNJv0PM9NNCin40Ues0NA4Tu/Ja/p70ntq7jO89L2Xe9rRDfakFypuamoqS5cuZceOHWHL2h/XXHONMS8vb7kQYm7UBznHGcpnKWXPWJXhjM5yugJy5hDJcqjPAQIc6dMe7u27/8slv7oYYdCT//QZaWSkZ/DFhbdy9VVXU1FRgaZpLFy4sN/jR5pYZGdnYzabqaqqGnAf5fPwiUV8DqXvqAKbN29m3LhxTJ06Naa1gZHE5wABKqkc8pi5jGM2c3ricyh2u52lS5dy4sQJDh48GNNEuRvl8/CJ1Oe6ujpqamqYM2dOv36OxoS5r88DFWRkazlYfTZsRtuwCzLsdjvz589n27ZtA47U1ZfR5vOoTpaFEJOTk5Mv/8QnPhFZD44QumWeO3duj8wDCex1uSh78UXiJ2SDxYgk+rGxk0kZdHs6GUj0c5ukhU9pt/F5+RXGMx449UnPbDdTWlZKcVExra2tgz7p9Seu3W5n3rx5EcnaFyEEjz/+eGpWVtYfojrAOU44Ph8+fJjExERSUgb3J5TTEZCTSR50exrpPb8vFix04urZVv7vA8RnxJNdeDLhNmDgpYdfYnvpdr7xjW/wgx/8gJ/85Cf89Kc/5ROf+ARPPPFEz77RJhazZ8/mwIEDuN39P/gqn4dHLOJzf4SOKjBp0qRT2uzHgkjisxEjNQzeScmAgeu4vmeq9/4wmUwsWbKEuro6Nm7cGNNEGZTPwyVSn71eL7t372bRokWDTq5zWhJmzQXS3XtB9n6t6cO+mfr43F9BRnx6PI8v/D+uuuqqmBVkJCcnM378ePbs2RPWLY02n0d1spyVlfXYo48+mhrtLE8dHR097dz6HqOvwN2J8txbP8tmNvOseBo/A3fKGAojRuIYeKSNdNJ7xuDc2iWYf0jwRnMuN2q3c13l52h4o5HCWxcA+pNeYlci8ZpjyCrrwcRNSUkhPz+fkpKSIScuGYjFixczb968AiHEBVEd4BxmKJ9dLhdHjx5lxowZER97pAPyUD5nkNFTouYKCL6ifZMvafcyk9kc23Cc8tcP8OjEx/nnja9yePURPvj0ehJwYsDAa6+9RmFhIR0dHRw8eJCXX36Zv//973R2dg6rBM5sNjNz5kzKysoG9F35HD3Djc8D4fP5aGxsJCsrixMnTpwRn0Pjs1t6SCABv9vPn5Y8zR/mPcn/zfoja3/4AaDX+j0793l+9b3/7ekQOFCtX0dHB11dXSQmJoY9UkYkKJ+jJ1Kfd+7cybRp0wid/nogRjxhFiaonwO12ScX/46TP7v+n74PUE01WvBBsL+CDIAfPnw/xaXFfPMb34xpQcaECRNwuVxht18eTT6P2mRZCDF/woQJSy699NKo6t40TaOkpIQFCxYMKHO3wNu2bmVHSKL8rniHo1SygfV48UR1/V2a5NbAd/ha4Ec9SwbZPT8XBi7GiBGvBm92wAEvfK1GkLFf8LE7/ofvP/gEn+QL5JBL4YyFzE6fw7KFywZ90gtH3Ly8POx2O4cPhz+sV18effTRlMzMzP8To3W09VFIOD7v3LmTuXPnRjwUVjcjGZD9+Ej3p2NvtRPf5CChPgGD30BcczzWDivZMqfH5/9tFEyqEDzRmMKlgRv514Pv886xt/nmkXu49q/XMOXiyfzn+bexYsXn8/Hwww/z7W9/m66urp7an0AgQENDw7CrqjMzMzGZTNTU1Ay4j/I5coYbnwciEAhQVFTEpEmTRnRUAT++Xh34+pJDbo/P9b547tC+xR3mb/Pz1T/jSztu5fbSL3LwP4f4/+ydd3xb5dm/r+doS5a890gcJ44zndhOQnbYo2WV0lIKhULpYpRCS399u3dpoYxCaYG2lF323oWQkB07O3Ecz3hvWR7a5/z+OLIs2ZJXHOB9628++sQ5OkdHPrn01X2e537uu27TcUwmE0f3H2XPrj2jzvqFVglYsWIF7e3tYTnMU6VpnieuifLc3NyMoigTqqV8UgNmxQlSGij2kId/6GftfBA6fPjC1pNEGsh47Yo3OJ0zMGCY8oEMIQRLlizh4MGD457h/rTw/KkNltPT0++77777Jl2YuqKigrS0NGJjRy+TODMzk/6qKpSli9kmb+M98U7wuQ94n3Y68OOf8PkldDxu13JpvS74qPaI4M9OWQ2InAp8GJJG7PzgNeqsKXw+toRbWiQcvhiuUr7OXXffxd69e6NOWU8E3Pnz51NfX09/f/+o+0VTfn4+p59+eoYkSedN6gX+CzUWzx0dHWg0mgmlX0TSVBmyoih0dXVRVVVFaWkp2zZuZ8bWWayoWsWKhpUsb11JjDeGU46vZMXhVbRsbGXLli0cOHSQlsYGPC4nv2gXpB4VXNukQ3Gewi3yTzlHuSCsJNf999/PVVddhdlsZvHixQwMDLBo0SIWLlxIVVXVlExVz5s3j4qKiqijy9M8T1wn6s/RtHfvXjIzM8nMVFtSn6wAQ0IatcLLYBdWpwJXNwlyjwke7EzgPONV3Oz/OWd5zkHxKqAopDhTQVZHxKPN+kWqElBSUkJ9fX3EKhknommeJ66J8OzxeCgvL2fRokUTPs/J4llGjyvhRVypTcGHolsc/NltOBNQ6yjXhNS/P/13p3Jzw43cVHs9n3v6InJPm8mTjz+JhOakDWSYTCZyc3PHnY7xaeH5UxksCyHmZGZm5peUlEzq+J6eHtrb25k9e/ao+w2mXqy+/PPYbXaq91RDCL8KCk/xBD5l4lCbhXpxPxwYevTK6t+bBiAhMHhokmBnaAfJPVtg4ytw5kyO3nQZ+z58nyuvuDKYCxfpTu/pp5+eUKecwU5/o1ULGEs//elP41JTU385qYP/yzQWz4qicOTIkUmlX0TSqIYsD6gjDlHkdDopLy9n48aN1NbWotVqmT17NmvXriN7xelUzDyV8qz1HMlYh1MfQ3n2Bqpmn85pp57GsmXLSEtJoWdggFtaSvlZ41ZO6W3kVYfMqlrB0mpB4rJLeenl94I833zzzVx99dWD14mnnnqKLVu2cOGFF05ZTqfJZCI5OXnUUbxpnsevE/XnaGpqagLUqdpQnYwAQ4c+6iI/gQg24TEK1Z9b/fCrDkHqEZncxcs4N/WzXHbGFfx27Z/ITc5ledHyqLN+0QYytFotRUVFHDp0aNQ6zJPRNM/j10R5PnbsGHl5eeNKv4ikqeRZlmUcDgf1De3sOniYN7Zt5Y3N23hz0zZ6evt546NtvL5rK9VHj9PS0oLP5aNxWDGBUJkxM4s8tGhP6kBGTk4ODodj1Hr4ofo08HxyunKcoNLS0n704x//eFKjFrIss2/fPpYsWTJq0v3wHOWP8jeRWpFOblkeNUVVwduIc+QL6Fe0+ARYJnBrIQQUmyI/l6kFH2o/nHI3uEPj1e/+Tn0Aul0bWffMHTz1+OMAwTu9119/nWPHjiGEwOFwYLfbWbhw4YTATUhIIC4ujpqaGmbNmjX+XyyguXPnMmvWrBwhxAJFUQ5N+AX+izQWz83NzdhstqhlsbxOJygKugl0m8zPz6eiooKysjKKiorUz4I8AL4yFF8NXtMl6MXQ6/X19VFRUUFfXx8zZ85k7dq1I5r2tLvhWyHZDHd44XstgiwtXBkHZr2eztgUnolP4Zn4fNI8fZzlqOPzXRW8b8vhP/G5LDRIWKXos2kno0oAqHXWP/roI7KysiKmuUzzPH6diD9Hk9vt5ujRo6xevTri8xF5PgEJRNTycTZswZzOo55wf5Y1GhzP7gWHnb/dfDFXHmrl3rvvDbbFPv/88/nb3/7Gb37zG/bt28eaNWtYtGjRqFUCZs2axeHDhyksLDyh3ylU0zyPXxPh2el00tHREbX+/Xh1Ijz7/X6am5upr6/H7XZjtVrVReEZibxvew+/zg8CCj5YwNE1h4l3JrKsZxldXV2UV5czx11AX6KDjpwOnLEDDHZ+n70hj/s2/EVde6Io3HzTtSCpzA4OZEyVPwshKCgooLy8nGXLlo25/6eB50/dyLIQwqLVas/77Gc/O6n3Vl9fT1JSEjZb9DKJnv5+jr76aliOMkBrfjMDtgFyy/JAhi/IV5Lon8uSKsG/e2BgHDeBbrebtrY2KioqkA/s5E/HN3Jn4JHl6eXO4xv5cd0mDu3bS3VNLR+02NFGGbn+cizoUANvGDll3dPTw5IlS1i3bt2kVozPnTuXurq6SY9q/OhHP0pKT0//n0kd/F+isXhWFIWKigrmzp0b8XhFlmncsQO/bwBFcY06KjxcYSMYvj41UHa9jtf0BepFEx48KIpCZWUlpaWlZGdns3btWnJyciJ2t8zXRz5PgQE8CvgUeKtvaHuLPoZHkxbww+w16BU/DzVvRuq1Ey3z7GQFyqAu9svKyhq1k9Q0z2PrRP05mvbv38+8efPQ66NAxtSPMCfIWXzD/4PgI5k0vuH/AV/2X48vAs9hssWxYv2pvPnW22qg7HXz8vPPhc36Pfzwwzz22GPMnz9/VJ6zs7NxOp1TvuBvmuexNVGey8vLmTt37pSUMZwoz263myNHjrBp0yZ6e3tZtGgRGzZsoLi4mNmzZzMjaQZ+vT8Y/CJAkRTiLbGkZCRTML8A7SqJI+sP0pPaQ/qxDPI/mkdcUzwosI4NGDEiEMh4wP0GyEMfgKn256SkJPx+P93d3ePa/5Pm+VMXLJtMpi9dc801lskscvL7/VRXVzNnzpxR95O0WvK/eDHHOBaWowxDAfP60tNJ8M5hRY2g3gfXt0CrD+QIWQuyLNPQ0MDWrVvZuXMn7e3tWCwWFs2fz49y1nNrzgZuzdlAg97KrTkbODJ/FdnZOTj9Mq76au44/iHXte1nprsn+Jp5Orj/gg28+fprwW2hU9a9vb1cf/317Nu3j7vuumvC1wrUacDc3FwqKysndfxZZ52FJElnCiHGP+T5X6axeG5tbSUhIQGj0RjxeU9/P7v/+lcMVgui+4vqCmc52jf4SOXn52Ozmigr24x/4HW81p/zmHiUJ3iM9r42tmzZgtfrZc2aNSQnJ4/6JRCvUaelh2ueAQwC+mV4P0IavEvSsTc1nzNLiqg8dIAjR46M+HI4mYHyoHJzczl+/HjUL6ZpnsfWifhzNDU2NqLRaILdz0bTqAGG4pvQzaRJaPhVm40ftqiPRq/ED1tsfNhnQSh6+mT4ILQsfVc7OOwA5PqduLe+y+J5Bfi9LrxbXuHuO+/gtu9+B6fTidfrpbS0lJiYmDGn64UQFBYWTnk6xjTPY2siPPf29tLf309qauqUnX88AbOiKNTW1rJt2zYsFgvr169n3rx5I2YiTZgili5MIgUNWjy4qaYaJHCk9lC9rJLa4ipiOq0s+GgRhb2F6NHjwYMLH17tQhh4EOS+k+bP8+bN48iRI+Pa95Pm+VMXLMfFxd3y9a9/fVIXo6amhqysrDGbOWgNBgzCwByRz9mcG1xsNKj1s88gzprFX7fuodGrAuxS4Px6dcHHoGRZprKykg8//BCHw0FhYSFr165lwYIFZGZmIpljmGMYGV0UWrSkJyUwJ28Wv0ku4pacDZRaUrm8s5yfN26lwNnJPzMg2hjLVIKbk5NDa2tr1Fq0o0mj0XD11VebjUbjF0/oTfwf1lg8V1dXk5ubG/V4d08Pxd/4Onh2g/sV6CgBx00g9wRqaY4heYD83G5spkpKKy/iMeVR6qglti6eLaVbmbtgLvPmzRtXBY4BOfLo8hKDmntvkmCrc+TzAP/MgHirlTWrlqHV+Nm8eXNwgenHESiDenOYnJwctTLGNM9j60T8OZLcbjcVFRUsnJ83Pp6JEmAoPpC7x/0aXq+XhrZ2pOOVaCoPYjy2H+F2olQdxtd8HG+fAyMyW0OD5fZm+OqpcPFi+OIyzjzjTM757Dn0al3cs6eOq2YaMPd3MjMrk8bGRm644QaWL19OXFzcmO/HZDKRl5fHoUNTN8M8zfPYmgjPVVVV5OfnT2lzHBg9YB4YGGD79u309vayZs0acnJyoqZsePGSGKGNezrp6NChUwzBRjuD8pg9NCw6zuLFhewvO8DRY0dpkhu5W/yJTm0CXsPZONr+SWnprpPiz7GxsWi12nGNLn/SPH+qgmUhREZqamrS4Eroicjn81FfXz+h/Fs9epaxnG9xQ7DpwmDqxcVSPod0Nm5uKUMKpEkccsP3W6FPVhcRfvTRR8iyzNq1a5k/fz4Wsxlkh2rasgNQR92GqzCwrc6jLvqThaDMkspvM1bwcPIibuo5iqXqAMgjS6tMdWAhSRJz5szh2LFjkzr+K1/5iiUxMfG6E34j/wc1Fs99fX0IIaL+P3r6+9l6xx3MXFuE6P9DYKsCzn9C2yxwPhtYsBdlkeZgjrLrdWYu/DqVtkqkMg1pR9OJbY3l0Jr9HIjfj1sZXwkfQWSelwQGxY97VZ6H6/NWWGoCrQSypDAn4x0KF+Wzc+dOmpubP5ZAeVC5ubmjpmJM8xxdJ+LP0XTgwAHmzStAL/aNzXOIwgIMvwfkLuhcAb3fjzrz0tPTw4EDB9i4cSM7duygo7UFm9HAbksqm6xZ9Ek6DpqSyMLLsWPH+HDTJm47/hHn2muw+D0wdzE8v4dL3tvP/oMH+fnPfooPLw+KB5h381wuf+JdHC/eT1lpKS8//yyHDh3i9ttvH/e1yM7Oxu12T2l1jGmeo2siPLvdbux2O8nJ0SuonIgiBcz19fXs3LmTOXPmsGjRooipccMVqcJLWqD76oAs+KJ8LTf4/4fVrA0OEi5gIXmxs1i7di0en4dtW7YjD8j8XTxEvdPE7sOzKZl/GKvl5FRuy8vLo7q6elz7fpI8f6qCZbPZfOHll18+7p7soaqvryczM3PCNWr16Ekiieu5iWvkb5LonxtMvXghIZ9aQ3jA/GCXzMaD5ezdt58lS5aQn5+PVuNT6xx6PgD7F6A1FYQeiwQLIgQXeXo1nePdCFPWdqOVS9euJN4aw0cffURnZ2fwuZM1ApeRkUFnZ+ekpgDz8/PRarWzhRBRljP+92osnuvq6kas/A+VkCTMyckgvGr+WKiULuj5CnSdAf4qZHnYkK7iAblJzVEOpF6U5x9G49aSdDyZ6qJKEjSJlMgbaPdpcI0jBXQsnt+JEKPESPC3dPVvDx4G8OHXlRCn+yvzCnLZvXs3BQUFH0ugDDDYxjZa2cRpnqPrRPw5khwOB16vl7SUGOj7RRjP40k1UgOMGMrKdiJ3rAJ/DQw8gCy34lU8wf3a2tR0o/LycpKTk1m3di1rVi1lyaJFWDKyOWhO5qgpAZekZa8lhSVz8lhaVExV4Qb+mFaCTvHzy8atXNe2n2y/M4znZ3mGPvrYIbbzTu9b7J5/PiXH3sLq7AbvxGr0CyFYuHAhR48enfC1HO0aTfMcWRPhub6+nhkzZkz5qHKoQgPmY8eO0dTUxJo1a0hKShpXepEefbDkYagSSEBW4LEeQVqF4CetFuZ4zuYW+Rd8UbmC87kQPQZ8ko8980o5vqCGvB1zMDQb2Vm6k9ySuRgTTgumZEy1EhIS6Ovrw+0e+/PySfL8qQqW4+Pjr7rooosmXI9FURTq6uqYOXPmpM6rQYMePQlKJqUuQVcIl6EBs9nv4cdN23mmVzD/lNVYrTYVHtdL0D4Puk4H99sgxaLI3WgEFA9LRY0LTFf3yvCfCN/Xv0sBs0aQm5vL8uXLOXLkCHV1dSd1qloIQXZ29qQL5H/2s5/VA6dP6Zv6P6DReFYUhba2tqh5mn6fjyPPP8+KG78G/XcTVtMwVN5t4PwXLiHjwTNUE1zoQUpHtv6af4unqaOWlKpU/AYf7TntzN07n6t8N/CXLonFVYI+eewBvcnybAwEFmWU8hfxZxz6hdg9GzhyeBvLihdTXl4+6Zrfk1FOTg719fVRn5/mObIm68/RVFVVpZb3VHrA87660bsN2gvU4FnuV2/6oknxkZ+XgE37L8oqLkRWJOTYR3Bp0vAIL26Pm9LSUurq6igsLGTF8kLSUmORfBtBbhoXzz1aI6/Ez+Z72evZb07iztYddDcex624KaM02ODB6DDSW9rHQHEfhm/fDs/cDu31Ew6YLRYLBoOBrq6uCR03mqZ5jqzx8qwoCg0NDWRlZZ3095Sfn4/H46Gmpobi4mJ1NFkZAKVvTIOWkChSVvI1+Ua+Jt9IEil8Tb4RoejoleG9fnVW/EE75FUKzq2TiPUVoFX0QX+u5Bj9Cf00zW0gb/dsGuYd50nb48GUDNyvgzy+cm/j1WD8MZonh+qT4vlTEywLIcw6nW7WWIvzIqmrqwur1TrqSuqocvaBS/2itmkkTrNA+WxYGmKiLyTk06iz8EDtf3jfms1j8XO5pElS85eFCbT54D8O+rPwJe3Bm9JEr2TGh4/5wz6KBQY199MoYPNA+HOLDXBNHJiFHxQZs8nIypUrg4sHT+ZUdXZ2Ng0NDZOqu/zFL34xNiMj46qT8Lb+12osnnt6erDZbFHzz/xuNxWvv47eakM4H4q4z6Dclut5R7zDvdxFFZV4CAQYkgW/8HMBFzGjI5fYljhqi6rxzfWy2FrCKzv28aNWhW4ZPtcQno8fTZPh2SjJ9NDD27xJP/080vtPdu/3s3RJGmnWf7C0sIDdu3efnDawEZSamjpq5YFpnkfqRPw5klwuF729vSQlGKHvjmHP+qH/DuhYhg9piOdQKb5A6sUp5Kc9jM1cS+nxpxkwfI4Hxd94ofk5tmzZQnp6OsuK5xJj9kP/vdB1Pn7Fi0eTjU/xjptnRQiciRmcvW41ffYuduzYwX+c7wFqoJxbmkdNSRU7bTt4l7fxfOd+qD4wrpSS4crLy6OqqmrCx0XTNM8jNRGe7XY7Vqt1zLVQU6Gamhq0Wi0zZsxg7969yP4+sH8Vus8HoiwICZVs4u62NO5uS6PNp+V1expOWYNBwEfD/LlfhgSNQCukoD+DynPG0SyqSyrJLM9CGVD4h3gYrzYX2XgRiMglTk9E2dnZwTrrY+mT4vlTEywDZ1xwwQWRSwKMoePHj486nT2qJA0cPwSKDHI/ZgkytPDRTLg1Qc3T1Ms+Fri62GNOZll/K5Iis3kA7uqEfkUDmrm4U7twJbzMdm0vfxZ385x4Bh8+MnXhF3meQS0H1+GH9pARbAE8mqmatAcfiutZUBz09/cFaylO5WjDcOn1emJiYrDb7RM+duXKlciyvFYI8Wni6ZPWqDy3tLSMuvrfXlPD2h/+AFxvgTxKDqNuNUIkcIB9OHDwOI/yb56il148eNCjx+QzkXtwFklFiSRKSXxVvonXE/N5WRlKMQryPEa8OpznAr26EHU0nn34eJLH8OPH6DCSVprOgZK9KAmF+PWnE6d/ioz0xCmdfh5NOp0OjUaD0xn5y2ea54iatD9HUm1tLbm5uQhJC85HIu6jWG6mkfownofkBedjauoFMHveBZgT5vPynpfRHtOi1IJYBUkZSYAErlfwmL6AN+FNDhnSeFe8i0/4I/I8mj/H6HTML5zPkVmHmLU9D1tLbDBQdlnVxYWHxCEGGMC/4lzQT/ySJSQk4Ha7o/I5UU3zHFHj5rmlpYX09PST/X7o7u6msbGR4uJi5s6di81momzH35Gdz4FnMz5/A25ldCZMEtzTBXd1qdW7drnGjjeG+/Mgzz3pPRxfXEteaT5fVq5EKzRIwkDU2p8nIJ1Oh1arHRfznxTPn5oPT0ZGxiUXXnjhhIdNFUXBbreTmDiJGvk+H2x5HmbNVXPl+u/FqzhRhB+zBD9PgfdnwHc69rPJmsXd6SVhOcw/a4ejbvBiQSPFcK+4m3fEW9ix00ADWrS4FZgZckO60AAmMXLK+mtxark4n/BQKkrxGi/C0fYUpaW7WFZSzCmnnEJ9fX1YDvNUKz09PWqlgNGk1WopLCyUgIKpf1f/OzUWz21tbaSkjMwvA3D39rL1zjtJWZiH6B8+6hYun+2P7KUML0P55seo4C7uYD/76PXLHD5UTl5uHqebzuBq/3d4zC7xwzYxIic/yPMoAfNwnhcZVcMdjefXeJVOOsOMuNvazYPirwzol+K3fIvZeXPo7Oyc1M3aZJSWlhaV9WmeR2qy/hxJiqLQ3NxMeloKOJ9T0zAiyGO+jI/ER0Get7MNL1411UiYwPwNSPgAOe5pXKbP827+2/g9flJq0qhcdowPDR/QSSd+yYRs+jLbpBruELfznHiWUnZH9OdFxtH92S+8vMarNKY0qFPVu2bTOK8hGCjPIZ+buBmrsKLRTf7eYiLT0mNpmueRmgjPbW1tJ21h36D8fj/796vroDQaDSgD5Cf/EpthE2VVN+ON20ivJokuYR9KtYugaPHG8JKeX4uDWTrw4eVd3h7hz4M8ZyRksjBpIa5KN3qmLAMrokbz5FB9Ujx/aoJlRVFWFBcXT/i47u5u4uLiJpd473OD2wlKm7o4b+AhQEsTTbhxEyNBnqOFC81+SM8BwnOYFUXmonq1rBzA2Zw99NL46KQDn6JO7Q2q2Aj9wxb3JWngzlQwaLxUUsGbvM5TvU+w+8hciucfwxqjoJEERUVFHDhwAJ9vfNULJqqUlJRJF8Zfv369VQgx8f/A/6MajWen04lWqx11Wi9n7VqQ28C7dZSzxKDoitkmto14xocPqxzP5sZOmnv7ScjMQY8BgxB8KVZwhrrObVSeI2niPB9jL2UjjFiDhg2chkEY0AgTQmOgsLCQffv2fSzpGGMZ8zTP4ZqsP0dSR0cH8fHx6sLo/ig14k1X4ENDBepsgw8f7/EOf+E+mmjErXhAigH9SoTxUt4T7yHqBLJWpn1GG7l7ZxEjx2CSk9RcZiETK+JwBqayrVjxKB78w3guMqrpSHox9OU4yLNGgKRoyZcXhE9VH8nC4DTyGc7ni3wJI0Y0nFgd6oyMDJqamiaVFhdJ0zyHa7w8DwwMoNfrT24KhjxAefkBsrKy1NrJcj/0PwCuZ8jPeAFr0tnsOqTjQeWvPMljI8q/hSqSP/cp8M4wf74jwLPdr2WVfDZxjoQR/jzI84K5C2hpahl3a+rJarzBMnwyPH8qgmUhhEar1SbExsZO+NixprNHVXM1rDoLAmW55Ni7qeAoD/FXXuElHB4Hx8oPU1K4mJdyBH9KVac0QgOMRq/MV5vALWuZxwKyyQm+/DGOYRRKWLmtfL0K6aaQ/KE/p4FOKLhw8SIvYHQY0ZcaqS+pxZhyDYr7bQDMZjMzZswYdxHviUqr1aLX6xkYGBh752FasWKFMT09fXoRCWPz3NnZGXWkwud2U/bQQyy+/MKQcnGRpVh/RwvNdNIx4jkJiQxlFnXlh/iKdQlfbxF0+9VlggkaeCmbqDxf3RQhHUMeAMWHScgRed48nGfAq/h4kedHBMqJJHI9N7KUIvQh1cStVivp6enU1NSM+ntPhSwWC263O2owMs3zkE7EnyOpvr6enJwcNYXCtyfiPp6Yn7KdrSiE//900sE/+Ts+RUePH5yKASEk1vatY3ZtPnXFNbTObUa2+VlVeirP2iUuaxC4ZS3zWcCpnM635O/zTflWWr0mjCK8HOJcvVp8ZnkvdM2AVzIJ1ry3+6GwWmC2Z7C0dFlwqtqxoIe1+9azRFkaxvOJSKfTYbPZxt3dbCxN8zykifDc2to6pU1IIqm7qwJ7+05mzYwH2QWSBczfBOuf8CdsIqWghEO2g6SUpaGVtbhlLf2RuqOhjiIP92dtBH82oPKcXyl4s9nF4tKlNJc0RfTnAUViUWEhe/funbKbt0gym814PJ5xDQZ+Ejx/KoJlYO6CBQsmdWB7e/vkpkgGemHXG2BNAteTgITXcCZbxUcAHGA/Lxx8Hm2+FskgMEkyX4+HPbPU6YvQAONFh8xzDvDJOj7H55GQ0KIlllgQfooCs3ECSNaCRob5AU9dY4YLApNBsmzC5hjKgauyVgVTMkBB9riYmZVJb0/PSUvHSE1NnVQqRlFREYqirDgJb+l/o0bl2W63E9WoFQVFltHojeB8YtSTuC1X8FGA1+HawGkcaWxlrz6eDp2Jpx0w8xg8FmjbbhJE5fklh8yzjkB7d7kX/K1qdYL+P2PAw20WqMiAhTqw+VQT8Qc8dI0ZLrSCLMAnG1ntWBcWKC+liG9xAwkkoneNNMWxuuxNpSwWS9QqHNM8h2nS/hxJPT09xMdqoD9KDWJpBpJmJrvFrohPn8YZHHVDToDnfr/Cob2HWL54Od/UXE8OM7hk9tXU6OMo37MnyLNf1nEqp/GXjlhyjgm+3SJwKkMVMQb92emCvLPgrGshvgrWSuAXcFED9DgcvLmzlLlLVnGB5VKWUsRXU67FZrLRWt86ZdcIVC+eqprL0zyHadw8d3V1TS7Fc7ySeyk/vJNF2b9GOG7BJzR48SBLapqRxrCW58Sz1OfXIWywvHQtf+uE5xxC9edhMkiMiDecsloDH4bijUGerU4HbftLacsv4auWm1jBKUF/9sl6On1wVRM87o/DGhtHc3PzybsWQFxcHD09kdOyQvVJ8PypCJaFEMXr1q2bcP1On8+HEGJcxbpHSoHCteoiEWUALLfRRz/1qHlihj4DGqeW9zLf5mEeooMOdJKbuQbYlweX28IDjG39MsIrsMo2vil/h1vlnyO7FiGhCTYhMQrwKtDUAk8lQFMWPJ+l1qj9ZYfgycYB5pUupqOkHcWqcBmXU0wJWqHDK2T6dV44fohF8wtO2mKohISESeWNxsXFodVqE4QQU9cH93+phBDF69evj4v2vN1uj97VSwiKv/UttfRb4maI+Q3ozxy5AtnweWR0HKU84sss8K9kb2UNr8TlBbc5ZPhGM6ythXK3ulA/Gs83NMm0+UBGh+I7hMv6/3BavoFf6PA74ee/hc5OkAT0O6BiBuzPgqcy1MD51x3wufJefKUK6cUZQZ4/w/lo0eLHj8eggftvUG9cA9LpdKSkpJx0Uwa1e1Q01qd5HtJk/TmSXC4Xer1eTZtzPhtxH3WGr4J+It/IFPhXcHunCPL8/dJq5NgETLZkkkjicvk6Drq0XKEL57nVJ+jzg1MWdPhh6wCYJbVqCwz586bd6r/LDkNGirpG79cd0GR3cGtLKb9PK+GCLhvzxFw+ywVo0VIwv4Dq6uopW5QHKoNTlcM/zfOQJsJzb2/vSa0B3+PoQygN2Mz1eGN+wCY28TAP0UUn/Rjw4+cqvsoqVvO52VdxSBdLy/49XD/oz6EDvYob5IGRPAdGlbXAoxnqMaE835lewvW9NryyjjOVc9AqelyyxN/tMLMSXuhVFw3mzBp/85DJarzMfxI8fyqC5YyMjFOXL18enj2ueMcsu9PT0xN9hG40ed3w3mMwpzBQwxbcMTfxkdgc3CWlKo3WPPULu5km7ude3uFt/MKNUfLxYAb8OxPeSconMdbG1Q1l/PgeGZ9bR5JI5PMNgiXVgnqvYFZgFNkogcsJv38YUtbAlm1gcMN+Nzze6MB9sJRjc4r5iuV6buK7zCEfUGijlQf5Ky+K5/HMmoe1cgeSJI3rDmyistlsOByOSR07b948gKmpLfW/WPmzZ5+3bH6+Dr9DvRGT7SA71VFjRcHr9UYtc6g1GDBYLAihA91SiPk+xD8DqZ2QXA62e8FwIV7bb9nBduQI9Zdnkosy4KPVDy36kWV+ylywqBp+0KbmJ+shjOdag41vNJdx4XEZF0YU/Xr+I7Zwu/gdDtGDLQaefA1cHnB74X/uVkfi7McgVoZ9AZ4/e7yU36WUUGRZz3eV7zOHfDyyHp8iqFCO0Uc/zF6qDoGEaMaMGZOu+T0RjWXM0zyriujPk1RPT496oyhMkLwPbPeA4UIQg6N3El7DWcEZvuGaQz5adLwYsCij7GNu53HOFHP5QRs4ZQ1aBEuNIiLPGgG/SIFMrXrzeNxLmD+7XfBW4NS3Xg3J8VAW4HkwsMiMtfLeDPAoAgWZdtrR6DTk5+dPuhNqJJnN5kmlxEXTNM+qxsuzz+dDkqSo5T1PWIqH2sr/MCv1FZCyQDub3WInzTRhl/sod0sM+DUosp4N8ll0+SS+axzmzwpqjrPcpzYNUfrIDY03FHgr0Efke4mQrBny50GeM2KtHJkNNkngUXQccMPKGripRa3LDFDthUOSGb3ecFIXYcfGxo47rvm4ef5UBMuSJOWPbFPth4G/g2e32j5a8YDco04LB7rpjTpCN5oUBdJmgPcg+I+CdgVCJLKffQAIn0RMVwyO1KH/NAWFnezgbu6k369+u3/WCpV58J0F+bz6oQ1cZfzgThmnU3Cj2j2bd/pAgwqpUaj5Q5t2Q1oSnLsOhBFuqHJwS0spf0ovoVFvw4AGnRyDRtFyXKnnAe6nlRaqqFSrHrj6yc1Io66ubuK/+xgaNIfJLCIsKCgwQEjS9n+phCQKZpU9DyjQeRZ0X6K24R14mH77dmIs+gDP9jCeI7+YDqQ4daRZOxfM34a4fyFrsigWy7iIz7GIxdgYGig5TT6P1ysbeM+aHfVlZeAv3ZB3DF4JmOn5VijPg7oM1ZDPqCvjBy0yA4rEbOYgI3OMY2gkheQEMOrVFtabdoNOB0XzQdHBjSE8r0y2ohUCSTHh9Ov4bgtccFyQKc9li9iM+7QvwFt/B89Q84aYmBj8fv+UjtJF0lhTftM8q4rszyHyecHngf4e8IzOc9CzhS7A8/UQ9y9IbYTkOkj8CBmwE/n/ZYN8Lg90E6z9cprjOBttWXgkTVSea0N4vq1FRkHtKgnwbp864vZsJqRr1Z837YbsdPjJt0AxhvN8VYaV92dArAR+fLzJG/yFP3OcOlLTU+nq6sLjGaWRygQkhECv14+rs9l4NM2zqjF5DmjSg3HjlN/voau7l2TbfmSbWiO/jz60aEljJl9tEsyuhFf7wI+WVK2I6M99ihnF34TL/BVkKQkNylC8gTqynKODnyaDj5E8fzBDbcbjVeC7LbC0Wh3AG64/dkBy1ugNnU5UExms+7h5nkz+wpTL5/OljqhjqLjBEdICXNhAWxB4LARdMT12PbPyCkB2AAoIs2rCY57QC0vXg8YPcc/i1y2inCPB8ltxLXHY0+0jRrwAcpiBH4nP18PfMyBZgAJ4pXzqmiuYkV7G1rIi1pZInG1RSxB90Qa/SYbEJvVtllfDWw8CGvhmpYOvNJTyaFYJ/86zssQAfgQvO+CDAbg9dQaKRh1hV1DYyhY2LD+TlJ4eDnd2IsvylN/5xsbG4nA4SEhImNBxM2fONAMnvyDlp1xutyc53WZW/yE3qQuZAh3KBuxLMLMIWs8bxnOJGjxIyWrr9Gg8Cw2IWAyAARNLWMp8FqBBgwc3ddSSSjrOzmrKUsf+Qmjzw6UNsMEM/8qEJAk2zYSfm/OprqxgxpEytsQUsTZmNrOlOVRTxWz3MubNEsRYVPZH5dmoBuYvOOCmVuj0qx+rAVlCo9EgtAaoOzQiwEpJSaGzs/Okds3S6/Wjtnif5llVRH8O1fN3wL9/D1lz4e4PYeCvQ2wP49lut4f/nwZ4BkCbA0oWEh6+w3fx4KaWWo5xjDpqcOEiiWT+0jVkzBsc9fwqc2Xw38N5TpZg88xwnrfFFLHeovrze/3wRS3EHQYCXSzHw/M7fXBWjIZDHERB4SM2kyWyycrKorGxkdzc3Cm59oOzH1OxyGyaZ1Vj8hxQb28vNtuUdXcPl6LQ3rKLFNsOhFDwGM9ji1DXqJzK6VR64EAgYB3uz5tnws+G+fOamFnsEVtppJEz5S9SYBBYJdD51UG9cy0qt9+OEG/IwIu96khyxyhdtV/vg4dnJ1N79PDJuSYQjGUURRmzwtnHzfOnYmRZCGE2GseoSak4wLsTnI9C723QdToDPR9i6cuDzlOg5xp1EZLrJfAdw6u48ODBiTOsBi0AZivorOqInfESZE02BWIe/8NP+ApXk9cxB22KFhEhWl4rn819XarJzj4Gv+sCYYCffBtuujafjh4bH24uw+2UeSJDLQqu98GZTjAI2L4PPrMeVhXBk60OlleXsiuvhA/nW1lggGY/nF0HX26Cf9pBQcsCFgbPXyp2IwwxiF1vEhtjmXTKxGia7PRfZmamLj4+fuwI7f++TEZd5PtQlzcBo64rAs+nQVsmtMSE8PzLIM9qPlo/bqU/jGcJCSNGdOiwEMM8FuCVFeZqvDTO1/NmDtyYAEuMo3/YNw6oPP++Uw1mf5oMNy3Np8Nk48PdZQz4BJcol2KnG70OCmaB2QA79kfneaEBmn1DPHcGjFgB7uyEpfJaDrAP/+U/gmO7w9KupjJfcyxFW+E9zbOqcfnzgAMqAgvyen8KXacHeLaE+fNAXzNmfWOQZ2Q7KK6Qk0kYxBDP81nAuZzHt7iB73EbHgU+Z1N5zvb00qk10asZmdI0yPPvIvD8we4yvH6Zf2bAbhdoNfDs24AyDn8O8HxxA+x2wlnKOQBUU4UHdzBYnipN5edgmmdV4+IZNb9+1P367HB0FzQeU1M7Xf3g7g7cHI4hxY29N5H41Esh7t948HEcdaZ4nn8Ft3eExx6DPPcNgOSDnyXCd0L82ekTLFVKaKABnYB5erVBSX0zfFeC5Vp4vSV6vHF54+iBsk2Cs2Kgxieh0xtwuVzRdz5BGQyGcc2mfNw8f+LBshBC6CZZxNDnN6GVHOA7Aq4XoO830H0xtOcjy81s5H2e4Wne4W3KKKWJJly48OPDhRM3bmShoBNm9OgxYmQ2c7D12Phy7Jf5MT/jWq5jHevJIYc44kgkkb92qyB7gV91wPwqKFVg6SK4+2f5yMLG358oQ++R+We6epE37QZZho274LHbwe9xEFteinVRCQ/mWZEE/KYD5lbClsBnzQ/8uQvWyGdhwcJ8FnA6ZwIKnHsdcdbJddwbS0ajcVIfhvT0dCwWS97Ye/7flRBC6LTaqDy7vPEY9aOVg/KE8PzrIM+0mMBxMz6UETz7QnhWUJBcA9hiYrBp4JwY+H0KfDgDegvUUYn/lwirTGot2VCF8lzuhkLgvhX5yDE2/r6tDMln5Gr52xgNgiUFIEnwwU74+6+hxenAeSic518P4zlUr/cJkoQNm4jFl5wOc1eoU/kBhaZI+PHjwoUbN/7An6mSTqeLOro8zfOJ+bMqb5Bnd/ef0UsHEB1zVZ7bC6D7C+C4DZfSgx17wJ/9YTwbMKBHjwYtsRrB7wI8/yeui9MzE/nhOHju9EKhMsTzg9vKMCHzjTiQDQR53rgLHvkt2CPwPNyf/9ApyJOXAmDGTA01SEaBz+ebsmouE8nhHEvTPE+M5zGDZYDHfwbX5sP5RvhagZpz2X8vDPwTvHvU1FHFPTLlTjLS43ASl3IqiuF89Oj5MT/jm3ybOElPi28kz8tNYNZA0edhRxksEaH+vAfZb+Cr8ncwCMGpZpAUeOQlMBmgs91BYnkpWYVDPP92FH9O0cAlVvhLGlTOhva58HQmFJsgIf7kDmSMN/74uHkeMw1DCPEP4LNAm6IoCwPblgB/BYyoaTDfVhRlp1DHze8BzgMGgKsVRSkLHPNd4ErgdkVR/h1yioTExMRJF+8bbaS+l16qqKSKyrDtRowkk0wSKaSSSgYZJJKEGTNuv1p71aBRC8vPYCaZZOHDhx49TuD6ePVOb9uA2pCh1gun1qkls/6VAT/5Tj7PvlLBy2+UcdFnihhwSpy3Dvbtgc+uB7fLwcYPSznnzBI0eiuSFwrr4VjId/YMHawzQ7FREE8Ct3Jb8D1IQgINxKQkUV9fTwYZU1bfE1RYJ2PQGRkZCCGiJ8qGSAhxDiorGuBhRVF+L4RYADwMVABfVZTRknknp4+D56Sk6KWGXN54Eq2TmcZSQO7Ci4cdhDchGc6zyW7CGGvEjx8vXiQJLOjQoGGNGUqMaqcno4BDbnizbyTPPh/sOABL58H/LMznSE0F+0r3ULCwiGatxDlroLoCTl0Ost/B5r2lnLu8hGS9lWovnHccGkLS3gd5PssCp1rUwvhOGfI0s5GEhKIFD35knGjQIOklnB4nh5SDNIsm2gN/uunicq5kzhSt6xg05kgLLqd5Bk7Qn0PV68zCZhpcZ6GA3ACeBvC8C9b/4XXxLkcpx4SJJJJJIjnoz0kkYcKML4Rnp6OHpRkZrEtQFzIZBRwO8PzBMJ5tPrj3MfjWZSrPrx6r4K1dZXxneREul8SFp8ORA6o/+7wOjh4o5XMrSoi1WdnshOuaRvKcpAGbpOE2fogRIz58aNFhtVrp6+ubkil8i8UyZYv8pnkGJsDzuILlUHU0AAo4/6XeIAZ/qbhAWtK8YAop2rkMDPRjMnjxo0ErTGjQkEEmbkWtgz/I8xsBf/51vBr8Hq6E078KF50OD/1S5fnDqgoOl+6hYEERR7SCz5phhzIUb/xnYylnn1mCLdbKRwGe66P482kWtRa/WwGrpFY8AtAH6k4MDmRMur/FGBpvsPxx8zyenOVHgPuAR0O2/QH4haIobwohzgv8ewNwLurqxDnACuABYIUQIgZYBiwHngdC4U2aTD6W129EI01u4YMLF/WBP6HSoiW1N41kWwof8gEZZJJCKjZsSEh4cGOU9NyWpOEGWZ3mqPao+Wv/6VcLf2dWqN1xLj8/n4MHKjiwr4xly4pwuiU0EuSmOygtLWX9uhLcPivX/D/49c3ww1TY4YLzYmC1SS1pRKCT1IAi6PNrkZBA46GLLlpopsnWhNyjMJ/5k7oO0TTeaZDhSk5Oxu/3j1n0OlDu5X7gTKAB2CWEeAW4BbgAuAw4C3hrwm9ibD3CyeY5JSXqjI3bE49BNzWNBgY1nOfMnmx6kx28yHMkkEAyKSSTHOA5BZsUi4SM069hoUHDIiNcL6vMVXvgvT4oNMD6e+FwFfz6Jrj6onwOH6ng0P4yiouLMGZJ1FXC3FwHhw6Ucu6SEiTFynNvwZlnqSb7jXg4xwJrzcN5VoMbkyRw+AVVHnVByVWxGh7jKdppx4GDWZbZbB/YiscyNQucImnQmCMFNtM8A5P050jyy0a0mrGnqJ04qec49YRXRNGiJYFEkkkmmRS8PT7S5qWhkXyYkJGRWWzSsdCo4fqAP9d44LgHFD/c8xjc/neV569/IZ+KmgoO71F57hfh/lxUVEK82co3W+BfPeq0dijPJkktkShQ0KHDp3gwogX8wZKEUxEsT6ozbRRN8wxMgGe3243BMAVFYBQ7eLerj4Bc3lgM3Iro+g6+pB3sZzc2bEF/NiHjx89ik56FRjXeEC5IXa/OUL+/AzaXwswzVZ6vuzSf8vIKDh3YRdHSIiShC+P53LNKEBorff3wjh9ipMg8WyQZn/Ah4ydG0agxx7AwMTY29qQu8jMajeOKPz5unscMlhVF2SSEmDl8MwSX38cCTYGfLwQeVdQkwO1CiDghRDrQF3LccOkMBsOEHcHnt6DTRq7DOVn58NHn7EO2yOylLLhdIIglliSSmc9C5ivF1HoFuTq1ocPVFrjSCDFG6FbUoPn+Afj20nxaayvYXVrGokVF+HwyRw6XsmJ5CXsrrHywE265CubOhDlCHZnWCjWwaPPBUQ+UOdVEf7MEv0yRuYNfDb1hLRQGpgGnUmMtfBrtOEVRxnMDthyoVBSlGkAI8TQqOxpURmQiLq88cX1MPEc9v1/Wo53kTd54pfVo8Oq9+PDRFvgTKoFgJatZJJ/DzzthqREKjSrLs3RwTZyafrf5MWjthP9sg788Dd/4Qj7tLRUc2F/GkiUqz+VHSilcUsL+Y1a27oHzN0C6GXblgNut8qzxgl0L5SE8l3vUVI+ewVlJ4KpYhSqqgu/TZ/Ch9WhParCs0WiiTplP8wxM0p8jyS/rkMTEfWVQKs+ttKE2/5jnX8B9unvC/DmZZGaLOeRKc3DKqkdna8E9AI0boaUD3t8Odz8KX7skny5Rwe7dpZSUFAf9efnyEvZVWMmfCX9Igb+mg1dRUISMSZKRkBignw462E8TrbSwmjUY+/8J5huxWq0nrWnUiWiaZ2ACPCuKctLKxrm9cRj1HeA7CCjsYDvtAZ8WCGzEBmhO5hT5bHplLfFGyEiHa78IV1wIFsOQP9/zGHzrsnyaG8o5cGAvhYXF+P3+IM97j1r5cBdcfTH8Jg1+laTgFzLGCDy30UomWRT5DIFR8Zlh7328wexkpdVqx1VR5uPmebLVMG4G3hZC3IH6PbcqsD0TwoZrG4BMRVF2CyEOALuBPw57rUmlxCmKBklMvLzZWJL8ErIU/uWpoGAP/NGhI9lXzJJAbe4EDexJg7feVuvOFs2DtTPhgjhwuSE/P5/y8qPs3rWZ/v5eVq5cR1KilZKFcMpS6NPCZid85IQjbjjigUoPeIZ9zFeZIr9fTe/JKWgymT7wOp2Ojo6O8UyLROJkBeo0yevAMdRpt49LNzOFPGu12qgfPFnRIk4Ct6ESsoSsiT6jpKDgZIBeGe7uCn8uUaO2wT7FDm9vgTVFcMlZaiF7gw4KCvKpqKhg61aV59Wr16HV6Cgq8LCmSE99C7y5CUoPqaPSBblw1VWQXzPx30Pr1qJzn0C67DjkdrujGv80z8Ak/TmSZNmARpqasmowFAmF+nMlx2illRjfHDKOqf5coFdbABd6YG0CXHKB2lXYoIOUxHwOHa5g82aV53XrTiM+3krJItBpoV0Bn19B6Jr5kI20004XnSPy5osoVnsDBNTX18dUaTJeHEnTPANTyPOJyC/ro86MKyj0YKcnwHMRp/PtZi2v96n+XKCHgkGe48N5nj+/gIMHj7Blyyb6+vpYt2498fFWli1SF632auH9AcjSQ6yxgVd4KSLPJkxEKzQhSdJJKSwwKK/XO66yoR83z5ONtL4FfFdRlOeFEF8A/g6cMdoBiqL8DvhdhKfEwMCAdePGjcM2+8F7R9TXk2UtTm8SGw9G3kfRHUODlgIm1qZV49EgFEF8Y+S8UwNGjiofckcI5+UNoPWAxgVHD0NdJcRYwGZRc6r9fn/QPA8e3ANIKBI4/NArq1PSSQqsVGBlxLOq0yZ76xjx+whZsH3j9oiVOyYrWZYZGBhg5P/J2Md5vd4JJHmFS1GUPagQf9yaUp4dfX36jannwubd4LtFXeARUL8rgy3lv0ASk0j3k+Lwa/aMybRhwIDJbg6WHIwkgYbaYRwPSl+vzmpITijbDYf3qzxbzYOVI+QgzwcO7EUIgd+v4OgX9PaD0w2Jelg5BxLioLoU7hjHgOKmtnC+TQ4T5m4L6eWZYftVU00jU1NxoK+vj+bmZmpqRkbz0zwDUf05RPpcuCTgw5u2g+8noIy8IfT4rCiKREPn2pHnP3oQE5YJ+bWxz0jBxpH7GzBwcBjbAjX3slSCw0Ktk2wOlP1U5CF/3rt3N4oikCXoDfhzvAZ0kgsZSCSZREbO/FZwjFp5Dkg78Xh8uFyuCftnNMmyPCWvNc0zMB6eA+rr6xv9ust+mPc5yDl9aNtHe8B3fXiFlwjy+Y14/TF0981BObqDVNIjcgVwgG1c5BGcOuwrQxJQKuCQpMYH1kAIEMrznj17AIEi1CY8vTI4FXBrwKRxRuXZg4+PlBYQ7UDtiOf9fv+U8T1cTqcTv99PR0fHqPt93DxPNli+CvhO4OdnUZOkARqB0Eg/K7BtNPkMBkPvhg0bwn9puQdao38enO4k9tddx4r8SJ8HcKdU85pmN+UcGuP04YprisfYZ6QlP3K73YUsotC3nkdbBQv1UGKCEgFnmKDPCV4/mI2g04DdAXqNg127drNmzXp27dqO1WpjcWERuw9JzE2HpAQYcEOMWe3XXuNRO+yUudSR5nI31HjhFBO8nOPjXs3Pwt5P4calnLLhlMCd4NTI5XKxZ88eVq6MFrpHlsfjIS0trWrsPSfFycnUlPJsMZk8G1q3abnk99B5nVpnOaBtR3/C0ln3YtRNYoW74XPY4x/iT+LOUXebUZZL6+wWXLbod+dLKWKmez2X1gjmBkbeFujV1c4lRrAJ6HeC16fy3NYFyXFevF4nu3fv5tRTT2Xr1q3ExFhZtLiI/Ucl1q4Dnx+cHrWsnCyDow80JrXUYrlbZbrGy4i+gxLgnafwc/Hj4Lbs/TPoyuqkPyF8lO5Krp6yBX7l5eXExsYSqe7qNM9ANH8O1b9/B8//j/rzGwPQdikoI9MQGrtW0e9KIz/jhRHPuVKbeV56N2r79kgq2LiA8g3h/q5HTyFLWOFfT2mXoNikjsKlaWHAA3KAzUOVkBAL8TFqTueaNaeya9dWLJYYCpcUs/uQxLwMSIyHAbeCLUZGETLddNGirhihnXY6aKebblYp1zKzbztYzqe900lbWxsLFkxsoCaaNm7cyIYNG074daZ5BsbDc0BjXvc+O9x+J+x6c2jba53QfWP4Ar8IsvfPoqbtXJbm3o8rrY+HxMPBNIxQ6dFzhv8SDtkNeGXCeHbKaiORwbRNmxtkr4N9e0uD8UZMjJWSkiJqvRIGSR2Z7pchRlLQSH666KSVVppopIMO2mmjm25Wsoo13jS0In5EGoYsy2zevJn169ePdQknpfr6ejweD3l5oxe6+Lh5nmyw3ASsBzYCp6EOYwO8AtwQyAlZAfQoihI56hySbzL5sZLkwS9PSQfWMPl1frQeLTHEBCoMJJNGGulkkkACBgz0CYW/pAmMkg+fIiGQ2OqE1/rUbjkDMryfCl63gwNHSlmwqASt3oZeb8RotrF7dxnz5hfxt2ckHvg3lCyAC06FK86H2QbI1MHnrOoHAaHWZ+72gxaJ0ziDdtpop51OZfQ7r8lKlmU0mom3XPf5fIjx5RjsAuYIIXJRob0MuHzCJ5w6TSnPPp8v6pCuJHwo8smdBpQ1Mhpf+P/fcJ5nMosEPXTNVXkVqIvvXANqXfCtB+H1TWrJwwEXPPxLMGicHDxYysJFJdhsQzzv3VvGwkVFyLLEukbI0cMZFnXxSHaS+vq/Nofz3ORVV3qXutSKHBURZucln4SsmboycZE0Wl7iNM/AJP05kjTCgyxPTdWeGGIwoKdEWU66CPdnL158QubWJPApEiDYPgBJAur2wf/70yDPDnbtLmXhwmI0AX82WWLZvbuMBQuLePRliQefhbLnBU/1aDjFpGGGPhW9nEqBtAiEFwV14SEAxi+AMOB0dk3NwrAp1jTPwAR5Hk9zjMlIq3Hi85mD/44hhhgsIfFGBgkkYsDAgJC5Jg50QkYJVPvd4YTXeofijWeywONSF1svWFgcjDfMFhvbS8uYv6SIR3sk7uxWB0NOtwjOsmjJ0adikFOZKy2EwHoCDVp8eBGafohQZcvn86HVnrx+drIsj+uaf9w8j6d03FOoK0+ThBANwM+A64B7hBBawAV8PbD7G6hlXCpRS7l8dRzvobe7u3vCpYn02l48PutEDwuThEQc8cFE+gwyibclUFNRwwpW4MOHBg061ODGgwc/fgwamePUcYwKVshncUuLgcd61Gm936bANRa1ruHWbaWcfmoxSDZ0WnXKLyEpH522ggPlZXzr8iKuvljimh+rK1tPOx0WNcEqM5xqVmvkztWrH4Y4CfSSxDrW40GNLNz9bo6YjyBN8VoLl8s1KbPv6elBo9GMmWCnKIpPCHED8DZqkv0/FEWZ2BTAJPXx8Rx5xbVe58Dts2IyTP2NziDPsVYbmb2Z5CTkkEIq8cQBIpxnRdAfsqzhowG15Na3YuClR+FHd4PJCL+8Eb59GXTbHbz/YYDnOBv9ziGefVIFr+0t4/zlRbydI3FFM1zfor6uVVLz7U+zqDwXGFSe07UwQ68Wuu+X1dcaUOAH4n/opIMmmmjtawWLTDvtDDA15bOGy+12RywbB9M8BzQpf46kiQ5wRPJnled4AMpiypjdO5sEm9ppdNCfAZqlKo5xjPXKeZxSAwfdsMIIHy6HrU+oPH+wSeXZ7bVhC/Fnj6eC194u46ufK+Lrl0q0uuArgSVlQzxLnBNjYK4e+hQwCdDoCkBRTmpZrRPRNM/ABHgerMEezR8mLg1ockFbgNk0j/6alZB0CIHEFXwlaryhk2TqqSHBP4MHugz8rF2dmQuLN9ocvLetlDNOLcbjs2EN8ByXmI9bquC1nWV8dUURX44N92ebBCsj8qxBIxnDGkUNyuFwYLWeWOw1mtxuNxaLZcz9Pm6ex1MN40tRniqOsK8CXD/B99Da0tIy4WhPiPH7tw5doG6nWok2k0ySSMaKFR8+FGS06NQRAgNUeCqQFAlJCASCfvqppSbQdrWWLoamGC2aGG5L3IDdL3g4AwweOHDIwd69pXzmrGKMFhtmvcqcJNQ6id+9Kp9SVwXbS8v4+qoinr1LQquBux1qXtFbferjB23qKNxyk9ru8twYWGKU8ChG9AJ67R0kxCVgYNJpOxE14fqSATU3NyOEGNf0hqIob6Ca3ceqj4Pn5tZWBQoiPmnUdePyJgCTWPEW0HCeM8ggmZQgz12xXbQ0tLBwxqLgMTIyCjKyrKNdFmzsh7f71ZGJypBR3RoPPH4Z7D4ID/wMTCbweBy89a4aWNitNkyKWpNWI8G/Xoabv5LPYU8F920p45qVRTyTKbFlAL7WDI0+9Txv96s8GwUsM8FpZvhpsoIi/Og1oV8SFixYyJSz2CRv4mztOWjRIuOni25aaSaRhElfu+EajfVpnoFJ+nMkmfRdOD1JI58QZkDDLGaRRfYInsP8OSAZmdhYG709vRhsBupC/LkzxJ/nioXcmJDD672Cf2SA3webdzmoqijlM2cXY++zMeCCpna1Kcm/Xoabr8znSHUFTz1fxpVfKCLeLPFmdmSeh/vzUqOg025nRn7kz/9E5fF4pmwUb5pnYAI8j1aDfVQJC2iXBmorLwjUVZ4PmvTA+hUfkjCj0e3AyxwMQhcofOgPxhuReF6nWccXbWfxk3bB+THwzwzQe+CDLQ4aako57+xievps9LugsU3l+dFX4DtX5nPEU8FfxuHPkXj2yAomyY9OqBza7Xbi4uImdk0mIJfLRWJi9F4Fg/q4eT55Y+njlKIonuzs7EnNtQrhR5a1SFJgJF5KDhb/FsLGaZzBOZyHEWOwRbAefaB2oCoNgelqxY8bJxqhQ2/Rsbt/F3UxtdRRRy/RV37upYyv6zfwZJZ6y/JCt4M0eylLlxaTmGxjTSPsyIWXeiFZwGXnqUHGRQvz+VVpBX/cXMaGkiLWGCRuSlRbAt/VRXBtqjtQim7zgNqNSoPa6nWtGc5s72FJRlJwpHmqGpNMNlhuamrC4/HUTsmb+F8qRVE8s/NmReXZqOvG7Ykf34uF8Ix2Meg3YCOO/+Eno/KcHJvMsUPHcOFCi5Y++qimilZa2cC5zKlUb8oi6YAHFAke/T1ojfCjGgcra0q55MJitAYbqxth10yIWwC7d0BmMjz0DHz18/n89mAFd31UxvqSIlZbJCpmw8/awnl2BXg2CXDIMndrfkEa6cxgBvnMJSuQWuZwOIi1xWIM3ghqSQv8mcoOfqPVUp3m+cT8ebhizB763Plg/rrKs64ItHNAxKJRXCylOKo/y8ghPPdSTRXVcTX0N/dRlV0Z7ZTsEJu5Ju7LXB6rrrl68nUHfR2lzJlbTEKCjTVXwM5/g1YLmz6E7FR46Dn46ufyOV5bwXOlZSQvis7zcH/WKzL3Dvh5tVvHH1IV/MKLgoJATMqfe3p6iI2NnfBxkTTN88R4Hq0Ge1CzlkByNuQuhtlFILSQuA2UfkCogbMISYkT6qixjIwl1kJXTxeGJAPVVFJFFXXU4ogSb3zER6zQncmOXMF8rZo18ZN7HOTEqTwnJ9n44V3wx+/Bb/4G6+bDkrmw7yhcUJDPb/eP7c/DedYCx+fAcU05JoxkkU2XvYu8/JPXOG+88cfHzfMnHiwDeL1eryzL46xpKIFmBmjnYTQl4DI9itm6CDQzVVAVF6BDL8zoQ9ITgkHxoBQvKAMgTOCvBvcWtOaruZe70ccZ8HZ56YqJPlWuQcNq1gbSIhRavIJrjzm4uL4UsbiY8+JtPNQHFkmdXn6yB74uQ2Y6nNcA/86CHxXnc8OOCt7eVcYr84q4PU3iF8nwjQT4SiNsi7A+y4+a51nqgoz2LlbPm83TPEEc8cwhnxnMRIcOGT96DJOqkjHeO7vhampqUrq6uo6Nvef/bfl8Pq8sK0Si2aDrotc5I2TLEM9o5wUCiMUjeEaYQYjgaw7nebBbnw4ddm03vXIvL8jPUSfV4mQIpKXKOr4Sa+G+7nAudMD3kuBHSYACLX649rCDi+pL2Z5fzDkxNh7qVldd9wNXdcK3BGxYAQsugC+fP8TzO7vKeG1eEb8fhefbEhWqpX3IyDTRSBONbGMrAMkkk9Mzk+TYFAYYCPAso0ePQIz8LJ+ARstZnuZZ1cT8GdDmgrRCvdHTFYN2EWhyEUKL9th2vMYvotPbwtqv6sTg5LOqIZ61dNFNJceoporj1AV5FgmCgoML1PnmYTan+vMa1rEBt6LQ6hO80O6gKLGUWopZu9zGQ8+qC6sH3HBDG1wBrFsW4PmzkFuQzx93VJAU4Hk8/lzY38ZOYyK1buiVZe7S/JIkkpjBzEn581SO4k3zrGq8PI/ZSU6rg0tvU/82mMPbCYvwG5xIPB+PPc4u+04ak8Zu8DHIs074WaCXcPqgv8PB7JRSqtqKufYUG1XAL25S15h8+3I4sh/OXA3HB8CvnZg/D+oUM1gkhQd4KrhtUV8hzTFN5IfxPOTPJyq32z3eYPlj5flTESxrtdqO9vb27PDOOkINGrTz1CkMXYn6syYTFA/gw5bQQI87EXNCyEp2EeUiK2418BBG8B4C95vg2QjewbtA8BvPoEAqoDSzlJx9M+nKiRwsz2QmF/N5YrDgkfU8YYc/HHdwY3MpL2UX83q6DZcMP6qD7ySoF/mIR229qpFgrxuua4ZHM+Brhfncs6eCGUfKWDVQxEs5EhkaeG8GPO+Am1uhK8J9cJqnjxS9hn69k8pAO+/d7AIgjjhmMJPZzCaXWZixDLXKjhjChaunp4fc3Nwx9xuu48eP93u93k9y1fSnQgaDoau9z5kcnrVsBG0+ppgi2gZKIP6qETwjTCCGjXKOyrMbWcTQIpo5xjFqqKaBejx4mBGbS4e9DWdCuAOWaT7g+0mf5b7uoW3rzGqb9iSNGnM87oDb61SeX84p5rVcG04ZftQ+xHO5B/pkSEtS63te91N49PaRPL8cwvMLDvhOqxpwrzLDPeJNIqmddsydMRyZeZi3eJ1Y4pjJTPKYzaxJ8BxNYy0kmeZZVWR/DlHhafDL1yFnnloyLuEDovEcG5eI3eEhOXnYdQ/6cwwefGwTW6mhJshzJCkahb6EXmxtsThSh6rLDPfnx+1D/lw2v5hvnmLDoIMH/g2XnqXGOrtccOEEeY7kz2c46ngqsYAHEhVqpYMoKMFW7ZPxZ7vdTkHB1KR0TPOsakyeAzKbzdjt9ug7GEfJqw3w7BMWOkQ7Rzka5s8A+mQ9M/bkwuzR328Yz4qOJwL+/McONdUzKcmGUwenHIObE+CHSfDrdlivABIsb1Y9PlK8EcmfQ3n+XqLCcelw8N+GPgNOg5MD0j5KAzxPpT8rioLP5xtXgYGPm+dPRbAsSVJDQ0PD0jB4hQ4SNwV+tqijbMHn1OmsuDgndrs9Ytkn5AFUw9aCpxTcb4DnQ/CWQhTz1ffezurY37HNshWhgL7fENY9zIKFz3A++cxFQsIrSxz3KvzxeC83Npfy5/Ri3sm3IQFXN6n1DD9jHWqL7ZTVAGO1SU3L2O2C5UbInZ1PdWUFZ9SVcY2miHdmChTh5VKbngus8N0WeKQnvB3RmY7jlORms016b8TvoZbn38s+9gbf9wxmMotZ5DGHWGKjwqwoyqTTMKqrq10MdVf6r5VGo2lsSC6YmyokiHsONFkgxYMygDVWxlG3H4whZXfEOKZnI/K8FV/i27zMSzQPu+xdmZ0k1CfRnxDe5XI721ktncd6s4bDbrgvTWVUr4ATuLwB9nQ6uLWllPvSi3l7jg1BZJ4HZOh3w+oieOk/sPsALF8azvNSbxGVcwRWyc/nbVousMJup0I7rVEX7Uk+CXOPmYF49b33YGffJHkeTWMtVJnmWVVEfw7VnBIYZ/Wc2NhYenp6SE60ENGf5TZE8hG2s41+xu7Q2j6rlawDM3Ck9oT5M7KOAUVwRSPsDeU53YZGC7UDsP8ltTSiyTDkz/1uWFMcneeFniLuy5C41AZfsKldV7/bCv+0qwMYJtmH1xLLerPCn0XkFMnx+bMXPQb6+/uJiYkZ17UdS9M8qxqT54Di4uKoq6sb34tG9OdN+BNeYbPYxAH2jzjEYw4EzQP64M+hCuVZkTU4FQ1XNA75823pxWxPsSFphvz5vIA/39MFi/2R441Zs/OpCuH5zxkSX7DBpTa4wKreAD5ihxQNnGWBv4RwnFifROewQcSx/DmOOLx4x+XPE4k9Pm6ePxXBst1u37Jv377PFhcXDw03CJP6GEURYVYGVFhdz4JnE/gOMLKqaxQ5H8AQ+wdmMYu2Wa2kVKfSsOg4AkEJyziLc9CgQUamhWaekZ7mYtcV3N1Zzs3pxfxgho0UjZrv81qfWju2yAitPjV9whWYLjzdAq/2wTVNcCgPfpkCawbyyW6v4LcdZWzKsdOuaeNi6RJi0HJvmoYbEtQV2YfcYJR9bHC2kpYxm3+zZ8xfq59+DnOIw4Ga0wYM5DCDXHKZQz5JJOPFixYtXpcXk8k0qXI5e/bskYHDY+74f1zNzS3v7lfiTivGAvqioSdELFo9yLLCqNOAijKU84YfPFuD5jucZ417M6sMq3hePBf2Er3JDrIO5SD8YkRzkjrpEA+kLyJLK9AL8AJ7PHBxPUj9qhHfmVbMT2fYSNWolTJej8KzwQinnwKvfgDX/BgOvTLEs6apgkd7yvAzl1fEm5wvLsSCluVmcEoaUkgNti4OVVxTAvb07qgNSMfiOZEkfPjQKhq0InqZvp6enlGnuKd5VhXRn0M1VqAcwnNcrJaK8n2QfG90f/ZXU6JZzofigzHfm8vqQtb6KWlfztnJqj+7ZS2H3JF5TgnwfPZxyNRC7ZyRPJ+9Wu3elxQPfu8QzzRV8I3mMq5VinilV+KRDDX3/p5UuCEBXt92hOfj5/CteIUO2ukLdl0eXdF4nuGdgayV8Qu/ynPgz2Q1zbOqMXkOyGg04nQ6R5aPm4A/GwYeZq3lSg6IkcEyQGdOB0m1KTTNbwhuixRv9AsHWiUOV19vGM9GLWxyDvlz8TB/FhHijV+kwNoQnr+mFPFqr8S/MhTMksK9qRI3xsMel0IX3fSgztoIvyC2JZ7m/NHj03H7cwSeJ5J29HHzfHIan09Qvb292zZv3tw99p7hCoU5KAVwvwUDfwbfPsYdKAekc73MGmUtPWl2YrpiyBzI4tvcwNmcgx49CjIfsZmH+Bsuh4sdZRtZUFLAq/OsfDlWrXjxtQBLiwzgU9R6sqDCaxZquSyAWi/8vgP8CryeA78qmYM9tp3je45zWD7EfdxDKy3oNR4KjbAzF+5Ohc/Zq8jMzqZWG/kDOJbcuDlGBe/wNvfzZ37DL3mSx+hR7HR11hEba1Gbwihjt5wclM/no7u726MoytT1ef1fKntPz9ZN23d2ESUYtlqt4S1sFRlkh3q9/W3geg4cN0PHUmiNhe5zo/Ks6f0u81kYshAuIAHdmZ0k1odXH0gjnTSRygydnxhJNdU/dsDKmvDAoijRxuWxqtkO8rzYqPJ8MIRnnQbOWq3+u7YRfvcQ+F3wcjZ8bckcsuJNvLn3efbL+4Z4lvwkksg3+Bbn8pnwhU8KJNem0DGjfdzXezjPv+VXfMB/8OMDz3Z1el92jOiqZbfboy6emuZ5SBP254g8fwc6lmLtz6bPUTmqP+t6f8FKVo4r/zGNdE5fdDoxh6xIXgm/rOHOzug8h/pzsladHQn1Z60GvvlFuO+X8F4C3Deg+vPL2fBOUj61Bhs3t5TxskNmYRUccAMCkjqbOMsqcfWsFL6dAJukt8d9uYZrkOft9u1Uxh7jt/yKJ3mMTWyknnp8eHErA9P+PEmNl2chhJq37ByIyvNY/kzvT0kgkVQilxLsyuwitjUOyad+V6SRzre5cUS8cY+4k939H/CD1lLemBHuz9eF+LN3mD+bosQbw3l2+GWEgB7RjV7jYbERvhALfVJb0J8TGhOxp3eP2hk2kiL58xNBno/jV/woch8oznEHy58Ez5+KYBnYs3379gmvuBZCYLVaw/uUS2aw3MxkfzXJcSszyCVZJJOzMIeFexeTpCQjkOinn0f4Bxt5H4PDQG5pHtXFlbwY+wQzdeqCrl+3Q32gOMc6C2gF7A54mk8BjwJ5erAEvgdu74RuGeKEH4fUxLb8jxiwDZBblkeP3MOD/JVtbMUvPJgkhS9pHFzrb2VNfi7viMkbcqh8+GijDRuxdNT/k2Tpy9B1Bgz8E+QxyxgCcPjwYXQ63cdSi/N/gUblOS7Ohr27Wc1r8x0H57+g55vQlg9tqWD/Ajj/Dv5xrF3wHUKRm1iqFI14qn1mG8m1KaCod/fncwHX8Q2SSEYnKQihjjb8sgMy3EOBhWKx8VimOm4SyvNaM2gElIXw7FYgLxssgfr6f/g79PZDkgTLTD5em/scfba+ETwPjiwUU8J3+R7zmA+AtcOGK8aJ1zT5Rhg+fMxQZqBzvwOdK6ElBrpOh7471IW9AY1WaWCa5zCN7s+KP3Bz7QZfXYDnb0DbnBCe/wH+Ywgho9P04/LERT+b6yk0+NR0iigyYOCzXMB1fJ1MUxa5s3LZd3gf/bhZbFDIDuFZtth4NBrPjPRnn4DZjXBLG/yiQ/XnZAn+ng4vJAwFGI1emeU1cF+Lm4qKoxQuXsh18SChnFAu/aCsXVb64/vx4aOWWjbyAQ/xV57jWRS80Ps/4H4P5L7AI3rayjTPYRo3z3E2gb3txag8jy0PGs8WVimrIj8tKXTktJNZmRXw56+TTOR4o7W0BVGs8Nxca0R/XhfBn6PFG0khPGusNn7dXsZGXuXP3M02tiILDxYJcpml+rNvPinVqbTnjpwJnKh8+KgL8PwPHsaLB9H7Y+j9EfauKuJsuk8lz5+KYFlRlF673e72+cbTjCVcaWlptLS0hG8UBjCcN7k3I7eCv57rlZtYkXgKNquNmtoaqqjkXu6innqMDiO5pXnUFFfhtrn5IpehFwqtPrgjpMvreTEq0AeH0p6p9oJHVleZggrzVY3gFxqSRTKLKaQ1vzkYMMuyzH94l8f4Fz6/j6P791C8pBCdRuYyvkQc4yxDNoaKlWXIvlq6ejNIsB4C724QMWOmwgyqtLRUttvt70/Jm/lfrhE8K96A+XrAV0686T90tbwCrZnQPgN6rgHXUyA3jP7CUaTvvZ3VrBmx3a/3Y0+1U1i1lFv4PoUsRYcOH16qqOSQfJS70xSWy0OBRZPBxovZaj3kSDxLhPNc4wWnCzYsUztQ7n4OrBZ19MKiUZjHvCg8P8IAA0hIWLBwCZ/nK/6vknN4Ji1jTPONJQsWdV1Bz82DV0LlWekNLKZURyYURYlaw3aa5yGN4NnnBb89yDMD94H9K9CaAe0zAzw/DXLktTcZiR/R0Dl6q1z9wFOsUdZGfG4hi/gu32MJS9Ghx4cPd7aLI67DPNH8IMVKJ3d3lXJ3CM8mobYEvnM4zwIOhdYZj+LPPqHm6385Njxg1sg+ZlaWMXNuPj69D73kI1YjcQmX8lWunbw/KxDXHE9P6sgB0NXKGgz9j0H/3dB1JrTaoHM59N4KrpdA7lTTEeXeYFOJaZ6HFJHnPjv4e8BXCwP3B3lO1l5LW9OWUXkeSxrHLSxkEQYil6hMzU0hv72A3J68IM/R4o0Pbe/jk+wYkMftz6PxfFcq/LRkDu2xTbSXdQT9+dFh/lxweD5zZs4hxjC1zUgKmIdQnDBwDz7H/bgHKjA5UqBzRYDnl0N4dnyiPH8qgmUAnU53pLy8fMLHpaam0to67G5HWCHmtom/Cc1sSNiMTkpBEhI6RSK/YA7ldUd4rv9ZXLjCwHXZXGzgVJJJwaVo+EoThIb7q0zqtEh5iBnvd6kJ+BuGOl3ywYDahESR9VzARcSTEBZgIMNiZTHHKo+QkthPrFWDXujIYQY3cBMbOO2EymkJBCtZhbPlXmzmWiQhq6VvTJeGL6wcRZs3b7b39fVtn/Sb+D+m+LjY4+UH9qt3yM4noPvz0JoA7fOI53rsDgOK3DU1J3M+gCHQ1CFUCSRyTv65JDYm4etVR3I9eHiD13mSx/m39CiN/Xv5dXspT2UX02Cw8ZMkmKdX85jHw/M+F5hN8PL98PsfwctxkFALbw6MznMdddzLXdRQjQcPegy4j7pZkrWEU2JWnRDPxUoJir8W5NqQrQIst4CkrmBvb28nOTk56mtM8xyuIM+VZfDiXeqAREcxtM9TU4bcr4AyPp4zEz6ioXNtpOZgQQnHD8ggg4SQBjQJJHItX+dCLsaMOcjzm7zOk+JxqoqOkXgsiW073qe4ZBF351n5eTLMD+E5dL5ikOcjIcHFvlH8WQv8NR1m6dSAuU5v5cmG91mQnsDLGU9yL3dRHeRZf0L+bOmKwWlzIuvCp/UTSSKNNETvD0O2KuA7AgN/g+6LoTUJ2ueD49tqgKfI0zwPUzDe8Hnhjb/Bby6F2gqVY8d3gjwnWMvp6itAUU6gJJpvH7LcyhJladhmlefruEi6mKIlRRzadwiX7OINXuNJHo8ab8QICz4hjfDnlVH8eTSevxavsFv6gF35O6L6c3NHM65+F0tmLA3wfOqUle9cq6zFMPAIAO2OQpJj96HyfDjA80UhPN+gfpf6GyndvZWPm+dPTbDc1dX15saNGyc896rT6dBoNDidIflbQqil5jSzoh8YJgPE/AqS94H+FJBi1CkAfzU632sUF5aQv6sAS0dMGLg55LCatciyntd61YV9g5qjV0ctTBIcDTHjMpcK9HnDFjhf36wauQYNX+YKNGiCAcaasnUk1cdjb36DOXEXQO9tIPejUdRC92tYy83cQi7j/X3DNYd8dMg0t3SSFqeWg8F0lZp7OE5t2rTJB5RN6g38H1RrW9uLm57+B1TuV0c0Pe8FSxQKIRNrqcbeP0bNoAlI53qZ1YGROC1aTucMrudGcjQ5LClcwp69e+hSOvkr91NGKQBGh5GKsiMkFMXxcoGVy2xwW5KaOvRqr7oQalD5UXje4wK/pJZGzGqAn7SrHI/G86AhO3HyGP/ibd6krbuN7q5u8mfls5Z1fIdbyGXi5QsHb/x0vT8Pf8JwdtgsSUtLy6gtiad5DleQ5xuK4e8/gNoDYLp6Uq+l1/YTY2wag38HwruXU5SVYTxnkYUBAx48dNPFX/kLpexWX9epR/jBp/fxUt+TrItxc1uiglYwwp9H4zmSP387wLNRwCvZYJb9XCLsJNss7OvZiV2248TJ4wGePXiCjUgm489Jx5PoyBmZt3+KshLhLYWxFg/668D1KkiJIKRpnocpGG/4PNBaA3veg79+D0xfhZD1H5KQsZlrsfdP7rt1UIa+O4Kzf+E8Z6PHgMFqIC49ln8ffTrMn6PFG69MwJ9H49kkycxnQVR/fsL3GDsP7mR+4XwkIQV4XhfgeeL+HKpkUkgiGXp/DECrfRlpcTsj7+yvA+dj0HMldKxg586dgo+Z509NsNzf3//i448/bp/MsVlZWdTXDy/sLYHlprEP1p8FKdVg+W6g8YNWDZSdj0L7IiT7paQa3mRp7lLytxVwfFEdLpsLI0Yu48vo0OFV4IZhmSDrzIACDr9aX3lQ5R418X6BgbAi/BoBu5wKThniiOcMzgJg+ZxlxGGj/MBOSvJ+hST5YeAB6P0+g/eVevTYiOXLXMllfAkLY/dVD9UaZQ26gWdosS8nNU794iHm+8FRuLFUV1eHy+Wqn148MqSuru7nXtl1UOG5ewIGHJ7Okha3kxb7sik7n+T4HjPJpZAl3MytrGQ1OnRo0GCOM+NN8vBs5bN0oJb9CTXil2Ofo1Oq4Kksdbrao8CNw3heG4XnIwGe5+jDeW7zww9awenXEEc8Z3I2wAhDBtjt38WH+zeSuyQXr1BLDMUSy5f5yoR5nkM+GmRwPRn+hOU2dcYJtTyi3W4nPj7yFPk0zyMV5DkpS93w4A/BfB1EmVoeSzNS3qGmbfRUOa3jexRRMoJnDx72sYf7+TMdqAFlkOdlVVSsPkJcQxzVBw4i+X0R/Xksnof78yDPLgXiB7p5of0jlmYls3vVVnpsPWE872Inf+MB7NiDo8wT8WeNR4u5x0JfYvh6ER06llKE1nHrqMcHFRjwmOZ5pILxhtECn7tVHWA7sAn67WD6Yti+afE7abEvP7ETDtyLCQPr2RCR573s4eXZLyJ1S8Q1xY8IlEPjDY8CN00Rz4P+PBhvhPmzT5C7O4+avCoeNT8SgeeJ+3OoVimr0Hh2AE4URdDdl09CTMWYx9V1XIbPJxo+bp4/NcGyoii1dXV1A2FVAsapzMxMGhsbw6tiCAOYroHhVQIGJWVA/CsQ/wJI6WpgKHvU3FL7F9UpLNRbtL6Wn9FQuZ+FixaSezAPfb+BS7gUAwb6/YLvtULHsOUCZ1vU7n02jULdHPWxyAD/zFCQkHEpsMwEp1ngzRyFytkKc0wduCU7WrQsYzlflq8koS4Wb+9mZqa8xv7abyIrEuhPBesfw+rzDo5i5FPAzdzKclaMazV5PPFkkkVH/SMkWI6i1bjV1x/WgWg0vfTSS56enp7Hxn3Af4EURamtOt7Q3ZsxH/q7RxhwSuxe2nqWTOEZBSg9nK9ciBUr+kDumwsXz/A0m+ZuxNpqJbY5boQRA2glBS9e+mUi8nxOjMrzsWHlQI+41ZFolwIlw9Lb/9oNx32gVfSUsIy8QPX9cEOG3NI8mmY28veYBznA/rBRuYnyvEZZi2Hg6fCNmhnqjFGg/FN3dzdxcXFRyyNO8zxSQZ7P+Jq6Ye/7MNALps9P6vWSrAfpc2bg9CRE3kHKgJjvIyn+ETw/y795lVfwBQYLhvMs62SWLV9GYnwimz76iN8da4/qz8N5LneDLgrPD3f6KTt0mOrDhyguWcKhmaXYsUe8AWynjfu4Z1I8J9ek0D6zbUTpxEUsRlG61EZa41FgwGOa55EKizdMMbD0DPWJl/+u3liHKCW2jFb7slHThsaUlI7O38oaZW1Ef36NV/AJH1XLjpF+NIO87flh/jxWvBHNn8vH6c/LWE4eagvr1vxmBqwDLHx/Mb2JDrqyO0+I50jSo2cRhWgCN34dvQuJj6lAiLFms7W8+p8kqmtq7xr3yaZIn5pgGUCW5ZfefvvtCSOp1WpJSEgYmbsMYPrCsA0aMN8CyRXq1KxkUb9E5T7wlao5eO7Xg3s7nFmUVt1Kce7N5KVsZm3hWpbsWoqmRoska6n2wkP2kaddbwGEQpUoZ7PucTbrHqdPdPG+9nEsGgWjgHdnKLyQ5Sfdsp8/S7/nQelunuFp/PiQXTLdu+30NP2bU/J/wrysf2Mz11JW8zvk2Jejjvpq0WLAwJmczfXcRDoZo167FcopCN8BalrXMzP1LXWj5ftqI5hx6oknnujp6+t7cdwH/JfI5XY/9Y4uF155ZIQBazUujLpuHAM5J3gWDZhvhuQKdMKGXqgtRz24aaaJP3M3FRxFkRSqVhwjozyTvB1zwoy4mBJymYVG0VHthYftI8+yLpDztmdY99fjXtALdXp6nTn8ORm4slE1aj16vsBlwVGIUEPuj+unc0YHPny8zIs8xzO4cePHP4LnDDKjXol4EsgkE+H4QfgT5hsIjTwaGhrIyIj+uZjmObKCPGsDY1SvPgKWH4x6TDQJAbPSXqO69bPDngn3Z61kCuG5mT9zD0cZWtsS6cavmBJmiTxmZOcSv/QU5IYaft64laL+VqRAxLM+YG/Dea7zqsFyKM9Wv4eLuo9xe/0m/u00sHTlapKssZzHZ8N5HhYwj4fn4f4s/IL4pgQ6s0d2j12rrMPQ/+fxXeCQAY9pniMrGG8YY9S21QBP/wakLDWNMyCdxkWsuZqO3oWTOMuQP0uaTAzCGODZE+bPg9I79SCDrPNj7FOj21B/rpqgP9dNyJ/VUWLhF1h6LLhinFh6YibE82j+HKrFLEGR28GnzmTXtZ3FjOR3xj7QeBEvv/qW3NPT8/y4TjSF+lQFy21tbU899dRTk1r1NGvWLKqrq8M3StZwM9etgOTDYP1FIEgOjMwqA9D3e+hcA3JzcPdgoJx3JzZTA1LPtaQat3LG6jNw9jnZum0bN9YMMDy6z9SCVQIvXiqo4CjlHKUcFy7KKaeHHgwS9Ent3Kn5Kc+LZ4IF7JuVJrY1bmPrtq3k5mRRVLwejaSmcufP7MaW9BnK9h5Flke/AzNgIIkkvsZ1XMBFEVfiDpbucrX+Bp9sJNZcq47oGDaAGB8aDoeD+vr6PkVRjo/rgP8iNTQ0PPbya2/INJSDlBlmwAAzkt+lrv3MyZ8gyPOv1Dx7oUdBwYOHzWziYR6kl6GZGp1TpxqxVsbQr864JJEcrHXsUuArjYzgOSvA84AC+9zhzylAvRcMEnwmQqOxMhc83qN2R9Oh4wt8CYFAyAKzw4zL4sbsMIeVJy3nCH/mHhxKDz5ZTcwb5PlavhaV5xXKKQjvfsAeslUP5q8H24b7fD46OztJSUmJeEmneY6uIM+rLlY3PPELkGaCdsmkXi8jYSvtPUtweQLpMBH8WUHBi4fNbOZh/kYvQ2VCIwXKw3m+ptPE7RnLeSh5ESX9Lfzp+EZu7thPb+Nx2hwO9rnCaVeAugEvvV0dnNZVyf9r2sGPm7bjFhr+X/Za/hKTx5MOMYJniBwwwxDPLbQEWx1H8+fk2hS6MzpH1LLNIgsrFvV7ajwKDHhM8xxdwXhDkmD+akjOBp8PyjaDOTzVZWbK29S2nTuxE0TxZ5XnD0f4c2gq0dE1R0iuTSHvyBzOls+dGn+OUMhiuD9f2Hcxc7YV4EjuoXJVxTh4Vk84Hn8O1RplLYY+dXDY5YljwJ1CnKVyzEvq8F9PTU1DxyfB86cqWAZ2bdmyxefxRG5HPZqsVis6nY6OjmF35JoZoD8DYh+BhPfVihfSsG91BZDrCCVieKCsyoCkK8So1VOwcB4Zc/K5smEX17XtJ9U7VBNwrVlNqvfjp4O2Ee+1PbAtnvihqQsFYlvimLO1gOq2akpWl5CaFrjDNX9XHSmIf5X8uQuw2WyUlZWNGTBLSOjQU8gSbuH7LGJx2PMLWAhKL+U1ueSnBzrAmb9F1NZpEfT666/Lfr9/etQisnZ9uHWbw3P+TRENOCWujA7HQnz+CeZ9iviIPCuKC6/i5RH+wYdsRAmx1bCczjXlpFalkX4sk8uVK9TOjYoPt6Iw36CORIRqkGevok7rDddgU4diU2RDuS2Q66lFSyYZnDKwktnb8ulP6KNy9dGIhpxDDjFY0LpeVFvJKsqoPA/e+Gl7vx9+cmN4mkBjYyPp6elRUzCmeR5VKs8X3aL+y+eF/VvV9R6TkCRk5mc/yr7am1Bsj4zg2YuXPvr4J//gQz6IzHNoKhFavsyVaNEyIKsteweDh0a9lQdTCvl+9jqUpHScbg9VFRUUHfyQO49v5I7jG8ny9HHn8Y0c3rWdpqYmZpn1PJE0nx9kr+PNuFm4JbUy0PeH8bySoRq60QJmBz08yANs4SO8eFCIwHNfIQn1SbTOHpaQCqxS1qB1/4dxNdmS0oMDHtM8j6qheEMIOP96detfvwvGC0EMpQjFxxzD5YnH6U6K8lIhiuLPKC4Egid5Iro/h6QS1aysYol2CTs276C1u5s9LoXKCKHRWP48WO2l2BjZn7/fCk5Zoa6qjpbSFhIWxNGRq64FGIvnrWyJzvOweGNQOczAghEG7gSgtu0cZqa8zZhNg7XzeOOdWhwOx+Nj7HlS9KkKlhVFkRVFefHll1+eWNu9gObNm8eRI0dG5i4nvK3mjErmyCOmkhlsfwPTFUC0QBmw3aMakdDgFR66kmu4+NRV3Do7iT907eU3jVs51XGcczR9xAgFLVraGbmiuYlG/Pjx+rxkd+WQXp7JvI0LsLXFUrekhuqllbytfxM3bvWDZv0VxL8aTL3Iz88fd8AM6h2jCRMXchHX8Q0SUT/wa5S1OFv+hdcfQ3LsfkALluuDo3Dj0V133dXV3t7+wLgP+C+Soiiyy+V6+pW9x+D1B0cYsCRkMhM3U9+5YfwvavoKpNSM5FnuQ7g/BHzMUfLDDhluxH6dn2OrjpLvm8vhLYfp7+3HKzwc1nzEvelu2vIV/pCikBOYbT8zBmIk0AuF7yUqPJWpPmbp4KlMhTl6BZ+i4FPUrpXD1SOr1TF6fQpNtc0YdprwzHXTlqemTQ035IUs4mLlYnTdX4KeK6DrLJDbgx34IvGs3vj1gGdj+MljfgCSbfD/g7q6OmbOnBn18k7zHF1hPM9YoG78663qDckE1jiEKiVtMQbbeTR0rgnj2YOHSo5xL3fRQPji7UiBMsC5fAYrViQkXDL8v5HjFHglDYUZycyfM5ui4hJ+MmMDt+Zs4Hs5G2jQx3Brzgb2zF/L/EWLScnKId46cjhukOc+P+gxcBpnhKVTRAswFBQ+4D/8i38yQD/eQCE7HTqMipG0fekUFS4lQZMYdj4zZuZSEFI3fAyZvxX8cZrn6AqLN/RG+Mw31RSjxmPQUQ/ma8L2n5X6OpUtF4z+oqP4M+638XoPc7ZyTtjIa1SexXnMmzOfoqIiyg/ux1h7kKY8L39JU8gPaXp6Vow6smwQakA336A+jEL9u8GrNiiJ5s9xTgfPf7iFXpebtWvWcUb8WePm+f0oPJswccGweGNQq5U16FxqyqfXb6S5+xQyEzePfl0BzDfz4MOPeD8pnj9VwTJAW1vbXXfeGVo6fvyKiYnBarXS3DyUSoHQqsCOFQAGAmaH/K3IgbLhs2owLVnw4OZVXuZV8RL3aH/O/qyPOH39PL5xymJusriYdfwwH364ke1bthN/MJG0o+mkVKahc+tIL8+gu8zOpo2b2LV1FynHU3HFOClfd5j6xXV4LOpt4AH200YbfvxqyathOcoTDZhBNfYMMvk2N3ARnyOeOI5U9DEvK3CjZrwQJlA/sbq6moaGhkZFUcaeP/kvVVtb211/efBhF6dcENGAZya/S13bWSjKGB9F7XxI3AW2+0GKHeJZ8avVWxw3Qvc56DtWsJpTOFU5HYhuxPnSXNbOW8vihYspLSvljcrXeVt5i3s1v+Qlzb/4YkIr5XkK781Q+EygeYNe8pNpLWNurPowagaYG1uGzlCNT7jRisCq7Ah6t9PJR9u3Y3c4WLNmDZ9P+kJYm+tBQ15SVsSF/gvVQNkdGBDzboH2ueDZFtZRMpTnc5XPYOh/aNg1KwRNXvCfHR0dWCwWjMbIXjDN89gK8nxxYDS57hB0N028jJx2PiTuBtv9LFi4lMqq4zidTmRkPHh4ndd4iifUAYMQReN5LgUUsgQ9ehyyn61OhZgoH6nTLSrPftSqAMN12AP9srowanie56Cecqitrn2BEebLuSIiz8MDDIDjHOce7qKaqmBaRnV1NQlxCcyJz+fb3MCZnIUWdSS7SClG8deBXDX6NQXUAY8bQJimeR6HwuINIWD159QnnrhdrcseMsuakbCVrr4CBtwR6rOP6c83QfdF6DoWkOjr4lrlOgwYxuB5KXr06K16WlY3sdXwAe9ueZnClh1sTetn20yFi61wRmDZlVdReCFbZstM9VFggC0zZS6LlXEp3jB/lhSFwv42ftS4nas6DvGH+AU4c+ejSJop4RnU1IxBfx7k2YKF2cxBcqj+Ud1yATNS3g6mmkaVsFDdspqqqpqKT4rnT12wrChKxfHjxxsrKyd3PebOnUtFRQV+/4S7Z+Po81FacQnF8yvCA2UpHeIeB8mCHz/NNHOIg8GnD7CPv0l38i/rA8xbCEuWlXDqqadSUlLCWalnc5b1HM4ynI1N2Dgr9hxWzlrFKetOYf269cxbMo/urK6wHLUccrhMuZx0JQ1ZcRNtfmIyAbMGDTp0LFQW0tnahE5vJc4SyPW2DI3CjUf33HNPb0dHx+/GfcB/oRRFqThWVXWsMns5PHffCAPW63pJjt1HfceGyC8gzGC9E5J2gW5peAqR3A/+SugoAucj6jbfwWDAvM6xIaIRW7FxCZeiR481zsqMNTm0e9uZ9+ECkmqTqfZX8rD0Z+6RfkuK+QBmSf0sddHJi7wQfHRj50Ve4C3UBbFmCc4bNhCX7unjG237+GXrDpgxm7wFC9Fr9ZgxcwEXhe2bnJ/EfNt8Duz4G7Lr5fAXkuJBu2BER8lBno2KAPO1YAjJK7R8N7guQVEUysvLmTs3egvlaZ7HVhjPpgCLT/0JLN8b3wsIM1j/FOB5CUgx6HQ6FixYwP59ZQhF8DRPsidQazZU0QKLUJ79+BmQ2lhi6aRqtsLr2UpYQ4ZEDaQGxgNqo2T7lbvVT6hZGlmfNlRXN6llFiWkiDyPFmC4cPEEj/EWb9Dd1019Qz0FBQVBnlewku/yPfKZyypWo+/7VfQ3EnaRLmBwwGOa57EVFm+YbXBpYI3T2/8Avx70Q2tKhFAoyHya8sYvDb3AmP5cFfDnfwY36zoWkujr4kuOK5hVOicCz9Ywnptp5pB0kPa8Vvav38sO21be2vciXXve5OfOo4judrxeLy5NG3/S/CT4aKWJP2l+whOa+9AIH4qzn3MGmriq/RB3Ht/IKf3NPJ40j19lrqTSGD8lPJcrR/AoLvUmAcJ4voXv8RnlfBR/DcjHcXttNHefwszkd8f+jzJ9mb/97SGam5vH+UGYen3qgmWA9vb2X/zhD3/omcyxJpOJ7OxsJtoN0OFwUFpaSnHxMmzpdwRTMkBSy8sFvqRl/LxI5IWYduyUip3oJNWFTQYTM5NnMjtjNvnZ+Rj0BvLS80iPS8ckqa+XjVoNQY+eYpZxs3ILVypfocB9DG3bXHT9947aI30yATOA8EmUH6lj4ZKvQvwbal63dsG4j+/v7+eZZ57p83q9L4z7oP9StbS0/PTe++6XkX0jDBhgTvrzVLWej1/WhR9ouACSa8D8jUAN8JBRf7lfNeD2xeAfVpvSdxDX8c8ilUokFyeHGbFAcBmXB0etZPy8rHmR5nmNVKwqR+vRUrBpAdn7ZiC6JA4o+9EG7vpbGJlLCdBJJ7pAFc9VJojxe1jvqOeXjVv5edd+rs1L5YrT1zEry85RTSkePOjQUcC8YF7bYOpFQdKPsBk2U1Z1s1omEUCTC4nbQUqI2lFSkkygSYO4Z1WetfPVSjhCfV/Nzc3YbDZiYiJHP9M8j19Bnk+/Ut3w2gOgmEF/2ugHBnn++gieU5IsGLS1HK9+gc8pnyd+WJvoaIFyJJ6f5kkelO7iPul2MmMO8FK2n7o5CjfEK5wXo+YbA+yPkN8JUOFRA2WAVVFGlgf3u7cL+v2M4HlQowUYALuVXfxn73sULi5EI4aidz16rFj5ApehQwvu/0R/I6Gy/ACEdZrnCSgs3siaCzMDVS8+fFVdKBmilNgynO4ktYpRkOdvRvHnf0H7opH+DDjrz6F291GWFy9HsQ0NlKk8fzmM55dC4w1JoTurk6Orj1C2dBflxj20tTSwfft2SjeWMWvnbGbsySV73wz0Tj0zy2YRuzWebRu3cfDgQbI8vRw0J3Fb9jr+llJInWEofarCA/+0T57nxUohBRSgd/wA/LXqWpOA9OiJwcocZqOXe0DKpKLpUmanv4gk+RhL/dzIM8++bP8kef5UBss+n+/VV155pd9ut0/q+FmzZmG32+nqGl9hjaFAuRibzRaew2z5H9AuBKHHg4ctfEQX0V93Fnlh0xdjSULi88oXuE35IefIK0jo/QOGlhik7otBrgH3uyNG04ZrMgHzoUOHmD17NkZzAhhOh4Q3g4HFePTII494PB7Pw4qiTLjr4n+bfD7fqy++9nqn/axvwoevjTBgvbafrIRN1LQGRkU1MyDhXYh7AjQp4Sk4igdkO9gvVVMvGDk85nBmUVpxASWzfsM6617/4sAAAMkYSURBVOpgSgbAejaQSmqwVfAWtgR59uv9tOQ3c2TDQezp3STVJRO7KZ4dm3awZ98e6mvrsXTFYOoxYeg1IvwCk92Muc3CkYrD7Ny5k92bPuD2tl1cbejnG6cUcvH6IvqyD3Gn5mc8IR7hDV4LTq3rUdthr2bNUI6y+0XyM15QyyRW3Yws5Y0ZKIdJsqg8J+0Njm7IskxFRQX5+flRD5vmefwK43lQm98cwXVQ4+R5Qdp1VFfXo3S9wXXKN4MBc7RAGUbnuZdenhf/5k7NTzmge40fp/Txzww1PcMtq5UAIsmtDNWx1QqYPYqdv9sPJkkNdgZ5Hh7ojxZgZFfmkBs/C6vlKDgfD3b5HJQePQY0kHw0MHo/ymdAWwC6hSDENM8TUFi8odURTDF66PugXw2aofKeQsC8Ge9xqOV+lNjHAzyH3FEFef4COK4nqj9X3UrJzK+TbXIGUzIA1o3C83B5zB5ycmZQuLiQlWtXItYrNM6vpy23la7sTnw6Hy2zm6kuqmT5qctZsWIFs+fOpSc+Fa80FNgL1Lrj781QuCZOwS9UZCbC82KlkAu4EH33pTBwL7QvVFtTDxvoMwgT6ArpNZbR7VxPZsI4OlbrVvHYE+/icDj+/Eny/KkMlhVF8Tudzt/++te/nlSHFiEEhYWF7N+/f8x0jBGB8qAGA2brD0GKQUHBhZMP2Tjq681mNtIELquQfSzwG9B3rMHQmgH9f1CDY9N1kFwJ8S8zsljMSE0kYG5ra8PtdpOVFejGJfSB3O7xBctOp5Pf/e539q6urj+N64D/cimK4nc4HL/444OPwNYXRxgwQG7q69R3nIZX/xNIOgT69SOrtsgO8JYFaoG/GfFcYYtT9R+E5TBnk81a1qk3c4qCVtFiUSzEM6wxhIDeFAd1S2tYsWE5q1etJi07jT65j4T6RFKq0sg4monerSe5NgVruxWv2cf8+fNZtnY9Xz11FRsKbbxmfYo/a37FB7yPHHBVHz5e4oVgbpsWLacpZ6DrvnIoRxnUgDnGQdnxR5CJG1+gHHz/epXlwPWrr68nJSUFkynyTec0zxNTGM8L1RbrPPS9ALOhdVZ16mBDVJ77wLs7yLNO42TJzPsoLWtA9KgBc4ojNWqgHMqz6s8uNkXx5x1s537N77GLTjQCnMpQlYBIOuYe/F1H5i1bBFwXB8dmK7yYJVNHXRjPl3PFiO+ASAFGWn0GczvmsSjPjbZzJTi+Dt2Xq5/z0JhA6NUbjJifQXI56FZGftPm7wC6aZ4nqLB4Q6uD9ZeB2QqODjh+GMyBKhkBnhNy38ASk8XxhmFBbBjPb0Q81/DiAYMpGdcq1zGb2awbJ8+DGow3fHjpEB24Y9w44wboT+hD1sq4bE58Rl+wc2sozwka+H6iQuMchaez/MSby7hH+i0vS09OiOfF/pBA2f1qYA+XyrN9kOehmwYFHfsOVLC48HREyhHQrWI0OaUbueueBwY+aZ4/lcEygMPh+Nvjjz/eFbZYbwKKiYlh5syZ7N27N7w6Rvg5IgfKg5LM6vQKahmjF3heXXAXRXr0I+7CxpJOmNB4D4BvlzoyYPsrpLSC7U+gzQvUZxzforvxBMwDAwMcOnSIwsLCqOWzxtJdd93lHBgYuE9RFPukXuC/UA6H429PPv9ie3PxRcMMWJXWdApz5q7j4PHzAzVmI9y4CD0IW7AqxIhzRKriEpLDfLVyDdrBpqfKAFLv/2OpV3CDciPXKl9jLgVhXZgGedZqtSQmJNA8q5H6wjrqimqoKanCbXZzfEktjQsacGYNYI4xY9UKqqVD/EO6n1pqIr7PY1RQSw1+/GpOm+IB/bDW35pc8hf/BltsEmV79k8oxShULpeL6upq5syZE3WfaZ4nriDPGwILVrtboOHoUCUG/Tq1sUjMD0fyrCiB2va/DdS2H0rviY+pYmHOP9i9uw5n85vMK11AZ3HHiEDZiJEvcUWQZy//n73zDI+rOBv2PWeLeu/FktzkbhlLtrExxrRACMUQQmiBAOkhCSUhFfKRkDcJIQmQkJcQ0mgJgdASeAMBF4y7JPemYsuyJauXVdt65vtxVutVWdWVJctz+zqXpVNmz2pvjZ4z88yMi9d51beqX39YsRJLLGC0GPc3zVY3hXbQpbEq2uXehvDZVng6VVI7S/JISidHrO/yK9MP+bP4A8eo8PkcRzyXepcP9sc/wEiuTmHusbkszTNjbT7v1EmOt6B+Lrh2GcGXP1okmKZB/PsQ+3yPmXUQ4RD2GRAW5fMI6BFvSB0u8qZh/uH7Rhqc9RKvz98DLYK58+Zz9OhRurq6BvS5x2sEmGXLCJibuY07fD47pYMdbBvU5+54Q0PzLf3eH9VUoaMTocHtMfD3DMmJmZJ7klrZanmNX5ke4g3xGp109qmfB/I5JjqGrJ3ZmJtu8AuU/XC8BS234z9xQFlZGQkJCcTGp3t9/q/X54S+12tJ/PbZUpqamh8db58nbLAspXS3trZ+8zvf+c6IcpcBcnJyMJvNlJf3HUU8aKDc42acmKSJc+W5ZJMd8LQpZOEaQO5+EQJCLoWE7ZBYZMyWoEX0bYUZIgMFzG63m8LCQvLy8gLOCDAYLS0t/OY3v2lpbm5+bEQFnKVIKd01NTVf/dFr6+EfvzYqYKygJUHsyxD3DhlT8nA69f5XogRjhLV5GiRsAhHb41DA6Q7BCJgdGzGjG8GwdILzA+j4BebGpVhqUsjqfI/r5dU8IL/DKrmaCCKYwhSfzybMNNMc8P3VUYsLFwJBNjmD/jze4o1TD55ahPHw0J3z6pejnJs7e0Q5+WAM6tuzZw9z587FYum/10T5PDJ6+ByXYuz800MQ8RWfz5iy+2lN7jKCicbV0PFT+us1S4zez5TED9hWpLNwVhOfjbqzTyPEdVxPCCEIBG7cHKGccgaeLcLfZ6uAowN06O5zQKduVM+XRsL2qZLCaZJL4o7zgvY0vzX9hI/Y6OsxedPPZytWlrCMaUzrU25t7kk0TTB113SW5FkIbT2vzznoVdB4LnQ+3ffBWAijESf0eu8UZXcCAkJvBnTl8wjpEW+E+a3oV1YMHg/Ev+n12XhyMpvNzJ8/n107i5Cek9B4YUCfYZD6GbB4SkE6vPWzA4unmpVyBffLb3GuXN7vIh8jqp8FnBMqyYsu5Rnt1zyt/YKdFPc5/y3eHNTnhTKPK2deSazlXxQfmHFqjEmPN7YEYp+jO9Rsa2ujurr61EDrHj4fgbC78B8A3+K4jT/+8Xl7Q0PDowHf3GliwgbLAHa7/dV33333ZGlp6YjLWLBgAbW1tT0CkGEFymAEy40ryLUf4lZ5K/fK+ylgaZ/c5KlM9Q10GhYizFh8RIQPK284EP0FzFJKiouLycnJIT4+fpASAvPjH/+4raOj40dSyq5R3+hZht1uf3XtR5tOlopY6OqAmD9CUrkxZZ8WgdA08vLyOHDgAC5XgL/k/QTMg1XEhN0B1vMQvumMnNDql29KC8L2JUJqYolo+SKrPNncJ7/F1XKNz+c2bD0m0e9NPfW+4yGEEM3Av1c2bKzjA98KUIgwiHvFqFx75SiPdBBrVVUVFouFlJSUgOcon0eOz+fF1xt/9BIzQWo+n/vM4qO3g+M/xjSArh0By7V1ZXKs/nLmTvkLBw5U+FIyugPmxeQzjWk+N3V0/sWbAcvrZqrfNRpGy1q137YwBN/Xv0iReLyBsFV40EKL+ZX2I/4qfk8VfX/HbLR6fTa6m7tX9wunZw5HSlUqWR055GRZObjr9f4DDAARCSGXB34zItSYuSj6CaORJfJB0KKUz6OgR7wRnQBffgL+XA5EeP829/Q5MT6UyLAGyvfeC67tAcsdvH6+E6wXG2tCAEgXWuNKQmoiibE9yCV6Hg/I73Kt/CQppPou8/d5OPVzqMnNv8XrNBJ4ht7BfPbPUc5N/smpMSb+PluWQPwHhstC4Ha72blzJ3l5eWhaL+99Pj9u+GyeD2g8+rsu6uob7p8IPk/oYFlKKevr67/yta99LfAj0yBomkZBQQEHDx6kubl5+IGybjNGtbq2o7V8kpCaCOJs/8NlngIekN/lGrmGJIylc2eSi2kY8xT7ECEBp4cbKf4BhsfjYf/+/URERJCVlTX4xQE4ceIEL774YlNbW9uzQbzVswYppSwrP3LL99aXGc1WIVcZS7KLU60GoaGhzJw5k7179wYuyC9gtnXNHbgiNuVC9G9OtfDp7dD2gx7LuvfA/hLW+llY6mYSo0ufz/0truNPA/W+EdwePENqXd7CZtppNypxIUBEBBzMN9yA2W63U1payvz58wOeo3weHT18/t89cNejYIrp4bNxosfwznY3tFwHsq3/AukZWExL+Q/zpvyVHTtO+Ab9zSSXK7gSq7elzYGDD/hvj2WDA+FfP1eLSt61/LnHZhONvq//Y3qRCJPhmUlzcUSU4epnsJY//j4LBFas3MCNvuPpFRnMr1jI8nwr8xI+1n+AAUaqVcImMM8YwvoAkWBeCFq88nmU9Ig3QiLg0s8aucuW/nzuANvdzEu+ntqWedS2nNNvmYMGyqZZEP1k4Pq587dY67KwNBSw0NnC5+UX+Iq8m4XkkcvsEdXP+gjqZ3+fF8pFfXKUewzKllqfQFlKyc6dO8nJySE2Njbwi3b7nLiNEx1/5q1/f9DV3Nz8zKA3exqY0MEygMfjWbdz584db7zxxvAnTvYSEhLC0qVLKS4uZvv27UMPlMH4sMNug6Qj3iliIqHzl4TUZWJtOI9Fzi6+KL/El+RXfEHzRCE3N5eoqCg2bNiAy+Vi7ty5Iy5LSsktt9zS1NTUdJeUcpi5JopuPB7Pul2HSje/8dF2HVP/q55lZGT4VpsLiAjF1pVMUcVj5E//Q/8VMVaI/5ffBPm60cXb+dvBb1Q/ieatwHV0qqka8PQuuvB0d3FjZTrTBzy/u9zXeNW38pPx0KgFHMw31IDZ4/FQWFjI/PnzA6ZfKJ+Dg8/nnSW6b95lf/QO8JR655r964Bl9RdYJEbvJy/ndxQVV9FQ/i63ytt8f/Sl9CClZDe7Br1PEyZf/ayjc5QjHKG8x+bA4fv6EAd9PluG5fMrPp/NmMkkk3Ody5lRlMvChkWcu9hCaOtKoJ8AA4YXKHcjTEgRoXwOAr544623PIT3EyP45rY/B7r+iqZ5KJj+GAdP3EpbV3qPUwcNlAmB+LeGVj+792BquhhrTTSp7X/lKv1iEqWxMp6OTtUw6mfD5xmD/iwC+XxNn8F8Bj6fj/4YPfa/vkAZoKSkhPDw8KE11gkTkjDu/Mpf7SUl5VdNFJ8nfLAMUFdXd+tXvvKVhsbGES3sBxj5umDMlDGsBUuEZrT+madC1C8gpRai/2DMSewuxNR0AdaaWNLtHyL0AHMRjRNSStxuN5qm4Xa7Aw50HAp//OMfnYcPH/4/p9M5xAk/FYEoO3JkzVe+end9IJ+FECxatIjKykoCnWP0kOwlv2AJ0VNe6ZPDDBhdWlrGqQGissuokEOvYcApqMBIC/LmSzpxUkc/awf3onuKIw2NaUOojCOJYrqcgSY1kAOMtvJjsIC5O085PT2dpKR+VtryonwOHgF91jug649Qn2cEzAMwUGARF1nOeXO+R2uLg+3bNuPoMlwRONH0eu6XD/BJ+akeS/T2JoMM32CpsfIZjNXMDnLAF2A01TQTuimc5anLWbpQENLSM0e5R8BM7PADZS/K5+ARMN7QO6DrT9657U/5HGJpY/G0Jykqvx+n23hgHDxQBqJ/3bd+brkNBphEAJzQ/l1Cmq7G7J1m0ImT+iH5bHTQGz4P/vAHfX22EoIFN3gq+z0/N/s40YlXUbyrFN0bb1RXV9Pc3Dysxro//vGPzj179v/T6XRNGJ/PiGBZSlnf0tLy9TvvvHNE6RjdqRdLlixh+fLl7N69O/AgqoHQIo3cpfDbTw3IC70B8IBrL6Yg5BsHC13X2b17Nx6PhwsuuICYmJgRDZICo7v6Bz/4QX1tbe2XBj9bMRhD8dlkMlFQUMCePXvo7OzscaxnKlFi/4P+Qj5h9Ij4z2mrRRgzrsT82Xjoi/x/xuqU/WFd1eMP9mDdfNBz0ZJIIgmj/6nacsjhFvkZ7pX3s9Kdjtn2LYZTFQ0UMB85cgQhBFOnTg14vfI5uPTxWTpBb4aWT4LtG/Q316w/QwksLOEXk7f4GqZOm8nWrVuprCxHdv7d20V9DvMd9dwl7+Ju+XXyWORrfe4mh6k99gXT5968w7+xO7soKiri+PHjLF+xnKlpaZibLun3/Nz014iOqKH4+Kvo2rRhB8rK5+DSb/0s3d4ZL35Kfz5Hhx9jTuaLbCv5Pk3tMwYPlHvXz7IL7P8YMPe5B9YLRlA/n0q9G67Peo8APtTbIt5rTkVv6kVu7nxf/VxTU0NZWRn5+flDnn1rovp8RgTLAJ2dnf/YunXr9tdff31YTfK9c5TDw8NZvnw5ZWVllJWVjay1VViMEZyWxRDzB0ipg4iv9c3VGyccDgdbtmwhKiqKBQsWIIQY8SApKSU33XRTU319/WeklCOa91rRl6H4HBYWRl5eHoWFhb4Bf/3m3Pce9KelGQtA+AfK3QhhDKTQ4iHiAWMEcty/jcrXn5BP+Hy2YKHRO0/nQJyk2tcC4cbVIy8uhBCWyXO5T36TW+QtzLTvxdJ8PRb3Hoj+nx7zcA6F/nyuq6ujpqaGhQsXBqyYlc9jQ2dn5z+2bdu24/XXXpK4tnvnmn130OuG1ALn53NycjIrV66kqbGR7YXH6HLGgXs/puaPYa2JIrn9D1ypr+bb8ntcLq/wDQqcSa4vWA6GzwNhrQlh/aYNJKQmsGTJEsJCwjBjgpjf93+BiCZ3wXeJjk2jeOcBVT9PAPrUz8IMWiwkbg/YwJASW0x6/EY2H/oxeTlPDcnnU1ih44mh32DIFcOun2s46eeze8g+d9HF//GObzEpI1UusafPvXKUc3Nz0TSN4uJili5dGjAdrjcT2eczJliGU90jJ04EkLAXgQbzhYSEsHz5cjo6OnwD4EaMFm38EmkTI1+5tbWVzZs3M3PmTKZPn94jaBhJwPzEE0/YS0tL3/Z4POvG6p7PVobic3x8PDNmzGD79u00NzcHHpzqHzDHvQ5DaTXQwozrQj4Ocf+C5GMQfrcRcFvzfafZsZ/KKx6ABup9Xd1WQpjKNJJJYY28jgfkd7hEP4fYtp8R0vo1NMtC4w9G6PXGTBj9BfaD4O9zfX09Bw8epKCgoO9Iaz+Uz2NHbW3tLQ8++LDnROkToA/eczekQBkN4v6Jv88Wk4NFU3/L1JQ32FbyIPsrb6fLGQ+4of1BQmqTCWm6gqXuUO6W3+BOeRfpnFosZTQ+B0RCTF0s52zJZ+nxZVy4fDVTUiN8q0iihUPItd6eSD/8cpRzc+eq+nkC0ad+FhbQUgIGzLauTCobLmVO5vPsr7zLl5LRk74+G7ghcYsRcIZchv/0af2WMYL6uZ46P5+tQ07FANhJMU00+aZK7OFzr0AZoKamhvb2dnJycti3b9+k8PmMCpallA319fXXX3bZZU29u6Z7M9isF5p3mq6EhAQ2btw45KWxAzLEhUPGiu4lfXfv3s2SJUtITu4/eB9OwPzBBx/o//M//1NWW1v7+bG457OdofrcnX+7adMmFi1aFHhwanfAbJ4D2tCXXPfl5ZuyIOqnkFJz6o88DKnVAoyuwO7R2Roay+QyviC/SJ7ThqX5RkLsbxhTXEU/DuZZw1pwJxC5ubmYzWZ27NjBkiVLCAkJ3LujfB5bpJQNhw6Xr/7U547KTnnTgOcOLVAGIr4D5gU9fRYRYJpBclwtq+Z9k5iIcnaUPkBx+ddpbp+BlIBzLeaGAiw1yWTbd4F+qudipD7PoO/CNsKtkVE5haUfLueCqgtZNXcJ58/ZTmRzMqamiwC/XHwtAmKeBVOO9+K+g/lU/Txx6Ld+DhAw+/s8PfUdctNfZfOhh/sM+uvXZ/AObg4D64UQ+wokVxvLx/svPNONeWGPFR6H7nNDL5+HlocPIJG8xis9F2XTIozpT3vNenHkyBHKyso499xzmTt36A+AE93nMypYBnC73Zuqq6u/f+ONN7aMeGU+P3JycliyZAkHDx5k//79o2tlHidsNhubNm1CSsnKlSuJjBx4QZOhVMhHjhzhM5/5TE19ff2lUg5x9JVi2AzV56qqKnJzcweegxlOzVc5UrRIo+L2zoQhkVRTPaRLbdh6LIuqoWNt+TwmEQJxL0L4541ytaiR318v6uvraWlpITs7mwMHAndhK59PD263e1NZ2bG777rPjgy9td9zhhwoW5ZB1Pf7LmwihBFIJB9Fi3+LzDQT58/9DllJaymvuZoN+x+j9OQa7M44oAXh3IDF21I3Gp/jifMuFQ+RjVHM37WQFRvP4/zOVVywOJ2C7IdJ6MyCtm8BdnDvg84/gO73ICzCIO5NIwgKMJhP1c8Th37r514Bc38+p8QWeQf9ffPUtHKBfPZHCG/DRaoxpiTlhLHIj2XpqXOsq8A7v/LwfG7t4XNct89DpJZaiij0zb1s3G+oL1DuHifV2trK8uXLsVqNsieLz2I0MySMJykpKX/66le/esNDDz3Uo/922PMoe+l+Ijp+/Di5ubmkpaWNeDnoQKxfv57Vq1cHrTyn00lpaSmNjY3k5eURE9P/VGSBKCkpwWazsXjx4h5d121tbeTn5zeWlpZ+TErZd3kfRdAZqs/V1dWUlZVRUFBAeHh4oOKChhMnBzlAOWV9jmnrTeirez5cXs4VpxZi0G3G/yIq6POIAxw/fpyjR4+ybNkyQkJClM8TiJycnBe++IXbbvnuVyqg63nf/iEHyiIakg4bQclA7kgdZAfIZmj/BXQ9h8vloarpPKoaz8fliSAyegYx8bOJjY0lPDaM9y3vU0TfRVFmr5/HodX7e+z7uryX0I5QWltbaWhpoLylHLPTREpMClOmZJASvh5T+zdBDzAbgYiA5ArQEk/t0zsAt7c1MfBgPuXzxKHf+lm6sLVWULTjXfKn/7xfnx2uKArLv0VK7H6mL/g1wpQ6/LpQeowBgHo1tP/cWNY8ZDVg1M//x9sUUdjnsv58/gb3kYCxrLSdLl7mb4OufOmPFSv38k0i6Jk253A4KCwsJDU1lWnTpvUbO53pPp+xwbIQwpyUlLT56aefPue6664zw8gDZX+6urp8H+qcOXNITEwc/KIhEqxg2e12c/ToUU6cOMG0adPIysoacWDfW2C3281ll13WUlhY+LXW1tYXRn2ziiExHJ+bmprYvXs3CxcuJCEhYUzvy4PHl+fWm83rN7Ni9Yoe+7onrx9LpJQcOHCAjo4OFi9ejNl8apYD5fPEQAhhzszMLHzy8Z/nXXvxf6Dr+aEHymDk3YdcZrTEDhW93Ugp6voHdPwK3HuRUqMt4gStNjctLS00tTbR4K7HFmHDGe5E13SkSUfXJMnlKTTk1KN5NDSPRpgtnCRnEvER8cTExBAdG01sTCwmSy3Wtv+Brj8Mfk+Wc41FgcxzjTzPbqQcUtCkfJ4YBK6fC8k/ZwrRjgsCLvSk6yb2179Ke1cieXmLR9fIobd5H7KMOraLLl7ieY7Rd07+/oLlm7iFORhTuHnw8BEb+YD/DusW5jCXT/IpXz1fXV3N4cOHmTdvXsD0z27OZJ/P2GAZQAgRl5SUtPW5556bsWLFCm20gbI/7e3tHDx4EJfLxbRp00hJSRl1S/Nog2Wn00lFRQVVVVVMmTKFqVOnYjKNPle6W+C8vDw+9alPtW7atOnJ+vr6h0ZdsGJYDMfnrq4uCgsLycrKIjs7exzuNvg9JUPB5XJRVFREbGwss2bNGrAFQ/k8vggh4jIyMor/+IencpYvfI+iAzOHFiiHfbbnqpPDRbqM2VU8ZdD1AkT+0FeWGzePyZ/jadex2q0Ij0DTjeA47WAGJxZUIjWJbtKxR3VxXsj5rObCUyuzunZDw6JB3ng4hN4Mkd8GLdUI+EeRm698nhgErJ+jwowBrQ1L+w+YvT43NNnZt28fU6dOHVUDlz9u3DzGz+mk75iX/oLlC7iwh8/VVPM0Tw37de/gLlIdaezbsw9N01iwYIEv7WIwzlSfz7icZX+klM319fXn3X777ZXPPvts0AJlgMjISJYsWcKCBQuoq6tj/fr1lJSU0NV1epcol1LS0NBAUVERmzdvxmKxcP755zNjxoygBMpg5BRFRkZy3XXXOTdv3vzsmSDuZGQ4PoeFhbFixQoaGhooLi4eOI95ktDY2MimTZvIyspi9uzZAf/YKJ8nBlLK5qqqqiWf+8LdVc/+fRr5c0sHD5RNuRD925EHyuDNKY0AS54xoNQPHQ+dohNHlJ22JBu21FZa0ptpmtKIx+qhNa0FW0or7YltuEPc1FPXc6YB82wI1HNimgXR/wvJdRD9KyMfOUiDWJXP40/A+nmgWTL8fE5MTGTlypW0traydetWbDbbqO9Jx9NvoByI3j4nk3zqQXCoSHj/2Pts2byFzMxM8vPzhxwow5nr8yDLeE18pJQNQohzf/7zn2+dO3du1uWXXx7UB4CoqCgWLlyI2+2mqqrKN9VccnIyqampxMTEBD232e12U19fT01NDc3NzcTFxTF16lTi4uKC/lrdr/fggw+2FhYWPl9fX/+toL+AYsgMx2eTycTixYupqqrio48+Yu7cuaSkpJzO2z0teDweDh48SGtrK0uWLCEiYuBp5pTPEwevz/m/fvzxonlzf5tx2fK2HjnMPbH2XP43GPQa7NrM8Na1qqce4T+Nl7Qbq1u6Nnt3mCH0aoj4NljmG9+L4KYhKZ8nDgHrZ/+A2dfC3Ndns9nMwoULaWpqYu/evYSFhTF79uwRp2Y0jdJnN24yyKCS/lfk64GEmJpY0krSaUu0wXk6CdbhpwGeqT6f8cEygJSyVgix5Lbbbtv09NNPT+vOKQomZrOZ7OxssrOzcblc1NXVUV5ejs1mIzQ0lNjYWGJjY4mOjiYsLGzAuV797hu3201HRwetra20tLTQ2tqKlJKkpCSys7NZtGjRmATI3djtdq6//vrWbdu2PVVfX//9MXshxZAZjs9CCDIzM0lMTGT37t1UV1czf/78IU8CP9Fpampiz549ZGdnM2/evEF/F5TPEw+vz4vu+vxXd/zmiUdzrr2Y/gPm6F+Cljmm03D6r8o3FJpo7LkaoAg1ZiPwHIXwL0PE3YBpzAaxKp8nHgHr594Bc+T3AvocHx/PihUrqKurY8eOHb759MPChpGjD9SO0mczZrKZOnCwLCGqPpq0knTskXYql1YwK2w2C2UeSO8JQ3T/TPb5jM5Z7o0QIi45Ofk/X/nKV+Y/9NBD4WMZZHYjpcRut9PS0kJLSws2mw273e5bGdBqtWIymRBCUF9fT0JCAi6XyzdFncViISwsjNjYWGJiYoiJiekxYGksOXnyJJdffnnTiRMnHmlsbPz1aXlRxZAZrs9SSqqqqigtLQ1qTnsgxjJnuXvMgMfjYcGCBYO2JoPyeaIjhIjLzMxc++UvfXbRd79SgbD7jecJ+bgxv+wIFqcZKm7cvM97bGZTv8f7y/EE+BbfJgq/Fmq9zVjRDYY3AHGYKJ8nNgHrZ+kCvcXIXR+Cz1JKqqurOXLkCKGhoeTk5JCYmDhow0CwfD5GBX+k72BVzWUi4UQCCceS6IztwDHdTn5kAYtZjJQthHQ8Bc6txmDcIbzPM93nSdGy3I2UslkIcd7vfve7Z4qKiq79+9//HjvW02sJIQgLCyMsLIy0tJ75SlJKnE4nuq6j6zrbtm0jLy8Pi8Vy2gLiQBQWFrJmzZq6urq6m5xO59pxvRlFvwzX5+5W5tTUVI4ePcqHH3446tlSTjcjnY1G+Tzx8fq85Jk/PP+XvXsX3/LHX91EuPibMQgu9qUxDZQBXLiop37Y1zXQ0DNYDuI84YFQPk98AtbPwgJa3KkHqkEQQpCRkUFGRgbNzc1UVFSwf/9+UlJSSE1NJTY2tt/62x0kn9PJQCCQSDSXRnR9DLEn4whrC6M5swmWSz5m/RhppCFcOzHbLgHXR6cKdPwHQq/0Lb/dH5PB50kVLANIKd3AnXFxcTuWLFnyyLvvvhufmZk5LvcihOixopimacPuZhkLXnzxRde9995bWV9f/zEp5ZHxvh9FYEbis9lsZubMmWRnZ1NaWsqGDRvIzs5mypQp4/6QFoi2tjaOHDlCc3Mzubm5LFy4cMgBvvL5zMHr861JSUlbLv5k9m9eefZ6kTnzHqMVbowxYRpRcFFNNdnk9FjQYSxRPp85BKyfhxgo9yYuLo64uDhcLhf19fUcOXIEm81GXFwcycnJxMXFERoaihACLQg+67pOS1sz0xpnIGoFZqcZW3IrbdNsZMdkcY24Bg03IZ0vIWzfAfoZlGj7qneax/6D5cni88T8yxkEmpub/9dsNu9ZsmTJq0899VTiWOQxn2m0t7fzta99rfWdd94prq+vv0ZK2Tbe96QYGiPx2Wq1Mm/ePJxOJ8eOHWPjxo0kJCSQk5MTtFljRoOu65w8eZJjx44hhGDq1KnDCpKVz2cu9fX1T5nN5l2X39C2/kc/Oma67pPnjXnXhwkTrbQM+7o6anHhIoTALWfBQPl85hLseMNisZCenk56ejq6rtPc3ExdXR3Hjh3DbrcTGhpKTGwMsRGxRIZG4Ql14wn1oFt0usfvmTGTSBLoYHKYMHWZMTlMtNnb2GXbRXtrO7quExkVSXx8PLvzdpIWnsZquZrpzATPESxtd4H95YHuFKwXgGwFGWK0qnuZbD6PS86yEGIK8ByQgpEi/oyU8gkhxC+AqwAnUA7cIaVsEULkAAeBw94itkopv+QtazXwGLBWSvlAP6+VmJKS8vyyZcuW/elPf4ob60UcBmI85qXtZu3atfKzn/1sg81me6i1tfX3stcHL4QIBT4EQjAeol6VUv5QCHE3cA8wHUiSUjZ4z18NvAkc9RbxmpTyR95jNwIPAM9JKR8f6/c23pwpPkspqa2t9VW4ycnJpKSkjHiWlZH43D04tqamBpvNRkpKCllZWYMu0d4b5fPYcbp9Tk1NfWHp0qVLx7p+bqKJx/llwOOBcjwzmcJtfJZQgjhLRy+Uz2PHmVI/D5XucVL1zfV0dnbgcDhw2B047E7cflOItrd1EBkVgRACa4iVkNAQYwsJIToqnITYVF9PY4NswIRGOKFY7P+HZrsP9AEG/WlTIPyrEPFFQOsz68yk9FlKedo3IA1Y7P06CigB5gIfA8ze/T8Hfu79OgfYF6Csl4Ew4JfA7ECvGR4e/qm0tLSa1157zS3HiXXr1p3212xra5N33HFHS3Jy8hZgigz8mQgg0vu1BdgGnAuc4/35VwCJfuevBv4doKw3ABPw9+4yJ/N2JvrscrlkVVWVLCoqkmvXrpXFxcWyoqJCtrS0SI/HM6QyhuKzw+GQtbW18vDhw3LTpk1yw4YN8uDBg7K5uVnquj7s+1Y+K59HyiF5UD4ovxdwe3Hdi/3u/4n8kXTLsbkt5bPyecR0/VvKagJu6957rP9jJ2Ok1B09inLpTilb7huwPFktpGy4VEr7f6XUO6XUu/rc0mT2eVxSE6SUJ4GT3q/bhBAHgQwp5Xt+p20Frh9CcRrG06IOBGwe6+joeEUIse7LX/7yC7///e+X/uY3v4mbOXPmyN/EBEfXdV5++WXPt7/97abW1tYf2my2p6XXrP7wHmv3fmvxblJKuRMYbstj98mSAT6TycKZ6LPZbPZ180kpaW5uprm52TcdoqZpvmkQQ0JCCA0NJTQ0lJCQEIQQCCHQdZ2uri48Hg8OhwO73e7bOjo66OjowGq1EhMTQ2xsLOecc86Ic/aVz6ePM9HnwdDRqaZqRNfasePCNfzFGwa6H+XzaWMy+ox0g6twhNe2guzsMR+4WTrB8a/+zxdxEH4HRNzvnSIxwlhW3o+zwedxz+P1dnmcg/Fk4c+dGE9x3UwVQuzEyDD/gZRyo3f/s8BmYJ2U8uBAryWNJv3LhRAXnn/++b+77LLL0n72s5/F9J7F4kznvffek9/4xjcam5ub36mtrX1ASlk7lOuEECagCJgBPCWl7P2Z9Ga5EGI3UA18U0rZ3Yf5GlAIvCDP8Dyl4XIm+iyEID4+nvj4eN8+t9tNW1ubL/htbm42uvscDqSUvkB59+7dmEwmXyAdGhpKVFQU2dnZREREBGUWDuXz+HEm+twfTpwjGgzVTRONpJMx6vsA5fN4Mll8RjqN5dQj7g18zuFCSGnt/1ifAbXSmD+8q/TULku+ESCHrgGpB5yt5qzxeayarIeyAZEYP6zreu3/PvA6p3KqQ4AE79f5wHEgepSvLUJDQ69PTk4+dt9997U1NzfLsWas0zC2b98uly5d2pCamvo2ME2O/GcTC6wD5vvtq6Bnt0g0p7pRrgBKR/p6k2VTPgcX5bPyOVg+2/VOWa/XySr9RMDtvXXvBTzWqXeO6vWlVD6P9zaZfB4Kw6qfdV3Kzn9IWR0qZfPtUroOSOlpl1J3BbzkbPN5PMW1AO8C9/Xa/1lgCxA+wLXrgYIg3Yc5Ojr6KykpKSc+97nPtZSUlASUY7SMRXDhdrvl66+/7snPz69PS0v7CMiTwfm5PITx9NavvP2cP+Dxyb4pn4OD8nlibJPOZ90pZcu3jLzMANu6958PfLzzFSk9ww+Ylc8TY5t0Pg+BYdfPeqeUHpuxBeBs9nm8xBUYo1Mf77X/cuAAxihI//1JgMn79TSgCogP8j2ZzGbzNWlpaTuXLVtW9/LLL3scjp5J8KMlmMHF8ePH5YMPPtiRkZFRl5qa+hdghhzd+08CYr1fhwEbgSv9jveQE0jl1JP4UqCy+/uzbVM+jx7l88TZJqXPusMImAfY1q1bO8Bxt5SetiG/nPJ54myT0uchMPxgOfCAa+Xz+AXLKzGSsfcAu7zbFUAZRpdH976nved/Etjv3VcMXDXG9zczOTn5dykpKTXXXntt/SuvvKLbbIGftobKaIOLkpIS+bOf/cyel5dXl5aWdiAsLOwuIKK/9zDcDVgI7PR+JvuAh7z7vw6cANwYuULPevff7f1MdmMMjlgRjPs4Ezfl88hQPk/MTfk8MpTPE3NTPo8M5XPPbVzmWT5TEEJoQEFSUtJNJpNpTVZWVsQtt9wSe+GFF1rmzJkz7NXQhjsvbUtLC0VFRbz55pu2f/3rXw6Xy1Xe2Nj4F7vd/pY0RvgqFENG+ayYTCifFZMJ5fPEZtxnw5jISCl1YLt3u1cIkb1///5r4+PjP+5yuebExsaGLlu2zHT++efHLlq0SMvIyCApKQmTaXhTDHV1dXHy5EmOHj3Ktm3b7B9++GHbgQMHpNvtbtI0bXtVVdWrwAdSys4xeJuKswTls2IyoXxWTCaUzxMb1bI8CoQQUcCiyMjIc+Pi4lbqup7p8XgSTSaTNTQ01JSWlqbHxsZqFosFs9ks2tvbI61Wa5t3oQYaGxuF2+126breabFYajweT+nJkyfXSimLgBIppWe836Pi7EH5rJhMKJ8Vkwnl8/iiguUxQghhwVheMwqjBd+CMZG5CyMfpx5oluoDUJwBKJ8Vkwnls2IyoXwee1SwrFAoFAqFQqFQBEAb/BSFQqFQKBQKheLsRAXLCoVCoVAoFApFAFSwrFAoFAqFQqFQBEAFywqFQqFQKBQKRQBUsKxQKBQKhUKhUARABcsKhUKhUCgUCkUAVLCsUCgUCoVCoVAEQAXLCoVCoVAoFApFAFSwPAqEEFOEEOuEEAeEEPuFEN/w7n9ZCLHLu1UIIXb5XfNdIUSZEOKwEOIyv/03CiGKhRD3nP53olAonxWTC+WzYjKhfB5fzON9A2c4buB+KWWxd932IiHEf6WUn+4+QQjxS6DV+/Vc4EZgHpAOvC+EyPWuyX4jsAR4UQgRKaVsP91vRnHWo3xWTCaUz4rJhPJ5HFEty6NASnlSSlns/boNOAhkdB8XQgjgBuBv3l3XAH+XUjqklEeBMmBp9+ndxfp9rVCcNpTPismE8lkxmVA+jy8qWA4SQogc4Bxgm9/u84FaKWWp9/sM4Ljf8ROckv01oBAo9P4iKBTjhvJZMZlQPismE8rn049KwwgCQohI4J/APVJKm9+hmzj1lDcgUsq/An8dg9tTKIaF8lkxmVA+KyYTyufxQQXLo0QIYcEQ90Up5Wt++83AdUC+3+lVwBS/7zO9+xSKCYHyWTGZUD4rJhPK5/FDpWGMAm+O0B+Bg1LKX/U6fAlwSEp5wm/fW8CNQogQIcRUYCaw/fTcrUIxMMpnxWRC+ayYTCifxxfVsjw6zgM+A+z1m67le1LKdzBGm/boEpFS7hdC/AM4gDGy9avekakKxURA+ayYTCifFZMJ5fM4IqSU430PCoVCoVAoFArFhESlYSgUCoVCoVAoFAFQwbJCoVAoFAqFQhEAFSwrFAqFQqFQKBQBUMGyQqFQKBQKhUIRABUsKxQKhUKhUCgUAVDBskKhUCgUCoVCEQAVLCsUCoVCoVAoFAFQwbJCoVAoFAqFQhEAFSwrFAqFQqFQKBQBUMGyQqFQKBQKhUIRABUsKxQKhUKhUCgUAVDBskKhUCgUCoVCEQAVLCsUCoVCoVAoFAFQwfIwEELcLYQoFEI4hBB/6XUsXAjxOyFEgxCiVQjx4QDlCCHEz4UQjd7t50II4Xd8kRCiSAjR6f1/0di9K8XZSiCfhRC3CCHa/bZOIYQUQuQHKEf5rBh3BqmfbxBCHBRCtAkhDggh1gxS1r1CiBohhE0I8SchRIjfsRwhxDqvz4eEEJeMzTtSnM0M4vPnhBBl3vr5P0KI9AHKUfVzEFDB8vCoBh4B/tTPsWeAeGCO9/97ByjnC8AaIA9YCFwFfBFACGEF3gReAOKAvwJvevcrFMGkX5+llC9KKSO7N+ArwBGgOEA5ymfFRKBfn4UQGRj+3QdEA98CXhJCJPdXiBDiMuA7wMVANjANeNjvlL8BO4EE4PvAq0KIpKC+E4UisM+rgf8BrsGINY5iOBkIVT8HARUsDwMp5WtSyjeARv/9QojZwNXAF6SU9VJKj5SyaICibgd+KaU8IaWsAn4JfNZ7bDVgBh6XUjqklE8CArgoqG9GcdYTyOd+uB14TkopBziufFaMKwP4nAm0SCn/Txq8DXQA0wMUdTvwRynlfillM/BjvD4LIXKBxcAPpZRdUsp/AnuBTwb9DSnOagbw+UrgFa+fTgw/VwkhBvJZ1c+jRAXLwWEpcAx42JuGsVcI4as8hRA3CyH2+J0/D9jt9/1u777uY3t6BSZ7/I4rFKcNIUQ2sAp4zm+f8llxJlEIHBRCXC2EMHlTMBwYHiKEWCmEaPE7vz+fU4QQCd5jR6SUbb2OK58VpxPRz9fzQdXPY4UKloNDJoaorUA6cDfwVyHEHAAp5UtSyoV+50d6z+2mFYj05hH1PtZ9PGqM7l2hGIjbgI1SyqPdO5TPijMJKaUH42HvJYwg+SXgi1LKDu/xj6SUsX6X9OczGM4qnxXjzX+AG4QQC4UQYcBDgATCQdXPY4UKloNDF+ACHpFSOqWUG4B1wMcCnN+OkTvXTTTQ7n26632s+3gbCsXp5zaMPLaBUD4rJizeAXiPYnQ5W4ELgGcHGMjUn89gOKt8VowrUsr3gR8C/wQqvFsbcCLAJap+DgIqWA4Oe/rZFyi/E2A/RrJ9N3nefd3HFvqPVsVIyt+PQnEaEUKch9FT8uogpyqfFROZRcCHUspCKaUupdwBbAMCzWLRn8+1UspG77FpQoioXseVz4rThpTyKSnlTCllCkbQbAb2BThd1c9BQAXLw0AIYRZChAImwCSECBVCmIEPgUrgu95zzgMuBN4NUNRzwH1CiAzvlC/3A3/xHlsPeICvCyFChBB3e/evHZM3pThrGcDnbm4H/tkrP7M/lM+KcWcAn3cA53e3JAshzgHOp/9GDjB8vksIMVcIEQv8AK/PUsoSYBfwQ2/512IEF/8cq/elODsJ5LP3//neKeGyMGbiesI7GLU/VP0cDKSUahviBvw/jBZj/+3/eY/NA7ZgjLI+AFzrd90twH6/7wVGt2CTd3sUEH7HzwGKMNI7ioFzxvu9q23ybYP4HAq0ABf3c53yWW0TbhvE57uBMozu5SPA/X7XnY/RLe1f1n1ALWAD/gyE+B3LwQgyuoDDwCXj/d7VNvm2QD4DsRgPeh1ADfBTwOR3naqfx2AT3h+WQqFQKBQKhUKh6IVKw1AoFAqFQqFQKAKggmWFQqFQKBQKhSIAKlhWKBQKhUKhUCgCoIJlhUKhUCgUCoUiACpYVigUCoVCoVAoAqCC5SAjhPiGEGKfEGK/EOIe7754IcR/hRCl3v/jvPs1IcRzQojNQgi1FrtiwqF8VkwmlM+KyYTy+fShguUgIoSYD3weWIqxSs6VQogZwHeAD6SUM4EPvN+DsRz2NuBajInCFYoJg/JZMZlQPismE8rn04sKloPLHGCblLJTSukGNgDXAdcAf/We81dgjfdrE6B7N4FCMbFQPismE8pnxWRC+XwaUcFycNmHsaxqghAiHLgCmAKkSClPes+pAVK8X78LXAC8BfzqdN+sQjEIymfFZEL5rJhMKJ9PI+bxvoHJhJTyoBDi58B7GEtR7sJYd93/HCmEkN6v3cCNp/s+FYqhoHxWTCaUz4rJhPL59KJaloOMlPKPUsp8KeUqoBkoAWqFEGkA3v/rxvMeFYqhonxWTCaUz4rJhPL59KGC5SAjhEj2/p+FkT/0Eka3x+3eU24H3hyfu1MohofyWTGZUD4rJhPK59OHkFKO9z1MKoQQG4EEwAXcJ6X8QAiRAPwDyAKOATdIKZvG8TYViiGhfFZMJpTPismE8vn0oYJlhUKhUCgUCoUiACoNQ6FQKBQKhUKhCIAKlhUKhUKhUCgUigCoYFmhUCgUCoVCoQiACpYVCoVCoVAoFIoAqGBZoVAoFAqFQqEIgAqWFQqFQqFQKBSKAKhgWaFQKBQKhUKhCIAKlhUKhUKhUCgUigCYx/sGJgNCiChgLpBusVgy4uPjZ1qt1hwpZYbH44mSUpqllCZAaprmBlxms7lBSnm8s7OzvKmp6QhwEmO1nVIppWcc347iLEf5rJhMKJ8Vkwnl8/igVvAbJkKISCA/MjJyeWxs7IVut3tubGxsyDnnnCOmT58elpWVFZ6eni7S09NJS0sjJiYGs9mMyWRi8+bNLFmyBKfTSX19PdXV1Zw8eZKqqipXRUVF58GDBx0HDx7E7XY3CyG2nTx58gMpZRFwUEqpj/d7V0w+lM+KyYTyWTGZUD5PHFSwPASEENkRERHXxcTEfCY8PDxz1apVpvPPPz8uPz9fzJkzB7N5aA3069evZ/Xq1YOe19LSws6dO9m2bZtj/fr1tt27d+smk+mjqqqqvwAfSCm7RvWGFGc1ymfFZEL5rJhMKJ8nJipYDoAQYmZSUtKXTCbTdVlZWRG33HJL7Jo1ayxZWVkjLnOo8vbG7XazZcsWXnnlFdtbb73lcLvd5Y2NjX+w2+1/l1J2jviGFGcNymfFZEL5rJhMKJ/PAKSUp30D/gTUAfv89v0Y2APsAt4D0r37VwOt3v27gIf8rrkRKAbuCdJ9WUJCQm5KS0vbvXTp0vqXXnpJb21tlcFi3bp1QSnn8OHD8gc/+EF7RkZGXVpa2ovAfDk2n5MJ2An82/v9X4Cjfp/FIu9+DXgO2AzMG4t7mcib8nl0KJ8n1qZ8Hh3K54m1KZ9Hh/LZe3+n64V6/VBWAYt7yRvt9/XXgaflKXn/HaCcN7w/4L8DkaO4n7iEhIQfp6amnvz6179uO3LkyEDujJhgyduN2+2W77zzjly5cmV9WlpasaZpn8DbWxCMDbgPeKmXvNf3c97lwFeBFOBPwXr9M2VTPgcH5fPE2JTPwUH5PDE25XNwONt9Hpep46SUHwJNvfbZ/L6NAIaSHyK6L/f7esgIIcISEhJ+mJGRcfjhhx/+dnl5eeoTTzwRNXXq1OEWNS6YTCY+/vGPs3HjxsT169efc+ONN76QkpKyXwhxwWjLFkJkAp8Anh3KrQC6dxv253Cmo3wODsrniYHyOTgonycGyufgcNb7fLqi8n6eDnLwe9Lz7vsJcBzYByTJU096jcBu4P/wa3YHbsdotr9/mK9tjoqK+nJqaurJn/3sZ52dnZ2BH6eCSLCf9Prj0KFD8vLLL29MTU3dCuTJkX8+rwL5+D1pYzzpHcbovvo1EOLdb8Z42t4CLBjpa57Jm/J5bFA+K5+Vz8rn0W7K57HhbPJ5Qsnrd+y7wMPer6PxdnkAV2DMCzji17VYLJekpKRU3H///W3Nzc2D2xBEToe83Wzfvl0uXbq0ITU19S0gUQ7vs7kS+J08VXl0y5uG8SQXAvwVv3yus31TPo8tymfl81ijfJ68m/J5bDkbfJ6o8mYNcKxiuB+G97qolJSUl1atWtV0/PjxwT/9MeB0ytvNa6+95k5PT68JDw//lBz6z+qnwAnvz7oG6ARe6HWOT2q1KZ9PF8pn5fNYoXyevJvy+fQwmX2eMPICM/2+/hrwqvfrVE5NcbcUqGSYSeUWi+XilJSUE88++6xD1/UhfuzBZzzklVLKhoYGec011zSnpKT8B0iQw/ucejzpef8XwOPAz4ZT1mTelM+nD+Wz8nksUD5P3k35PDLuuOMOmZSUJOfNm9dj/5NPPilnzZol586dK7/1rW9JKaX86KOP5IIFC2ReXp686KKLWr0+T8WYbUSTZ7jP4yXu3zCWW3R5nyjuAv6JkTu0B/gXkOE9925gP0YO0VZgxTBeJzQlJeWFVatWNZ44cWJwM8aY8aqMu3nttddc6enpNREREVfLof8M/eVdC+z1fk4vMIoRwZNpUz6PD8pn5XMwUT5Pzk35PHI2bNggi4qKegTLa9eulRdffLG02+1SSilra2ullFJee+218vjx43Ljxo3yvvvuk6+99porIiKiw2KxfE9OAp/HXeQxe2OQlpSUtO/xxx/vGs+nO3/GuzKW0mjFWL58eVNiYuKPCeK0L2pTPo8Hyuczc1M+94/y+czcJrPPR48e7REsf+pTn5L//e9/+5x3ww03yMOHD8t3331Xfvvb35ZlZWXymmuumTQ+j/sNjMmbgoLU1NTqDz74wNPnEx1HJkJlLKWULpdLfuELX2hNSkp6BwiXE+AzU5vyeaQon8+sbbL63F+X9Te/+U05a9YsuWDBArlmzRrZPciru8s6Pz9flpSUSCmlbG5ulpdeeql0OBzK5zNom6w+d9M7WM7Ly5MPPfSQXLp0qVy1apXcvn27lFLKnTt3ymXLlsnVq1fL48ePy09/+tOypKRk0tTP434Dwd6io6M/k5ub21BeXt7/Jz+OjFbeX/3qV3Lu3Lly3rx58sYbb5RdXV3y5ptvlgsWLJDf/e53fef9+Mc/lq+//vqg5T3zzDNdycnJB4FMOQE+O7Upn5XPk3ubzD7312X97rvvSpfLJaWU8oEHHpAPPPCAlLJvl7WUUt5///097kH5PPG3yexzN72D5Xnz5sm7775b6rout23bJnNycmTv1vQNGzbIe+65Rx4+fFjecMMN8pZbbpG/+MUv7Geyz+OyKMlYkZSU9OMlS5Y8UVhYmDBt2rTxvp2gUlVVxZNPPklhYSH79u3D4/HwzDPPEBYWxp49e9ixYwetra2cPHmSbdu2sWbNmkHL/PznPx/6z3/+c1ZaWtp2IcS8sX8XiuGgfFY+TyYms88Aq1atIj4+vse+j33sY5jNZgDOPfdcTpw4AYDFYqGzs5POzk4sFgvl5eUcP36c1atX+65VPk9sxttnXddpa2ujrq6OyspKSkpK2Lt3L7t27WLnzp10dnaye/duDhw4QHl5OVVVVTQ2NmK320f1upmZmVx33XUIIVi6dCmaptHQ0OA7LqXkkUce4cEHH+Thhx/m0Ucf5fOf/zzNzc0hZ7LP5vG+gWAghBCJiYmPrVq16q6XX345prtymmy43W66urp8Fa2Ukq6uLnRdx+VyYTKZeOihh3j44YeHXObKlSvF2rVr0y655JK1QojLpJS7xu4dKIaC8ln5PJk4W3wejD/96U98+tOfBuC73/0ut912G2FhYTz//PN885vf5JFHHulzjfJ54jFePtvtdurq6mhpaaG1tRWPx0NkZCRhYWGEhoYSERFBfHw8JpMJIQRNTU1kZWXhcrmw2+10dHTQ2NhIe3s7DoeD8PBwYmJiiI+PJzExEU0bWtvpmjVrWLduHRdeeCElJSU4nU4SExN9x5977jmuuOIK4uPj6ezsRNM0NE2js7PzzPZ5vJu2g7Glpqb+5qqrrrI7nU45kRltt8jjjz8uIyIiZGJiorz55pullFJ+4xvfkHl5efKxxx6TO3fulHfeeeeIyi4uLpZZWVltwCI5AT7Ts3lTPiufJ9N2tvgsZd8u624eeeQRuWbNmj7d1VL232VdU1PT4xzl88TZTqfPra2t8vDhw/LDDz+UGzdulCUlJbK+vl4O5bUH8lnXddnR0SGrqqrk7t275dq1a+X27dtlZWVlj7JvvPFGmZqaKs1ms8zIyJDPPvusdDgc8pZbbpHz5s2T55xzjvzggw9853d0dMjVq1f7yvjwww/l/Pnz5eLFi+WhQ4d8552JPo/7DYx2S0pK+ukNN9zQcvDgQbljxw7p8UyoHPsejKYybmpqkhdeeKGsq6uTTqdTXnPNNfL555/vcc6VV14pq6qq5COPPCI/9alPyWeeeWZIZbe2tsq1a9fKnTt3yoyMjFr8lvhUm/I5EMpntQ22nS0+d9NfsPznP/9ZnnvuubKjo6PP+bquy0svvVQ2NjbKm2++WVZUVMj169fL733ve75zlM8TZzsdPrtcLnn06FG5YcMGuXXrVllZWSkdDsewyxmOz7quy5aWFnno0CG5bt06WVhYKBsbG/t9uBstZ6rPZ3R/WEJCwr0rVqz48ksvvRRjMpkoKSmhuLiYxYsXD7lLIdi4XC5aWlpoaWnBbrfj8XjweDzouk5nZyc7d+5E0zTMZjNRUVHExsYSGRk56P2+//77TJ06laSkJACuu+46Nm/ezK233grAm2++SX5+Pu3t7ZSXl/OPf/yDyy67jFtuuYXw8PCA5dpsNoqKiigoKCAqKor3338/+aKLLvqvEGKplPJE8H4yisFQPiufJxMTyWcpJW1tbbS2tvq6sd1ud49z2traWL9+ve/7sLAwYmNjfVtISMiwX/c///kPjz76KBs2bOjX24G6rEH5PJEYa5+dTidlZWXU1taSnp7O0qVLCQ0NDcKdD44QgpiYGGJiYsjNzaWpqYkjR47Q2dnJjBkzSEtLQwgx6tc5k30+Y4Nlq9V68Zw5c37w6quvxphMJgByc3NPa4XsH0i0tLTQ0dGB2WwmJiaG2NhY4uPj0TQNk8mEpmnYbDamTZuGx+PB7XbT1tZGaWkpbW1tmEwmn6yxsbFER0f3kDMrK4utW7fS2dlJWFgYH3zwAQUFBb77ePzxx3n77bcpLS31XefxeHA6nQGDi97iAsyePZt//OMfqZ/85Cf/K4RYLKXsGtMfogJQPiufJxfj7bPL5aK2tpbm5mZaWlp8+Z0xMTGkpqYye/ZsLBZLj2vWr1/vG2AnpaSjo4PW1lYaGhooKyvzuRcbG0tiYiLx8fE9nL7ppptYv349DQ0NZGZm8vDDD/PTn/4Uh8PBpZdeChiD/J5++mkAOjs7+ctf/sJ7770HwH333ccVV1yB1WrlpZdeUj5PIMbSZ7fbzdGjRzlx4gTTpk3jggsuGLfGETAC54SEBBISEujq6qKkpITy8nLmzJnTIzd5uJzxPo930/ZINmBaZmZm7cmTJ/tt5j98+PCYdZF4PB5ZXV0tt27dKtevXy/37NkjKysrpc1mG7TLYqBuEafTKRsaGmRZWZksLCyUa9eulfv27ZM2m813zkMPPSRnzZol582bJ2+99VbfCjq//vWv5Z///GcppdGdcuONN8r58+f7pinqj+6uEP/y/XnmmWfsycnJ73CGTyR+JmzKZ+XzZNrGy2dd12VdXZ0sLCyU69atk4cOHRpyfqeUg3db67ou29vb5YkTJ2RRUZHvNTo7O4Nw9z1RPk+cbax81nVdVlZWyrVr18rS0lLpdruHdf1gBHMe/La2Nrl9+3a5ZcsW2d7ePuzrJ4PP434Dw75hiEpOTi4vLCwc8MMJdoXc1dUl9+/fL9euXSv37t0rW1tbh13GcOR1u92yqqpKbtmyRW7cuFGeOHEiaO9lMHG7+cIXvtCamJj4IzkBPvfJuimfR4/yeeJs4+Gz2+2WR48elevWrZM7d+4cca7lcIMLp9MpKyoq5MaNG+W2bdtkY2PjsF+zP5TPE2cbK5+7urrk1q1b5c6dO4f8MDdcxmLRqMbGRrlu3TpZXl4+5N+xyeLzuN/AsG4WRHJy8roXX3xxSHYFo0JubW2VxcXFcsOGDbKysnJUZY1U3s7OTrlv3z65du1aWVZW5pvkfiQMVVwpjYEGy5cvb4qIiLhaToDPf7Jtymfl82TaTrfPbrdbHjp0SK5du1YeOnRoRIOg/BntgNXt27fLjRs3yrq6uhGXo3yeONtY+Xz8+HG5du1aWVtbO5RiR8xYrbDqdrvl3r175UcffdTvoFV/JpPP434Dw9mio6O/fMcdd7QM+lP3Y6QVssfjkQcOHJAffvihrKurC8qo0NHK63Q6ZWlpqVy3bp2sr68f9vXDEbeb+vp6mZ6efhJIkBPAgcm0KZ+Vz5NpO50+d7dwlZWVBa37OhjBRXt7+4hbDJXPE2sLts8ej0fu2bNH7tixY8xak/0Zq2C5m8bGRrl27dqAD4eTzedxv4Eh3yhMycrKqmtraxvyD76b4VbIzc3Ncv369bK0tDSoU6cES96Ojg65efNmuXv37iG3yo1E3G7++c9/ulJSUt6RE8CDybIpn0+hfD7zt9Pls9vtlvv27ZMfffTRiHInByJYPvvnog619VD5PLG2YPvscDjkpk2b5OHDh8dkOrb+GOtgWUojnWTjxo3yyJEjPfZPRp/H/QaGdJNGd8jWtWvXjtiyoVTI/q1vI/mQByOY8uq6LisqKobUKjcacbu5+uqrm8LDw6+XE8CHM31TPvdF+XzmbqfL56amJl9r8lgEHMEOLjo7O4fUyqx8nlhbsH1ub2+X69atk4EGCI4VpyNYltJ4gC0qKpK7d++Wuq5PWp/H/QaGssXGxn7lrrvuGv4IpF4MVCF3t76VlJSM2ZPfWMjb3Sq3Z8+eflvlgiGulFI2NDTI9PT0GiBRTgAnzuRN+RwY5fOZt421zx6Px9eaPJKWvqEyFj7rui6PHTsm161b1293tfJ54m3B9Hnz5s1y7dq1srm5ebTFDZvTFSxLaXh+4MABuWXLFvnBBx9MSp/HbzK/ISKESImKivp/TzzxRPRoy8rNzSU6Opri4mJ0XfftP3HiBHv27GHx4sXMnDkzKJNvny7Cw8M599xziYqKYtOmTdjtdt+x/uY1HCkJCQn89re/TUxNTf3TaO/5bEb5PDDK5zOLsfbZ7Xazbds2rFYrK1asIDIyctT3fDoRQpCVlcWyZcsoKSmhsrLSd0z5PPEIps/p6em0trYSGhpKdPSoi5vQCCHIyMigpaWFiIiIUf+eTkSfJ3ywnJKS8otHH300PiIiIijl9a6Qjx49SmVlJStWrBh1hTVeCCHIyclh3rx5bN26lY6OjqBWxN2sWbPGNGXKlBVCiIVBKfAsRPk8OMrnM4ex9Nlut7N161YyMzPPuIe+3oSFhbFs2TKqq6spLy9XPk9QguVzV1cXhYWFLF++nISEhD4NGpONbp/PO+88oqOj2bt376jLnGg+T+hgWQgxPS4u7uM33HCDKZjldlfIGzZsoK6ujmXLlmE2j+NihtIVlGISExNZtGgRW7duZfv27UGtiMEIYp566qmE1NTU3wet0LOIs8bnIKF8ntiMpc/h4eGsXbuWadOmMWXKlGAWP26YzWaWLl1KXV0dmzdvVj5PMILls8fjobCwkPnz5/uWj+6vB3Ci8Otf/5p58+Yxf/58brrpJux2O7fccgsLFy7ke9/7nu+8Rx55hDfeeKPP9b0f/GbPnu1blXA0TDSfJ3SwnJqa+psnn3wyYSyWfjSZTEYeiqaNf4uFbgNPNehtIHU8Hg/nnHMOV155JcCwxNU0DSklQogxWTJzyZIl5OXl5QohVgW98EnOWeNzL5TPk5Ox8tnlctHY2EhqairV1dUTKsBoaWnh+uuvZ/bs2cyZM4ctW7bw7W9/m4ULF3Lbbbf5znvhhRd4/PHH+1zf3t5OV1cXMTEx1NXVBf3+lM8jJxg+SynZtWsXU6ZM6bE09EQNmKuqqnjyyScpLCxk3759eDwennnmGcLCwtizZw87duygtbWVkydPsm3bNtasWdPj+v56SIQQ5OXlUVVVRX19/ajubyL5PGGDZSHEouzs7KWXXnpp0P/yV1ZWUl9fz+rVq4mJiRlXgd24cWsx2LVIpHsfOLfwxOOPMWdOLgB79uwZtrjLli0jPz+fHTt29Mj5DBZPPvlkfEpKyv+KiRaVTWDOFp/744knnmDOnDmA8nmyMFY+ezweduzYwbRp01i8ePGECzC+8Y1vcPnll3Po0CF2795Neno6xcXF7NmzB6vVyt69e+nq6uLPf/4zX/3qV3tc2+3zkiVLWLZsGfX19T1ymIOF8nn4BMvn8vJyLBYLOTk5fY5N1IDZ7XbT1dWF2+2ms7MTKSVdXV3ouo7L5cJkMvHQQw/x8MMP97huoFQik8lEQUEB+/bto7Ozc1T3N1F8nrDBclpa2m9/+9vfJgS73NraWo4fP05BQQGapo27wG7cPCf+wividSosKRytS+ffb7/B525bBNKFxeQYkbixsbHMnz+fbdu24Xa7g3rPubm5XHzxxemapl0R1IInMWeLz705ceIEb7/9Np/73OcAsFgsyudJwFj5vGvXLjIyMsjIyAAmVoDR2trKhx9+yF133QWA1WolPj4el8uFlJLOzk4sFguPPfYYX/va17BYLL5re/usaRoFBQUcP3581K1vvVE+D59g+Nza2kp1dTXz588PeM5E8hkgIyODb37zm2RlZZGWlkZMTAzf+MY3SEpKYvHixVx11VWUlZWh6zqLFy/2XTeUnPvQ0FDy8vLYuXMnUsoR3+NE8XlCBstCiJkZGRm5BQUFQS3X6XRy4MABCgoKeuR0jqfAZsyc4DillPBn8UfW3HsNtzz6Odwh+ehI5uRGkJQYMyJxExMTyc7O5uDBg0G/74ceeig2JSXlR0EveBJyNvnswoXkVMV4zz338Oijj/pSKObMmTPiilj5PDEYK5+rq6sByM7O7rF/ogQYR48eJSkpiTvuuINzzjmHz33uc2iaxhVXXME555zjCzZ695IE8tlsNrN48WL279+PyxWccSvdKJ+HTjB81nWd3bt3s2jRokHTxSaKzwDNzc28+eabHD16lOrqajo6OnwpRLt27eL+++/nwQcf5Mc//jE/+clPuOGGG3jyySeHPDg1Pj6emJiYUecvTwSfJ2SwnJqa+v0f/OAHQW+12Lt3L7NmzSIkJKTPsfESuIEG3BgtZSX/LsWSbOFYwRH+Jl6kTjSBZS6PP/7UiMXNzs6mvb2dhoaGoN73rFmzmDZtWpYQYl5QC56EnE0+d9BBFSdw4eLNf79JcnIy+fn5Pc4ZTUWsfB5/xsJnh8PB4cOHWbBgQb/HJ0KA4Xa7KS4u5stf/jI7d+4kIiKCn/3sZzzwwAPs2rWLX/7ylzz44IP86Ec/4tlnn+WGG27gwQcfHNDnsLAwpk2bxoEDB4J6r8rnoRMMn0tLS0lNTR3yFHETwWeA999/n6lTp5KUlITFYuG6665j8+bNvuNvvvkm+fn5tLe3U15ezrPPPsvzzz/P3Llzhzw4dc6cOVRWVtLR0THi+5wIPk+4YFkIEWE2m6+48sorg3pvJ0+eRNd10tPTA55zugXW0SmjxPf98U0nKHmrlCdznuKVG//JvrX7uPnWm8GbqjMScbuT7fft2xf07uvvf//7iWlpad8b/Myzl7PN533s4Rme5n95itc3vcZbb71Fdk42N954I2vXruXWW2/1na98PvMYK5/37NnDnDlzsFqtAc8Z7wAjMzOTzMxMli1bBsD1119PcXGx73h3d/OsWbN45ZVXePbZZ9mxYwexsbEDBhZTpkyhq6sr6AP+lM+DEwyf29vbqa2tZcaMGcO6Lpg+d+cZ19TUUFlZSUVFBU6nk+PHj9PY2BiwrszKymLr1q2+XOUPPvjAN77E5XLx+OOP88ADD9DV1YXL5aKoqIjIyMh+G2gCYTKZWLhw4ainkxtvnydcsBwWFnbTnXfeGWEyBW82IqfTyaFDh1i4cPDp+k5nhezEyRGO+L6/+KcXcs+Jr/H1iq/y2b9/hosvuoiXXngJ9HZcTseIxQ0PDycnJyforRcf+9jH0DTtUiFEeFALnkScrT43UE/WTzP54onP8WTF4/zh739g9UWreeGFF4DRVcTK5/FjLHyuqqrCZDKRmpo66LnjGTCnpqYyZcoUDh8+DMAHH3zA3Llzfce7e0lcLhcOh4OioiKSk5MH7ZbvfgAMdjqG8nlwguHzoUOHmDNnzohm6xmNzx0dHRw+fJgtW7awfv16du/eTXNzs88hKSUOh4MTJ06wefNm1q9fT1FREcePH/cFz8uWLeP6669n8eLFLFiwAF3X+cIXvgDAU089xe233+6rb6uqqrj77rtZunQpsbGxw7rX+Ph4TCbTqHoEx9vnCRcsx8bG3veFL3whqD+Mgbqr+yMYFbL/k15FRQXl5eU4HA6OHTtGU1MTbrcbCxaO0/9o6JVcAAhc0oUbJ0899Utuv+0zIxY3Ozubjo6OoHZfm0wmPvvZz4aHhoZ+OmiFTjLOdp9duCiikA7aEZwazDzailj5PD4E22eHw0FJScmAg6J6EwyfXS4X9fX1lJWVsW/fPvbs2UNXVxcHDhygsrISm83Wb9m/+c1vfFMf7tq1yzf94RtvvEFBQQHp6elomkZycjJ33303Ho+HvLy8Qe8nLCyM6dOns3///hG9n/5QPg/OaH1uaWnB5XKRlJQ04nsYjs9SSmpqati0aRO7d+8mPDycRYsWsXr1as4991zmzJnD9OnTycnJISQkhBkzZpCXl8eqVatYtWoV06dPp6Ojg40bN7Jnzx46Ojp4+OGHOXToEPv27eP555/3/V255557+OxnP4vNZqO4uJg333yT/fv38/Of/3xE73POnDkcPHhwxIP9xttnMZpRisFGCJG+aNGiXTt37hy5eb04efIkVVVVjCR5v6SkBJvNxuLFi4f01OhyuaiqqqKmpoauri5CQ0OJjY0lNDQUk8nEoUOHmD59Om1tbdhsNly6k6OxR2nKbKQ9oY3uWGIe87mW67ASQhddOKSdSPdxzKZMbO0mioqKRzShfWdnJ9u3b2flypVBW7SipKSEiy66aMuJEydWBKXASYTy2ShnLvO4juux0reLfTQrmSmfTy9j4XNhYSGZmZlDalXuzXB9bm1tpbKyksbGRsxmMzExMT18Li4uZuHChbS1tdHS0kJbWxtms9k3O8dAKSLdjMZnKSXbt29n2rRpowq+/FE+ByYYPm/ZsoU5c+YMu6W1PwbzubW1ld27dxMbG8u0adMGXVJ6/fr1rF69ut9j3UF3WVkZsbGxzJkzp986NNgrTe7evZukpKQB0wcHYjx9nlDLfIWHh19z8803B20RdSklhw8f5txzzx3R9bm5uZSUlFBcXDxghdzR0UFZWRnNzc1kZmaycOFCwsLC+iwOceTIEaZPnw4Y+Z079G00NTcQfzyRKfuyqM+uoy3LxlWma7ASghMnr/AyNeIkXzB/Cdlczq7dLRTkLxmRuOHh4WRmZnLs2DHffYyW3NxczGbzDCFEmJSyKyiFThKUz4bPV5vWBD1QBuXz6SbYPttsNlwu14gCZRi6z3V1dZSWlmI2m8nOzmbevHn9nms2m0lOTiY5Odm3z263+7qx4+PjmTlzJmFhYQHfz2h8FkIwf/58du7cGbRgWfkcmNH63NLSgqZpQQmUIbDPuq5TWlpKXV0dixYtGvIgwoEQQpCWlkZqaioVFRV89NFHLFiwgISEU+Mcx2JJ9tzcXAoLC0lLSxvR4lnj6fOESsOIi4u7fc2aNUPPHB+Euro64uLiCA0NHXEZA3WRdEtcWFhISkoKF1xwATNmzCA8PHxQEZw4OaIdoT2hncpFFZSsOITZaWHRR/l0NHfgxEkxRZRRSjvt/KXtTxTtbmHRoliiIj0gR9b9mJ2dTWVlZVDz/a688korcHHQCpwkKJ9P+UyvHqxgVcTK59NHsH0uLy8f9qCo3gzks9PppKioiGPHjpGXl8eyZctITU0dVm5paGgoM2bM4IILLiAxMZFt27ZRWVnZpys5WD5HREQQEhJCU1PTiMvojfK5f0brs39jQbDo7XNnZycfffQRQgjOO++8oATK/gghmDp1KkuXLuXw4cMcOHAAKeWYBMpgpBuFhYXR3Nw84jLGy+cJEywLIcItFsu0mTNnBq3MsrKyoMjcX4Xc1tbGpk2b8Hg8nH/++aSmpg7rScmMmUqO+b73WD3IWTrn5a/g8P7D7Dmwh/c8/wEg1BZKSlEa+wp2I2Kn4/acANkyooDZYrGQnJzMyZMnh31tID796U/HpKen3x60AicBymd/nw9x4MBuPC4bENwWC+Xz6SHYPtvtdtra2nosCTxS+vP55MmTbNq0ibS0NJYsWTJol3UfZCfobb5vhRCkp6dz3nnn0dzczLZt2+jqMhq2gh1YTJ8+nfLy8lGX043yuS+j9dnpdGKz2Xq0xAaLbp+3bdvGtm3bmD9/Prm5uSMaQDhUwsPDWb58uS8VqLCwMOiBcjdTp06loqJixNePl88TJlgGLrn66qtH3mTWi9bWVsxm8/AryQD4V8i1tbUUFRWxYMECZs+ePbDEehvoNmNDN/6XLjq8/7oRCD7J9URHxrDkvCXsse5m2tYZhDeFM7VoOkcLymmKauIZ8TTt5inGzMxyZMtITps2bdSThPuzfPlydF0/XwgxkXwab84qnz0SUjmVh+bv89IVyzBZQ9m6dQNNjSeC3mKhfD4tBNXniooKpk6dOqKu2P7w97m0tJSKigpWrFgx4txInVAcmncFPtkF0pg9wGKxkJeXx7Rp09i6dSs1NTVB9zk+Ph6Hw+ELxkeL8rlfRuXziRMnmDJlStD87U1GRgatra2+cSKnAyEEU6ZMobm5mcjIyKD9relNfHy8LwVrJIyXzxPmlyc9Pf2T11xzTdAeYyorK/usBDVaup/uioqKWLZsGbExYUbrrgz8oetoePR6PPpJwIUHJxITJ6nucV4+BcQRjxs3b4t/UzHjCM2pTeRunsOxRUexR9kBSCOdUBEGIgq0kckcFhaG2Wymra1t8JOHgNlsJi8vTwNmB6XAScAZ6fMQKuV+fZYmjjlNrPHcztc9D3Epl7GUZT6f/639i7IZpSSm57J5cxGLFuYGvWtP+Ty2BNNnKSUnT54kLS0tGMX5yM3Nxel0cvToUZYsWTKsuWB73B+S/WIvr/MaVfI4LmHGIwRIu++c5ORkZs2axY4dO5gzZ07QW+CmTJnC8ePHg1KW8rkvo/W5urratyR7sHE6nezYsYNzzz2XhISE0zZNYncPyYoVK4iIiBiTlVLhVL50bW3tiK4fL58nTLAspVzWe6WvkaLrOg0NDT0GagSDpqYm2trayMnJYf/+PeiuCmjI71GJ9sahaewzt7HWXEEbDto1M226YLqczdc9D3IRlxBFFJfxcTQ0yihlF8WE2kJJrEyias5xMg9kYfaY+QRX8WluIpRQzMIyqveSlZVFZWX/09aNhAsuuCBKCBGcD3AScOb5vH9IFXK/PkuNHzcIkksEXzsZQrzjfFZ5ruzh8+62XRyqPETu3NkcOFDsS8kIFsrnsSWYPjc0NBAXFxe0GUy6OXbsmG8Q365du0YcYDhxUkIJB9jP78XTPMdfEFIAp+bitdlsHD58mIKCAg4ePBi0VuBu0tPTqa6uHvE0W71RPvdkND47nU6klKMaOzIQ+/btY+bMmcTGxp62ecX9U4mio6OZO3cuLS0tNDY2jsnrpaamUlNTM+Lrx8PnCREsCyFMZrM5PiYmJijl1dbWDmky+OHgcrnYvXs3S5cuZe6c6URHeije/ld0TzVOdJzS2e91FizUcJKNfEgb7WiYMAvB/HLBfTWhJNlX81X925ikGQsW3FISagv1pV7UT6/DleLkE4ev4hwW9zurwEhISUmhrq4uaJXxsmXLQtPS0tQgEs5An+fOHXKF3L/P8GEnOCX83QZ77AKLADt2XuefPp/3F+yhdFoJCakzOFxypM+gv9GgfB47gu3z8ePHycrKCkpZ3bS3t1NRUUF+fj6zZs0aVYChoVFBhe/7pSxDFzoOYZTlH1ikpaUxb948du/eHTT3wEj3iI6OHtVAKH+Uz6cYrc+1tbWkpKQE+a4Mampq8Hg8PdKHxiRgltKXWtRfzr0QgkWLFrF3796gr5QKEB0dTVtb24jfz3j4PCGCZWDWvHnBW/K7rq5uxNMRBWL//v1Mnz6dsBABnhPkxl5FdPgJCo+/zkF5lP1iHy76BsxmzKR5czkFEE44nTqUOOH5VvhSjQAETmniphMQ05LFoqJ8jhaUY4+ycw6LuXn6rXQ12Y1ZBYKEyWTyCRsMFi9ejJRyWVAKO/M5c3z2ToPVp0LW20HvmxMfyOdKbybSynC4OgpMmpu/8QLCJnwPfvYoO07hZNr06TQ1t9Hc0hK096N8HlOC6nNraytxcXFBK09Kya5du1i4cCHdK7GNJsBweMyslOdjxUo22cxiNjo6B+V+Gm2NfQKL5ORkwsLCgpY20U1KSgr19fVBKUv53INR+VxTUxP0+hiMFuuDBw+ycOHCPrnQwQ6YnTjRhYbN1hww5z48PJzs7OwxSccQQpCQkDDiluvx8HlCBMtCiPxVq1YFdf7OYLWCgBGsOBwOpkyZAsIMWgqEfoqcRU9gj3FRvLOYg/oBHLoFvZ/GhRSMXywzZnR0NnpjEDPwXDroEh6ph4/qbby9rYh5i1ZyZeS13MjNfIKrCBEhLFq0iD179uDxeIL2vmJjY2kJUsASGxuL2WyOF0IEbx3cM5Qzymc/fBVy0XZ0+yacwoRO34p5upzD5/Svk0gyHin7+GwVLjawjgZbgy9QllHS57NZMzNv0Xzl8xlCMH222+1YrdagDow6cuQI8fHxfQLwkQYYJU6B3rWM+/SH+JR+Oy5d4zCHeKftbTYXbSavIK9PYDF37lyOHDkS1HQM5fPYMFqf29vbx2SWiPLycqZNmxYw1z5YAbPN46GRJhpsDRQV7aIgf1HA95OTk0NLSwsdHcFrqOsmMTFxxFMkjofPEyJYTk9Pv3Dp0qVBmb9T13U8Hk/Q8uGklBw6dOjU054wAyHo0b/GKSxszN1AWHQY04pm83iDTlc/wXIcRiVuxkynrvGfdmP/NxMgyQy7HfBCtY37a4r4aWoB3+2IZqGYz0xyMXnz5CIjI0lNTQ1q60VMTEzQKmMwlrMEgjdX2hnKGeVzL3JnZBAdUU/hgVg265tw07cLLhQrv65Loc1jpkM3+3y+PwESzZKTopodtu2+QDkxKomvcy8zyQUkddSyI3IbiamJyuczgGD63NraGtTR/W63m8rKSmbNmtXv8eEGGO06/L4ZVlQIftck0GQIx10mkltzmFu0gL0Fu6iMPIYDR4+B3RaLhdzcXEpLS4P23sLDw+nsHNmMR/2hfDYYjc92u52QkJCgz4Lhdrupqanp04DRm9EGzE4JR1wmZGsEhUWFzCuYR0R0jC8lozdCCGbMmBHUqQy7GW19fbp9nhDBsqZpudOmTQtKWW1tbUF96mtoaCAyMvLUqk26DWQTLgFWYeXr3MtVM25knYimee9Ovluj097LYQ2NCCIwY0FDY2MnTDHDQ0nglvC1chv31RTxq7QCbkuP4tl0sOtg95h7TC/XPT9hsHLjYmJiaG1tDUpZALNnzw4BgpuMeAZyRvnsxYEDKXVAkDPnY1RFV3N0ZwXv6f/B6U0vcnv/uaTkxVawS6M1+UOvzz9MMlIz1to+IKdoGhUFR1gWtZw7uItQQtHx8H+8w//yFJv4iIypGcrnM4Bg+tzS0hLUYLmyspLMzExf+kV/DCfAkOCrn78aD27g5pI23t5WxIrFF3FV1DXME/OMsSO9BlmnpaXR1NSE09n/+JXhIoTAarXicDiCUp7y2WA0Pgfb326qqqpIT08f0riUYQXM0ttz532w69ThzlIbb20rYtE5K/FEenBLF/6DV3uTmppKY2Nj0HOXR/sweLp9nhDBstvtTgnWNELBlvnYsWNMnTrVb4/EIUwUiWK66CREhiGA5sxcjoVEYzlYzOZ2HbvXYTdu2nXJ1/TvEkkUSMFBJ/wlHXTgK2U2bjtRxHOZBbycG8UPEo0K+/U2qHRDE41GKwZgtVqJiYkJ2ghVi8WCx+MJ2qCBnJyccCC480GdgZxZPhuBchGFtAobTmFGoBGRG0ZXdCf1xQ3Y3B20626aaMSm22nXJXNCINJbexzy8/n92jamFE3FUWDnlqjbWCUvwKlbcOlmnuDXFFGI9P4rtO4gKiZK+TzBmcg+Hz9+fEhTKvYIMNxdoJ9Kl9AleLqf1yT91s+/TSugKTSKGfo8JOChb/qQEILMzEyqqqqC8+YIbiqG8tlgND4Hu2ekmxMnTgxr0OtQA2Y3EicOHEKnQ5c+n59JL6A+NJoIPRmrCIEBWsq7p3oL5sJP3eWGhIRgtweeTWwgTrfPEyJYFkKEB2saltbW1qDld7rdbtrb20/9ckg7ODeDiOR93mM722jXTQgEDyXB18/JpSEsmvWFxbS7dXSpU8UJQjDxcL3AA2zrgk9EQn4YvFBlY+mRInZML2DD3Cjmh8BJN1x2DG6ugp/UCyI9GT3yRqdMmcKJEyeC8v4AoqKiaG9vD0pZGRkZlri4uOA0QZ3BnDE++/E+7/EEv+Ij8SFduolV+iVckXsluVGzOVhcjt2tkSiTeaM1gkhNY44VwjXY6vW5IAxerLJRsauIttn5fCr8DuL0TI67LFx2DI66YCnn9njNInaQOSVT+TzBCabPnZ2dhIeHB6WstrY2wsLCsFqHNkOQEWBEULxrP05pQmJEyF0S/tNuBMfb/Hzurp8LvfVzullgEhrVeh1HOdJvPv9EDpaVzwaj8bm9vT3oi3W43W48Hk+f3r7BGErAfFKc5DX+iVO38GJVmy/eWDc3ijlWiB6gR8af1NTUoA029ScyMnLErcun2+dxD5aFEMJisYxu0mA/Bgwu9CbQW0E6QW8xRvwPsGS0zWYjLi7OLz9J4jZPo4hC3LjJ85zPd2oFc8uh0A6Lw+DxZbnokdH8cUsxdo8kRc9GR5Afavyw13XCC6nQ2GLDsb+IqAUFPDMjCk3AIw0wqww2eRs9/tlmTNV1nEpcGN0o8fHxQe1qDmaeZ1paGhEREaNfj/kM5rT6PEz6+mz0fHT77MGDHQc2XbC500yins3y3OVsMhk+29ySGregyQMXRRg+r++E5zPgWIsNu9fnS5OjQQgeqdd8Pv+8QTDPs9z3uhFEkE0OIfFW5fMEJpg+OxyOoA7ua2pqGvZywzNzZxMRHcG7O/+DQzd67MLFqdlc1vn57NhfRPSCAn4/3aif/6cBlh8VJJLBFjb76mR/QkNDcbvdQevdCGZqkfJ59D535ywHk9HU8QMFzBJIlZlc6bmRo83tvvr5melRaIB1GNFfdHQ0Nltw58YHRtWyfLp9HvTHJYT4kxCiTgixz2/fIiHEViHELiFEoRBiqXe/EEI8KYQoE0LsEUIs9rvmXiFEsRDi071eIj4hISFoE1R6PB4C/i50PQ+1sVCbCk0fB9vXoeNxcGwAz0kjyV234dI78OChpaWll8RWdNNUQkUYBSwlQoTxYitUuODCY3BrlfEDfbAgl+SYaN7evhNdl+y2Cy4KN+S9MhIcrTaO7iri2mUF3JAWxcZOmF0GjzbiG06VbYFPR0OtG3LkDF8rhqZpCCFwuV24cNFFFw7ZYbR668NvUQvmdFvp6ekIIQYeoeBFCHG5EOKw15XvePfNE0JsEUL8dayWspxUPg+Tvj6Djk4ooUxnOlas5OsX8LMGuLgSbq0S2HTB187JJSUmmv/sKObLYTqpJrgkws/ndhs7ior4+FKvz119fd7eBbFaCDfzGb7Jt7mfB1jDdURrMQghcLvdPp9dOPFIN7iPgnOT8WA7RJTPE9fntrY2oqODNknMiIIMgWB67nTCo8MpLCqmxeXGLVxcHin79flTXp/nlMHPG6HYDuVOmMPcgK8RzN6NiIiIoA3yUz4Do/TZ5XINuSdjqIw2NckImCMpKi7C7jnligQKuwTt7e0U9qqf64c5CZGmaWiaFvS85dDQ0BEHy6fb56EI/xfg8l77HgUellIuAh7yfg/wcYzRiTOBLwD/672pSGAJsBS4uVdZiWM1wXdAZDO4tkLXn6HtfmhaDXXpUBMJjSvQhYkdbOdYyzG0WA03bpw46RJONKGRxyIu43KsAoqmwRMpcHWkMTAkowSeb4FPLshlVnQ0+3cWM8elY3YaKfTTO20UFhYxd34BCaFRfL4arqiEaBN8MQ7emAINuXBwOjydCtMtAoduwu6x4MGNHTvmaBOFtu28x39YxwfoeKAmzHgYGCZmszlovwBJSUl4PJ6kwc4TxnQvT2H4Mhe4SQgxF7gPuBooBD4WlJvqy1+YbD4PBemkpbmS2Kh2b89KB+gtWKUkj0V8mpv5Lt8nXkSwOFRwTRR81AmZXp+vW5DLtLhoDh0oBnQsDsPnqU4bRYVFfGJpAdHRUdxU1b/PO6eBW4eZchbCE02HR8OCGSdOzNEmdnh9fpm/8QS/NgYVNn8abN8Z1ttUPgMT1OdgzuoCI2+RM2Nm5cxVJMckcmDXLtptJpLc4pTP3sCi2+ePVxr5+V+Mg9czYaoF5uuLA5YfzN4NEcRZF5TPQBB8DuZnAsHJg86dMYXo6Bj27TyA3a3T7jGCu+76+eNLC4iKjuJGb/381xZoG2bAHBMTE/TW5dEEy6fb50FrLinlh0KInN67ge4mghig2vv1NcBz0hjevlUIESuESAPa/a7rjSUkJCQo9um6PkqRHeDeD0i2sInk9jTWR30AQAwxJJJEEkmkkU4qqSSIRHIsZu6KFdwaAxEa1HhgbQfsssPyWbmUl5dQcqiYJUsW43Z72L+3iHOXFVB8KIqFs+BXqfCXDGOAiUOCWRi5oPVuY+BUcRfsdcCjKYL3eI297CY5KgVPu4fG+AbSGd369CaTKWhdhlarFSnlUP4aLgXKpJRHAIQQf8dwx4ThiDEtwxhwdvnck3bbcaLsH4MaN5imgHkOmGZjsizGZMkD00yksHBzLFwbbSJcCGo9gg+8Pq+clcu+AyUUFRWzaNEi3B6dgzuLWLqogMiwKH7VbMyI8WpmIJ/FoD53M9KmH+WzsZsJ6LPH4wnqKpRD6nVxOcHUCZhBRIAQOHHilqGkTs+F7vq5YDEer8/L8gvYZYpiSy+fXehEmDxoaDhxIQN8pFFRwRu0GkyUz0AQfQ4Ww87j122A5vMZAC2CqTOnU1Fazt5dxeQvXnyqfi4oYLcpis3N8MNE+Kdf/WzzGPVzhw4SDxEmHQv9/05193LEx8eP/k17sVqtuFx905mGeu3p9Hmkj/n3AO8KIR7DeIBZ4d2fAfhPnHoCyJBSFgoh9mJE8L/oVVbQUjw9Hs+AUwgNF6ELpMn4fWvx/ivj1DyaF3AhcY6L+XoNzA6BvBA4PwI+GQW6A9wemD07l4MHS9i4cSMdHe2sWLEKkzmK5YvAYoaTdSAT4Gc2OOAwAuQypzEfoj8PJ4HbmyMnPBpWV/BaaIL1tGixWGhoaBhKt0h/niwDngDeBkqBp4NyU0PjHs4Cn3VdYNK8FZOn0th499QJkT+gLvJLvCPeJtGURCqpZGvZ3BKdht0tcLhg4fxcDh8+zObNm+hob+O88y8iLDQKl9uYN/y4G95tN3L4lc/KZ390XQ+qz0PCYoWuN8DxHlgWgmUJFksBDunBKjRyc3M5fNion9vb27jooovwhEdxroDzw0/5XGSHr8UL/st77GAbWWRxI7cEfNlgpWEAQUsrUj4Do/BZShn0VmUYQT0v7dD2PcNn82Ic1nwsIgRN6OTMyKWizBtvtLex8oKLMEX29Pk/Xp/96+ePRcAfMpxouAIGy263O6jzfoNRJ4x0wZPT7fNI/0J9GbhXSvlPIcQNwB+BSwa6QEr5U+Cn/RwSnZ2dUevXrx/hrfR4DTo6OghYlp4GnscGL+fwVjKYgrnNwuz1gZfF7KQLu76Ba53GY4kmoEiD/QJSNDB7G1E8Ho+v8ty3bxdCCJwuaG0HpxPSkiHRCSvkqVqgN4drIUSEMZt5WLusCF0QUxOLBQtbKUS4HgNTImgB3nsA3G73wD+zYaDrOi6Xa8TD5qWUOzEkPt2cmT4PrzTaOsNZv28A/01pOLX9hBNJF11UcpxqThJPPK06RGuG5/4+791diK4DJoHNA226Mf9yohyZz91sZSua+05AgLmIgeYB9Uf5DExQn51OJ1LKoM1+0t7ePrTPWdfBMxeECcQhMDlw4cLsDQp0P58LCwuRUiA1fD53SUiQsNMKDuFkJrMJwcpWtiL6aZByOp3Y7fYg/d4aHiqfx9/n4NbHp2hvb2fDhg3DCMSd4Or2+TDS5MSDjglzn/p5d3EhaAIdI+2i2+fe9XOMBvuOSDQkWoDs3O5Aubq6ut/jI8HlctHZ2Tmin+np9nmkwfLtwDe8X78CPOv9ugrwj/QzvfsGwh0SEtK2evXqUc9N5PF42Lx5M+eff37/J3Q8AbZvDlqOI7WT34mnSNmQxqFVB3o00Fux+tIx5jGPJH0qeR5Bihm6dHBJo1vD44FwE7S1GTlwF154IZs3byYqKooFixZT7tZYagaTt9XtvDBjMFSFE/Y4jIEkBx1wyGFMu3VkhmSz9SUOcYDEo8kgJA059aSTwZXyMsJqLobo30HEp4b1M7PZbJSVlbF4ceAcvKHidDpJTU0dylI/I/FkLDkzfR4O0smGdf9g1exvIYRfM6+IBPMsIyUjbDEO6wrswk4kkbhxYfdYCROCk26BVUBEl40dhad8Dg+PZNas+URHh1HjgXiT0aUXpYEHOOo0Vqgcqs/drJFrCG/4DogQiP8XaLFDepvKZ2CC+lxVVUVHRwe5ubmjLQqA9evXs3r16sFP1DtBWHHjpEO3ECrM7HcIEkwQZzfq5/PPv5Dt2436eeHCxbQ4NZwhkOjnsyYkbaKZ4xzHhYu5zCOMvtN91dfXU1dXx7x5gRtaxuR9DoLyGRiFz1JKNmzYEJTPwp+NGzeyYsWKobcuSzdwEW6cdOohhAiN/Q5BvAni7TYK/eKN6Ogo5i9YTJFHY44FEgLUz24JC6McRJjcRBDR78uWl5djtVoHXWVwODQ3N1NZWUleXt6wrz3dPo80WK4GLgDWAxeBLzfhLeBub07IMqBVSjnYTNbukeas9EbTNDyeYWatByCSSCwhFgrsS0kLSyWNdOJJIIQQXLgQCExoSM2NSZopcwr+2gIbOo2g+a/pkNRo4/DBIubNzyc6OhqrNYSQ0GiKdhYzd9FinmvReKwJro2GR8MkDq2Z2aEx5IbqXBtlxi4FZgEhwojXz2cVaaTT1NVES3wzrbSM+n0Gs6vf7XYjhBjK6KodwEwhxFQMaW+k70CM08mk9xm80/SYvkFY5CywnAPmmSCiQHYBFpxCQxOCcMI5wXHKKGWFuISbqgTfSZRkOtoo2lnEkoJ8NHM0VmsoEZExHCzZz6w5i3nVYfhcEGbMlnFpBMwIgQwLXBdlPEgyiM/9Tcc1HJTPwAT1OZj55N0M1DXuwoWOjqZZqOYEJZQwV1vE2rYkpljA2mmjaGcRcxfnEx4VTWhoKKFh0ewoLGbewsX8vbW3z4JsazxZejzhmo5JyH5ft6urK+jTiwUD5TMwCp/HIgUD8K3SOFjeshMnEh1NaFRRRRmlnCsu5QsnBXfHQ4jX53nn5GOKjMYaGkp4RDQ79xQzb9FinmvV+GUzFITCxRFG6sWMEEi3QJgAHQ1tgJDQ6XQSEdF/ID1SRjOO4XT7PGiwLIT4G7AaSBRCnAB+CHweeEIIYQbsGCNRAd4BrgDKgE7gjiHcQ1tzc3NQpiYavswmME0F82yjZc2SD+YFgOCz3MWh2EPEtsSSGZYJGLJ2r9xUyTFKOMwxjrFCO58610J+0yT4URJ8OR6abTZ27C9i6fx8iIumywEgiE/KxdlUwr+3F3PHssXcEqOx2S6po44/8CQhhJBFNlO1qcwglySSvF2GZjKZQjoZbGndzEVTLyaKKG/grkP0b4wcpmGi63rQBt20trZiMpkGTbCTUrqFEHdjJMyagD9JKfcH5SYGYXL7PBAasfEzaXEvISw8GykMnwUSXVip5BillFBBBXXUIpFYsJDHMl7KiMLW3kTRzh0snL+C6OhoOruMkRFz5+Syu6SEd/ac8vmWavhqjfGqURqsCIMLI+DjkTA7ROLGjUWIfn22Y6eRBkKwQujVoA9vInzl88T1OdgPf5GRkb7p6CTS67NAR+c4lb76uZYan8+pIpWLI5Joa7OxbkcRFy/NxxVmjB2TEmITcnE4S/j3/xVzxxWL+cxUjZtP9vX5ogiNyyNhlhUcUifcpGP2/jltbW0lNTU1aO8zWCifgSD6HCyio6NpbW3tGSxLiQMnQvT0uXf9vJACfp8WR6OtzeezMyzaN3ItZkYuXeU94w3/+jlagxXhcGE4XB5pYXYItOpG8Nx7HuaWlhZycnKC+t4dDgcjXSDmdPs8lNkwbgpwKL+fcyXw1WHeQ21NTU1QH9kCtjaY50PkI96geC6Y0oxkeTwgwowuXyAEY/7Z2JgYWltaiUuL4xhHKaWUY1TQSM+Rzu+Kt/l6+EIqZhqtZhvrbJTvKuITy/JpC4smVML7m43ph/76JtxzWy6HnCX8blMxdy5fzAXhghbNTjTR2LBRSgmllPAe73qD5ExymMpMckmVqdjtDiLCIjB5/yGA8K+CHH7yfUdHx7BXDgrEyZMnEUIMqXtDSvkORmV3WplUPg8DXWiEx8bT2GIjKqODCo5SRikVVNDUy2eAWcxmDddi0syU2fazv+gAq/Mv5qQliigXbNsJJg0+6oL83FwO7D3l8yuZGh91wudOQrUb3u0wtu/UwZ5p4AndRxON/foc4f0HEiLuwUhOGnoHmPLZx4TzOSwsjK6ursFPHAI6OpExETS1NqFFawPWz+DnM2bqO6o5tLOE8wryaQ2JpsMDVW5j2es9JXDh0lxabCXs21vMzMWL+UeGxiavz1V+Pn+7DvJD4cMcwUY2MIOZpJFGU0sT02cHZ60Ep9MZtOn2lM/AKH3unms4mFMgGqs0NpOWEgHCAnob6HU4zVn8iWcH8TmEY81tfLDDiDdaQqLp9PqsYUwR943cXA4OUD//p93Yvl0HoQKWhMEDCZJV4TphJh0PHjSpYbfbRxzYBmI0i7ycbp+D94mPECmlc8qUKUFrboiMjKS9vZ2oqKi+By1LwLraSIzvRnhHfkoPDtmJSVhpp50jlFEeW47rqJt/8LeArxdDLGu4DoFOpGbi+0dtZJUUMfOcfBKio1lZAVumwEfFcOkiyM2GP7wCd1yfy//sLeHXHxVzQcFiVkRm8XXtXtbxAVvY7FuExI2bCu+/9awjtCuU6WG5fMB/mUkumd5UHCEEVjH8LpJgtoJUV1fjdDorglLYGcpp9XkAdHScODBjGYHP1zKFKQg03rG9TWdRJwvzFxIZGc9tRwVbp8B/txg+N7rh2Wa4Y34u/1Nk+LyqYDErIzRKZ8AP6+DXTUZ+3KJQmGqFX/EGbtxD8Hn4y8oqn4NLMH3udnlkN+IB2Q4iFDc69TSzL3YfHSfbKZ9SFvCyQD6vzF9NdEQUF1TAtqnwkwa4QMC550CZhKXLcvnjgRL+5a2fz4vQKOnlM8CX4yQnRSXrWMs61qLpJuZ7FvChZT0zyWUKUzCyjwRWhr+YRTBX8FQ+j97n0NBQHA5H0IPlYxXl4NgFtm+BXg2EEpraYjSG+dHb5/Xta9H2WLl4ST7x0dGcX3HK51VArnXo9TMYg7M3dsL/pkKx6UPWs5ZU0siyZxESFoZTOIGR+9wbu90+7L9t3Zxun8c9WAZwuVyuYHWfdk8I3+8HoPmtHiVdIDtAhIO7HJz/RYR/kef4MxVUGOeEwSz3XMwOM+6QnqkxJkycx/ms4gKcupkTLo27Sm1ce7yIE7n53JUUzR+ajbmXu5xw2xqoPQbnF8DMy+HO6+AH+bl8dVsJ7+0o5t9zFvOzVCsXiksoEEt5jVc5TmXf91cVS23qSfazh81sQiBIJJFspjKTmWSTgwULOjpWrP2O1vanpaWF2bNnD/On3D/V1dWyqampdPAzJzenzWd/pAsHLkzCSjPNlFHKUY5wjAq68LbmDerzSlaxGoB22njZ9ndii+IIzw8nK3IOTzUJIjTotMOho7BqjjEd0fQyuCUGvp+fy93bSviv1+efp2o8nARfjIfPVBmBRTVHcHPqtQP7nMNMcpXPE4Bg+SyEwGw243K5Bp8f2b9+9hwBx7vgWAvOjzCHXkdkzC/ZF7+HWfvm4o1GezCYz7GRKTzd7bOE3XZYJsEdCsvLoGIm3JVn+Hyqfj7l821VxnzhN8XAc+Jt3+tG1UXRlNDEHnYF9llasEin8d4G6TEa7epu/iifDUbjc1hYGJ2dnUHN3Q0NDaXL7sJjWolJ755pwo7m3MZy63m8KV7v43MbbfzD63NifiKZEZH83htvdHT7rMOqcJg2xPp5q/fPxOJQyLbCK6xFR6eaKuwNdqxxIXzIuv7rZ+khhJBBfe5NV1fXiHsCT7fPY7Jk5XAxm80N9fXDy00MhNGl0dL3gHSA3mr87yyG9keh+XqojYeGuWD7BibnFhbJc3pc1pTZQPzxxB77csjh69zLKlYZT1hCcLs3UH4zK5+Hp0bjlPD9ekNWaxh8GAddQGwUlPyfd7AT8Lm8XI6FRGM9WMyKIzrVLguhejy3cwfXcX3P0dYS4qsSaMpo8tslqaeeQrbzN17kZ/yE3/A4RRTikJ3gqfIuhd0Kstfa8VIGdTnlysrKDpfLNZ6jpicE4+WzxMOr/IPf8Dj/x9sc4uCpQNnLwD5fAMAedvEH2zPEFsXRkt/CFdGfoFM38cN6uCAcLCaYN8Poto7XIESDz3uH1XT7HOL1uc4D6Sb4IBtujIGN2gd+72Egn3f08PnfvMUedmGjFbd3Jcvu3hfftcrnMSGYPg9pdTupIz1HoflTRv1cPwds94DjLZBN0PUsVgRTTdNoj28juq5ny+tQfA4RGs+0GD6bgYNOI8iIM4FV9PXZ2svn97Phw2xJO51U+w2sTzyWRGPWqZ9Vb59/wc8Mbzseh64XB6yfIbjBsvLZYDQ+x8TE0NraGtT7EUKQnJxMbZ0LrBf69pts97GQhcwkt4/Pz/p8bmZ19IW0S40fdNfPQKrZSGCLMw1cP9f61c/PpRuzGd0XL6mivEf9mnA8kabMxn7r56f5nTENo+OtQX3uTXt7O5GRw+9BhNPv84QIljVNOxGsuTdjY2MNmfVOY6Ub2QmOjdD2Q2j6ONREQ2M+tP8AnB8YrRdeTLZ7WcBC4wnJS+OUBhKOJ4IOEURwAzdyK7cTRRQ6kn/wd/bb9vLDuiJemZLPszOjEcBnq435DD8RBaEafK0GGjzg0OBvAhIqYYfdeIqbOiOXipBoLjlWzPwynVdsApduYT4LuJdvcg75CAQxtbG0x7WjWwbuRWqhhSSZhNX+BtRlQl02tN4JnU+Du8wbaLXQ1tYyYlH748iRI3ZOra501jJePod0/YNl8twByxvIZ4nkFV7mPdu7ZBVlU5l/jE9HfxqHbuYur89XRBm5yrd/FkLCoFM3pj18o81YiGRxKEzr5fPLbUbjnyY83MJtI/J5N7v4J6/yGI/ySx7lDV6jkO000ogHD3bs2NpsyucxIJg+DynYEBrCNAVchT3qZ38sXa+zUq6kflotyeVG2k1/9XN/PgM0yVb2TJN8N1ESpsERpzGLUbsOK8OH5vPcEJ0Yzcw5LEYgCGkPQXOb6IoJnJc9j/kg24y/P62f6VU//95bPzu9wYYxZ3iwnFY+G4zGZ199HGSysrKoqKyFiG+d2qlXossuPs1NA/h8Iw6PmW/Xnqqfzej8KMVBhCbplDore9XP/vHGAj+fb4iGIzPgumh4T/u37zZC2kNAgjPC0f+9k4Vb1kHzmr7xhuek8berH1wuFyaTacTjcU63zxMiWG5padm0e/fuEY9QlVKiu22gd2AxdeJ2NiFt34bGVVATBU2roOPn4NoCOAMX5N6FrteRJxf5dukWndbUZgqOLuUe7mc2cwCo4SS/4QmO2So4VLyPpPwE1s2LItkEH3XCv9uNH+7iUKh1GzlBdgkeceqHfme10Wvxo2SoSDcE/tLJYkKkBxduPHiwYOEKPsHn9S8x5XA2tTNqBv15RBNNDlPRuueU1uvA/hrYvgr1M6E2GVpupLX2ZWKiOv1aKQf42QyBnTt36sCBURUyCRitz0gJevuwfRatD5DJFGKJC1j0QD4/6fV5atF0juaXc0n0JYTpMWzuFLzt9Tk/FFrMMLsajrpB14xpiOCUzw8nwzGvz188WcznqnQ+UwWdHjMmPXTYPvemgw4OsJ9/8y+e4Ff8jJ/wCi+zu3U3UTFRfsGG8jkYjNpnPwL2lPjh6uw0WpfDPhvwHK3tfrLIISQqBN3soaA+cP3s73MEkRyjgt9pv+Ap7VHCTTon/epnIeCiIfrskCY0PYQruJIv8hWmHZxB7cyBZy5bKc8npOMPPXf66ueveOvnJGi5EVfL45g1BwKnsSTsKFE+G4zG5+4ZWIJNVFQUmqbRas8HLRPCvwhJ5YQIY0DdQD67hJP/TZO8NUWSHwouUxtPmX5EC42Eap4+PvvHGz19hnABJuHmk9xAMskAJJenUje9NuC9r5TnE9L+5Kkd/vGG+5AxeUI/jDYf/3T7PCGC5ba2ti0bN25sHun1HocDoWnQ+nmojSXC8hHtTa+DezcweFeAPyHtj7GSU4tApJLGNblriD4RjbPdmOfwIzbyB36Py+b0iXswZg9CuBFCYhGS88JgYagx2fcBbz1nl8aULB/zNhRUuOBnDcY67W9OgfcTc1mWFE12WRFP8yi/5QlqqUEgsB22kZeex8URlwyaWL9ELgP3YdADBCLSBo53aWksJJa7oSYGmq+C9kfAucUYTDNM3G43zc3NTill8NZ5PUMZrs9S19HbWsDVbgR59lfB9g1oWDRMn5sQ7r2cO0DrsuHztUSfiMbV5kRKF3Wyto/POdFTWUAeOmY+5312XxBi+LzPz+fwAXx+L9GokO+pKeZNm878cmPBHZceMiyfB8OBg1JKaG9pIzqqw+vz1V6ft/p1Cw59Jgbl8ylGWz/7ExUVNeggP0t4OGgREPlN+iQjd6M3INwH+Zi8nIsXXEzk/ig0l4ZJukHC33ixX58Fgjd5HYBwItDx9KmfLxuGz3u9PuvVOjO0mZyXvDKgz6mkEU88tP+/gX9I0gaO/9BS91dirK+AcxuI0f2OKJ9PMRqfNU3DbDbjdI7uQbw/cnNz2X+gBJm4F6IeQ2qRuIToN97w9/lP2hM8pT3K7MhyXLhx4GQheViwYBJiWD7vcYBTWkgllS/yFS61XUZEayStKS393vMUphBJBHQ82vegKRus5wbMY25ubh5xitF4+DwhgmVg59atW0c8QlX3eGg72YwMXQNAfOQhGttGuHpS5xOEEUIus7iSq/k8XyTFlMq8hfMp3l3MX+SfWM9aQmwhPnGt0VY+yfUA7NI2kRx+kHeydTZkS8wCCr1/o93SyFWeboUIrz8/b4RmHZI0KJkhuWR+DvtjdpJSnEar3sozPM3Glg9paGxg5oyZ5FPAvXyTOczt9/Y1NJayDEvb9wZ9q03ts4gNLwcc4NwI7T82Hjjk8FsxDhw4gMViOS1zcZ4BDNtn3e2Co4fAfRRaboCuP4HHGOU/HJ/Ntm+RT4FvztduQgjhKq7m83yBFFMKeQvmsHt3IebmL5FMAufbLujjs1O38kg9HPeOx1sVASYBxf4+07/PiRr8MQ1eiz9VIVe5dJYdhaePtVDf0MTM6bmD+jxUNDTCmsJJ1H4F2MH5oeFz43KoiYSmS6Dt++D4wNtq3wZ6/138oHzuxajqZ3+EEFgsFux2+4DnOWw2hIgC68UBCorC7KlkFjPJCMtkxtRsDuwvRDReiObcwk22W5leNLOHzwLBBtbTitGNnk0OQmosDpUUTpXMtIJFyB4+/6wBmrw+P9uPz0uPwm9rHBw+XMrC+XkD+rxcrsDk/IgBezf9aGqbS1xUK1iXDHvgVG+Uzz0Ylc9JSUnU1dUF834AiI+PJyoqhorKZhBmdL0Nl3Szm139xhv+PtuwUSIOESZ0oonmKq4hGmP+8WkB4o3+fF52FB5vBLuuoXlM6LslF+VdxBzRf/28Qq7E4niPfhtxwu9moBCztraW5OTkEf2sxsPnCREsSynbWlpaHG73UBZj6YspJITG0nIIvQpEAhnxH3Gi8YIR34/FWcQt8jOcw2IsWHDjpjGukdL4w+gHJKG2UJ+4jmgHN3ELJsy00877vMvL4kUe0x6ky1SLLmG/X9141AVOHc71zj/ulHB7FbgFxJo8bNT+j+O5lXRGdzK1eDpal0bdrjqO5JXSJbrQ0Igggk9yPZ/lzj5d7nOYi0YXOP414Hts7cwmzNqIxdwrnyj8nlPT6Q2DoqIivaWlZe2wL5yEDNdnZ3s71fsPI7X/3955h8dRXY37vbNNZbWSrG5Vy5Z7F7bBtsBAEkhCQgkQWkgoyRdIAoSQQBrflx6SAAFCIJ0Q+JGQUFMIIYApNu644Crb6nVVV221Ze7vj1mtdqVddVuyuC/PPo80OzNb9HJ95s6552hgngPm8OYyo/LZ8xrIDiM3MkBf7vsyVmDBiqZ3kxy3jRm2P3HgqMRdeQHaTo204rSgz2ZpwemDn4WU+PyI3Rgw3gu5ljruie7zRxPgKkf4gOzw9qAd3s19acto1gW6bg3x+YYhU0iGYl77AmJirFj8T0Z41m/kv3bdbwTNDQ5oPh06vgLuF0BvNnLBdZeRAoPyOZTxjs8DmTlzJsPljFoTEkDYkfavDn4y5nJILwfruVhFLJreTW76e7jb/01NvYnummso3fEu64rXY3FYwsbnTbwVPM1c5iKFTo15N87Yl/AJFy7RRneIz176fb4ggs8m3Uf3/l08PmMBLpM1qs82bCxmCSbXbSP6jqSEutbTychez0T8M6187me8PmdmZlJfP/r0sZGwYMECKsrL6e72YGpaRYz7Oa5yXcOcnfMixhvhPs/DIqzYAv8JBBYs9EQZnyP5LKXOt51wXiXsLT1KalommYmZfILLBo3PccQxl3lo7V+O8EmsEPe5YO+KgXg8HqSUY67bPBk+T4lgGcBisRw8dOjQmI41mc3krFmDr7sLGXcDMdZWzFoPnT0zR3miOTDjLTTLCmMGRGr4pI+3eYv/x5+onF9BTEcsRZvnU1Z8DLfDzQbOJo10dHSe5a9hK0gTScIPHAwJLva4IVYzOub08Xq3URQcaeZ8PkwyM2iYW4c7zs2i15dQvaCK4wnHeZD7KeM4HjxYsZFPAV/kFs7i7GA9xhJZgq3rsWE/alXTOeSmDnBN2CHuqjEFy2+99VZbZ2fnllEfOE0Zjc/WhATMMTGQMw+qjkF8+OAzWp9tXb9mvSxhBincwGe5iIuJIw6rNBmzqa5bofVC5mc/RkdPDpv3f4rTCn/AmQnr+Kz8H9JIxy01ftwEof+crI017owcCrn42zuEz2bgVzOh0GIMyHWWOB6ofJ3HUxbwop7AvKNQ6ZX0SF/A53y+yC1sCPF5pORXFlCQcXiEe0vwHTAWVLVeBA2p4FwI3u30zfopn8MZz/g8kOzsbKqrq5EyetqoEAK/z4+wlhg5nGCMzylvQ+LvQJthpCboXeC6DdF2EStn/4TSukvYcuRbFBfcTKbtGLfK20PG57+Fjc+55OFH5x02s5lNdNJJBeXEa7AhxOeNUXyusCbwi4rX2BOXxuOWTOYdNfbt1OUgn0+Tq5B6HfjeG9F31NI5H0dsFRbH9VEDjtGgfA5nPD47HA46OjomvHU7gNlsZsnCBex6dw/+xJforP8ZB3Zs4qzis4h1xIXFG//gxQE+50Y8Z9wIx+e+gFmTOg0tLbxWUU/lzCI6dbBiHTQ+F8tVSH8F6GWDXzTm0iE/Z0NDAxkZGWP5ioDJ8XnKBMstLS0vbdy4cWxN2zHyPuv3HYX42wFBbtprVDadM8KjbWD/HqTtMXJsNLsxCPuPI3pfYbVcQxJJxHTEYO220p3cSUpVKnkyj/WUIBAc5hAVVATPmEIqGhpxGhwOCZbfdRsBx4cHLHC+uc6YxTBh4mquIaYnhkRnIq2ZbaRWpYEOPfTwJ/7Iy7wUbO1qxUoJZ3Irt1PMKtJIg45vDflpdd2Es30ZGYm7wp+IvWZE5V4i8eabb/qAXcPu+D5hND4LIUhbuJCmo8eRTfXGzJlwhO0zKp+77iGZGXyBL5FDLlZsQZ9pKjZSPIAOdzbdvekkx5dS1ZCDpfUmMkhFIHDj4t5Mye5CyZUOWGwzUjBiB/i8axifYwS8mAuZ3h5WdjvZFp/Jua4qNKlzRaIk2wK7xJYwn9cHfJ7FrBF93Bl6Cm6nmwzLHSP7fiLhbwDL6mBgonwOZ7zjcyhWqxW73T7sQj+p64BAxt/ePz5b1hjjMxjNpVo+CD2/A6DHk4pfmrGauujozsfc8XUs6GhogfG5PHjuFFLQ0LBgoZmm4PY66tCEn48M43Oc7mdObztV1gTmuNvQpE6rDvvcMtAQKNTnEs4TH8ba8/yIv6PKpnPJyxnx7sOifA5nPD4LIUhJSWGiyikOJCUjk5ysLLbsqGFH2Y8onvU90iz/5X/kTayjBCtWJJIruIqLuJh00oPxRiQsYvjx2UJ/wPyNmq3c1LCHH2eexkeqNb5aD106CGkKG5/XsQ5r53cifwj7XeF9LQZQW1s7ruZRk+HzlAmWu7q6nnviiSfaxnq8NT6exNxcIAZs55GZtI2GtmJ8/mEWRlg/COnHjdk8EQfCbAQWPY+Dcwmm1o8Q636Jq1yfYs7OuZSddoxjq49i0kwUbZqPu7MXHZ1/Ep72kE8BEonLb9Tv7OOgx1hIsshmCNpHox/ubIBun0ZnZRdLt6ygakkllSvLgikZfReR29nGr3iENtoCs8xWEknkw/IjCL0JtKEbWNS0rCcjaTuaNiBtK/5r/f8QjYKKigrcbneVWjzSz2h91sxm2qqqYdF6cDkh9tqw50flc9ohrNJnLPDAFOYzfmP21dWTw85jX+G0OfeyuujHaMLMpv2fprfTh47Ob7RfcJ/2f7hi3uTBrF52FUp0OdjnQyE+W0PSKhv9cFcD9OgSa0MlDzi38Nu0JfwicyXlNgcPt+zinjSdv2i/42Ve4tc8QvsAn6/mWq7gykD76+gsq15BerqOpo1jDVrsZRgFlJTPkRjv+DyQ/Px8ysoizEiFYLbZQMRA/K3h43Mf0g1JvweRHPR51Zyfsm7BN6luPpc91ffh85mMGwnSS3LILeR8ZiGR9NKLJySH2IkTD56o47Nbh+TuVn7f8DY74zP4XvYZwRm5n6T5+Z8ZOn/QHhjgs83Iq4i7AZL+BtrQeZoebwLtXYWkzLxh2LF8JCifBzNen/Py8qioqBh+xzEyIy2djo4ubLZ44mc+g9bxPWyBMR2MtB4LFpaxgv/hJq7nBiTR79REGp/7fC6wwj2BSd49cekUetppNsfQYjZSJB5tg9VlxgLB7sAscyKJWNDAdtFgn83LwVQY9b243W48Hg8OR/Rgeigmy+cpEyxLKcsrKiq6x1OWxeZw0FruRMZ/DZPmIzvlLaqizcZpMyH5RUh+DrQsY/V1X8mptk8aZXwwptC66m7n4I53OLP4LGIcMSCgZMGZLFy0kB07d/DvYy/RrYevtC+iCCtWjg5Yy3GoF8zCCDBOG1BR5a+NPWzdthVXSwfnrj+HzBmGwQ1z6wYFzE4a+QUPsI+9/bMYwopZS4W0oxB3M5H+vFLC8YaPUpjxz/AnLOtBSx20/0h4/vnnPe3t7X8a08HTlNH6bLJayS8pwd3SAuVHIT58lnR4n7MG+BwX1ee+wKJ49r04YqsRQrJgycUsWrSQ7bv6ffbh4xX+w4Om71IhjmE3QekAnw+G+FwcSD/LMMHdqZJv2LvZs20rXW0tnHfmenJTZxjPzy6iJN3BS7v/RnngFl4jjTzEA7wX6jNW5jKf2/gKq1kTsXufRVoQZYI5M346ou85KvF3BmdClM+DmYjxOZTU1FQ6Ozvp6Rm6Qonf4wGEMT4PRMSAqQCX7XV2Hvta0GeLyc3q1cUkJ6fx9ttv09rUyhKxjC9yK9fLG5nLPOYyFyvWsFllMMZVEybD5wHj82+b/ew6cIDjB/ZzzqpimJkPGDNyC1IcrC/fxR94gGaaB/mMCHyGmAsg7VjU8RmgrPF8CrIOIswFI/w2h0b5PJjx+pyUlERvb++w/o4Fl8vFzp07Wbt2LdmZWWzZXkN3/DZMYnAHUxMmLFhJwBHWH2IgoeNzH4+2QqXPqADz2STJTZ5qbm7czV25JRyMTQmmZIBR0WvRMXiqPTDLjMAiYiP7HP/lIVOHKioqyMvLG9N3A5Pn85QJlgF0XX/+5ZdfHnM9T2t8PF0NjUYqhSmfgvSXqXB+CClDP6YJ4r4MaUfAdp4xgAlhrJD37jK6RfX2B5LBwKLgFtIsb/E5eRNncw6zKCQlOYV56+dR561lwRuLSD+aibnXmPkooACkYNeARd8VXuMKL0YY3f2QkiJ3K7fU7+Ir9dt51F7I3KXLiLXEcXnIrFqkgNmHjxd4jr/xNL304sdvSKolQMI9kLoXzCvDXt/pWoojtpIYa1v4G7PfAWJsLTyffPLJ9s7OzufGdPA0ZrQ+SympP1SKzJgFJII1fFFfdJ9vG73PgcACgNgbwXo2iTPSo/qcReawPn8uGV7I0dmd2sIHq7aw9d2XOTJ7P4uWLSTRauEvOfCNFMlPM2DrvDdxOpyDfH6e53iGvwZ9NmPGho0Pch5f4BayCM/bXuxcij3BSoz4z0i/5sGYV4KpIPir8jky4x2fQxFCUFhYyPHjx4fcz2S1Dtm0wNXhYefuZopPOxNHXKC6SexnEbZzyMufzemnn05ZWRnbNm+lpb6BPPK5jE+yQC4EKbFJGx+U5/FBeR4OHKyWp2PFSowwuqEBJPg9XNRayj1Vb/LnHhsrzlhHmsPOX3IgzQQ/SZdcvnQ2hxP34diVNKTPxvhsD4zP+waNz37dQm3LOnILzp6QXGVQPkdjvD7n5+dTXl4+ge+oP1AuLi7G4XBQMHsO84uK2LZtJ2XldUPm+Q9FqM996Bhtrtvdbg7s3M61/kYeyFtHoyV+UA4zGAH3d5zgkZJe6Y3ss/Uc4y5d6B2g0NfUdWpqasjOzh7T54DJ83lKBcuNjY1PPfXUUy3D7xkZoWlkrlhBb7sLGfdFrOYu0hx7qHQGZuMsayDtACR8NxBUWI2pVtkNnT+G5nWg9xeVHxhYmNouJ7b3LUrkWVix4sfH86ZnqZ1fw+H1B5CazuytRczfvIiyg+VU1FZzgaWL9wp19s+WLLRK9hb4cLW1UldZzoaq3dxb9QYXtB3nNUcud+WU8Iw5nSfajW5SFixczpXBq8lIATPAIQ7yEA9QTz2ewOwhmh3MCyDlLXD8CoQDKTUO11zBnKznw784LR1sHwIxeh1cLhdVVVWdUsrKUR88zRmtz7aEBBw5OciEFCgrHTS7HN3n7xl/775arNJvdD5r+cCQPgNgng+On4NmH9bn8tpajri60foGbCkx635Km9qoqyxnYdluLLte5pXyf7A57w3eLdlBefpx9rIHL17iBXwjDZ7Wfkc5ZVF9PsiBQT7bsJFKKjfyWT7OhcYsioTEw0nMm7lxVH+XQdhvDwYmyufojHd8HsjMmTNxOp3DlpGLRn9gcRqOpHmQuhksa8FxfzCdLDY2ltWrV7NkyVLqG5p54/WNHN67j6qqY3R0NJNGOiXiTErEmdixs16U4PV66Whp4pzmo9xVu5Vv1W6hV5i4K7eER+yzedIl6NGNclx7Z8tg6sXxucdG7LMxPs+H1P7xGaC88XxmpuzEFH9x1IBjtN+R8jky4/U5Ozub+vp6vN4JSeUfFCj3kZKRyfqSEjo7O3nnnXfG1EHQphnd/UIxS53khgpe3fQOmbl5rFixksfzLcG564EBc64Zts6S1IjDPCTuD/gcuNXY5/OMfwzZp6GqqorMzEzM5rG5PZk+i7FeqZwIhBBaRkZGbWVlZYbVOrYi7N6eHmq2bSO/ZAWiIQ2fX+Ptg/ewemUScTMuBWL6g0LZY9ymbr0IvFvDzhMxsMAGae+BaRa69NIlPDwj/sZxjoUdu6RnKWvaz8DV1k5lWyXeXq+RDtkBJEKqPZWspJnEOJKYXe/ArYWL49CgvMjo6+6hl9d4lc1sCj6fcSSLOFccZSuPhV3uCAQbOIf1rMeMpf+Wjd4DuCl970F8vYdZkPNU+JcW/y2wf924dT9KnnrqKf3WW2/9eWNj41dGffA0Zyw+ezo7aTp8iCxzB2LJ6eAsDGsu4/PH9PucfKlxKzrSRY7ebTQxaT4X6BnC531gKsQrdHaxc1DuPfT73NLSzWsNbei9vWhIsj0dlNsSWZBkZ3FaEvYkO790/ALdHD5YxhDDl7mDWGJH7fPZnMO6AT578eLDxxulG8nx5bA4aSXhdTtGgUiCjNpglynlc3QmYnweSGNjI2VlZaxevXpUbW8jBhbSbfz/IP3G4r8I+P1+WlpaaG9vp62tLaxBSmdnJ3a7HZPJRGJiInGJSZzTmkyVNTzKCB2fe6WXLeJtXuW/wefHOj531t/Jjv3zKDmtFlPidyOnnowS5XN0JsLn8vJyenp6WLBgwbjeS7RAeSAtLS2Ulpbi9/spKCggIyMDkymy6xs3bmTDhg3B37t1SDgEM7w9bOioZF1HLdvjM3k9ZTb751tJNhnt3v+vEe4NuYS4pOUIi7wuPr92BS2WUp7WjAyIqD5Hwe/38+abb7Ju3TrG+n1Pps9TamZZSqlLKZ974YUXxlyTxRIbS+ayZUi/H2Ivw2y/nMXLPs6ew4VIYvsDC70T3P8G57wRBsqA4wEwzQRhQqObePc/uVJezh3ya5wh1xKDkRQ0J7aI3Mxc5s2fz77T97DzrO3s3LCdroRudp65nd6VveQX5mNPnsG82MFXWC4dvlAHnX6wYuMcPhB2+znajJxE8jqv8kcewy/9/c1FtFg6uszUtp7JvCVfBNPckFfTwH7rmAJlgPvvv7/F6XQ+MqaDpzlj8dkcG4u7rR0WnAFNVUbb09DnQ30WsdHvBmhxYF4GKa/i6pkT3WfN8NmLl1d4OeKpZsfOCfp8z8zT+WreWXwlbwPV1gTuyj2TXbNWkjerkMQZiaSbBy9ecuPmH7yIh95R+/xawOduuvFizOBYsODr8BFTG8v8OSlDLiYZltjPhFWAUT5HZyLG54Gkp6djs9mGrbscStTAItAaOFqgDGAymUhLS2POnDmcdtppbNiwIfiw2+1s2LCBkpISli5dSnpOHskJgxfYuXR4sAXa/RKbsLCW9aMen0N9RotFiiT2HL+aZctWYXJ8dUICZVA+D8VE+JyXl0dDQ8OY747AyANlMBqXrFmzhqVLl9LW1sabb77JO++8w8GDB6mrq6O7uxufz4eUEiklXq+XtrY2Kioq2L93Dw9Uv8ktDbtoMcdyV24J/y91AXXCGow37JrRDntFSH7z9vS5XJjl4ODeN3ia/lThqD5HoaysjJycnDEHyjC5Pk+pYBmgsbHx/nvvvbd5+D2jIzSNtqpWZOIfwPEwqekFxNsdxupV6QvU5vwStF1itBYNIWqgbLvAKK0m4oxAu/3zaG1XYatPwNH+dc7VF/NVeRefkJdRRBECgUTSxeAuYU4a8eLFLKAkSoz6lMtopeqTYMbMVVwT1kY12oAMsFQuRacHet8AvRNd19m9ezfLlq1As62GtHch4UcYlUM+CmNsN3z8+HGqq6trpJRHx3SC9wGj9Vkzmchdu5aOmmpk5XGI+xJgAvNCSNk+2OchTxaHq2c2O8t/TvHshyP7rMXjoZe/80JYVYBQCpmNQKBjrKIeyAGPsehDQyOfgojn2MdeGmgI5iGPxudKKniA+4I1xvt8Xr5sOWZzerjPo0IYufqBwET5PDwTMT4PZNGiRRw9enREi6VGE1iMF3PfupIAsQKuS4JDsyW3p+igdeLHjwnTuHwGw72k5FSS09Ya9e4nAOXz8IzXZ03TKCoq4vDhkdZ4D2esPtvtdhYuXMiGDRtYvnw5SUlJtLe3s2/fPt555x3eeOMNurq62Lp1K8ePH8fv95Odk0vpwrXcnbOO1xx59Ibc0Q6NN/rKycULgqkXtrk6hxIPjNjngXi9XqqqqigsHPvExmT7POWCZSnlkcrKypqjR8f+fdgcDhKyspC6FsxdW7hwIeXl5XR3tUL3w9Dz2KDjogbK2kxIeiJQMcMH3t3g/mv/8z2PYG0swNK0gsWedizSmNloI3IpKydGfcY4jUH1PEP5TK3RcUdDI444Ps5FYc9HGpAvkB9jOYuwNi6G1vPAdQfHjh4kLTXF6MMuzEbAH/clo2Se4ycgxlae6IEHHuhoamr60ZgOfp8wFp+llDQcPgpzisHrN6pcpG4Hy4rBPnd3Rz2Py+Vi5679FBevwpHzOBBY3h/isx8/ddSxn8jNEuKIw47xmuVRuvQe6gWBMeM7l7mRdwKe5Rn0QN3bkfrchxs3T/A4/+ZfHD52mNS01Ag+l4Htw1FffxDWc8LqWSufh2cixueBWCwWFi1axN69e4dcwHQyA2XoH5+LrPBQpqRxnuSejB6qba9yr/a/PCZ+OyE+t3a2UlVdxfz58w2fx1C+MxLK5+GZCJ9nzpxJZ2cnLS2jS3+eCJ+FEMTGxpKVlcX8+fNZs2YNJSUlwTsl69evZ+XKlRQWFjIzdQYfToqeK3xfM+hINAEzTPDnHCNQbjYd5mntTyP22YMnrFkKwHvvvUdRUVHUlJGRMNk+T7lgGcDpdH7nJz/5yeiz2EOwxMaihfxhzGYzixcvZs++o8jYmyHulrD9owbKaJD8bDCnEemB9s9EflHffkxd92OTxu2IeiK3xGyhOVgvce0Q2Q9HPPBQC3T5jUBkPgtYQngr5FCBP+q/oD9Q1o38d1fLP6mreo25sy1GHmvwY8WDKQu0PKN6wijp6uri6aef7vR6vc+O+uD3GaP12RoXR9by5ehoxiyT5cxAjdkIPu/ZEzHACBuIE9ODKRmIeEh+Juizjp/neCbqe8kjH18gH3hvb+R9jniMwAKMrmjRaKaJLWzGg2dEPg8ckAHec+1jX91e0uamhs9iaPFgyoSkv0LyP0EbwWrr+K8FK8Aon0fORIzPA+lLx6iqqor4/MkOlPv4kN1ozPPR5Br+rP2ah0zf5w1eR0efEJ93yO38Z/fLzFpagN8UfWHUaFE+j5zx+iyEYPny5ezduxe/f2R/w8ny+YwB5RCtwmh5vadQ8odsSZtswYOHOA1K4nR6TdXBHGUYgc9s51f8kjZag+NzQ0MDHo9nXBUwpoLPUzJY9vl8f3/xxRe7huvwNFpSU1Ox2+0cK6uHhB8GA+bogTIQ/w0wL+pvrdp1L/iPRTh7ANs5IOz48FFHbcRdfPjowQhcTQLmRMiCKLDAz9IlNyVLfAErrVj5OBeFFdcHQ+B8Rz7iXTA3LA0Gyl5/DLuPf4ll+fejNS+FnieNzxDKGHOVH3vsMY/H4/mtlHJilgJPY8bis8Vux2+JAVscmCLPNAV9PhbuY8SBuC+HOe0YmBeDsOLBwyY20UL0GZFCZmPFSq/OoLJxffRKaA78G6GhkUJK1PO9zmv0BioCDOVzpAFZ82rk7y7k2LKj/FL7BfvYM/i2nxYPtg9A2uFANZEoMylaNtjODOZ8K59HzokanxctWsSxY8fo6gofoyYrsADwCy+PaQ/zB/EIlQxegD/Q5wu5eMQ+A2QczaJ1Rit/TP5DZJ/HiPJ55EyEz/Hx8eTl5TGSFtqT6bNZGHdK8i3w03SJc67kgaxe2mLe4D7t/3hUezDoc6JJI0tLH5XPYNw5/wUPspc9dHm7OHDgAMuWLRvVAt6BTAWfp2SwLKX09/T0/PD73//+hHdoWbRoEU6nk8rqZkj4IS55V/RA2bIGEr5u3BaTEmQbdP5g6BewfQiECR/eYLpFJJoIpEnJ/rw4DaMt5ev5kgOzJZfOqOdZ0x940fSn4CDal+8Z2tryAvkx1hetJkn7LbtKL0GXGn7dwvbSuyjM/DuJ8WWAG1yfg7arQHfBOJzr6enhRz/6UVtLS8t9Yz7J+4ix+Gyz27HGD7/IJ+hzZeBOwlADsRZnNJ7R7Egkbty8ycYhzz+HOWho9EijAUk0jgSek8ioecvQV3v22SF9hsEDsvALZm8vorGwnp7E7kCN8ecDNcbdRs3PPoTVCJrt/wtph4xyYgOJuzn4o/J5dJyo8dlisbB8+XK2b98eXDA1mYEFGD7PHFDbO5SBPvflLw/nM8CMqhQSmhKom18T5rN7oM+jRPk8OibK51mzZtHe3k5jY2PUfSbdZwkv5UkOzpZcNqOB50x/4EHTd/kvr+AL/DeW8XkgPny8KJ/n33teoqCoAEuMZfBOI2Sq+Dwlg2UAl8v1qyeeeKKlrq5u+J1HgaZprFq1iqqqKo6V1bPz8AcoXtQwOFAWDkh+nmCep+yGts/Q1wUtIiI+uDJfQ6NpiGC5lhp0dOI1uDQB7kyR1M6VPJntIyFuJz/XfsjvtF9wnGOUcoQKyoOLSZKZwQf5EBCeozw36/c44srZefQ2th+9g5kzNpOT8nb4C/e+CN2/NsosjZH777+/p7u7+xdSyrYxn+R9xknx+dix4QfiQCqHV/bglR7mMm/QQNiHFWtwVsEsjNzkaOx0gy6NY4qGyFsGKOUI5ZRF9DmU4IC8czaF2+fQOrOF1pzwWfC+GuN11EaYZbYb/z/OeAWS/gRiRuAJC8TfHKyeoHwePSfK5+TkZBYvXszWrVtpbm6e1MAC+nwuGnKfUfu8azaJtUmkVqRxfNVRpNafRnWIg/yCB6inbsyzzMrn0TMRPgshKC4uZv/+/WElCUNeY9J9jtcgydISiC8e4hiD75KPxedIAXNmaRbNtmaeyXk68vg8QqaKz1M2WJZS+trb2++46667JjQ3Dox8zwULFnDw4EHy8gpwZH5rUA4zSY+DlmTk80oPeF4Fz38jni+I5QyjdjNgwkxrlAV+AI004MOLELAhXnJLWjtvm5/hftP/8oJ4Lpim0ccLPB+cbbBiZRVruEZeOyhHeXbmi3S48+jpTSMvLcL7jf8mxN1kdPkbA21tbTz00ENtra2tPxvTCd6nnDyf84YfiKUHa+9rzOh6govlh7lTfp1z5QdIIPy4XPLwBvKV44Tks8mSH6T1P7LNBH9eaJN06xKBGHJmuY8XeWGQz4UMXindOLuemI5YrD1WmvIiX3y6cPEbfsUWNuOTPmP6pA8hjBn1mEuNBYCx10PMJfQNfcrnsXEifU5NTSU3N5d33nmHpUuXTlpgAQR8njXsfiP1uWFuHbqmU7B7FsdWlaKbB0cZLlz8mkfZxFt48CAZeS8E5fPYmCifbTYbK1euZOfOnWHNSqZCoAzGcBgjbIPii4G8yUb6tBvO50gBc2JdEvbmBKoXVQbH57d5Cy/eU9bnKRssA7jd7r+9/PLLdaWlpRN6XpfLxZ49ezjjjDOor68PpmQEA+bY68B6bn/dTjRw/51hvy7r2cEFQx24hpTCiRM98LxZ8/H/tF+xh3ejv2faeZ1Xg1dnFizkU4C16axgoOzz29hW+nUK0v9Ddsrb7Dp2G3poa+T4bwaaj4y9huf3vve9jq6uru9KKYev86QI46T5XDlMcyPpgfbPITq+jK1+BrGtV7HWl85t8nY+Ja9lVmBQnMWs4EJUr/BwaeoxPpnW/0g29wZ/XmCvxmIy3LRhw8HQ/yBE8vlyriSO/hx6zacxe1sRTQWNtGS3RJ3BAONOTrbMQdebQHcOvnMiYkBzGLWlk/5k/IzyeTycSJ8rKipYuHAh77333rhq2E4Eo/PZuP0SyWeA5JoZ2LpiaCxoJG9fQVSfjRq2r/FH/kAXXcPWsO1D+Tx2JsrnxMREioqK2LFjB7quT5lAuQ9rFJ8FgjkU8Rl5PZ/meqSQwXTNaD7D4IA5ti2OrMPZlBX3N+WRSDbyGo/x+1PW5ykdLEsppdPpvPlLX/pS9CnaURIqbkpKCmvWrKG2tpajx+uQ9h8YPc4dDw0o32MCx72QXgfxdxl5n5GI+XCwRelQ+coATTgxBxYf6fhHNBv3DpvppBOJMYNnA3AYF1y9Xgdbj3yL7JS3KMz4F3NnPosjrrw/YJ6AQLm6uponn3yypaOj47djPsn7mJPq89Gjkctw6Z3Q8a2wNtj0voClaTGWxjxmu3dxlbyCr8ivslyuxISRtlFJBX/kD2GPZpqDPz/BH4P7jtVnK1Yu5woAzL1m5mydS0t2M87CxiFv+ZkwcY28llw9FmvjLHDOhd5XjM86EM0OwrgAUD6PjxPtc2FhIYsWLWLLli2DFv2dTCbCZ4DU8jRSK9I4evph6hbWDHkLu48qKnmQ+ymjjN5hUueUz+NjIn2eOXMm6enpbNmyhR07dkyZQBkG+xxLLOtlCXfIO/kkVzJLFGLRezFLU3CsjORzKH3j85ytcyl4dxbHVx3Fbx2cd9/n83GODZuWMdV8ntLBMoDf73/93Xff3f7888+Pu65OpCs8s9nM6tWr6enpYcu2fXRzXciMcgAhjJkoUzrYvw3pVZD0N7CcHrKT1WgcAejo1FAz5HvpoQd/4Ba3BSuzmTPs+9fReZa/9l+VCRtYVlPT+QM2H/4Oc7KeJS91Y3D/YMBc8Rv0uDvHFShLKbn66qtbWlpabpBSjrG3sOKk+rxlS3gdZqmDXgvdv4h8Qr0+0GjHTqLr/4gPzCLo6NSeBJ/NmMkhhzU1p1O0eR71c+poyevvFxApYA4PlOcAbpDt0PpxcN1uVH+Rg79q5fPEcKJ9Tk1NZdmyZWzfvp3Kysoh6zCfKAyfZw+7n+Hz3wb5fLrnDAp2FmJvTuDomiPoFkPe4XI+Q89rl/FoulP5fIKZSJ/T0tJwuVzExMRgt09M7eyJoG98ziaHy+UnuYM72SDOIUEkYNN1o221Zh9UUtaMmWxyOIMIC6YBV0Y7se1xeGI8eGKjL3Bx4+ZJ/sRL/DNiTWaYmj5P+WAZoLGx8Zqbb765qbl57I2jhroVomkaS5YsoaioiG079lNeURV9UNbijGA65iJj4VDaEYi9AaxnBW/9evHgJPqK2D5aAjnNGhqFIxiMASqp5CAH8OKlt7eX7TsPUu/6AOsW/5mMpMFpHHOLFuCYsYZduw+j62PvUvu73/3Oc/jw4Zc8Hs+rYz6JAjjJPm/bRnl5ueGzdEPbp2AkK+292zFJYzbPi4fGEflsLL4bj897tu8loz6TtnWtuDIGpw+GBhgmPUKgHErPb6D5NPCXDSqZqHyeOE60z8nJyaxbt47W1la2bds2ok5/E4nh8/AXfxDuM0BLfSsxm+IgC8qLjyNN4f+uDBcwW7FyvbyRNH8nlsYC5fNJYCJ9Xrt2LZmZmWzdujUsh3ky0dBYIVdwHTewUCzGInWsMlBiU4sd8lgbNj7AB8kkK2y7vSmBgndncWT9QTpTOoe9AATYyQ4e5Ze00jrorslU9PmUCJallM62trZbrr/++jHdHhlpzlBqairr16/H5XINnpUbiDAZV1/mInDcDzNeCs5IS4ZPwwCop/9WuB07sQwtah//4h/U1tSwefNmcnNzKV55Gtb0p43GFaEEUi/mzluEw+Fg165dYwqYq6ur+da3vuVsaGj4/KgPVgxicnzeTHfrX8G7bWQvYj1zDD73N+EZj88ri4u5ynp1MF96IA1z63A7ejhr19lk+2IiB8p9+A6BczH0/CkYYCifJ5aT4bPFYmHZsmXMmjWLLVu2nPRZ5tH67Pb0sHPnTqqqqjhj7Rl8YuYnhvQ5UsAcFig7FwK68vkkMNE+FxYWkp+fz6ZNmyJWyZgMBDpW3WNUQhK2YL35kWDCzNVcE/Q5tTyNmQdzKD39CL323hHfMQHooRtNCkz++inv8ykRLAN0d3c/vWXLlm3PPffcqKbkR5tcbzabWbp06eBZuaHQEozgWdgAIxm+maZhX6ueuuAMhA/fiPLizG4zmdtnsrt+N6etO43MzExDdJEKib/q33FAjvLcuXPHFDBLKbnyyitbnE7np6SUU+P/9GnASfd5di7b9mZS3vYdJCNIx7F9dNQ+11E7Zp/frX836HO09sF9mDDxoaLzyEhI4L0tD6LL4UoS9YLrJmi7Aulv49PXfqpL+TyxnCyf09PTWb9+PS0tLSd1ltmHd0Q+A1jrbWzc9AYpmSmsWrWKWFvskD7D4IA5YqAcRPl8oplon2fOnMmKFSvYsWPHkHWYTxrjaKveNz5/TL+Q3D352JsTKF17CF9M/8z5SALmeOL5nPw8Cd79mJ2zprzPp0ywDP23R6qrq4ffmfGVa+mblevq6uKNN96grKwMn29k/9+4cY9otaeTxmArYSvWYBWCSNg6Y8jbXWAsesppZlfxDjqtnf35Ploc2C6GmMujLuYbS8D8wAMPuEtLS//p9/tfH9EBihFzUn1Oz2N9ybl0+T/GG4depMz1GD4WRdlbA2tx8LeR+tyEc8w+v1u8k05rR9BnC1YWsJDFLAk7LjRHeYGjBEfcscFVX6LR+woPP/S/tLS0vKl8nnhOls99zUtmzZrF1q1b2b9//wkPmq3YhvQZCYmNSax4p5jVVWs4e+0GcrNz+99zFJ9D6QswZu8q4jr/DVEC5RCUzyeUifY5MTGRM844g6NHj7J///4Rt8aeivS43LS/7WJG/AzKVw5OL4KhA+awQLn5TGPjFPdZTMaCifFgNpvXzZs378Xt27fPiIuL3qp5Isu1eDweKioqqK6uJiMjg9zcXBISotcp7pbdHGT/oO0NbzjJOCst+HsMsRQxF6sw+l034eRBft5/gC5IbEwktSINza/RMLseV3o7BPLuM8jgc9wUfntPuo0FIEMs5jty5Agul4uVK1eiadGDjFdffVW/8sorDzidztOklEO0pFCMlUnzufwY1TW1ZKRKcmc8QYL2BMFcZvNySHkjWF6tkgp+y68HnWf+xkUc2tDveSKJfInbsDI2n9PJ4H8G+NxLLw/zEG20Rl7MBxypvQRXdwErZ/8cTUS7CLTx2p4fccsdv2nYv/9gvvL5xHCyfdZ1ndraWo4fP47dbmfWrFkkJSWNqbXuxo0b2bBhQ9TnnTh5KNRnQPg0ZtZmk12WQ6Yjk1mzC0hxpBpNrLAFmwD1EepzJKxY+fCRj+Jvd3Fa9nloItoEjfL5ZHAifJZSUlZWRmVlJUuXLmXGjBlD7j9WhvN5LOi6TmlpKQ0NDSxfvhybwzakzwAZR7KIc8VRttIoJRcxUD4FfD7lgmWA5OTkz5eUlPzohRdeSIo0KJ6ouoZ+v5+GhgYqKyvxer3k5OSQmpqK3W7vH5ylBN9h8O0ddPzGLRY2nD5ghi7m4mB5Fj8+7vH9CHO7mcS6ZBzORDrS2mnKa8LtiDxz8hEuYCXFwQBlpAwXMB8/fpz169fX1tXVFUsp6yOcQjFBTKrP9fVUVpbh9XnJSdtPaszvsCeVIBz3gBaLRHKEw2zm7UHHOzYm4drQFvxdILiW64IdAcfi84f5KMWcFvTZjx8nTn7Do1wlr4m6mG/ogNnG8bbHuOAT/+c+ePDwLOXziWUyfJZS0tzcTHl5OZ2dnWRnZ5Obm0tMTMzwBwcYLrjw4+NH/ACP9GBvSaCgahaJrYnkZuWRW5BLQkwC6B1DNnzq8/lRHh5UBSA09aJszzdxdecrn6cAJ8rnrq4udu/ejd1uZ968eaNydSRMdLDc2NjIoUOHyMjIoKioCE3ThvQ5lL6AuXFlPZ8TgwPlU8HnUzJYBsjIyPj9F77whcvvvvvusCnUk1UA3O12U1NTQ0tLC11dXZjNZhITE0lyxJBofoQE8QBiwCC38b2fsWHxHcHfvf5Y2i3v0NYRT3t7O+0d7bSaWmhJbMGV1k57RjtoQ/99rFj5MncQP5I81AFEC5g7OjooLi5uLi0t/ZCUcteoT6wYNVPC5+pyWlrb6ersxGyxkZiYiMMRR1xSLPF226DZui1vvsvpZ64I/u7z+uh0eehqd0+ozx489MpebLpryMV8kQNmGx2W59lw3td9u3btXqN8PjlMps9er5eamhpqamrwer3Y7XZjbE5KIikpCYsl8kK7SMGFlJKuri7a29tpamviWNsxzB4TGYkZ5OblkZGSgQkd0IM5/sPhwcM2tvAfXg5ui5SjrHyeOpwon6WU1NXVceTIETIyMpgzZ05UP0fLRAXLbW1tHDhwAKvVyoIFC4iPD481PHjYyhZeCfE5ErlH8lnkWsxpi31YW88KbD11fD5lg2UhhDktLW3zo48+uuKSSy4xw+S2lPR6vbS1tdHe1khbeyednf2lfTRNw6RptLa5SEiID5TxApPZRGJiEklJySQlJRFrj2WztolXeWVUr72AhXyCy0Y9uwyDA2afz8d5553XtmPHji+1t7c/MeoTKsaE8rmfSD7rshet5SLw/HvIY8MDDAs+x7+45Iqf6W+8uenTyueTx1TxWUpJR0cH7e3ths/t7fh8PuLj44mLizNcNpnQNI1jx45RUFCA3+/H7/fjcrnweDzEx8cbF45JDpKSkjDZTIabugtEwqB6tCPBi4cneJwyyoZczKd8nhqcaJ91XaeyspKysjIyMzMpKCggNnZk1VeiMZ5gWUpJU1MTx48fR9d1Fi5cSGJiYtT9PXh4MuBzJPpSLxoO7aCz6eVT0udTNlgGEEIkp6WlbXn88cfnrF27VptKLSX7kFKi6zq6rvP2229z1llnDZknXEsNj/LLUb/OddxAHvnBLmqjoS9gXrZsGZdddln7pk2bHnQ6nXeP+kSKcTEdfa6jlkd4eNSvcx03kkdev89SgmyBxnkgh65/agQYs1m24nw+/dlH5Sv/ff37yueTz1T1WUpJZ2cnbrcbv9+Pruv4/X4OHjzIkiVLggF0QkICNtuA2WLZG1gTEj1/dUTvAUkPPTzKw1whrxpyMZ/yeWpwMnz2+/3U1tZSXl6OzWYjPz+ftLS0IcfYaIwlWO67Y15VVYXD4WD27NlDBsl99Pn8IPfTTXjJ3YE5yqeqz6d0sAwghEhNT0/ffueddxbceOONkz4QD8VI5PXh4wd8F/9IGkeEkEwyX+CWMc0uAxw6dIivfvWrnq1btz7U2Nh4x/BHKE4E73efs8lhrVzHfBYg8WINrR0ue8HzFrR8cJiz2DjU8jxf/9YjctOmd+5TPk8e083nicSHDyRI/7Ghq14on6cMJ9Pn9vZ2KisraWpqwm63k5mZSUZGBlbryP6NH4nPfXde6uvraWhoQNM0srKyyMnJGfHr9OHDRwXl/JE/BLdFW8x3Kvpsnuw3MF6klE1CiNPvueeeLQsXLsw7//zzT6lyeAPx4WMm2VRROarjWmllE2+xjpJRB8w+n49vf/vb7Tt27PiT0+n86qgOVkwo09HnbLKpHMJnCxYWs5QSWYKDBMy9r6K1XwpxV0L81/oruwib0WI+7hbofjDK2Wz4HP/ih1/7rdyyZdvDyufJZbr5PJGYMYPsga5HGSpQVj5PHU6mz4mJiSxZsiQY0NbV1bFt2zZ8Ph92u52kpCQSExOJjY0lJiYGszl6OCelxOPx4Ha76ezsDKYl9fb2BgPxNWvWjDpADsWMmVxyOZ0z2MI7UQPlU9XnU35muQ8hRGpaWtqmRx99tLAvp2iqMdKZuNd5jbd4Y9TnN2HiNm7HQaLR330EuN1uLr300vatW7c+7HQ6vznqF1WcEN4PPqeQwunyDFawEilbsXU9DJ0/pD9wsEL6UdBywvNCZTc0nRGh4owNd9zfufbGR/TXN771Y+Xz1GG6+HxCUD6fckymz33Bc18OvtvtDqYUhbw/Ojo6sNv7G49YrVZiYmKIj48PBtoTXYEDjPzlp3iCj8uLBgXKp7LPU3LQGgt9V3w33XTTv/ft27f47rvvjhtLrc3JxoyZucwdU7Dsx8+zPMPVfGpEs8t1dXWcf/75LdXV1d9vbm6+fyzvV3FimK4+a2jMZR7rZQlZZCG8uzC7PgDewaXpwANtn4bkv4MIXYEdA8kvQtPCQD1bABt1vU9x2WV36wcPHrlD+Ty1mC4+nxiUz6cak+mzEAKHwzFkCoiUctIu/syY+TTX4/NuCguUT3Wfp9UtMSlla2Nj47pf/vKXf7nwwgvburu7hz9oCjKT7BHPDA+kjOMcpTTYSS0aO3bsYNWqVY0HDx687FQU9/3AdPI5gQQ2yHP4mryLS+THyO3+B5b6FMzNZ0QJlAP4q0G2ggy5TS000NLA8Whgg40dZQ/ygY9+w7tt284PKp+nJtPF5wkn6PMjgQ3K51OBqeyzEGJMjXkmAg0N9B7MvmOBLdPD52kVLANIKX0NDQ3Xv/XWW99YtWpVy0hbVU4ldHQyyBzz8Zt4C22I9r9PPvmk9yMf+cixmpqaMzwez2tjfiHFCWc6+Cylny/LOyjx5xDXdgMx9UkI1xeBzihHmMB2IaRshrQ9oKUbAUUoWhzEXAKxn+KpV+7gUzfc237gwKH5yuepzXTw+YSgxUHMJyD2GuXzKYTyOQpa7LTzedoFy320trY+cvjw4Y+vWrWq/tlnnx16mnWKoaGRT8GojhE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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "env_analysis.plot_wind_profile_over_average_day(clear_range_limits=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "slide" + } + }, + "source": [ + "Finally, the average wind speed and pressure profile can be summarized by every date end hour available in our source file:" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "scrolled": false, + "slideshow": { + "slide_type": "slide" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/patrick/projects/RocketPy/venv/lib/python3.8/site-packages/IPython/core/pylabtools.py:134: UserWarning: Creating legend with loc=\"best\" can be slow with large amounts of data.\n", + " fig.canvas.print_figure(bytes_io, **kw)\n" + ] + }, + { + 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\n", 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dS03gcrnIzc0lNzeX+++/HwCPB5YDvYFTx3S5hQtX11gdDYbawrx585gyZUpNV6NOUpM+kduAD6zXHYGvHPt2W3nR8lsCRx2CZOdHRETuEpGlIrL0wIEDaap+9WOP3MrN1Za6Cy+EwrEwlCLGnafLzJ79HuXl5WldAdFgqC2ka2XDVatWceGFFzJgwIBgWKGf//zn6axqnaVGAjCKyEOAD3gzE9dTSr0AvAAwcuRIlYlrphOXy8V3v/tdnn/+eZ3RfwTMKYLCQkpKYObMzxk37lxAzzsxGDLN6NGV8667Dr7zHTh9GiZMqLx/yhSdDh6Ea68N3TdvXmLXjbey4VlnnUVZWRknT57k8OHDDB06FICnnnqKsWO167W0tJTrr7+e1157jVGjRvGzn/2M0tJSHn300cQqUc/JuIiIyBRgEnCpstdwhT1AZ0exTlYeUfIPAQUikmP1RpzlY3K87Dgzt85M/QZqmM0H4esDPRhODz4oAlzQoMEnuHufAgUujwnOaKh+2njbcKz0WHDbF2hUqUyJ18ux0nJOl0bef9pbzrFSL8dLBV+gYci+Y6Wn4tbhy11f0q59O06UnwBg8bLF9BnQJ6Resz+ZDcCC+Qv4x+v/4M8v/tlxDV1u5oyZDBoyiL6D+3Ks9Bi9+vVizodzOF52PG4d6iol3pKE28mMioiIjAN+DFyklDrt2DUV+IeIPAN0QJv9vwAE6C0i3dEicQPwP0opJSJzgWvRfpJbgf8mUoccVw6tG7ZO1y1llP6X9IePN7DZq+2AI4GlVoTfpW8vZfyU8SDgchshMVQv7lI3Oa6K5mPWnLIoJXNo2jj2/rZtIu2P3zRtWLuBQYMHBeuxeuVqrrn2mpB6Besrblziirhv04ZNDBw0MLhvzao1DBs2LGLZ+oLb5U64nazOIb5vAQuBviKyW0RuB54HmgAfishKEfkLgFJqHfA2ehTrTOBepZTf6mV8F5gFbADetsoC/AS4X0S2on0kf6uue8kWevbsCcCky/W2/RX/fIX1wgUoCPj1srkGQ11m9erVwZUNt27ZyvT3p3PGwDMilr3wogv560t/jbivRYsWrF2jZyJs2byFqf+ZyrXXXRuxrKEy1Sa1SqkbI2RHbeiVUk8AT0TInwHMiJC/HT16q17R8/yebPt0Gx17waKtcDEwdyusaw78/QMm3D4BFVCgQKFMj8RQZ1mzeg35+fmcPfJsBg4aSL/+/XjzjTd54KfB6WSMPn80ZWWVe0GPPfEYYy4fA0Dh9YXMmDaDM4edSctWLXn59Zdp2bJlxu6jtlN/+2u1lP79+7Pt0220agN7tsIJK//gPvB3g9LSMvJz82qyigZDRli3Zh2fLv405sJU8z6dF/c8jRs3pui9ojTWrH5hwp7UQrqe3ZU+HaFdN+g+SFFIERedBV8fh4/f/AiFMWUZ6jZmZcPswYhILeSMM7Tdt0dfoJ9lrvpoJiWndM/k0KGjAMaUZaizNGnShJXrVtZ0NQwYEamVuFwuup7dlY5NYccB+IxCODyAFZ/Cks/hi6kLEZcREIPBUP0YEaml2L2R3DzYC8yjCw2BQ9ZsmU2bNpkRWgaDodoxIlJLERG6nd2Njk1hXCEcACZyBIA9x2DL/C0ovyIQMMN9DQZD9WFEpBahlNIpoAj4A/Tv1x/QE28AimhOf+Dz2bClGGa8PAMCGDExGAzVhhGRWoAtHCiCkwkFQdyiZ7ED7a2FqwZyEoBjR6yDXVYyYmIwGKoBIyJZjlKWeIhOwQmELu1gt2ex9xkIXfoCnbdTSBEjB8Ce4zDjbzNwuVy4clwVYhJQRkgMBkNaMCKSxQR7H6J9IM4hu87XwyYMo00+dOoGnD1YZ65Ywr69esjvvuKDBAIBHeLarY9TfiMkBoOh6hgRyVKCDXzYSF1bPGzTFEDHjnoplUaNYfdRmEYhbG3NtjWwbBEsmbYIAhDwaVOWuET3akyPxGAwVBEjIlmKiG7obT+I7VS3TVm2aSrgCxAIBBg7ZSwF1qdZAqyhG02BA9aSXvPmz6vkGzEYDLD7q92Mv3w8I4aMYOTQkfzpj3+q6SrVKoyIZDEiEuw1BMUkoIKmLXELShTKr3CLG1pApwI4bxxsBMbyJQBrd8DpbaeDAhQgAH4tQGZWu6E+MP+T+dx9x90R9+Xk5PDkU0+ybNUy5i6Yy4t/eZENGzZkuIa1FyMitYAQMbHbfEtUXOLC5XahUIyfPB6ADtaY3yK6cD6wYSms2grTX5pOwBeAAIhHnzPgNz0SQ+1l3GXj2LRxE6CXxz1z2JlJn6Nd+3YMHTYU0OFU+vbrS/Ge4uD+NavXcPmllzNiyAia5DehcV5jHnv0sbTUvy5govjWIkJ6DY6XSilcbv080LBnQ05vO03HXjrKb3sOkEdr8nLhFLB//2Hatm2pTWEBLSj+gD+4rrSNy2WeLwyJ88ZrlZuS/gMCjBgZwOuFf71Vef/gIQEGDwlw+jT8+53Q/d+8xZfQdbdv207vPr0BWLtmbaX1ROxQ8KdOnuLIkSOcc+Y5QGgoeCe7du5i1apVjBw1EtBL595y0y28+PcXGXnmSH75i19SVlrGwz9/OKH61QeMiNRybF+J3oDRF45mxrYZ9OwLLVsDgWNcsXgedClkz3FY/sEXjP/WeC0gtk89QHD9ERs/fv1CiNpfDRcegyGTfLnrSzp06BB84Fm7Zi0DBw0MKWOHgp//yXzefP3NqAtTAZw8eZKbbriJp377FE2bNgVg7kdzGTpsKCPP1KIycNBA5syeY773DoyI1BJCxAKC5qwQXIBA68GtYfUBfD6gaS9YvAKK3mNHt6vwdocPXv6ACd+aEHTQh/8gKjndnWLjLOc0hdlCE+G3FalXY36EdYtYPQePJ/b+hg0T73k4WbN6TYhorFyxkmuuvSbp8wB4vV5uuv4mrr/heiZfOTmYv379+pDezaoVqxgydEhK16irGJtFFmELRSCgR1wF/FbyBVB+pRtxq9cQ7CG4QNyCK8elJxW6XJx11lkANG4Cuw5BEYXAGRTvhKWf6Wv5A359nNWbcCa32x2acqyUW5FwE5psf41dR39FCngDockfwO/zV05+f0VolzjJYEjX8rhKKb5z93fo268v3/vh90L2maVz42N6IhnG2QA6zVAh/6Hiid7hTA+fcOgkvPcwYsIIls1Yhsda5bOIPkwAZpTr7VmvzmLi7RODJqxkewZutzvKjuh1Cmn8I/nzleMYRcxHnIjvRYK3YHpBdYN0LY+78POFvPXmW5wx8Iygz+QXv/wFY8ePNUvnJoARkWog/Ek5GLokmOF4HSYWdgMXqaGLGPcqUmPsgrbt20ILaHgYCguhqAga4QU8FBXpvHXrtnPGGT2sKqV/PfaYzvkwDYo5b8XWlTABDlnB0UVkMY5Qj6g9mSRu3whRzZOu5XHPPe9cTpadjLjPLJ0bH2POSpFw84rT/KQCeu6GncJFQ9wSTC63HqJrm6IqmbQC2pxlD80NSVAx8dCFNmk5zFqTrpkUvGxeYyjCQyFbAHh/FuxcpMfCK+1Vr9EZ7HadIybrvtweN26PO+T9CyYRHZRSWf8dfypQEfk4EAgQUJFTEBU/2ecMSQma4ow5ruqY5XGzByMiCRDSAFiNUUjjES4UhAqFuCrEIvx8TpFISihyKje2kWjQowEA/ayQWgF6UwiMG6sDNE7/23QExxyUGhaTRIgqNm5XyPvjfN9s35G4LMFRlVNQ+AO6lxPpL/g+RUpOkhUhIz5JYZbHzR6qTURE5O8isl9E1jryWojIhyKyxfrf3MoXEfmDiGwVkdUiMtxxzK1W+S0icqsjf4SIrLGO+YOkwb5Q6UcbSTAcP2R7EmCwcXJMCAw5j18lLBIhjvIEhSIWF5x/AQCt28H548FVCFCEZ9dWmjaFk0Dx1wcqRNApJrW80Uqkd+PKsYJShn0GQOXPygoZExSaCA18cICCq3JKSICqQXwMhuqkOnsirwDjwvIeAD5SSvUGPrK2AcYDva10F/Bn0KIDPAKcBYwCHrGFxypzp+O48GslhFMwQn6sKrJgOJ9IFRUiETRdJSASsXoT6Zx7Yftiep7fk+ZuCLodel8IX6xg+Qz4bB4sn/5FRWgVQuN2ZXuvJB2ISFyhqSQy9vsVJjABX6DCbBbmwwofBRcxVYP4JCI8BkOqVJuIKKXmA4fDsicDr1qvXwWudOS/pjSLgAIRaQ+MBT5USh1WSh0BPgTGWfuaKqUWKf0LeM1xrkTqVlk4LFFALAe2w6QRjHjrV0HTR1VEIqMI9OzWE9pBx6bw1REo2tKWHRSSewqOH9DFpr80PaQHEh63q743NPHMZyG9GcdQ56CwOHxcyZJ28YHYQmN6NIYkyLRPpK1Syg5K8zXQ1nrdEfjKUW63lRcrf3eE/IiIyF0islRElh45dCT4w7Edqgr9Q1c+RcCrZ3IHnbTK+tVFE4qaFok4iGjBGz9Bx9Xq3ByGnAtLgXPQjvVps3XZ48dPVBKNkF6JaUiiUqk3Ey4sjl6L3Vup7vczUdFJtHcTyaRrMNRYi2f1IDLybVRKvaCUGqmUGlnQoiD4Iw7pVWRzbyJF7IYNt57w13KgHt/ex5LbIvpTyCFKjsHa7bDg7fmhIegd5zFCkjwhwuK2RCWBOT+ZJp7QVBIZ8z0wOMh0a7jPMkVh/d9v5e8BOjvKdbLyYuV3ipCfGNYMa4WqGGrrculRVC4XLnHVmW68PSpM+RUjR44EHRKI88bq/wdpSRtgwzLYcwymvTitYuGrMHt+uLgYolNpmLZlIoWKUWIGQ10g05MNpwK3Ar+2/v/Xkf9dEfkn2ol+TClVLCKzgF85nOmXAw8qpQ6LyHERORtYDNwC/DGRCthhPaDyJEBBIuYrwkw7YefLZuz7DbgCqHLF6PGjmfeveYgLCtrCMT9cdLAILizkcCMoBQ4ePELLlgXYQRnD79H2mdRXoj5cxOtbC8EhxjVNzIejFB4Uvtj9BcfKjqVeoTCa5TVjVKdRMcvcc9c9fDDjA1q3bs2SFUuC+YcPH+bWm27ly11f0qVrF177x2s0b9680vG/ffq3vPbya7jdbn7zzG+CM9g/nPUhP/7Rj/H7/dx626386P9+BMDOHTuZcvMUDh86zNDhQ3np5ZfIzc1N2z0nwpe7vuTG624kEAjg9Xr59ne+zR133QHAiuUruPuOuyktKeXycZfzm2d+g4jws5/+jNmzZjN4yGBe/PuLAPzzH//k0MFD3Pv9e6tcp+oc4vsWsBDoKyK7ReR2tHhcJiJbgDHWNsAMYDuwFXgR+A6AUuow8BiwxEq/tPKwyrxkHbMN+CCFOkbssgftxREaz/CRLsH4Vo7RONnmkBSX4Mn3QA7kunPJ755P+8YwYAj0vBjo2gbmF9EiB7Zsg0XvfZYVDV0midRzCEnR4phFiWcWcbi2O71Rj5OZ3Bj+vY04kssmgjO+kuM+7D6OlR2jVcNWaUuJCNJNN9/Ef97/T6X8Z37zDKMvGc2q9asYfclonvnNM5XKbNiwgXfefoclK5fw3vvvcd/378Pv1/Hb7v/B/fx76r9ZumopRf8qCi5Q9bOHfsa937+X1RtWU1BQwKsvv1rpvFVlQJ8BMfe3a9+Oj+d/zMIlC5n36Tye+e0zFO/VbuYffu+HPP/n51m1fhXbtm7jw1kfcuzYMVauWMniZYvJzc1l7dq1lJSU8Pqrr3PXPXelpc7V1hNRSt0YZdelEcoqIKIkKqX+Dvw9Qv5SYGDlI1Ij4o9bdO8k2lNnSL7tfIzwGKckfCZi/OunuxEXETy5HgLuABeefyGzd8ymeTM4GoCCURfBLi8ni/SKiA0aarPWxDsmprUO6SZpkU7VC+d0ODs+llh+DWe9Un6QSNfzR6TJkPauWvywcP4F57Nr565K+dPfn84HH+pnypu+eRPjLxvPY796rFKZa6+7lry8PLp170aPnj1YumQpAD169qB7j+4AXHvdtUx/fzr9+vXjk3mf8PJrL+vz3nwTv3rsV9x5950h533isSfYtXMXO3bsYPdXu/n1b37NksVLmD1rNh06dKDovSI8Hk/K9+zs+ZSVlQVH+31d/DXHjx9n1Fm693bjN2/k/anvc8555+D1eVFKcfr0aTw5Hp579jm+/Z1vV6keTmqHh7iGieZ0DIYscbsqJh1aqdKcgkijXiJNYvOr0PkGYT2dSCnRXo+IrrM7x82IiSNoCJSchrkLdUiUxqwGYMUiXX7fvn0VVbZNfFK1hifuE3+0XoCvcorYI4iUHBMplai4KTi73RFxoNLnr51qkcOfRHvSj5cqfWDJpUjDfCPW3ZHqIvv376dd+3YAtG3Xlv3791cqs3fPXjp1qnCrduzUkb1797J37146dXbkd+zI3j17OXToEAXNCsjJyanI37s34vV3bN/BjFkzePvdt7ljyh1ceNGFfLH8C/Ib5DNzxsxK5Z/+9dOcc+Y5nHPmORTvLQ6+vu/790U8/+6vdnPWiLPo17Mf9/3oPtp3aM/evXvp2LFigGrHjh0p3ltMkyZNGDt2LOeOOpd27drRrFkzln6xlG9M/kYC72Ri1LsAjErpBjpIDBlNZhRWqj2JhJ5YnY1MxE6Rivi6ojKh/8UltGnbhpzOObT/ykf7c3SAxiIGU8huinyd2Hcalr6/lHHfGhf0FcXtmQXSaLoLF97wtzO8c5dgo5hwwxl+K+GHJdn+1tUGO9upCbG8bOxleDwezhh4Bn6/n8vGXgbAGQPP4MtdX1Yq/+MHfsyPH/gxoM1ZC5csjHn+Tp07sXjZYor3FnND4Q1cefWVMcvf97/3cd//akG699v38vAjD/PK31/hozkfMXDQQH7y4E9SuMsKkuqJiEgjEYkSA7wWER7eAiI+wYY8+cboDVTF7+F8KowqWtZIMkXF03LA+vMrf+QU8AdtvMH1Orx+/OU6BcoDXHrRpcHGsLBQ/99BJ/oB86frddlnvjwTb4kXf5mfQFkAf6lfp7LKa4FEC2wYnuwJnPbTs7NHFx6QMmacrLCeYLJP7gk9xSfwNJ9IMmSONm3a8HXx14A287Ru3bpSmQ4dO7B7d8VUsz2799ChQwc6dOjA7q8c+Xv20KFjB1q2bMnRY0fx+XwV+R06RLx+Xm4eoB9CPR5P8PN3uVzB49NB+w7tGXDGAD7/7HM6dOjAnj0VA1T37NlD+w7tQ8qvWrkKpRS9+/TmvXff4/V/vM6O7TvYumVrleoRU0RExCUi/yMi00VkP9pkXiwi60XkNyLSq0pXrwEqTQqLEuKikpkjLMSJ3+sPJl+5D2+Zt3Iq9+L1hqVyL97S6En5VMTkXOQJP0hAkIDgUi6d0EOTgylCQxsSoDBXpxETRwBQArTpoichDmIF+egV54764YvlawhIAL/Lj8pRuPKs48MbfYme3C53MLnEpSdzRjMJOZ3ByTiP4wxoMI18/WDCpAm8+cabALz5xptM/Ib27S1dspQ7b7szWOadt9+hrKyMnTt2sm3rNkaeOZIRI0ewbes2du7YSXl5Oe+8/Q4TJk1ARLjwogt579/v6fO+XnHedLJ+8/qY+/fs3kNJSQkAR44cYeFnC+ndpzft2rejadOmfLH4C5RSvPXGW0z6xqSQYx/7xWP87JGf4fV68fv18tculyt4vlSJZ86aC8wBHgTWKqXjZYuOaXUx8JSIvKeUeqNKtcggSin8Pn9ihWNEqHCJ1t+YYSycI3acJqkYbVZISHL7Wi5XSs7ReOY4pRTt2rUjv3s+7CilRx/o0RfYl8M3VhdBh0K+PgnHN++DkYNx+QX84Pf79ZO/S18j6gJVjutUaZSaivI67mEq5jZQZTMVRH//65M4NctrxsHTB9N6vnhMuXkKC+Yv4NDBQ/Tp0YeHfvYQt37rVu7/v/u55X9u4bWXX6Nzl8689o/XAPjqq6/Iz88HYMCAAVx97dWMHDKSnJwcnnnumeD3+He//x1XTroSv9/PzVNuZsAAPWLqsSceY8rNU3jskccYPHQwt37r1rTc69O/fpr33n2vUv7Z55zNs394NiRv08ZNPPiTBxHRZuXv3/d9Bg7U44ue/cOzwSG+l429jMvHXR487v3/vs+wEcOCvZPBQwYzavgoBg4ayKDBg6pUf4n14xYRj1LKG/MECZTJJvoP7q9efT/K0LwEjHupNtixSDqeUhXm+od83g5fyQdvfICvHI6WQas8oOhdIMDCLoWQB+cMhbG3jq2YNGcPDMAaxurR95+IqFQH4d/jtI6ISoerJ5aeJKE1afX7VIGcwzn06lO7DBEPPfAQN950Y8i67IbIbN28FV+LUNPbyI4jlymlRoaXjdkTcYqDNeGvs/MYpdTy2iQgYE2+82SXWyedYVSiLkkb3guyfeVWg3PeFefx2TufEQjAET/M4RoKOc5u2w84FGa9PosJt04InjPgD+h10f1Kd48D4MeP1+VFcirswEFRSeNYwPD3rLqHSDuJJFBJi1a83lXUMRbxr1NpSHk04rxFsd7DbJj/lCxP/PqJmq5CnSSh0Vki8hgwBT2pzzlO6JLqqZYhVezVEQFQjobAanMjTaBEQUGzAhr3bgxbTuIFGreCooNNKWQZRYxg1jwYOxpOlZyiUaNGgF5n3Y27QlQCAW0qtIYso7So+F1+JMfy4Thjj1WhR5VQ7y2GCbAqRBL96hCtRBrqhBrzaEXC81X4Zpxz2+ZaQ70m0SG+1wE9lVLl1VkZQ+pU6nFApd5GxGMccz9Gjx7NtIPT8ByB8Rfbw35HUMhRig4UsHY78M9PmHTnpIjnc7vdeDyeiKKCX9ctQICAK4DkaEFx58TvFaYSPj36ydJwimTqU00zsWwhS5d4JdOzCJZNx6WjXdaIU60h0a/4WqCgGuthSAHnKKbgU71zyGq8GdURJg9e9o3Lgq8vmKD/76GAnuggjdv369nssbCv63a7yc3LxZPvwdPAgzvfHXxsUWUKf6mf8pJyysvLg6NFIhF3uG8yKSfxFHHFw2RTxDefxCZJxkiRJl9GTXEmq0YL15PoqLcqEW3YdbqIN6HTUGUS7Yk8CawQvdRtmZ2plLqiWmpliEtIkMg4PY6ox0aYfZ6Xl0eHER3Yu2wvgQC06gTbj8IFJ4sY3uI8Stt04JAXPpy9mMsuPyuh69nXcLvduN3u4Kx1v9+v61Fumb3cfnCT8aB20ciW4b9p7YmFnLiKxyfaKNfkW1jzH1+dJ1EReRV4ClhDWgwChlQJF4+UGrk44UuGDx9OcXExHfYq/P2hcwHgvQT+8zH5pdewYZeLAs8BvF4/nhQGKdi9lGA05VyF1+vVJq9yKC8vh1xCJmrVZ6pt/ZokThtRyKry0WSyV2C+QtVKoiJyWin1h2qtSYawn4KjkS1Pn1GxzdEprkeRqDli4sSJTHt1Gu0L4EAptM5vyS4K6fr+SrYylEP7wc0HUf0jySAiwd5HebnldisHr9+LJ98ISTYQbzRcpkPBl5aWMvbSsZSVleHz+bjy6it5+OcPA4mFbFcBxf/96P+YPXM2DRo24K8v/pWhw4YCeiLh079+GtAhSW66+SbACrV+pyPU+u9+E/o+ON+SavL1LF2ylO9953v6Ekrx05/9lCsma4NQtBD2t916G+vWrmP8hPH84rFfAPDUk08xYMCAtMTQSvRZZIGIPCki54jIcDtV+eo1RQybdDD4YZL25IxhfQlTvWYyDfI5k84hBxCBDbvgC+AYQ+kEHNFRJeL6R5IlNzeX3NxcJE+07d8fMEuy1gIyHQo+Ly+P6bOms2jpIhYuWcic2XP4YvEXQGIh22fPms22rdtYtX4Vf/x/f+SH3/8hCBw+cpgnn3iSuZ/OZd5n83jyiSc5cvQICPzw+2Gh1md/GNmPE+urGicI54DeA2LvHzCABQsXsHDJQv7z/n/4/r3fx+fzRQ1hv3bNWho0aMDiZYtZtnQZx44d4+vir9MahDFRERkGnA38CvidlX6blhpkmOAaIm6pFHXXGcU1JAIvJCc81Sg+QRFQpO7slIrjY9GyZUua9m1Kqzzo3xX6DYfZwDnoWDtFRbrch7MXJ3f9OPj9fr3SpFuC76NxihqciAiNGzcGCIYUsmdxfzLvE666+ipAh2yfNrXyg86096dx4zdvREQYddYojh3VjeucD+dw8aUX06JFC5o3b87Fl17Mh7M/DAm1LiLBUOvh3H3H3fzgez/g4gsvZmC/gcyfP5977r6H4UOGc/eddyc/cCBswEHDRg3JceeAgtKSUt0eKFj6xVIdwr57d3I9uVxbeC3Tp04nJyeHktMlBPwBvD4vbrebx3/5OA/9/KGk3/NoJCQiSqmLI6TaOUckisILEozzJJH+IohPxBhb4bG2AipqyPKUxcf6c95PeJypWIi9QqPjuGhceOGF0Fa/HtRT/y+iF4Ws1K+L4NSuA5SXJxhKJgZ+v45FFvAGCJQFQAiucW/s2oZw/H4/55x5Dt07deeSSy/hzFFnJhyyvXhvcUUoeKUDMu7ds5fiPVa+9ZPo2KkjxXuKo4Zaj8TRo0f5eP7H/Po3v+b6a67n3u/fy9KVS1m3dh2rV+nlFpzCcN8P7uOcUedwzqhzKC4uDr5++qmnI55/yZIljBw2krNGnsVzzz9HjieHvcVWCHvrnHZo+379+9GqdSvOO/s8JkyYwPat2wn4AwwdOjRtI9Zi+kRE5JvAP+yYWRH29wTaK6U+rXpVMoRE9iek1CsgAf9JhN0hDX2kw+2qRHHd2Ne0hSR4LjtGV5RrVwo6KBWOeqVU1FFeE78xkekvTwc/DDsfVnwK6xlKIfspGdmGfcdh9qvJ+UecPbFAIKCd6ladFQp3rluLiLhSH0BQj0hpnkeGrpfaBYjrV3C73SxcspCjR49y43U3sm7dOtq2bZv8tSTC/yp83SZM1AEbzxh4Bm3atAnGtuo/oD+7du5i8JDBIeWd8bESCQV/5qgzWbpyKRs3bOTuO+7m8rGXxyz/9O8qxKjwqkL+8Kc/8PRTT7Nm9RouueQSvnX7tyodYz8AJ+J7jdcTaYke2vt3EblXRK4TkVtE5Jci8gnwNLAvzjlqBSmF+I4ROjxe2PGIIc/Do99GCXeuwv5CvvRCRTRce5ErKxJwwBvAX+7HV+bDV+bTT/2BgA4bH6gc2t1OIsJZ39DDeQtawogLYUAhwCc0WFpEx6bw5eHo/hF7OK+dvKVeHY7e7nH4K+7JXjTLfj+qS0CizYFIesGsdCR/AinOXJDwRc1iparOUcmIaTHG7yecgoICLrzoQubMmpNwyPb2HdqHhILfu2cvHTp0oH3H9qGh4HfvoX3H9gmFWrfJzdNOfJfLFXxtb/v86QsF369/Pxo1bsT6detDQ9iritD2TmvLtKnTGDpsKCdPnmTHth28/ubr/Oe9/3D69OnI73GCP7uYIqKUeg4YDrwFtEYvbTsc2APcrJS6Rim1Jcl7rxekU5Qiik+MNTjcHjfunIokbglZgyS4FknAMh/5AgTKA5VExk5lp8to2rgpTXo1oVUu5De0brKwEGgNRYrFH8GOA1pIvF4vZWVllJWUUXa6DG+pV5+rRIfMt0UrIAHdF3YRrKt9r0GJjNSwJ9nAJtPoVrmBjdboxkqxGkw7VXXSY/hqjXFSzImYaV4rPhUOHDjA0aNHASgpKeHjjz6mT98+MUO2T/3vVB55+BEAJk6ayFtvvIVSii8Wf0HTZk1p174dYy4bw8dzPubIkSMcOXKEj+d8zJjLxiQUaj0drN+8PuZ3Zef2nfi8PlDw5c4v2bxpM126dgkNYe8t552id5jwjQnB74/X5+VPz/+J+/73PkpLS4Ptit/vp9xbORBJMqNU4w7xVUr5gQ+tVOuJN8S3ei8eZ7uaEAS3y5qTEc0M4Q7d55wNb4fOP3P4mXy8/2M6AHuOw5b1cIDRFLICGMbSedC9EHZu3Un7tu0rHlGU9m2ICKKEnJycii9o8J8kbkIIL1dN7VmsH1FNN6LZRqZDwe/7eh933X6XXgwtEODqa69m/MTxQJSQ7Qp2bNtBkyZNQMHYcWOZNXMWg/sPpkHDBvzlhb+AghbNW/CTB3/CRedeBMADP32AFs1bgIJnn3s2OMT3srGXaTNSpN90+Ax5FWEfBL+3933/PhYtXFTpHq+65qrgioc2Cxcu5HdX/w6Px4PL5eLZ556lVatWQPQQ9gAv/PkFbvrmTTRs2JCBgwZy+vRpRg0fxdhxYykoKIj5XscjZij4ukj/wf3Va9Neq9pJIrUftbBNiSSowW3rCdoZLNFe/nb2P2YHy9sjtArZRRFd6T8CBvaAS28cg9vtqpjX4mh0QxpgNyHvXaT5CPW5wbZ/n1nxO3U0hp5jHnr36V2j1QmS4Nfj9im38+vf/DriSoeGUNIWCr4uIqK76nWd8FhU4eLgRPkrMkSkYmiz7Xh3oc1l1kJc511zHp+9+xmgLVpFRbCErlwGfLgMDh0EmMPE2ytWfrNNUUDlUOV+qyeidIBGIMTQGm10lrgkoUa2RkQoTSNfMko8W3gkB3Qt4m+v/K2mq1AnSbk1FZFrqnDsfSKyTkTWishbIpIvIt1FZLGIbBWRf4lIrlU2z9reau3v5jjPg1b+JhEZm2p9ahOVnNT2srtlocvsBsod66GX+lHl2uYfcry1Hjs5IB7RKUf7Ydwet065ll/F4ZtpVtCMQZdXrIbWpR/sBAoopxWQmwt7T8D0v01HofRqjUKo7wZXxdK+ok1dIevIq4oliL1llk/F68NXrlPAF6hwzpcHYi4nHHHJ4ao4ohMRhzT5MZL1dyQTYDKSryOh9e1dNe8TMWQPVemJPAu8m+xBItIR+D4wQClVIiJvAzcAE4BnlVL/FJG/ALcDf7b+H1FK9RKRG9AxvK4XkQHWcWcAHYA5ItLH8uFkFcn6YJy9iOCxjrsKRu0F/d/he4CK7Ug/9lih10PKxmooFXTu2Jkt3bdQuqOUTl3A7QIKhIs/L4Kh11CGiwOlMONvM5hw+4TK57Cq4exBuNyOZxqlt0PeO9sJDQQkEGLqsiddhVZTBffFNIul0mNIsA2tq42tPeihrt5ffUYpxzy0BKiKiFTl25MDNBARL9AQKEYvcPU/1v5XgV+gRWSy9RrgHeB50d/cycA/lVJlwA4R2QqMAmIOsk6LYz0NfnlbKIJ1Ufq8SqnK53dTIRYugmtxOAlpgB0k+iNPxfcwZswYpv17Gh1BfxuaeqB5Yyh6l7zCQua9D5dfC199eYCu3VIYvw+4VOX7Cs4rsUQl+F44TXCAqArnfcz7izKXJyHiFIt4njogQMqtOHbkGM2aN8vqehqSQyn9uSp3ZkQkJYuvUmqPiPwW+BIoQUfSWAYcVUrZnpzdgD09tCPwlXWsT0SOoeevdAScQxqcx8QmURGINumoCi6VQECbXgKBAASomD0ugJvg5B5nL8JeG6RS9bLgxzt+8ng+eO0D2jWFfafhq4Lx7DgChUVHgOZ89jE0kyV0uWNiSvWNdIzb7Qa39V76tbnMKarBXolUiLJtJgufPBWtTgnXNZMCFKNKmf4uBBoH2H9kPwcOHtD+LEOdQKFQbkWgceJPyvFmrK8h8lddCAbDSA7Ra7VPBroDR4EiYFwq50rimncBdwG069iuRh3rvnKfdiS7RC/SBME5IjbZIA6J4na7ueT6S/j4zY9p1BBGjoQdO2ARzZkAzDgMxxRMf2l6WiL+hmOLcKX3zN50jCpz5tnEihyQ6udQFQEKqVM0IuzOuOC4IdDMrAphiP9MPQn4RoQ0CeiT4jXHADuUUgeUUl7g38B5QIGI2KLWCT2hEet/ZwBrfzPgkDM/wjEhKKVeUEqNVEqNbN6yeYrVrhpKKcpLysGHbgTc4A/4gxPr4trts5iGDRsybMIwGlvbVxbqrqMf6ArMfgdWbU1vxF+7J4cr8nobwdAyqkKk7d5dxKgCUGmMvzMeWSZJZlJqzFndUSasBSMamOjIhjQQb8b6rlgpxWt+CZwtIg0t38alwHpgLnCtVeZW4L/W66nWNtb+j5X+5k8FbrBGb3UHeqOjlWcvbsBj/S8HvARHT3lLrJFV1mgrO7xzrGVjs4mOHTvS5awugL7F5u1gFjAKHTN+x2b4+mTVhSQQ0DPOIwmIc4Jk+GzwaObASI1zpMa4pgQlHslEQIgoNll8b4baQUwREZHbReT/HNt7ROS4iJwQkW+nckGl1GK0g3w5eqVEF/AC8BPgfstB3hKwB3X/DWhp5d8PPGCdZx3wNlqAZgL3ZuPILBsRvfBScM3xRo41x3NAuazhrX6FKlcEyqwhumX+iqG75RUi4/V6Q4b61tgsfAeDBw8mt6uOFdR3EDRuDuCnkCKunACNG8MhL0x7JTkhCYY7cYiHuHVDGVM44qwzH41IjXElQQnUvgY3/L50prUzrPdlMCRKzBnrIrIEGKeUOmRtr1BKDRORfGCWUuqiDNUzbQwYMkC9/sHrNV2NEEI+A1UxYitkJJlTIyKtVGpPEgxmUHnCHqHb1WU6m/aPaXBKzxXp0ATHtPZCiv4DY6+EiyeeR/sOsU2LQZOVhRIVMoM+BLtNrEZzoG0eC14yxdUlM0HU33U8fcjA+2ionaQ6Y11sAbEoAlBKlYpIg3RWsD4T8oMVQuJcuak8r8P5tGgLTcj6IvZ/P8HJcX5roontiA5ImBI5LhMp9Egy63yPuXoMc16fQ8smsL8EAmcXsmARFBYdAFoz531oymdMjDBiyyma9mx5ILjOS3jcoWoXjeCGY0cU81i1XTvhg+LsjzLa0AiGoSrEE5EC54ZS6lcAIuICWlVTnaoVpfRCUCFEG8obhUw5wKMOP3VX5EcTGrtBiRQbK2LjaM+7CIQJDoCrIk/vINi4R3ov8vLyuOQmPWIrNw9yOwOLYD6tuQp4r1QHcJz+0nQm3jEJkYpeh3O0VHDui1Nj0/C+p/SU7hCttPgP0mkxkrD/9qYRB0MGiCcis0XkcaXUw2H5v0TP76iVxPQfJONaCP+NRhOjGL/lZJ7wU8E2udiNXsRJiU7BcehR0JymQssBIb2c8J4UAm7cDJ84nOXTlwNwbSG8U6SHzw0DPp8FvQYDL01j7C1jQ2be27GyAipQaSZ6eOMdHnk4KgmaccLLpq0hTsNp4s24D99vZpQbMkE8Efk/4CXLqb3KyhsCLAXurM6KVSepzBNJ+unTdvJCzAYsqqAl2TsKDmUNbzSCD/bxT2ab0ew6iUhl0bGtZkpVCqQYNKtZPZrmTZrT64JebF2wFQHadYMvdkIhAb7ExdbV0LotzHptFqOvHY3b40ZEgqa2qGa0ZJ/io9x6iHM52jkTuFZCDXU6eh5xp49ULpBM+ApDNVMVPc/iZ4GYIqKUOgXcKCI90DGqANYrpbaJiKfaa1cNJGvfTweR1ulI7gQk1ggpx7XCyydxy85Z8zEvF3YvIWY1K7t3z96UlZXx1Rdf0aMPnDgG9HFxyeIioCEUTOTrkzDvnXmMuXEMEqgwoSml9Fwa0EEiw0TS7Y4fByxaA58No9kMhrpAQmFPlFLbge3WvI5LROSn6AmHqQVEqmHSFZYiFRJal73yQVHzYzWGUe8zwfYz0hwVpz8mFk5/xqBBgzh69CgdN5+AM9HTRbtYMeSLprPIM5Gh58Oct+Yw/lt6YSF/wB8inoLoiZoQFES/3697lVaVYolKpfpl+EHCYKirJPRLEpGzReQPwC70JMD5QL/qrFi14Zy9G49os4HTlELWR08lKSqvy+5Ibpc7csqJnFxuV+gyqTmVU6wZ0eL4c67zTgAuOO8CaAYdm2mnejlQRCHQGa8XlszVp1y5aiUIeDwenXJ1crlduHJduPJ0He33zrm0r7fUm1XzZgyG+kC8yYa/EpEtwBPAarRP9IBS6lWl1JFMVDDtCBWzeOOEl6gyUcJOOBvdeGViil6SohNtDXc7udwu3G53YinHXbHmiJXELVHXu1CiGHeVDpHWvmlFZ6iIwRSyDYDp06F4eTEnj5XqSZeWEAX8gRDhFJHgeuyuHC0uQVGxBEX5Kpb1NRgM1Ue8nsgdwD50SPbXrTkjtd5T55zlHCsl1cBnoJGPG1OpukUxDra/KVKyxeeS/7kEF5CPXhURoIieFLKP06dh6lSY++5cyr2B0AWXRK/Pbv/ZvTB7Pozb5dblc/R76fPrxatqS9gYg6G2Ek9E2gOPo4MubhOR19HrgNSNZXXrWSNf04hLaNCgARffeHEwb+Ro/X86bSnES1kZbN8Kc96YCYSJkWMVvnCzG27LtKf0pERbYHwlPrxlXm32ClQkg8GQHuIFYPQrpWYqpW4FegL/AT4D9ojIPzJQv2rBNPI1iOiovxcUXgBAk6bQfQB0GgYUeiikiD4rNrH3IMz42zSijQ2I2NPJcePyuLRpLUeCc0+CZjYILnHrFBWDwZA6CQ9RUUqVKaXeVUpdi46YO7P6qmWoq9gBDZs2a8p5155Hqzzo1A0G9LIKFBYCqzk6F+Z8AtNfSi5Yo4jg9XkJlAZw5bjIycshJycnpDcT9NUYQTEYqkxK4xyVUseVUq+luzKG+oOIUFBQwLnXnEu7RnDwJJxEj/rd166QU8CR/XBcJR4+3uv16jVbygEPePI9EYf9RhUUg8GQNGawvKHGEBFatGjByG+MpH1j7RPvMRDmfw1DCqAFMOsdXTaWkHi9OlS+KrdsX7mQm5ebUB1cLldwUISZO2IwJI/51RhqnHbt2jFk3BDygRH9oW1X+O9RuFT0AldFRbBiY2Uh8fl8QfFQKMjRvY/c3PgCErJGiSNul8FgSI5EJxs2FJGficiL1nZvEUn/gtkZIjjEN0YyZJbOnTvT47weAFw4CnBBkYIr2QeAO1CxMqItHoGyQIV4WJMSYw2AqLS4lcPxbnohBkNqJDpU92VgGXCOtb0HvbZI+hbNzhBKKfzeFOcOJDtAK0sGdNXkyLJkrt2vXz9KS8vYu2wPo0bDzq3AWW0pLCoCb29KGw9l7wmY+fJMxtw0BlzgyfFUzP53xg6DyAt62cO1HSPu6vyDQ7purQ6/RYbUSVREeiqlrheRGwGUUqelFo95jRQyOyGS/RHFiwyboR9lQpFcY32aEmd/Va/tYPCgQZSXl8OaA+TYIT5HXwTzPie//VA++wSGnge8OYdxU8bZFwldBRJChSPS2ifKRLhNGuutq8U/fUM1kKiIlIteyVABiEhPoKzaalWNiAhuT+KB+rKddD9Bp3y+NFZj1Jln8pl3IWw8wp7jsGljGw5xJYWf7AK6svIz6F0IM1+ZWSEkASrC3bsIrosSYqaqxrYvkVD7hiqS5W9xfRXXmGusBwuJXAY8DAxAL0Z1HjBFKTWvWmtXDWTjGusGTfh38ZNPFnByy3HAsUw7hyiipX5thU0ZP2V86IJWSV005eqmTnWKWYSGrE6b6iJRF243C/XozE5nRlxjPSERARCRlsDZ6NtbpJQ6mN4qZoY+g/qoP7z3h5quhiFBFi9YDF/q1xVCcpoiGgIw4jLoUQBn3XRWRupTbQ1ylopZfX26tsl6Ac5g9Sb0nZC8iIjI8FgnVUotT0PdMsrIkSPV0qVLa7oahiSYOXMmixcv5tAh+PhjbYO9quEJDo5sQitrRZt27fpz993X1Wg9M0lNmTHjiUp9F53aTqzvgcvliigi8Xwiv7P+5wMj0UvkCjAYvUTuOVGOMxjSQiAQYMyYMZSXK1as+ILRo6G1Aj6ZSattHaHtuZw8CV9/vYHXX5/GzTfX2pHnSZHuxjrZwSbR9jvzw89pBCb7SeUziheA8WKl1MVAMTBcKTVSKTUCva7InpRqCYhIgYi8IyIbRWSDiJwjIi1E5EMR2WL9b26VFRH5g4hsFZHVzt6RiNxqld8iIremWh9D9nPFFeMZOvRMWrcG2qAdIntGwH838sEH2tS1ffsyZs+eXdNVrRPEC0YaHgAzUqBSM++qfpDo6Ky+Sqk19oZSaq2I9K/CdZ8DZiqlrhWRXKAh8FPgI6XUr0XkAeAB4CfAeHTAx97AWei1Tc4SkRbAI+gekgKWicjUWrtYliEukydPAGDlyiWcOAEzyYPyfhRSQhENeOcdgIWICJdddlmN1rUuE0kUwvOcYmJ6IJmlOkQ71jkTFZHVIvIS8Ia1fRN6pcOkEZFmwIXAFKty5eghxJOB0VaxV4F5aBGZDLym9F0ssnox7a2yHyqlDlvn/RAYB7yVSr0M2YndAPl8PlwuF5MnT8DlcrN8+SIK7WXaaUAhhylSLSzn++ccPOjnxhvH1Wjds51EG5sER3BGfF2XyHSPqiZ7cMmYIhMdD/ktYB3wAyutt/JSoTtwAHhZRFaIyEsi0ghoq5Qqtsp8DVguUzoCXzmO323lRcuvhIjcJSJLRWTpgQMHUqy2oSawTSdQEbbkG98Yy7nnngs4V0dsQaFlYZ02DTZvXszrr9e6gAopkUgYH3sypjMlGvYnEbNWVdbdSbT+6Urh70OiqTrqEotU1z1KxgwZLUU6NhoJ9USUUqXAs1aqKjnAcOB7SqnFIvIc2nTlvJ4SkbTJsFLqBeAF0KOz0nVeQ2awv9jOH/Sll16K2+1mwYIFXHABLFgAkEchs2DSWED7SJ5//gTf/e6NNVr/eCTzxJns06lSKqGGPdXeg7M+2eT7iHU/1dFTqqu9r0RISEREZAcRRiQrpXqkcM3dwG6l1GJr+x20iOwTkfZKqWLLXLXf2r8H6Ow4vpOVt4cK85edPy+RCpjFh2o/Pp+P888/n/LyAIsXf8YVVwB5reCTfG3jGlfIfz+G8eM38+ijz/Dzn98HpO/HbjeY1SkANiKS8hDcRO83HUN8TeNcP0l0xnpLx2Y+UAi0UEr9PKWLiiwA7lBKbRKRXwCNrF2HHI71FkqpH4vIROC7wAS0Y/0PSqlRlmN9GbpXA7AcGGH7SKIxYsQItXjx4lhFDLUA+0EgEAjw+eeLWbBgHkqBiNaQQlZTxGBAm7xEhAcffDChc0ajKiKQaLlMNZrxrmPvN414dpLK51LVz1JEqjZjPcoJR6R47FDgJSAX2I72r7iAt4EuwC7gOqXUYdF3/jzaaX4a+JZSaql1ntvQo7oAnlBKvRzv2mayYSjpdK5Wx7HxzmE3/IsWfcHcuR8Bzpntmyiir35t+U5++tOfBs+XTOOeTDnT8CZGIqO8DNmDx+NJXUQkdOa6Cz2s9h6l1JD0VTEzGBFJnUz+6OM1xOHXVUqxcuVqpk2bCjiFZDNF9AHQExVbw89+9rOMm2UMdZ9MmDZrErfbXSURmevY9AE7gN8ppTalr4qZwYhIZKJ9D2J9P1JtbJM5LpJYxDrfli1beOstPcq7Qkg+YxrnMX4cuJvovIceegi3220Ew2BIkCqZs0Skh1Jqe1hed6XUjjTWMSMYEUl8RE2kBra6G91YDutEncbbtm3njTde58QJKC6GPn2wFCUXCidz4IDukTz44IPk5ORk1BdhMNRWoolIovNE3kkwz1BLiDYfINWx4umuW7y5CLHq0rNnD771rW/RpAn07m1lFhYCQ6EI5s2DDRvgySefpLy8PGQegMFgSI6YIiIi/UTkGqCZiFztSFPQo7QMtRC7YQ5vkO2JWMlOiqquOlZFuLp06cLdd9+Nffgnn0ARXYEABcDatTr/qaeeCgpJTd2rwVCbidcT6QtMAgqAbzjScODOaq2ZodoJf9oPF5Ros3xTnYGbDOHXSoV27drx3e9+F4CLLtK9kiJcXAR0Q1u4vv4ann76aY4fP1Gjomkw1FYS9Ymco5RamIH6VDvGJ5Icsb4fCX53UtoXzTeSyjDaU6dO8dvf/haA+fNh3z64ADgJrEALTJs2cNttd9ChQ7uMm+8MhtpASo51EfmxUuppEfkjkWesfz+91ax+jIhUD/EEpSozopNx/kdr+L1eL7/61a8AvbBV6XGY4P0PkA+F44ITFW+++Vt07945xC9jqLuk0uusDT3VdNbRPle0eSLxwp5ssP6bVtcQk0RnQEPVBSfesF/ntWwh8Hg8PPLIIzz66K+45BIvSgFyJbw3D4qKkH6FFG0EeJkbb7yJXr16ZL2A1NXJepmYAFubSNf3sLqG5McUEaXU+9bL00qporATF6ZUI0O9JxnBsXE2GJF6H05fRrhfw57VLiI89NCPeeGFNzlwYCdKwQzXaMqBqzYeAlpac0ve5Oqrr+aMM85I6f4ika2BCqubVII/pjuSQHVQlWtn+8NJsiTqE1mulBoeL682YMxZ0cm2J9tUghzGO9YWmBkz5rBmzTLAOSlxD0XWagKFhdCmTT/uuOPq4LGJ+HdqQwNhZusbUiFVn8h4dODD64B/OXY1BQYopUalu6LVTW0RkURNOunyRWSacJNTJrHfk+XLlzNjxgzAKSRfUWQFjb76anC7dZiUcGqy/gZDTZCqiAxBr6f+KOCM2HsCmKtq4VK0mRKRRBvvRMLSJzJ7O9F9VSVV00M2opQKhkk5fBg+0vEbKaSIAIW4HAbbhx9+OLg4lvN4J0ZYDHWZqoY9yVFK+aqlZhkmHSKSqH07lgM4UVtxKv4DQ2ycPhMRobi4mBdffJGSEsjP16O0KCqCnALKL7yMVdvhzDPhO9/5Dq1atQoe5zyf879NbTJxGQzxiCYiMR3rIrIGa2hv2A9B0AsQDk5nJWsDVZmMFksU6tITfjZjf37Oz6JDhw7cf//9PPPMM8FyW1oX0uIAnPoYdoIezcX/4+6776ZNmzZAZZFwTtR0/jefpaEuE8+c1TXWwUqpXWmvUTWTbnNWqj0RqNzoRMP0SNJDJAFx4vf7efzxxwHYuROWLIHu6GU156NnvA8dCrfccjtdu3YA4n82gUDAzDcx1AmqZM6KcLLzgRuVUvemo3KZpKYc64mKTbRyyUy4S7ZMfRmt4xzqG+m+AoEAfr+fv/71bxw6tA/QVq1cYDJ+inADeuTWpZdewXnnDUUpVclXYuPstUYrYzDUFqKJSMLfbBEZJiK/EZGdwGPAxjTWr84THoE2PG6Vndxud8i2Mz88JRPdNlocLLvhjJZ8Pl/UfeHniZayIaAjVHwG9nsQXg/7fb7rrtsYOVL/VoYOhXKgCDeFrKA9gIKPPprKL3/5eyD60GhjzjLUB+KZs/oAN1rpIHqY7/8qpWKaubKZ2jLEtzqpajysVHpLsaiqPyjZUVGRHOHhxwUCAZYvX8GMGdMpLoamjaFR6QmYNxPaDCNwZi++3A/dusEPfvADCgoKKp3bmLEMdYlUh/gGgAXA7UqprVbedqVUj2qraTVjRKR6qarAxPMjpUK0UVLxruX3+ykuLubVV1+tyFwFbD7NDhqyFOjfHwYOhHvuuYfWrVuH9D6MgBjqEqmas64GioG5IvKiiFyKHpllMEQkEZNdrBRussvJyamUIpn0YqXwBj2SeS3cL2X7Ojp27Mj9998f3PfpCSiiIX6gJ3pxqy+/hD//+c9s2bIdn88XNJf5/f6snexpMKSLROeJNAImo81alwCvAe8ppWZXb/XSj+mJGOIRyW+jlOLxx58GylEK3nlHL7IzCrB/BIWFMHr0eIYM6RPi37IFzH4dy8nuFDzTkzFkE2kbnSUizYFC4Hql1KVpql/GMCJiqAozZ85k8eLFbN4Mq1bpvEK2UURPrpgIeQ0BGvODH9yOy+UKGZ1li4jb7Q6eL57vJFxQbAEyQmPINFUenWWjlDqilHqhqgIiIm4RWSEi06zt7iKyWES2isi/RCTXys+ztrda+7s5zvGglb9JRMZWpT4GQyKMGzeOq666hj594NxzYehgYGw3Ciki7+NVUA47d57kueeeo6SkhAYNGpCfn09Ojp7Xq5TC7/fj9XpDzF32SDabcDOg3Tvy+XwhKXy0XDRTXU2PjDPUXWpy8PoPqFivBOAp4FmlVC/gCHC7lX87cMTKf9Yqh4gMAG4AzgDGAf9PRNwYDNXM4MED+cEPfkDHjtC7L9DUDZcVQskQ/P/VkxQ//RT+8pe/cODAAfLy8sjPzw8KisfjwePx4Ha7g6JiC4otBuFDqG1Bsf1EtshEEg6I7veJNMTbiI2hKtSIiIhIJ2Ai8JK1LWhfyztWkVeBK63Xk61trP2XWuUnA/9USpUppXYAW9EmaoOh2ikoKOCBBx4Ibi/dCkXo5XaHAMXFsHQpvPTSS2zatCNEBDweD7m5ueTm5pKfn09eXh65ubmVfCh2z8Nu7O3XtuCE+0+cpq1YAwyizSuKJjZGXAyxiLeyYXXxe+DHQBNruyVwVFUEedwN1sIO+v9XAEopn4gcs8p3BBY5zuk8JgQRuQu4C6BLly5puwlD/SYvL49HHnmEl156C9jMyJEVIeWvAd7dATt2gN//Gu3a9eGee26IGm/L7pVAxcx6v98fnBxpi4a9zxYY29QVyZEfTqKhc6JNnoz0Otk5Ooa6R8ZFREQmAfuVUstEZHQmrqmUegF4AaDPoD5q5taZmbisoZ7QaXRz9n4hqC2KXiNg6zJ4FyhkE0X0ZeNW2F2ymV/+8pf0HNszGAk4FkFB8Vsz6wWU35qDggQH2otLi4xLLKOCgMudfgNDiLBE6oyIEZH6Sk30RM4DrhCRCUA+eoGr54ACqQg53wnYY5Xfg46Bt1tEcoBmwCFHvo3zmKjkuHJo3bB1uu7FYABg4uiJHB9+HP41nyYNYPM6YExfCouKYDWo5oV8uhFgG03GN6VTp4id5lCTkQIVULrRdunXCitWl+j9CIiyGm9X1WJ0RTRVRbNehemFEZD6S8Z9IkqpB5VSnZRS3dCO8Y+VUjcBc4FrrWK3Av+1Xk+1trH2f6z0t30qcIM1eqs70Bv4IkO3YTBUomnTplx+6+X0ag8XjIGvTwLXFLKBQuSTdRTv0OaulR+sYONGHXrO6Xvwe/2UlZTpVFpGWVkZ5eXllJeX4y314i/zE/AGCHgDKJ/SAhMAJQpxS4jpq1IKxE8oQhNosbCSuKQiJRCvzVA/yKbQoj8B7heRrWifx9+s/L8BLa38+4EHAJRS64C3gfXATOBepZQ/47U21FsiNdYej4eJd0ykSR60awyrtsJaoIgzgiNFiopg64KtTHtxGsV7iik9VkrpsVLKTpYRKAtAOUi5ID5BlGiByBHwgMvj0q9dulF3uV3alBVJAJxI4skIhSEZUgoFX5sZMGSAev2D12u6GoYEyPh3M+xy4UsXRwqNErLf7wjsqGDz9i18uVgvuRPicLfKt+sGF5wJZ4w5g/bt2wfP43K58Hg8UatpGnRDTTCy48jkVzY01F0y2kBn8lJRhqEG88La36ApJyQzQnBGf+UygO7L26d2OUZcuaBv7z506tiRz//9OdcWwjtFtsP9GJ/QjI7AnuPAnHX4RkPv3t2TvFuDoeYxIpJBqqXhzqaOZLQH5CQenOPNRbD3CVLp3oPHRvIP2+cMEDTbOB3YlerpFAnAnesOKSNSMUIq3JntNP/kNchj0p2TmPbiNL5RCPPmAhc346KiIr3ubkEhc9dB8cl1bGq8jrFTxsbshRgM2Ua9NGe9NuO19J40U29hhqwYVTWXJDIpLdjYxyhm9xBCzuUKOx4iioAKhMWkclWUDbk/x8ugGDh3V3Gtk2B9lGLhwiUcXrefPcehZWOY9S5MZiNF9APg0iuhhQfOvOJM2rZtm9J1DIbqwpizbOI0XHGJ1IZUsXGvbTbu8GGoIf/DylVsOHbYTlxAOXaEm5XsiXTB98f+7ITgMNdIvYmojuAocxky8f6LCOeccybH+h/j03c+5euTUC5QpPpxNrAS+Og/MOBMYOoSBlw6iB49au3ab4Z6hOmJUPsa8ZrGHjIaTRiC5Zy9gShvsV0GCRMRqehthPgawurhnHgXTrZ+rj6fj5kv6wmv63bC+iWQBwyjIgTDFYWQJ3DZzZeRl5dXQzU1GCqI1hPJpiG+NUYikU9jpfqGiB5aKm6pEI8IPTxxCYrIAf8qClW8/+KKLggQ+jmJiBaQKPXLVgEByMnJYdKdk2g/vD1ndIP23aEM2AIUsowxwIljcLAMPnztQ/bt21ezFTYYYmDMWek4ZXULSfa2h8GwGwqrZxKoXCbYY7C3rb/gdpgZy+6BRBtR5eylRNsfMc+5GWEORHgAw+pmxIgRHO99HJjP1k7gEqB8BM0XFcHsXDZ3mczc3QBL6Hdxf3r16lntdTIYkqX+iYhUmEciUSd6Fhm+BSG6ySraaKngPoDwAP5B7agcYTakTJgjPbjtFLJIPhsV6ouJixvdZ3feXxLCHmu1woYNGzL+tvF88PcPKEcP+V1GIX5g9Je6TFERFLKBjXM3cH7h+RQUFCR+cYOhmqmXPhEz2bDq1KbvjTPybfB/2FyQhE2Tdk/WTyVhqiobd25h95LQyYljgVnW/ouvgFZ50O+i/nRqHyH2loT9dxKnYxXL/Jdo9N9EyycarDHbzZK1nWTfWzM6y5BWatOP27kcbXVix8FybjvX5ohHv3696d69CwveXkBhoRaSWUA34BQwdyp06QOwgT29D3LWWUOsC0WqTNh2IEJeSMfOMcqt0rzKGAqZyNcg0a9KAibIuMdGqGql42KJbYTj0vVdr8p5qiPkfroeBI2IGAxpQsLWT0+F/Pz84OTEwkKYPgd2HoHClpvgUAlsbsb+gu7sLznAiS1zGDV5FG3atEno3NEajUQmdyZdNsqQ76QiBccrl2BP0A6ln9S1oMLPVwVCzLxJTrqNer6QjNTqFeLzS6F+ToyIGAxZyKQ7J7Fnz15gObuPwZFGfWkO8N4R2nzxKUWcT25jgC8YdPkgunaNP6ck1cWqMkkqT8fJHlNpga0qCkWq5wg3r1Y6RzQfY0hGIheqfF5/IHqs2mS/D0ZEDIYspWPHDrSZ0ppZr8yiBFi0Cr6iObmcTy9g60l4twhgDWsarGH0laNp3LhxzVa6iqQiaDUpgun0DSZ1rhhFEzGdpnruSBgRMRiyGI/Hw6Q7J7Fs6Soa8BVnD7FCyQPnAAvR2516AyXzGD5xOB06dKjZStcj0ilg6TpXvJUt0z0oxkw2NBhqASNGDuGyWy4DoLBQ5y1Ez3JvDpzcAsX7YPn05Xy6YFmtGj1nyCzhc6QSTdEwPRGDoZaQl5cX4nT/4GPIGwZj8n0w7T2Y35v1XYZSvrmYoxunJ+V0N2Q/iQ6MSMcAimT2GxExGNJEpp7+J94xkSNHjgKfsb8EDkgO21sW0uYQHPkS9n4J+/YAfEG/i/vRs2dqM93jrc2SasOTzIivOkMsN0X4hNhoQ7ar+20yo7MSwx6zn9IohwTPXxNUdxyv6r6vrGhIkvmhplLdROZzJHh8Q3cDxlw3hjlvz8EPfN0Vlh7S+/oCmw7aM903snHuRoaOHUqrpq1SqLQhIolE8xZCHQbRnAdpcqsk6lNJdP5LcH+c09ZLESk/XZ650CA13TbW9PWTIVLMq0SPS8e1kzlntP2p1iXF48bcPIadO3fhZguDemrh2IQlJOjtHgMBVtL7wr507do5xQqmh1Sdx/b8m0SHKZvZ7pmj3okIoKPPhmTUQB2izUCtQl0y9aNJ90zedJ8rE+fNJvr160u/fn2Z9uI0JhTCjPdgkw8KmUYZk8hrrWNylc7fxBY2ce4159KiRYuarrahjlAvRaRSGAd7ydQqEmvdDGcZl8tVqXGLlGcwJMOkOyexfv1mGrGZrV9D2alJ5C3/EOb2pmOTVhSdaEyjFgCfM2zCMDp2jBB/y2BIknopIhKINBU0yn8qhyqPRiVxihjhQRGI6WXLUhI1NTntvomEaK9LVOO9JfqA0bNnV3r06AKvz+EUsLH8MjavBU5AS+DQYSh6B2AFK1jB2VedTdOmTaNeKx0PNlWZQGgerLKfjIuIiHQGXgPaopvZF5RSz4lIC+Bf6HhzO4HrlFJHRH+LngMmAKeBKUqp5da5bgUetk79uFLq1XjXd7lc5DbMTbn+4bNB441AiTWSJSucydlArJhI8Yimx9HOkYlRLtVAUqHrgTHXjWH1xvU0Yi9D+mvfyCGgO7BD6e2WHQAW0ffC/nRuV8VeSSLVS7ceVPV8KYb2r/K10nWeJM9ZXYJcEz0RH/AjpdRyEWkCLBORD4EpwEdKqV+LyAPAA8BPgPFAbyudBfwZOMsSnUeAkeiv8DIRmaqUOhLz4gEfB0sOVtOtGTJOlkyXTfSBoCqxoZI9tnP/9nTs25YVRSuCUYF3APlAZ2DHXti5GY6ygU1soNe4XtUbNqUWijeQnnrX1ntPgIyLiFKqGCi2Xp8QkQ1AR2AyMNoq9iowDy0ik4HXlP4FLRKRAhFpb5X9UCl1GMASonHAW7Gu3zSvKeN6jUvzXRkM2csVj1zB2rUbgX+xfTt4cqBzFxhaVASrWnPq6GgWlAFs5bbb7qBz57rlK4lmBUjUOhCel0psquqwOmTigSSRcjXqExGRbujIDYuBtpbAAHyNNneBFpivHIfttvKi5Ue6zl3AXQBdunRJU+0NdZ26ZG4844y+DBjwMx577DEAlIKtfQtZuQmG79I/OL0Q1ks0bdqUm2++mWbNmgGJm3AT3e8sF75gWPh2baaq5qPqXrgrkcXEEjl3jYmIiDQG3gV+qJQ67qysUkqJSNq+RUqpF4AXAEaOHFn7v50Zojb9kLOtrsk86Ubar5Qi7DcR9RqVQpvHuN6PfvQjNm/eyvvv/5feg2HlJlgOtAIOooXk8suP86c//Ylrry2kU6fIvZLwxivamvThDvJwp30m1rJPlEQb7Wjlkz0+nGx6L5KhRkRERDxoAXlTKfVvK3ufiLRXShVb5qr9Vv4etAnXppOVt4cK85edP686650usqVrm+0k84SVTNlYs/tj5Ucya9h5iTb4idQh/DzRnjYTmWAXaej4gAH9GDCgH0899RSFhbB7NyxcqPd1BGbPhlYFAHqN3nvuuYeWLVtWOm+suhjqDxlfY90abfUqcFgp9UNH/m+AQw7Hegul1I9FZCLwXfTorLOAPyilRlmO9WXAcOsUy4ERto8kGiNHjlRLly5N+30lQ5Xj/ddisqGxiRr6huTCx/j9/ohP/s68ZENRRMLZYEcq53K5gmWcT/zxhuoGAgEOHjzIn//8Zw4cgHnzoLAd8PUCIBeGncXBAmjVCm688Rb69Ome0L0Y6iYiEnGN9ZoQkfOBBcAaKgZo/hTtF3kb6ALsQg/xPWyJzvNop/lp4FtKqaXWuW6zjgV4Qin1crzrZ4OIVJW62OuIR6buOVUzVLLHR1qLPVL5VIeIxxMlu4dil3v22Zfxeg+gFEgZFL8P7SmjiDwArr4a3G6YMmUK7du3rxQivDrCjGTDA4ehgqwRkZqmLoiIIXNk0+8jvPfkFJhYfpF42OWPHz/BX/7yZwAWzIev94WW690Thg6Hc8+9jEGDeuB2u4NJrPXlc3JyQgQlXi8qHqn4HQzVgxERCyMiBkNs/vvfD1i58gvAHrEFTYHj1v4xY6B5c/jmN2+mTZvW+Hw+IFS8nMLidruDYhLJ9GaTaFtkhKVmMCJiYUTEYIiPz+fjiSeeAGDGDDh1CgrZym560ak5qHNBGkKbNn25+eZJeDwe/H5/MAUCAUQEpVRIb8XlcuHxeJJu+GOVNxF7M0M0EamXsbMMhvqO8+HR7/dHLPPQQw+xceMW4G3KyoC8XnTaAt6V4Jm+nyLaUNBsE/v3b+Laa6+lffv2+Hy+oL/F+d/ZA0lm4EEiMbSMgNQspidiMNQw1fEbDHfcO4k0qiy8PvY8FVsInnzyd0A5hw/DRx/pcrlAuXWMve777bffTuvWrSsJRzyMEGQ/xpxlYUTEEE5tmrcT6by22Siec91uqMMnMtr7nHNKIo0YO3XqNM888zsA1q+Ddesr16+wEK644nqGDeuX3I0Zsh4jIhZGROom8WZqZxuJPHnHG94b7x7DTUHOY5IJtR4uTh9//DGLFi1i2zZYvlznF1LOPHIZPQzopfPuvPMu2rVrm/BqhIbsxoiIhRGRukm64jllE7HmhlQlpEqi5WOdx+v18uyzzwKwbx+0bQDM+hA4H2hAEXDZZVBQAN/73vdo2LBhSteKRaSwK7VFmJLx8WTLPblcLiMiYETEULuo6d9nPOE5fvwkf/jD7wHYsglWrg49vk93GDISJk++ijPO6A9kR6NoRy2Itq82ko4Rb05TZ/j+3NxcIyJgRMRgqA7+9a/32bhR27bsuSVOenSHESPh7ru/Tbt2bSsXyDDV3e5F6jFW9ZqJHJ9Os2740GkjIhZGRAyG6FSlPSgvL+fXv/41APPnazOXGx3H6DRwwUUgbQCa8uCD9+LxeJK+RrrjzqWz/Yt2rqr0vJKtX1UiCcc71u12m3kihsySiRFKVYlzVZvI1JNzVY954IEHKCkpA56lrAyOH4XWbmBuEXwyib35Dfis9DjwJDfd9E06d+4UPDYbzFxOkm1sU61/pNFy9vmq+p5k4j2tdz2RESNGqMWLF9d0NeKSySGimbp+ffuuRSMdP+yqrl2RTqJdZ9asBSxdOh+A5Qth2+7Q/fbckjvvvIs2bVqn/frVfWw2nD+TGMe6xYgRI9SiRYtquhoRqY0h4tMZviKT9UjkfMmMkqlLjUU6KS8v58knnwxuR/KXXHIJtGwJP/nJg+Tn52awdoZkMEN8LWqiJ1IdT//V9bmluzGsb9+vbBHVTF8jHmVlZfz2t78FYPpUOF0GzYEjQF9g0FiQprrst799L61aNa/S9aoyTDYb3q9sxMTOsrAjixqSIx1ikC67e7qobQJX0w8ZVTmn2+3mJz/5CevWbQbe4+BByPdB4z3A9vdh1llsd7VhRQDgTwCMHj2aIUOGkJOTEwzgmI0kEhwyUkj8uhI4st71RMzoLENdpjb8nktLS/n971+hvHw/SsGCD2HfsdAyV08Gt2XZateuF2PGnE2TJk1o3LhxMDyLLSyZ9h/GGkbrfO0MIxNNMJKJHBDpuExizFkWRkQMhuwgEX/J4MHQt69+PWjQMPr06UGzZs1o3Lgx+fn5uFyu4HoliTSs4X7HROdeJDMxz7Z0pDKvoyrEWw45Dec35iyDwZBZnJPu7AbcjuGllOJHP/oRJ0+e5K9//SuFhbBhPaxdB+eg18/ue9o+D6xZs4KePbvi8/nwer3BlRSVUkERidQrSNUf4hSI8B5G+H4nNTFApibNYkZEDAZDQkSbhe1MoBtRe2Eqe9vn81FWVhYUgFOnTuH3+zl58iQHDx6kVau2HDy4j/4DoP8Afe5OX+6GxQthR2P2dB3PuoMA/+HKK6+kXbt2QRNReMOfaIMaTTBqgtrsGzEiYjAYEiZcMJRSIYJh77OFw167xOfzcfr0acrLyykrK8Pr9QYFRe87YR0Pwfa0SyeKFheCHxpvh5PYJq//ANC69ViuvLIPzZs3ID8/v1Y3xLUZ4xMxGAxRiRVyPhAIVDJTBQKBkHxbZGxB8fl8lJeXU15ejtfrDZ6/pKSEnTt3smXLHnSQlAo+ngOHjlS+/tDB0Ltv5fyWLVvSokVHunXrTOvWBbRo0Zy8vDwaNGiQsO/EUBnjWLcwImIwJIazVxGJSE5qZ/nw/bZvwRYar9cbXJPd5/MRCAQ4deoUR48e5fTp05SVlVFcXExxcTH79ul4XABjgC+AsayGzoOhLQQ6gyvMrhLSq0mCnJwc8vI60Lp1C5o3b0DDhm4aN25Ew4YNyc/Px+PxVFq5MScnJ2Q5YPt+gRDHf6Shyumc1BrJvBePJMx/RkTAiIjBkAyx1i+Jlh9u7grHKS7OXozP5wuKjO0zCQQCHDlylO3bv2b9+iUcPAjNm4LbBcwGTpWzgVzWAde2BS5M5R71//C21Fn11DovAjSmRQtPUHw8Hg+5ubk0aNCA3Nxc3G43ubm55ObmhgiSc36JPYDAOcctfO5JRT0rhCp8iLFNtLVXwsvadbCv3ahRo7o5OktExgHPoQOGvqSU+nUNV8lgqFUoBYEA+P06ATRooP8fPKgoLwefT+HzKUpLfeTmBmjfXjvPV63yceKEl7IyH6dPl1NSUk6jRqX06lXOqVOnmD+/FChDezROoU1VpwFfUvWzadnSeiGwpTesXFkRJqVoH1xRBHmFyd1/NIGIJRyRNNVZXu9XwAkOH9Z5DRo0IC8vj/z8/KCI5OTkkJOTg8fjoUGDBkEBcLvdwdfREhB1DXtnTylcVMIFJvw453+7bE5OdKmo1SIiIm709NbLgN3AEhGZqpSKsPqzASoPtUz0mEjbya6kl+x10oFzxJAzL3w0UThOO779RGy/diYg6CAuKysDCP4vLy+npKTEesr2U17u5+TJEsrL/bjd5fh8Xk6e9AMBK/nQDU/mifXUHf6xJLJ/y5b01S1aY967N/TuCEXT9XYeMBW4phRc+VW7ZjyRiNczqdjvplmzJng8OeTl5ZGXl0fDhg2DvZC8vLygiHg8nmCj7XztFI5wc5izZ1JxbQkxrUXqYUQTkXCRijTjPpxaLSLAKGCrUmo7gIj8E5gMZJ2I+Hw+fL7En76cxHJuQoWDM5lGOJWx7MleI9nzxmvYbZyNuH3vznPZAmCbR8IbflsQgKAt3u/3B0cKOY/3er0EAoHg8FT7eHtf4vcYul35qTXyvkT2p4NY50y8wcwMOTk5uH0+Gr72Gkd27qSw/5lsazKe5SegWzd4932YMAEaNrwKyAc8QA4XXyz06iVs3uxi/vwcwI3Hk0d+PuTnw4QJQtu2wtdfu9i6VcjPhwYN9P+GDV106AAej+61iYSLSmJDhO39gUAg2EDHMxXGWqfEPl88E2IipBqGpVb7RETkWmCcUuoOa/tm4Cyl1HfDyt0F3GVtDgTWZrSi1UMr4GBNVyINmPvILsx9ZBfZdB9dlVKVYvbX9p5IQiilXgBeABCRpZGcQ7UNcx/ZhbmP7MLcR+aIbuiqHewBOju2O1l5BoPBYMgAtV1ElgC9RaS7iOQCN6B9awaDwWDIALXanKWU8onId4FZ6CG+f1dKrYtz2AvVX7OMYO4juzD3kV2Y+8gQtdqxbjAYDIaapbabswwGg8FQgxgRMRgMBkPK1BsREZFxIrJJRLaKyAM1XZ9YiEhnEZkrIutFZJ2I/MDKbyEiH4rIFut/cytfROQP1r2tFpHhNXsHoYiIW0RWiMg0a7u7iCy26vsva1AEIpJnbW+19ner0Yo7EJECEXlHRDaKyAYROac2fh4icp/1nVorIm+JSH5t+DxE5O8isl9E1jrykn7/ReRWq/wWEbk1S+7jN9b3arWIvCciBY59D1r3sUlExjrys6c9C58tXBcT2um+DegB5AKrgAE1Xa8Y9W0PDLdeNwE2AwOAp4EHrPwHgKes1xOAD9AR384GFtf0PYTdz/3AP4Bp1vbbwA3W678A91ivvwP8xXp9A/Cvmq674x5eBe6wXucCBbXt8wA6AjuABo7PYUpt+DzQoRWHA2sdeUm9/0ALYLv1v7n1unkW3MflQI71+inHfQyw2qo8oLvVhrmzrT2r8S92hj64c4BZju0HgQdrul5J1P+/6Phgm4D2Vl57YJP1+q/AjY7ywXI1ndBzdz4CLgGmWT/sg44fTfCzQY+yO8d6nWOVkyy4h2ZW4yth+bXq87BE5CurEc2xPo+xteXzALqFNb5Jvf/AjcBfHfkh5WrqPsL2XQW8ab0OaafszyPb2rP6Ys6yfzw2u628rMcyIQwDFgNtlVLF1q6vgbbW62y+v98DP0ZHGARoCRxVStmBxJx1Dd6Htf+YVb6m6Q4cAF62zHIviUgjatnnoZTaA/wW+BIoRr+/y6h9n4dNsu9/Vn4uYdyG7kVBLbmP+iIitRIRaQy8C/xQKXXcuU/pR5CsHp8tIpOA/UqpZTVdlyqSgzZB/FkpNQwd0zzEDl1LPo/m6ACl3YEOQCNgXI1WKk3Uhvc/HiLyEDqU85s1XZdkqC8iUuvCo4iIBy0gbyql/m1l7xOR9tb+9sB+Kz9b7+884AoR2Qn8E23Seg4oEBF7oquzrsH7sPY3Aw5lssJR2A3sVkottrbfQYtKbfs8xgA7lFIHlFJe4N/oz6i2fR42yb7/2fq5ICJTgEnATZYgQi25j/oiIrUqPIqICPA3YINS6hnHrqmAPaLkVrSvxM6/xRqVcjZwzNHNrzGUUg8qpToppbqh3/OPlVI3AXOBa61i4fdh39+1Vvkaf7pUSn0NfCUi9orel6KXG6hVnwfajHW2iDS0vmP2fdSqz8NBsu//LOByEWlu9cout/JqFNEL6/0YuEIp5VxgfipwgzVKrjvQG70ycHa1ZzXljMl0Qo/Y2Iwe1fBQTdcnTl3PR3fNVwMrrTQBbY/+CNgCzAFaWOUFvTjXNmANMLKm7yHCPY2mYnRWD/SPYStQBORZ+fnW9lZrf4+arrej/kOBpdZn8h/06J5a93kAjwIb0cshvI4e+ZP1nwfwFtqP40X3DG9P5f1H+xy2WulbWXIfW9E+Dvu3/hdH+Yes+9gEjHfkZ017ZsKeGAwGgyFl6os5y2AwGAzVgBERg8FgMKSMERGDwWAwpIwREYPBYDCkjBERg8FgMKSMERFDvUZE/CKy0opqWyQiDWu6TokgIu2lIiryFBF5Pkq5nSKyxooQO1tE2sU45yAReaWaqmyooxgRMdR3SpRSQ5VSA4Fy4NvOnY6Z3NVOkte6H3gxwbIXK6UGo+e5/DRaIaXUGqCTiHRJoh6Geo4REYOhggVALxEZLSILRGQqsF70eii/EZEl1hP93RDsDcx39GQusMq+Ym2vEZH7rLLzRGSk9bqVFQrG7kVMFZGPgY9EpJG15sQXVrDHyVHqeg0w07HdQURmWutkPB3lmPnW/Y0SkYXW+T93zMQHeB89A9pgSIiMPWUZDNmM1QsYT0XDPBwYqJTaISJ3oUNnnCkiecBnIjIbuBodkvsJEXEDDdEz2ztaPRucCwzFYDgwWCl1WER+hQ4vcpt17BciMkcpdcpR1+7AEaVUmeMcQ9HRnsuATSLyR6WUM9Ir6NhMa9Az1i9QSvlEZAzwK7Qoge6tPIBeq8NgiIsREUN9p4GIrLReL0DHLDsX+EIptcPKvxwYLCJ2fKlm6DhGS4C/W8Ey/6OUWiki24EeIvJHYDowO4E6fKiUOuy41hUi8r/Wdj7QBdjgKN8eHZreyUdKqWMAIrIe6EpFuPC5IuJHh2x52Kr/qyLSGx1ex+M4z350hF+DISGMiBjqOyVKqaHODB2bkFPOLOB7SqlKwfpE5EJgIvCKiDyjlHpNRIagF3v6NnAdOl6TjwrzcX7YacKvdY1SalOsOkc4h7NX4if0t32xUuqgo86/B+Yqpa4SvV7NPEfZfOv8BkNCGJ+IwRCfWcA9Vo8DEelj+S66AvuUUi8CLwHDRaQV4FJKvYt+6rfX994JjLBeX0t0ZgHfs6LsIiLDIpTZjF4dL1WaURE6fErYvj7o4IwGQ0IYETEY4vMSOmT6chFZi15WNQcdmXiViKwArkevldIRmGeZyN5AL10KekXBe6yyrWJc6zG0eWm1iKyztkOw/CPbRKRXivfzNPCkVZdwa8TFaDOcwZAQJoqvwVALEZGrgBFKqYfTeM484BPgfFWxXK7BEBPjEzEYaiFKqfdEJN3rnXcBHjACYkgG0xMxGAwGQ8oYn4jBYDAYUsaIiMFgMBhSxoiIwWAwGFLGiIjBYDAYUsaIiMFgMBhS5v8DxKvr90qEUIMAAAAASUVORK5CYII=\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "env_analysis.plot_average_pressure_profile(clear_range_limits=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Export Mean Profiles to be used in RocketPy trajectory simulations" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Your Environment Analysis file was saved, check it out: export_env_analysis.json\n", + "You can use it in the future by using the customAtmosphere atmospheric model.\n" + ] + } + ], + "source": [ + "env_analysis.exportMeanProfiles()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Exporting this notebook" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# !jupyter nbconvert environment_analysis_class_usage.ipynb --to html --output env_analysis_output.html" + ] + } + ], + "metadata": { + "celltoolbar": "Slideshow", + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.10" + }, + "vscode": { + "interpreter": { + "hash": "26de051ba29f2982a8de78e945f0abaf191376122a1563185a90213a26c5da77" + } + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/docs/user/index.rst b/docs/user/index.rst index 0d0dbad82..a6e1c88d6 100644 --- a/docs/user/index.rst +++ b/docs/user/index.rst @@ -10,6 +10,7 @@ Welcome to RocketPy's user documentation! ../notebooks/getting_started.ipynb ../notebooks/environment_class_usage.ipynb ../notebooks/environment_analysis_class_usage.ipynb + ../notebooks/environment_analysis_EuroC_example.ipynb ../notebooks/dispersion_analysis/dispersion_analysis.ipynb ../notebooks/utilities_usage.ipynb ../matlab/matlab.rst diff --git a/docs/user/requirements.rst b/docs/user/requirements.rst index 93557e1b4..63b419607 100644 --- a/docs/user/requirements.rst +++ b/docs/user/requirements.rst @@ -27,6 +27,7 @@ The following packages are needed in order to run RocketPy: - timezonefinder - simplekml - ipywidgets >= 7.6.3 +- jsonpickle All of these packages, with the exception of netCDF4, should be automatically installed when RocketPy is installed using either ``pip`` or ``conda``. @@ -49,6 +50,7 @@ The packages needed can be installed via ``pip`` by running the following lines pip install pytz pip install timezonefinder pip install simplekml + pip install jsonpickle Installing Required Packages Using ``conda`` ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ diff --git a/requirements.txt b/requirements.txt index 997c86e1f..ccfdb4f15 100644 --- a/requirements.txt +++ b/requirements.txt @@ -8,3 +8,4 @@ requests pytz timezonefinder simplekml +jsonpickle diff --git a/rocketpy/Environment.py b/rocketpy/Environment.py index 0292b0e1c..35e846f07 100644 --- a/rocketpy/Environment.py +++ b/rocketpy/Environment.py @@ -7,12 +7,14 @@ __license__ = "MIT" import bisect +import json import re import warnings from datetime import datetime, timedelta import matplotlib.pyplot as plt import numpy as np +import numpy.ma as ma import pytz import requests @@ -3325,6 +3327,65 @@ def allInfoReturned(self): info["selectedEnsembleMember"] = self.ensembleMember return info + def exportEnvironment(self, filename="environment"): + """Export important attributes of Environment class so it can be used + again in further siulations by using the customAtmosphere atmospheric + model. + Parameters + ---------- + filename + + Return + ------ + None + """ + + # TODO: in the future, allow the user to select which format will be used (json, csv, etc.). Default must be JSON. + # TODO: add self.exportEnvDictionary to the documentation + # TODO: find a way to documennt the workaround I've used on ma.getdata(self... + self.exportEnvDictionary = { + "railLength": self.rL, + "gravity": self.g, + "date": [self.date.year, self.date.month, self.date.day, self.date.hour], + "latitude": self.lat, + "longitude": self.lon, + "elevation": self.elevation, + "datum": self.datum, + "timeZone": self.timeZone, + "maxExpectedHeight": float(self.maxExpectedHeight), + "atmosphericModelType": self.atmosphericModelType, + "atmosphericModelFile": self.atmosphericModelFile, + "atmosphericModelDict": self.atmosphericModelDict, + "atmosphericModelPressureProfile": ma.getdata( + self.pressure.getSource() + ).tolist(), + "atmosphericModelTemperatureProfile": ma.getdata( + self.temperature.getSource() + ).tolist(), + "atmosphericModelWindVelocityXProfile": ma.getdata( + self.windVelocityX.getSource() + ).tolist(), + "atmosphericModelWindVelocityYProfile": ma.getdata( + self.windVelocityY.getSource() + ).tolist(), + } + + f = open(filename + ".json", "w") + + # write json object to file + f.write( + json.dumps(self.exportEnvDictionary, sort_keys=False, indent=4, default=str) + ) + + # close file + f.close() + print("Your Environment file was saved, check it out: " + filename + ".json") + print( + "You can use it in the future by using the customAtmosphere atmospheric model." + ) + + return None + # Auxiliary functions - Geodesic Coordinates def geodesicToUtm(self, lat, lon, datum): """Function which converts geodetic coordinates, i.e. lat/lon, to UTM diff --git a/rocketpy/EnvironmentAnalysis.py b/rocketpy/EnvironmentAnalysis.py index 2ae57a231..69c7594ed 100644 --- a/rocketpy/EnvironmentAnalysis.py +++ b/rocketpy/EnvironmentAnalysis.py @@ -5,10 +5,13 @@ __license__ = "MIT" import bisect +import datetime +import json import warnings from collections import defaultdict import ipywidgets as widgets +import jsonpickle import matplotlib.ticker as mtick import netCDF4 import numpy as np @@ -21,6 +24,7 @@ from scipy import stats from timezonefinder import TimezoneFinder from windrose import WindroseAxes +from rocketpy.Environment import Environment from rocketpy.Function import Function from rocketpy.units import convert_units @@ -29,18 +33,51 @@ class EnvironmentAnalysis: """Class for analyzing the environment. - List of ideas suggested by Logan: - - average max/min temperature - - record max/min temperature - - average max wind gust - - record max wind gust - - plot of wind gust distribution (should be Weibull) - - animation of who wind gust distribution evolves over average day - - temperature progression throughout the day at some fine interval (ex: 10 min) with 1, 2, 3, sigma contours (sketch below) - - average, 1, 2, 3 sigma wind profile from 0 - 35,000 ft AGL + List of properties currently implemented: + - average max/min temperature at surface level + - record max/min temperature at surface level + - temperature progression throughout the day + - temperature profile over an average day + - average max wind gust at surface level + - record max wind gust at surface level + - average, 1, 2, 3 sigma wind profile - average day wind rose - animation of how average wind rose evolves throughout an average day - animation of how wind profile evolves throughout an average day + - pressure profile over an average day + - wind velocity x profile over average day + - wind velocity y profile over average day + - wind speed profile over an average day + - average max surface 100m wind speed + - average max surface 10m wind speed + - average min surface 100m wind speed + - average min surface 10m wind speed + - average sustained surface100m wind along day + - average sustained surface10m wind along day + - maximum surface 10m wind speed + - average cloud base height + - percentage of days with no cloud coverage + - percentage of days with precipitation + + You can also visualize all those attributes by exploring some of the methods: + - plot of wind gust distribution (should be Weibull) + - plot wind profile over average day + - plot sustained surface wind speed distribution over average day + - plot wind gust distribution over average day + - plot average day wind rose all hours + - plot average day wind rose specific hour + - plot average pressure profile + - plot average surface10m wind speed along day + - plot average sustained surface100m wind speed along day + - plot average temperature along day + - plot average wind speed profile + - plot surface10m wind speed distribution + - animate wind profile over average day + - animate sustained surface wind speed distribution over average day + - animate wind gust distribution over average day + - animate average wind rose + - animation of who wind gust distribution evolves over average day + - allInfo All items listed are relevant to either 1. participant safety @@ -48,10 +85,14 @@ class EnvironmentAnalysis: 3. rocket performance How does this class work? - - The class is initialized with a start date and end date. + - The class is initialized with a start_date, end_date, start_hour and end_hour. - The class then parses the weather data from the start date to the end date. + Always parsing the data from start_hour to end_hour. - The class then calculates the average max/min temperature, average max wind gust, and average day wind rose. - - The class then plots the average max/min temperature, average max wind gust, and average day wind rose. + - The class then allows for plotting the average max/min temperature, average max wind gust, and average day wind rose. + + Remaining TODOs: + - Make 'windSpeedLimit' a dynamic/flexible variable """ def __init__( @@ -66,6 +107,9 @@ def __init__( pressureLevelDataFile=None, timezone=None, unit_system="metric", + forecast_date=None, + forecast_args=None, + maxExpectedAltitude=None, ): """Constructor for the EnvironmentAnalysis class. Parameters @@ -100,11 +144,24 @@ def __init__( unit_system : str, optional Unit system to be used when displaying results. Options are: SI, metric, imperial. Default is metric. + forecast_date : datetime.date, optional + Date for the forecast models. It will be requested the environment forecast + for multiple hours within that specified date. + forecast_args : dictionary, optional + Arguments for setting the forecast on the Environment class. With this argument + it is possible to change the forecast model being used. + maxExpectedAltitude : float, optional + Maximum expected altitude for your analysis. This is used to calculate + plot limits from pressure level data profiles. If None is set, the + maximum altitude will be calculated from the pressure level data. + Default is None. Returns ------- None """ - warnings.warn("Please notice this class is still under development") + warnings.warn( + "Please notice this class is still under development, and some features may not work as expected as they were not exhaustively tested yet. In case of having any trouble, please raise an issue at https://github.com/RocketPy-Team/RocketPy/issues" + ) # Save inputs self.start_date = start_date @@ -116,6 +173,8 @@ def __init__( self.surfaceDataFile = surfaceDataFile self.pressureLevelDataFile = pressureLevelDataFile self.preferred_timezone = timezone + self.unit_system = unit_system + self.maxExpectedAltitude = maxExpectedAltitude # Manage units and timezones self.__init_data_parsing_units() @@ -140,14 +199,10 @@ def __init__( self.maximum_wind_gust = 0 self.wind_gust_distribution = None self.average_temperature_along_day = Function(0) - self.average_temperature_along_day_1_sigma = Function(0) - self.average_temperature_along_day_2_sigma = Function(0) - self.average_temperature_along_day_3_sigma = Function(0) self.average_wind_profile = Function(0) - self.average_wind_profile_1_sigma = Function(0) - self.average_wind_profile_2_sigma = Function(0) - self.average_wind_profile_3_sigma = Function(0) self.average_wind_profile_at_given_hour = None + self.average_wind_heading_profile = Function(0) + self.average_wind_heading_profile_at_given_hour = Function(0) self.max_wind_speed = None self.min_wind_speed = None @@ -157,6 +212,30 @@ def __init__( # Run calculations self.process_data() + # Processing forecast + self.forecast = None + if forecast_date: + self.forecast = {} + hours = list(self.pressureLevelDataDict.values())[0].keys() + for hour in hours: + hour_datetime = datetime.datetime( + year=forecast_date.year, + month=forecast_date.month, + day=forecast_date.day, + hour=int(hour), + ) + + Env = Environment( + railLength=5, + date=hour_datetime, + latitude=self.latitude, + longitude=self.longitude, + elevation=self.elevation, + ) + forecast_args = forecast_args or {"type": "Forecast", "file": "GFS"} + Env.setAtmosphericModel(**forecast_args) + self.forecast[hour] = Env + def __bilinear_interpolation(self, x, y, x1, x2, y1, y2, z11, z12, z21, z22): """ Bilinear interpolation. @@ -483,8 +562,7 @@ def parsePressureLevelData(self): Parse pressure level data from a weather file. Sources of information: - - https://cds.climate.copernicus.eu/cdsapp#!/dataset/reanalysis-era5-single-levels-preliminary-back-extension?tab=overview - - + - https://cds.climate.copernicus.eu/cdsapp#!/dataset/reanalysis-era5-pressure-levels?tab=form Must get the following variables from a ERA5 file: - Geopotential @@ -535,6 +613,11 @@ def parsePressureLevelData(self): pressureLevelArray = pressureLevelData.variables["level"] lonArray = pressureLevelData.variables["longitude"] latArray = pressureLevelData.variables["latitude"] + # Determine latitude and longitude range for pressure level file + self.pressureLevelInitLat = latArray[0] + self.pressureLevelEndLat = latArray[-1] + self.pressureLevelInitLon = lonArray[0] + self.pressureLevelEndLon = lonArray[-1] # Find index needed for latitude and longitude for specified location lonIndex = self.__getNearestIndex(lonArray, self.longitude) @@ -584,7 +667,7 @@ def parsePressureLevelData(self): variablePointsArray = np.array([heightAboveSeaLevelArray, valueArray]).T variableFunction = Function( variablePointsArray, - inputs="Height Above Ground Level (m)", + inputs="Height Above Ground Level (m)", # TODO: Check if it is really AGL or ASL here, see 3 lines above outputs=key, extrapolation="constant", ) @@ -677,9 +760,10 @@ def parseSurfaceData(self): """ Parse surface data from a weather file. Currently only supports files from ECMWF. + You can download a file from the following website: https://cds.climate.copernicus.eu/cdsapp#!/dataset/reanalysis-era5-single-levels?tab=form Must get the following variables: - - surface elevation: self.elevation = float + - surface elevation: self.elevation = float # Select 'Geopotential' - 2m temperature: surfaceTemperature = float - Surface pressure: surfacePressure = float - 10m u-component of wind: surface10mWindVelocityX = float @@ -712,6 +796,11 @@ def parseSurfaceData(self): timeNumArray = surfaceData.variables["time"] lonArray = surfaceData.variables["longitude"] latArray = surfaceData.variables["latitude"] + # Determine latitude and longitude range for surface level file + self.singleLevelInitLat = latArray[0] + self.singleLevelEndLat = latArray[-1] + self.singleLevelInitLon = lonArray[0] + self.singleLevelEndLon = lonArray[-1] # Find index needed for latitude and longitude for specified location lonIndex = self.__getNearestIndex(lonArray, self.longitude) @@ -1188,7 +1277,7 @@ def plot_wind_gust_distribution(self): return None - def plot_surface10m_wind_speed_distribution(self, SAcup_wind_constraints=False): + def plot_surface10m_wind_speed_distribution(self, windSpeedLimit=False): """Get all values of sustained surface wind speed (for every date and hour available) and plot a single distribution. Expected result is a Weibull distribution. """ @@ -1223,15 +1312,15 @@ def plot_surface10m_wind_speed_distribution(self, SAcup_wind_constraints=False): label="Weibull Distribution", ) - if SAcup_wind_constraints: + if windSpeedLimit: plt.vlines( convert_units(20, "mph", self.unit_system["wind_speed"]), 0, 0.3, "g", (0, (15, 5, 2, 5)), - label="SAcup wind speed constraints", - ) # Plot SAcup wind speed constraints + label="Wind Speed Limit", + ) # Plot Wind Speed Limit # Label plot plt.ylabel("Probability") @@ -1350,9 +1439,7 @@ def calculate_average_sustained_surface10m_wind_along_day(self): self.average_surface10m_wind_speed_sigmas_at_given_hour, ) - def plot_average_surface10m_wind_speed_along_day( - self, SAcup_wind_constraints=False - ): + def plot_average_surface10m_wind_speed_along_day(self, windSpeedLimit=False): """Plots average surface wind speed progression throughout the day, including sigma contours.""" @@ -1407,15 +1494,15 @@ def plot_average_surface10m_wind_speed_along_day( lambda x, pos: "{0:02.0f}:{1:02.0f}".format(*divmod(x * 60, 60)) ) plt.autoscale(enable=True, axis="x", tight=True) - if SAcup_wind_constraints: + if windSpeedLimit: plt.hlines( convert_units(20, "mph", self.unit_system["wind_speed"]), min(hours), max(hours), "g", (0, (15, 5, 2, 5)), - label="SAcup wind speed constraints", - ) # Plot SAcup wind speed constraints + label="Wind Speed Limit", + ) # Plot Wind Speed Limit plt.xlabel("Time (hours)") plt.ylabel(f"Surface Wind Speed ({self.unit_system['wind_speed']})") plt.title("Average Sustained Surface Wind Speed Along Day") @@ -1513,7 +1600,7 @@ def plot_average_sustained_surface100m_wind_speed_along_day(self): plt.legend() plt.show() - def plot_average_wind_speed_profile(self, SAcup_altitude_constraints=False): + def plot_average_wind_speed_profile(self, clear_range_limits=False): """Average wind speed for all datetimes available.""" altitude_list = np.linspace(*self.altitude_AGL_range, 100) wind_speed_profiles = [ @@ -1551,16 +1638,14 @@ def plot_average_wind_speed_profile(self, SAcup_altitude_constraints=False): "b--", alpha=0.5, ) - # plt.plot(np.percentile(wind_speed_profiles, 50-49.8, axis=0, method='weibull'), altitude_list, 'b--', alpha=0.25) - # plt.plot(np.percentile(wind_speed_profiles, 50+49.8, axis=0, method='weibull'), altitude_list, 'b--', alpha=0.25) for wind_speed_profile in wind_speed_profiles: plt.plot(wind_speed_profile, altitude_list, "gray", alpha=0.01) plt.autoscale(enable=True, axis="x", tight=True) plt.autoscale(enable=True, axis="y", tight=True) - if SAcup_altitude_constraints: - # SA Cup altitude constraints region + if clear_range_limits: + # Clear Sky Range Altitude Limits print(plt) xmin, xmax, ymin, ymax = plt.axis() plt.fill_between( @@ -1582,7 +1667,101 @@ def plot_average_wind_speed_profile(self, SAcup_altitude_constraints=False): plt.xlabel(f"Wind speed ({self.unit_system['wind_speed']})") plt.ylabel(f"Altitude AGL ({self.unit_system['length']})") - plt.title("Average Wind Speed Profile") + plt.xlim(0, 360) + plt.title("Average Wind speed Profile") + plt.legend() + plt.xlim(0, max(np.percentile(wind_speed_profiles, 50 + 49.85, axis=0))) + plt.show() + + def plot_average_wind_heading_profile(self, clear_range_limits=False): + """Average wind heading for all datetimes available.""" + altitude_list = np.linspace(*self.altitude_AGL_range, 100) + + wind_X_profiles = [ + dayDict[hour]["windVelocityX"](altitude_list) + for dayDict in self.pressureLevelDataDict.values() + for hour in dayDict.keys() + ] + self.average_wind_X_profile = np.mean(wind_X_profiles, axis=0) + + wind_Y_profiles = [ + dayDict[hour]["windVelocityY"](altitude_list) + for dayDict in self.pressureLevelDataDict.values() + for hour in dayDict.keys() + ] + self.average_wind_Y_profile = np.mean(wind_Y_profiles, axis=0) + + wind_heading_profiles = ( + np.arctan2(wind_X_profiles, wind_Y_profiles) * 180 / np.pi % 360 + ) + self.average_wind_heading_profile = ( + np.arctan2(self.average_wind_X_profile, self.average_wind_Y_profile) + * 180 + / np.pi + % 360 + ) + + # TODO: Add plot for wind X and wind Y profiles + # Plot + plt.figure() + plt.plot(self.average_wind_heading_profile, altitude_list, "r", label="$\\mu$") + # plt.plot( + # np.percentile(wind_heading_profiles, 50 - 34.1, axis=0), + # altitude_list, + # "b--", + # alpha=1, + # label="$\\mu \\pm \\sigma$", + # ) + # plt.plot( + # np.percentile(wind_heading_profiles, 50 + 34.1, axis=0), + # altitude_list, + # "b--", + # alpha=1, + # ) + # plt.plot( + # np.percentile(wind_heading_profiles, 50 - 47.4, axis=0), + # altitude_list, + # "b--", + # alpha=0.5, + # label="$\\mu \\pm 2\\sigma$", + # ) + # plt.plot( + # np.percentile(wind_heading_profiles, 50 + 47.7, axis=0), + # altitude_list, + # "b--", + # alpha=0.5, + # ) + # for wind_heading_profile in wind_heading_profiles: + # plt.plot(wind_heading_profile, altitude_list, "gray", alpha=0.01) + + plt.autoscale(enable=True, axis="x", tight=True) + plt.autoscale(enable=True, axis="y", tight=True) + + if clear_range_limits: + # Clear Sky Range Altitude Limits + print(plt) + xmin, xmax, ymin, ymax = plt.axis() + plt.fill_between( + [xmin, xmax], + 0.7 * convert_units(10000, "ft", self.unit_system["length"]), + 1.3 * convert_units(10000, "ft", self.unit_system["length"]), + color="g", + alpha=0.2, + label=f"10,000 {self.unit_system['length']} ± 30%", + ) + plt.fill_between( + [xmin, xmax], + 0.7 * convert_units(30000, "ft", self.unit_system["length"]), + 1.3 * convert_units(30000, "ft", self.unit_system["length"]), + color="g", + alpha=0.2, + label=f"30,000 {self.unit_system['length']} ± 30%", + ) + + plt.xlabel(f"Wind heading ({self.unit_system['angle']})") + plt.ylabel(f"Altitude AGL ({self.unit_system['length']})") + plt.xlim(0, 360) + plt.title("Average Wind heading Profile") plt.legend() plt.show() @@ -1642,7 +1821,7 @@ def process_wind_speed_and_direction_data_for_average_day(self): self.wind_speed_per_hour = windSpeed self.wind_direction_per_hour = windDir - def plot_average_pressure_profile(self, SAcup_altitude_constraints=False): + def plot_average_pressure_profile(self, clear_range_limits=False): """Average wind speed for all datetimes available.""" altitude_list = np.linspace(*self.altitude_AGL_range, 100) pressure_profiles = [ @@ -1680,16 +1859,14 @@ def plot_average_pressure_profile(self, SAcup_altitude_constraints=False): "b--", alpha=0.5, ) - # plt.plot(np.percentile(pressure_profiles, 50-49.8, axis=0, method='weibull'), altitude_list, 'b--', alpha=0.25) - # plt.plot(np.percentile(pressure_profiles, 50+49.8, axis=0, method='weibull'), altitude_list, 'b--', alpha=0.25) for pressure_profile in pressure_profiles: plt.plot(pressure_profile, altitude_list, "gray", alpha=0.01) plt.autoscale(enable=True, axis="x", tight=True) plt.autoscale(enable=True, axis="y", tight=True) - if SAcup_altitude_constraints: - # SA Cup altitude constraints region + if clear_range_limits: + # Clear Sky Range Altitude Limits print(plt) xmin, xmax, ymin, ymax = plt.axis() plt.fill_between( @@ -1713,6 +1890,7 @@ def plot_average_pressure_profile(self, SAcup_altitude_constraints=False): plt.ylabel(f"Altitude AGL ({self.unit_system['length']})") plt.title("Average Pressure Profile") plt.legend() + plt.xlim(0, max(np.percentile(pressure_profiles, 50 + 49.85, axis=0))) plt.show() @staticmethod @@ -1781,7 +1959,7 @@ def plot_average_day_wind_rose_specific_hour(self, hour, fig=None): plt.show() def plot_average_day_wind_rose_all_hours(self): - """Plot windroses for all hours of a day, in a grid like plot.""" + """Plot wind roses for all hours of a day, in a grid like plot.""" # Get days and hours days = list(self.surfaceDataDict.keys()) hours = list(self.surfaceDataDict[days[0]].keys()) @@ -1856,11 +2034,12 @@ def plot_average_day_wind_rose_all_hours(self): plt.show() def animate_average_wind_rose(self, figsize=(8, 8), filename="wind_rose.gif"): - """Animates the wind_rose of an average day. The inputs of a wind_rose are the location of the - place where we want to analyze, (x,y,z). The data is assembled by hour, which means, the windrose - of a specific hour is generated by bringing together the data of all of the days available for that - specific hour. It's possible to change the size of the gif using the parameter figsize, which is the - height and width in inches. + """Animates the wind_rose of an average day. The inputs of a wind_rose + are the location of the place where we want to analyze, (x,y,z). The data + is assembled by hour, which means, the windrose of a specific hour is + generated by bringing together the data of all of the days available for + that specific hour. It's possible to change the size of the gif using the + parameter figsize, which is the height and width in inches. Parameters ---------- @@ -2073,7 +2252,7 @@ def update(frame): return HTML(animation.to_jshtml()) def plot_sustained_surface_wind_speed_distribution_over_average_day( - self, SAcup_wind_constraints=False + self, windSpeedLimit=False ): """Plots shown in the animation of how the sustained surface wind speed distribution varies throughout the day.""" # Gather animation data @@ -2145,9 +2324,9 @@ def plot_sustained_surface_wind_speed_distribution_over_average_day( mtick.MaxNLocator(integer=True, nbins=4, prune="lower") ) - if SAcup_wind_constraints: + if windSpeedLimit: for (i, j) in [(i, j) for i in range(nrows) for j in range(ncols)]: - # SA Cup altitude constraints region + # Clear Sky Range Altitude Limits j] ax = axs[i, j] ax.vlines( convert_units(20, "mph", self.unit_system["wind_speed"]), @@ -2155,7 +2334,7 @@ def plot_sustained_surface_wind_speed_distribution_over_average_day( ax.get_ylim()[1], "g", (0, (15, 5, 2, 5)), - label="SA Cup Wind Constraints", + label="Wind Speed Limits", ) # Set title and axis labels for entire figure @@ -2169,8 +2348,8 @@ def plot_sustained_surface_wind_speed_distribution_over_average_day( plt.show() def animate_sustained_surface_wind_speed_distribution_over_average_day( - self, SAcup_wind_constraints=False - ): # TODO: getting weird results + self, windSpeedLimit=False + ): # TODO: getting weird results since the 0.3 on y axis is not parametrized """Animation of how the sustained surface wind speed distribution varies throughout the day.""" # Gather animation data surface_wind_speeds_at_given_hour = {} @@ -2233,15 +2412,15 @@ def init(): ax.set_title("Sustained Surface Wind Distribution") # ax.grid(True) - if SAcup_wind_constraints: + if windSpeedLimit: ax.vlines( convert_units(20, "mph", self.unit_system["wind_speed"]), 0, 0.3, # TODO: parametrize "g", (0, (15, 5, 2, 5)), - label="SAcup wind speed constraints", - ) # Plot SAcup wind speed constraints + label="Wind Speed Limit", + ) # Plot Wind Speed Limit return ln, *bar_container.patches, tx @@ -2280,15 +2459,84 @@ def update(frame): @property def altitude_AGL_range(self): min_altitude = 0 - max_altitudes = [ - np.max(dayDict[hour]["windSpeed"].source[-1, 0]) - for dayDict in self.pressureLevelDataDict.values() - for hour in dayDict.keys() - ] - max_altitude = np.min(max_altitudes) + if self.maxExpectedAltitude == None: + max_altitudes = [ + np.max(dayDict[hour]["windSpeed"].source[-1, 0]) + for dayDict in self.pressureLevelDataDict.values() + for hour in dayDict.keys() + ] + max_altitude = np.min(max_altitudes) + else: + max_altitude = self.maxExpectedAltitude return min_altitude, max_altitude - def process_wind_profile_over_average_day(self): + def process_temperature_profile_over_average_day(self): + """Compute the average temperature profile for each available hour of a day, over all + days in the dataset.""" + altitude_list = np.linspace(*self.altitude_AGL_range, 100) + + average_temperature_profile_at_given_hour = {} + self.max_average_temperature_at_altitude = 0 + hours = list(self.pressureLevelDataDict.values())[0].keys() + for hour in hours: + temperature_values_for_this_hour = [] + for dayDict in self.pressureLevelDataDict.values(): + try: + temperature_values_for_this_hour += [ + dayDict[hour]["temperature"](altitude_list) + ] + except KeyError: + # Some day does not have data for the desired hour + # No need to worry, just average over the other days + pass + mean_temperature_values_for_this_hour = np.mean( + temperature_values_for_this_hour, axis=0 + ) + average_temperature_profile_at_given_hour[hour] = [ + mean_temperature_values_for_this_hour, + altitude_list, + ] + max_temperature = np.max(mean_temperature_values_for_this_hour) + if max_temperature >= self.max_average_temperature_at_altitude: + self.max_average_temperature_at_altitude = max_temperature + self.average_temperature_profile_at_given_hour = ( + average_temperature_profile_at_given_hour + ) + + def process_pressure_profile_over_average_day(self): + """Compute the average pressure profile for each available hour of a day, over all + days in the dataset.""" + altitude_list = np.linspace(*self.altitude_AGL_range, 100) + + average_pressure_profile_at_given_hour = {} + self.max_average_pressure_at_altitude = 0 + hours = list(self.pressureLevelDataDict.values())[0].keys() + for hour in hours: + pressure_values_for_this_hour = [] + for dayDict in self.pressureLevelDataDict.values(): + try: + pressure_values_for_this_hour += [ + dayDict[hour]["pressure"](altitude_list) + ] + except KeyError: + # Some day does not have data for the desired hour + # No need to worry, just average over the other days + pass + mean_pressure_values_for_this_hour = np.mean( + pressure_values_for_this_hour, axis=0 + ) + average_pressure_profile_at_given_hour[hour] = [ + mean_pressure_values_for_this_hour, + altitude_list, + ] + max_pressure = np.max(mean_pressure_values_for_this_hour) + if max_pressure >= self.max_average_pressure_at_altitude: + self.max_average_pressure_at_altitude = max_pressure + self.average_pressure_profile_at_given_hour = ( + average_pressure_profile_at_given_hour + ) + + def process_wind_speed_profile_over_average_day(self): """Compute the average wind profile for each available hour of a day, over all days in the dataset.""" altitude_list = np.linspace(*self.altitude_AGL_range, 100) @@ -2296,6 +2544,9 @@ def process_wind_profile_over_average_day(self): average_wind_profile_at_given_hour = {} self.max_average_wind_at_altitude = 0 hours = list(self.pressureLevelDataDict.values())[0].keys() + + # days = list(self.surfaceDataDict.keys()) + # hours = list(self.surfaceDataDict[days[0]].keys()) for hour in hours: wind_speed_values_for_this_hour = [] for dayDict in self.pressureLevelDataDict.values(): @@ -2319,9 +2570,75 @@ def process_wind_profile_over_average_day(self): self.max_average_wind_at_altitude = max_wind self.average_wind_profile_at_given_hour = average_wind_profile_at_given_hour - def plot_wind_profile_over_average_day(self, SAcup_altitude_constraints=False): + def process_wind_velocity_x_profile_over_average_day(self): + """Compute the average windVelocityX profile for each available hour of a day, over all + days in the dataset.""" + altitude_list = np.linspace(*self.altitude_AGL_range, 100) + + average_windVelocityX_profile_at_given_hour = {} + self.max_average_windVelocityX_at_altitude = 0 + hours = list(self.pressureLevelDataDict.values())[0].keys() + for hour in hours: + windVelocityX_values_for_this_hour = [] + for dayDict in self.pressureLevelDataDict.values(): + try: + windVelocityX_values_for_this_hour += [ + dayDict[hour]["windVelocityX"](altitude_list) + ] + except KeyError: + # Some day does not have data for the desired hour + # No need to worry, just average over the other days + pass + mean_windVelocityX_values_for_this_hour = np.mean( + windVelocityX_values_for_this_hour, axis=0 + ) + average_windVelocityX_profile_at_given_hour[hour] = [ + mean_windVelocityX_values_for_this_hour, + altitude_list, + ] + max_windVelocityX = np.max(mean_windVelocityX_values_for_this_hour) + if max_windVelocityX >= self.max_average_windVelocityX_at_altitude: + self.max_average_windVelocityX_at_altitude = max_windVelocityX + self.average_windVelocityX_profile_at_given_hour = ( + average_windVelocityX_profile_at_given_hour + ) + + def process_wind_velocity_y_profile_over_average_day(self): + """Compute the average windVelocityY profile for each available hour of a day, over all + days in the dataset.""" + altitude_list = np.linspace(*self.altitude_AGL_range, 100) + + average_windVelocityY_profile_at_given_hour = {} + self.max_average_windVelocityY_at_altitude = 0 + hours = list(self.pressureLevelDataDict.values())[0].keys() + for hour in hours: + windVelocityY_values_for_this_hour = [] + for dayDict in self.pressureLevelDataDict.values(): + try: + windVelocityY_values_for_this_hour += [ + dayDict[hour]["windVelocityY"](altitude_list) + ] + except KeyError: + # Some day does not have data for the desired hour + # No need to worry, just average over the other days + pass + mean_windVelocityY_values_for_this_hour = np.mean( + windVelocityY_values_for_this_hour, axis=0 + ) + average_windVelocityY_profile_at_given_hour[hour] = [ + mean_windVelocityY_values_for_this_hour, + altitude_list, + ] + max_windVelocityY = np.max(mean_windVelocityY_values_for_this_hour) + if max_windVelocityY >= self.max_average_windVelocityY_at_altitude: + self.max_average_windVelocityY_at_altitude = max_windVelocityY + self.average_windVelocityY_profile_at_given_hour = ( + average_windVelocityY_profile_at_given_hour + ) + + def plot_wind_profile_over_average_day(self, clear_range_limits=False): """Creates a grid of plots with the wind profile over the average day.""" - self.process_wind_profile_over_average_day() + self.process_wind_speed_profile_over_average_day() # Create grid of plots for each hour hours = list(list(self.pressureLevelDataDict.values())[0].keys()) @@ -2341,6 +2658,15 @@ def plot_wind_profile_over_average_day(self, SAcup_altitude_constraints=False): x_max = current_x_max if current_x_max > x_max else x_max y_max = current_y_max if current_y_max > y_max else y_max y_min = current_y_min if current_y_min < y_min else y_min + + if self.forecast: + forecast = self.forecast + y = self.average_wind_profile_at_given_hour[hour][1] + x = forecast[hour].windSpeed.getValue(y) * convert_units( + 1, "m/s", self.unit_system["wind_speed"] + ) + ax.plot(x, y, "b--") + ax.label_outer() ax.grid() # Set x and y limits for the last axis. Since axes are shared, set to all @@ -2353,9 +2679,9 @@ def plot_wind_profile_over_average_day(self, SAcup_altitude_constraints=False): mtick.MaxNLocator(integer=True, nbins=4, prune="lower") ) - if SAcup_altitude_constraints: + if clear_range_limits: for (i, j) in [(i, j) for i in range(nrows) for j in range(ncols)]: - # SA Cup altitude constraints region + # Clear Sky Range Altitude Limits ax = axs[i, j] ax.fill_between( [x_min, x_max], @@ -2380,9 +2706,139 @@ def plot_wind_profile_over_average_day(self, SAcup_altitude_constraints=False): fig.supylabel(f"Altitude AGL ({self.unit_system['length']})") plt.show() - def animate_wind_profile_over_average_day(self, SAcup_altitude_constraints=False): + def process_wind_heading_profile_over_average_day(self): + """Compute the average wind velocities (both X and Y components) profile for each available hour of a day, over all days in the dataset.""" + altitude_list = np.linspace(*self.altitude_AGL_range, 100) + average_wind_velocity_X_profile_at_given_hour = {} + average_wind_velocity_Y_profile_at_given_hour = {} + average_wind_heading_profile_at_given_hour = {} + self.max_average_wind_velocity_X_at_altitude = 0 + self.max_average_wind_velocity_Y_at_altitude = 0 + + hours = list(self.pressureLevelDataDict.values())[0].keys() + for hour in hours: + wind_velocity_X_values_for_this_hour = [] + wind_velocity_Y_values_for_this_hour = [] + for dayDict in self.pressureLevelDataDict.values(): + try: + wind_velocity_X_values_for_this_hour += [ + dayDict[hour]["windVelocityX"](altitude_list) + ] + wind_velocity_Y_values_for_this_hour += [ + dayDict[hour]["windVelocityY"](altitude_list) + ] + except KeyError: + # Some day does not have data for the desired hour + # No need to worry, just average over the other days + pass + # Compute the average wind velocity profile for this hour + mean_wind_velocity_X_values_for_this_hour = np.mean( + wind_velocity_X_values_for_this_hour, axis=0 + ) + mean_wind_velocity_Y_values_for_this_hour = np.mean( + wind_velocity_Y_values_for_this_hour, axis=0 + ) + # Store the ... wind velocity at each altitude + average_wind_velocity_X_profile_at_given_hour[hour] = [ + mean_wind_velocity_X_values_for_this_hour, + altitude_list, + ] + average_wind_velocity_Y_profile_at_given_hour[hour] = [ + mean_wind_velocity_Y_values_for_this_hour, + altitude_list, + ] + average_wind_heading_profile_at_given_hour[hour] = [ + np.arctan2( + mean_wind_velocity_X_values_for_this_hour, + mean_wind_velocity_Y_values_for_this_hour, + ) + * (180 / np.pi) + % 360, + altitude_list, + ] + # Store the maximum wind velocity at each altitude + max_wind_X = np.max(mean_wind_velocity_X_values_for_this_hour) + if max_wind_X >= self.max_average_wind_velocity_X_at_altitude: + self.max_average_wind_X_at_altitude = max_wind_X + max_wind_Y = np.max(mean_wind_velocity_Y_values_for_this_hour) + if max_wind_Y >= self.max_average_wind_velocity_Y_at_altitude: + self.max_average_wind_Y_at_altitude = max_wind_Y + # Store the average wind velocity profiles for each hour + self.average_wind_velocity_X_profile_at_given_hour = ( + average_wind_velocity_X_profile_at_given_hour + ) + self.average_wind_velocity_Y_profile_at_given_hour = ( + average_wind_velocity_Y_profile_at_given_hour + ) + self.average_wind_heading_profile_at_given_hour = ( + average_wind_heading_profile_at_given_hour + ) + + def plot_wind_heading_profile_over_average_day(self, clear_range_limits=False): + """Creates a grid of plots with the wind heading profile over the average day.""" + self.process_wind_heading_profile_over_average_day() + + # Create grid of plots for each hour + hours = list(list(self.pressureLevelDataDict.values())[0].keys()) + ncols, nrows = self._find_two_closest_integer_factors(len(hours)) + fig = plt.figure(figsize=(ncols * 2, nrows * 2.2)) + gs = fig.add_gridspec(nrows, ncols, hspace=0, wspace=0, left=0.12) + axs = gs.subplots(sharex=True, sharey=True) + x_min, x_max, y_min, y_max = 0, 0, np.inf, 0 + for (i, j) in [(i, j) for i in range(nrows) for j in range(ncols)]: + hour = hours[i * ncols + j] + ax = axs[i, j] + ax.plot(*self.average_wind_heading_profile_at_given_hour[hour], "r-") + ax.set_title(f"{float(hour):05.2f}".replace(".", ":"), y=0.8) + ax.autoscale(enable=True, axis="y", tight=True) + current_x_max = ax.get_xlim()[1] + current_y_min, current_y_max = ax.get_ylim() + x_max = current_x_max if current_x_max > x_max else x_max + y_max = current_y_max if current_y_max > y_max else y_max + y_min = current_y_min if current_y_min < y_min else y_min + ax.label_outer() + ax.grid() + # Set x and y limits for the last axis. Since axes are shared, set to all + # ax.set_xlim(x_min, x_max) + ax.set_xlim(0, 360) + ax.set_ylim(y_min, y_max) + ax.xaxis.set_major_locator( + mtick.MaxNLocator(integer=True, nbins=5, prune="lower") + ) + ax.yaxis.set_major_locator( + mtick.MaxNLocator(integer=True, nbins=4, prune="lower") + ) + + if clear_range_limits: + for (i, j) in [(i, j) for i in range(nrows) for j in range(ncols)]: + # Clear Sky range limits + ax = axs[i, j] + ax.fill_between( + [x_min, x_max], + 0.7 * convert_units(10000, "ft", self.unit_system["length"]), + 1.3 * convert_units(10000, "ft", self.unit_system["length"]), + color="g", + alpha=0.2, + label=f"10,000 {self.unit_system['length']} ± 30%", + ) + ax.fill_between( + [x_min, x_max], + 0.7 * convert_units(30000, "ft", self.unit_system["length"]), + 1.3 * convert_units(30000, "ft", self.unit_system["length"]), + color="g", + alpha=0.2, + label=f"30,000 {self.unit_system['length']} ± 30%", + ) + + # Set title and axis labels for entire figure + fig.suptitle("Average Wind Heading Profile") + fig.supxlabel(f"Wind heading ({self.unit_system['angle']})") + fig.supylabel(f"Altitude AGL ({self.unit_system['length']})") + plt.show() + + def animate_wind_profile_over_average_day(self, clear_range_limits=False): """Animation of how wind profile evolves throughout an average day.""" - self.process_wind_profile_over_average_day() + self.process_wind_speed_profile_over_average_day() # Create animation fig, ax = plt.subplots(dpi=200) @@ -2426,8 +2882,77 @@ def update(frame): blit=True, ) - if SAcup_altitude_constraints: - # SA Cup altitude constraints region + if clear_range_limits: + # Clear sky range limits + ax.fill_between( + [0, self.max_average_wind_at_altitude + 5], + 0.7 * convert_units(10000, "ft", self.unit_system["length"]), + 1.3 * convert_units(10000, "ft", self.unit_system["length"]), + color="g", + alpha=0.2, + label=f"10,000 {self.unit_system['length']} ± 30%", + ) + ax.fill_between( + [0, self.max_average_wind_at_altitude + 5], + 0.7 * convert_units(30000, "ft", self.unit_system["length"]), + 1.3 * convert_units(30000, "ft", self.unit_system["length"]), + color="g", + alpha=0.2, + label=f"30,000 {self.unit_system['length']} ± 30%", + ) + fig.legend(loc="upper right") + + plt.close(fig) + return HTML(animation.to_jshtml()) + + def animate_wind_heading_profile_over_average_day(self, clear_range_limits=False): + """Animation of how wind heading profile evolves throughout an average day.""" + self.process_wind_heading_profile_over_average_day() + + # Create animation + fig, ax = plt.subplots(dpi=200) + # Initialize animation artists: curve and hour text + (ln,) = plt.plot([], [], "r-") + tx = plt.text( + x=0.95, + y=0.95, + s="", + verticalalignment="top", + horizontalalignment="right", + transform=ax.transAxes, + fontsize=24, + ) + # Define function to initialize animation + + def init(): + altitude_list = np.linspace(*self.altitude_AGL_range, 100) + ax.set_xlim(0, 360) + ax.set_ylim(*self.altitude_AGL_range) + ax.set_xlabel(f"Wind Heading ({self.unit_system['angle']})") + ax.set_ylabel(f"Altitude AGL ({self.unit_system['length']})") + ax.set_title("Average Wind Heading Profile") + ax.grid(True) + return ln, tx + + # Define function which sets each animation frame + def update(frame): + xdata = frame[1][0] + ydata = frame[1][1] + ln.set_data(xdata, ydata) + tx.set_text(f"{float(frame[0]):05.2f}".replace(".", ":")) + return ln, tx + + animation = FuncAnimation( + fig, + update, + frames=self.average_wind_heading_profile_at_given_hour.items(), + interval=1000, + init_func=init, + blit=True, + ) + + if clear_range_limits: + # Clear sjy range limits ax.fill_between( [0, self.max_average_wind_at_altitude + 5], 0.7 * convert_units(10000, "ft", self.unit_system["length"]), @@ -2450,7 +2975,58 @@ def update(frame): return HTML(animation.to_jshtml()) def allInfo(self): - print("Pressure Information") + print("Dataset Information: ") + print( + "Time Period: From ", self.start_date, " to ", self.end_date + ) # TODO: Improve Timezone + print( + "Available hours: From ", self.start_hour, " to ", self.end_hour + ) # TODO: Improve Timezone + print("Surface Data File Path: ", self.surfaceDataFile) + print( + "Latitude Range: From ", + self.singleLevelInitLat, + "° To ", + self.singleLevelEndLat, + "°", + ) + print( + "Longitude Range: From ", + self.singleLevelInitLon, + "° To ", + self.singleLevelEndLon, + "°", + ) + print("Pressure Data File Path: ", self.pressureLevelDataFile) + print( + "Latitude Range: From ", + self.pressureLevelInitLat, + "° To ", + self.pressureLevelEndLat, + "°", + ) + print( + "Longitude Range: From ", + self.pressureLevelInitLon, + "° To ", + self.pressureLevelEndLon, + "°", + ) + + # Print launch site details + print("\nLaunch Site Details") + print("Launch Site Latitude: {:.5f}°".format(self.latitude)) + print("Launch Site Longitude: {:.5f}°".format(self.longitude)) + print( + "Surface Elevation (from surface data file): ", self.elevation + ) # TODO: Improve units + print( + "Max Expected Altitude: ", + self.maxExpectedAltitude, + " ", + self.unit_system["length"], + ) + print("\nPressure Information") print( f"Average Surface Pressure: {self.average_surface_pressure:.2f} ± {self.std_surface_pressure:.2f} {self.unit_system['pressure']}" ) @@ -2463,10 +3039,8 @@ def allInfo(self): print( f"Average Pressure at {convert_units(30000, 'ft', self.current_units['height_ASL']):.0f} {self.current_units['height_ASL']}: {self.average_pressure_at_30000ft:.2f} ± {self.std_pressure_at_1000ft:.2f} {self.unit_system['pressure']}" ) - print() - print( - f"Sustained Surface Wind Speed Information ({convert_units(10, 'm', self.unit_system['length']):.0f} {self.unit_system['length']} above ground)" + f"\nSustained Surface Wind Speed Information ({convert_units(10, 'm', self.unit_system['length']):.0f} {self.unit_system['length']} above ground)" ) print( f"Historical Maximum Wind Speed: {self.record_max_surface_10m_wind_speed:.2f} {self.unit_system['wind_speed']}" @@ -2480,10 +3054,8 @@ def allInfo(self): print( f"Average Daily Minimum Wind Speed: {self.average_min_surface_10m_wind_speed:.2f} {self.unit_system['wind_speed']}" ) - print() - print( - f"Elevated Wind Speed Information ({convert_units(100, 'm', self.unit_system['length']):.0f} {self.unit_system['length']} above ground)" + f"\nElevated Wind Speed Information ({convert_units(100, 'm', self.unit_system['length']):.0f} {self.unit_system['length']} above ground)" ) print( f"Historical Maximum Wind Speed: {self.record_max_surface_100m_wind_speed:.2f} {self.unit_system['wind_speed']}" @@ -2497,18 +3069,14 @@ def allInfo(self): print( f"Average Daily Minimum Wind Speed: {self.average_min_surface_100m_wind_speed:.2f} {self.unit_system['wind_speed']}" ) - print() - - print("Wind Gust Information") + print("\nWind Gust Information") print( f"Historical Maximum Wind Gust: {self.max_wind_gust:.2f} {self.unit_system['wind_speed']}" ) print( f"Average Daily Maximum Wind Gust: {self.average_max_wind_gust:.2f} {self.unit_system['wind_speed']}" ) - print() - - print("Temperature Information") + print("\nTemperature Information") print( f"Historical Maximum Temperature: {self.record_max_temperature:.2f} {self.unit_system['temperature']}" ) @@ -2521,9 +3089,7 @@ def allInfo(self): print( f"Average Daily Minimum Temperature: {self.average_min_temperature:.2f} {self.unit_system['temperature']}" ) - print() - - print("Precipitation Information") + print("\nPrecipitation Information") print( f"Percentage of Days with Precipitation: {100*self.percentage_of_days_with_precipitation:.1f}%" ) @@ -2533,9 +3099,7 @@ def allInfo(self): print( f"Average Precipitation: {np.mean(self.precipitation_per_day):.1f} {self.unit_system['precipitation']}" ) - print() - - print("Cloud Base Height Information") + print("\nCloud Base Height Information") print( f"Average Cloud Base Height: {self.mean_cloud_base_height:.2f} {self.unit_system['length']}" ) @@ -2545,3 +3109,132 @@ def allInfo(self): print( f"Percentage of Days Without Clouds: {100*self.percentage_of_days_with_no_cloud_coverage:.1f} %" ) + + def exportMeanProfiles(self, filename="export_env_analysis"): + """ + Exports the mean profiles of the weather data to a file in order to it + be used as inputs on Environment Class by using the CustomAtmosphere + model. + + Parameters + ---------- + filename : str, optional + Name of the file where to be saved, by default "EnvAnalysisDict" + + Returns + ------- + None + """ + + self.process_temperature_profile_over_average_day() + self.process_pressure_profile_over_average_day() + self.process_wind_velocity_x_profile_over_average_day() + self.process_wind_velocity_y_profile_over_average_day() + + organized_temperature_dict = {} + organized_pressure_dict = {} + organized_windX_dict = {} + organized_windY_dict = {} + + for hour in self.average_temperature_profile_at_given_hour.keys(): + organized_temperature_dict[hour] = np.column_stack( + ( + self.average_temperature_profile_at_given_hour[hour][1], + self.average_temperature_profile_at_given_hour[hour][0], + ) + ).tolist() + organized_pressure_dict[hour] = np.column_stack( + ( + self.average_pressure_profile_at_given_hour[hour][1], + self.average_pressure_profile_at_given_hour[hour][0], + ) + ).tolist() + organized_windX_dict[hour] = np.column_stack( + ( + self.average_windVelocityX_profile_at_given_hour[hour][1], + self.average_windVelocityX_profile_at_given_hour[hour][0], + ) + ).tolist() + organized_windY_dict[hour] = np.column_stack( + ( + self.average_windVelocityY_profile_at_given_hour[hour][1], + self.average_windVelocityY_profile_at_given_hour[hour][0], + ) + ).tolist() + + self.exportEnvAnalDict = { + "start_date": self.start_date, + "end_date": self.end_date, + "start_hour": self.start_hour, + "end_hour": self.end_hour, + "latitude": self.latitude, + "longitude": self.longitude, + "elevation": self.elevation, + "timeZone": self.preferred_timezone, + "unit_system": self.unit_system, + "surfaceDataFile": self.surfaceDataFile, + "pressureLevelDataFile": self.pressureLevelDataFile, + "atmosphericModelPressureProfile": organized_pressure_dict, + "atmosphericModelTemperatureProfile": organized_temperature_dict, + "atmosphericModelWindVelocityXProfile": organized_windX_dict, + "atmosphericModelWindVelocityYProfile": organized_windY_dict, + } + + # Convert to json + f = open(filename + ".json", "w") + + # write json object to file + f.write( + json.dumps(self.exportEnvAnalDict, sort_keys=False, indent=4, default=str) + ) + + # close file + f.close() + print( + "Your Environment Analysis file was saved, check it out: " + + filename + + ".json" + ) + print( + "You can use it in the future by using the customAtmosphere atmospheric model." + ) + + return None + + @classmethod + def load(self, filename="EnvAnalysisDict"): + """Load a previously saved Environment Analysis file. + Example: EnvA = EnvironmentAnalysis.load("filename"). + + Parameters + ---------- + filename : str, optional + Name of the previous saved file, by default "EnvAnalysisDict" + + Returns + ------- + EnvironmentAnalysis object + + """ + encoded_class = open(filename).read() + return jsonpickle.decode(encoded_class) + + def save(self, filename="EnvAnalysisDict"): + """Save the Environment Analysis object to a file so it can be used later. + + Parameters + ---------- + filename : str, optional + Name of the file where to be saved, by default "EnvAnalysisDict" + + Returns + ------- + None + """ + encoded_class = jsonpickle.encode(self) + file = open(filename, "w") + file.write(encoded_class) + file.close() + print("Your Environment Analysis file was saved, check it out: " + filename) + + return None diff --git a/setup.py b/setup.py index 767c8d76b..3469308da 100644 --- a/setup.py +++ b/setup.py @@ -16,6 +16,7 @@ "pytz", "timezonefinder", "simplekml", + "jsonpickle", ], maintainer="RocketPy Developers", author="Giovani Hidalgo Ceotto",